tag:blogger.com,1999:blog-47752220276122007112024-03-12T19:38:17.870-07:00Ilmu Jaringan komputerharisamthttp://www.blogger.com/profile/16356797918536550245noreply@blogger.comBlogger22125tag:blogger.com,1999:blog-4775222027612200711.post-75405833842247040172014-01-12T15:56:00.000-08:002014-01-12T15:56:26.837-08:00Proposal Penelitian Ilmiah Tentang Pengaruh Kegiatan Ekstrakurikuler<!--[if gte mso 9]><xml>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">BAB I</span></b><span style="font-family: "Times New Roman","serif"; font-size: 20.0pt; line-height: 115%;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">PENDAHULUAN</span></b></div>
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<div class="MsoNormal" style="line-height: 150%; tab-stops: 57.75pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1.1 Latar Belakang Masalah</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>Belajar mengajar pada dasarnya
merupakan proses interaksi edukatif antara guru dan siswa. Tujuan dari
interaksi edukatif tersebut meliputi tiga aspek, yakni aspek kognitif, afektif
dan psikomotorik. Untuk mencapai tujuan secara baik, diperlukan peran maksimal
dari seorang guru, baik dalam penyampai materi, penggunaan metode, pengelolaan
kelas dan sebagainya. Selain itu, diharapkan kepada guru untuk lebih kreatif
untuk melakukan kegiatan pendukung pembelajaran didalam kelas salah satu
kegiatan pendukung yang dimaksud adalah kegiatan ekstrakurikuler.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>Kegiatan ekstrakurikuler merupakan
“kegiatan yang dilaksanakan diluar jam pelajaran”. Kegiatan ekstrakurikuler ini
dapat dilakukan disekolah maupun diluar sekolah tergantung dengan kebutuhan dan
kesesuaian jenis kegiatan ekstrakurikuler.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>Khusus untuk mata pelajaran bahasa
inggris, jenis kegiatan ekstrakurikuler yang sering dilaksanakan disekolah
maupun diluar sekolah yaitu ekstrakurikuler debat bahasa inggris. Seperti
berbahasa inggris diluar jam sekolah maupun dilingkungan sekolah,untuk lebih
fasih lagi dalam pengucapannya.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>Dari paparan singkat diatas bahwa
kegiatan ekstrakurikuler merupakan kegiatan yang dapat menunjang kegiatan
belajar siswa, termasuk kegiatan yang dapat menunjang aktivitas belajar siswa
dikelas. Dugaan ini terbukti dari hasil prasurvey yang peneliti lakukan di
SMAN1 Tanjung. Dari prasurvey tersebut, peneliti menemukan sebagian siswa yang
sering mengikuti kegiatan OSIS,perdebatan bahasa inggris,laboratorium bahasa,
dan sebagainya juga aktif berpartisipasi dalam kegiatan belajar di kelas.</span></div>
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<br /></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1.2 Rumusan Masalah</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Berdasarkan
uraian dan prasurvey diatas, maka dapat dirumuskan permasalahannya dalam
penelitian diatas sebagai berikut:</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1. <span style="mso-tab-count: 1;"> </span>Bagaimana kegiatan ekstrakurikuler debat
bahasa inggris siswa kelas X pada mata pelajaran bahasa inggris di SMAN1
Tanjung ?</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">2. <span style="mso-tab-count: 1;"> </span>Bagaimana aktivitas belajar siswa Kelas X
pada mata pelajaran bahasa inggris di SMAN1 Tanjung?</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">3. <span style="mso-tab-count: 1;"> </span>Apakan terdapat pengaruh yang signifikan
antara kegiatan ekstrakurikuler debat bahasa inggris terhadap aktivitas belajar
siswa kelas X pada mata pelajaran bahasa inggris di SMAN1 Tanjung ?</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1.3 Batasan Masalah</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Karena
keterbatsan dari segi waktu, kesempatan dan kemampuan saya, maka penilitian ini
hanya membahas tentang pengaruh dan hubungan antara kegiatan ekstrakulikuler
dengan prestasi belajar siswa kelas X SMAN1 Tanjung.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1.4 Identifikasi Masalah</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Merujuk
pada Latar belakang masalah di atas maka dapat di identifikasi beberapa masalah
yang berkaitan dengan latar belakang diatas :</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1.<span style="mso-tab-count: 1;"> </span>Apakah ada pengaruh terhadap perstasi
belajar siswa pada mata pelajaran bahasa inggris?</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">2. <span style="mso-tab-count: 1;"> </span>Apakah
terdapat hubungan antara kegiatan ekstarkulikuler debat bahasa inggris pada
prestasi belajar siswa?</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1.5 Tujuan Dan Kegunaan Penelitian</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;">1.5.1 Tujuan Penelitian</b></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Tujuan utama dari penelitian ini adalah
untuk menemukan pengaruh kegiatan ekstrakurikuler debat bahasa inggris terhadap
aktivitas belajar siswa kelas X pada mata pelajaran bahasa inggris di SMAN1 Tanjung.
Namun secara spesifik tujuan penelitian ini bertujuan untuk memperoleh
informasi dan kejelasan tentang:</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1.
Kegiatan ekstrakurikuler debat bahasa inggris siswa kelas X pada mata pelajaran
bahasa inggris di SMAN1 Tanjung.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 72.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">2.
Aktivitas belajar siswa kelas X pada mata pelajaran bahasa inggris di SMAN1
Tanjung.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">3.
Pengaruh yang signifikan antara kegiatan terhadap aktivitas belajar siswa kelas
X pada mata pelajara bahasa inggris di SMAN1 Tanjung.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1.5.2 Kegunaan
Penelitian</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Adapun
manfaat penelitian ini dapat peneliti rangkum kedalalam 2 bagian yaitu:</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1.5.2.1
Manfaat Praktis</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">A.
Memberikan sumbangan pemikiran dalam rangka pengembangan ilmu pendidikan
terutama dikaitkan dengan hal-hal yang mempengaruhi keberhasilan belajar anak.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">B.
Hasil penelitian dapat digunakan sebagai sumbangan pemikiran dalam rangka
penyempurnaan konsep maupun implementasi praktek pendidikan sebagai upaya yang
strategis dalam pengembangan kualitas sumberdaya manusia.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1.5.2.2
Manfaat Teoritis</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">A.
Secara praktis, hasil penelitian ini diharapkan yang bermanfaat bagi guru
bahasa inggris sebagai bahan evaluasi sekaligus sebagai masukan dalam
meningkatkan kegiatan ekstrakurikuler yang dapat mempengaruhi secara positif
terhadap aktivitas belajar siswa di kelas.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">BAB II</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">KERANGKA TEORI DAN KERANGKA
BERFIKIR</span></b></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">2.1 Kerangka Teori</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;">2.1.1 Kegiatan Ekstrakurikuler</b></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">A. Pengertian
ekstrakurikuler debat bahasa inggris</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kegiatan ekstrakurikuler adalah kegiatan
yang dilakukan siswa dan siswi sekolah atau universitas, di luar jam belajar
kurikulum standar. Kegiatan-kegiatan ini ada pada setiap jenjang pendidikan
dari sekolah dasar sampai universitas. Kegiatan ekstrakurikuler ditujukan agar
siswa dapat mengembangkan kepribadian, bakat, dan kemampuannya di berbagai
bidang di luar bidang akademik</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Adapun pengertian debat bahasa inggris
adalah “usaha sadar untuk menyiapkan siswa dalam berbicara, memahami,
menghayati dan mempraktekan melalui kegiatan bimbingan, pengajaran, latihan
dengan memperhatikan aturan untuk menyadari bahwa bahasa inggris adalah salah
satu bahasa yang digunakan didunia” dan bertujuan mengembangkan keterampilan
dalam komunikasi berbahasa Inggris secara lisan, keterampilan berargumentasi
dalam bahasa Inggris.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Berdasarkan pengertian diatas, dapat
disimpulkan bahwa yang dimaksud kegiatan ekstrakurikuler debat bahasa inggris
adalah kegiatan tambahan yang dilaksankan diluar jam tambahan biasa dengan
tujuan agar kegiatan tambahan tersebut dapat membantu siswa dalam memahami
bahasa inggris dengan baik.</span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span><b style="mso-bidi-font-weight: normal;">B.
Prinsip-prinsip program ekstrakurikuler</b></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Dengan berpedoman pada maksud dan tujuan
kegiatan ekstrakurikuler disekolah maka dapat dikemukakan prinsip-prinsip
kegiatan ekstrakurikuler. Prinsip kegiatan ekstrakurikuler adalah sebagai
berikut:</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1.
Semua siswa, guru dan personil administrasi sekolah hendaknya ikut serta dalam
usaha meningkatkan program.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 72.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">2.
Kerjasama dalam team adalah fundamental.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">3.
Perbuatan untuk partisipasi hendaknya dibatasi.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">4.
Proses lebih penting daripada hasil.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">5.
Program hendaknya memperhitungkan kebutuhan khusus sekolah.</span></div>
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<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">2.1.2 Aktivitas Belajar
Siswa</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">A.
Pengertian Aktivitas Belajar Siswa</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Aktivitas belajar merupakan suatu
kegiatan yang dilakukan untuk menghasilkan perubahan pengetahuan-pengetahuan,
nilai-nilai sikap, dan keterampilan pada siswa sebagai latihan yang dilaksanakan
secara sengaja.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">B.
Jenis Aktivitas Belajar Siswa</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Berdasarkan pengetahuan tentang
prinsip-prinsip diatas, diharapkan kepada guru untuk dapat mengembangkan
aktivitas siswa. Diatas jenis-jenis aktivitas yang dimaksud dapat digolongkan
menjadi:</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1)
Visual Activities, yaitu segala kegiatan yang berhubungan dengan aktivitas
siswa dalam melihat, mengamat, dan memperhatikan.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 72.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">2)
Oral Activities, yaitu aktivitas yang berhubungan dengan kemampuan siswa dalam
mengucapkan dan berfikir.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 72.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">3)
Listening Aktivities, aktivitas yang berhubungan dengan kemampuan siswa dalam
berkonsentrasi menyimak pelajaran.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 72.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">4)
Motor Activities, yakni segala keterampilan jasmani siswa untuk mengekspresikan
bakat yang dimilikinya.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">2.2
Kerangka Berfikir</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Berdasarkan
gambar diatas maka akan diketahui apakah ada pengaruh yang ditimbulkan kegiatan
ekstrakurikuler mata pelajaran bahasa inggris(variabel x), terhadap aktivitas
belajar siswa pada mata pelajaran bahasa inggris (variabel y). Lalu dengan
diketahui pengaruhnya sehingga memungkinkan kemudahan bagi guru untuk menyusun
rencana kerja yang berkaitan dengan kegiatan ekstrakurikuler tersebut.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">2.3 Penelitian Yang Relevan</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Sebelum
melakukan penelitian ini, peneliti telah menelusuri beberapa hasil penelitian
terdahulu yang memiliki keterkaitan dengan penelitian yang peneliti lakukan
ini. Dari beberapa contoh judul penelitian terdahulu memang memiliki
keterkaitan dari segi masalah yaitu mencari tau tentang hubungan dan pengaruh
akan tetapi objek dan sasarannya yang berbeda. Oleh karena itu peneliti memilih
masalah tentang “Pengaruh Kegiatan Ekstrakulikuler” pada aktivitas belajar
siswa SMAN1 Tanjung kelas X.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">2.4 Hipotesis Penelitian</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menurut
Arikunto mendefinisikan hipotesis sebagai suatu jawaban yang besifat sementara
terhadap masalah penelitian sampai terbukti melalui data yang akan terkumpul .
Berdasarkan pendapat diatas maka akan peneliti rumuskan bahwa terdapat pengaruh
kegiatan ekstrakurikuler debat bahasa inggris terhadap aktivitas belajar siswa
kelas X pada mata pelajaran bahasa inggris.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">BAB
III</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">METODOLOGI
PENELITIAN</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">3.1
Sasaran, Waktu dan Lokasi Penelitian</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Yang
menjadi sasaran pada penelitian ini adalah siswa SMAN1 Tanjung kelas X, alasan
memilih SMAN1 Tanjung kelas X dikarenakan faktor lokasi dan keadaan dimana
peneliti merasa perlu melakukan penelitian ini.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">3.2 Metodologi Penelitian</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Untuk
menemukan pengaruh kegiatan ekstrakurikuler debat bahasa inggris terhadap
aktivitas belajar siswa kelas . Pada mata pelajaran bahasa inggris di SMAN1
Tanjung, dengan unsur pokok yang harus ditemukan sesuai dengan butir-butir
rumusan masalah, tujuan dan manfaat penelitian, maka digunakan jenis penelitian
kuantitatif dengan pendekatan determinatif yaitu dengan mencari pengaruh yang
ditimbulkan oleh kegiatan ekstrakurikuler debat bahasa inggris terhadap mata
pelajaran bahasa inggris oleh siswa kelas X SMAN1 Tanjung.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">3.3 Populasi dan Teknik Pengambilan
Sampel</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">3.3.1 Populasi</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Populasi merupakan keseluruhan subjek
sebagai sumber data yang memiliki ciri-ciri tertentu dalam suatu penelitian.
Karakteristik dalam penelitian ini adalah; (a) siswa kelas 1A, 1B dan 1C, (b)
bukan siswa pindahan, dan (c) bukan siswa tidak naik kelas. Berdasarkan
karakteristik tersebut maka jumlah populasi dalam penelitian ini sebanyak 146
orang.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Distribusi
Siswa Kelas X</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Di
SMAN1 Tanjung</span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="height: 37.25pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid black 1.0pt; height: 37.25pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">NO</span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; height: 37.25pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">KELAS</span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; height: 37.25pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.35pt;" valign="top" width="142">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">JUMLAH SISWA</span></div>
</td>
</tr>
<tr style="height: 34.8pt; mso-yfti-irow: 1;">
<td style="border-top: none; border: solid black 1.0pt; height: 34.8pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 34.8pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1A</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 34.8pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.35pt;" valign="top" width="142">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">49</span></div>
</td>
</tr>
<tr style="height: 35.3pt; mso-yfti-irow: 2;">
<td style="border-top: none; border: solid black 1.0pt; height: 35.3pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">2</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 35.3pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1B</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 35.3pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.35pt;" valign="top" width="142">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">48</span></div>
</td>
</tr>
<tr style="height: 34.4pt; mso-yfti-irow: 3;">
<td style="border-top: none; border: solid black 1.0pt; height: 34.4pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">3</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 34.4pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1C</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 34.4pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.35pt;" valign="top" width="142">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">49</span></div>
</td>
</tr>
<tr style="height: 34.4pt; mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td colspan="2" style="border-top: none; border: solid black 1.0pt; height: 34.4pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 118.8pt;" valign="top" width="158">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">TOTAL</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 34.4pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.35pt;" valign="top" width="142">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">146</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">3.3.2 Sampel</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Untuk menetapkan besarnya jumlah sampel,
peneliti akan menggunakan Nomogran Hari King dengan tingkat kesalahan 5 %.
Berdasarkan ketentuan tersebut, diperoleh sample sebesar 51 (0,35 x 146 = 51,1
dibulatkan menjadi 51). Untuk menentukan sample pada masing-msing kelas
peneliti menggunkan perhitungan persentase yang lebih lengkap dapat dilihat
dalam tabel berikut:</span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="height: 37.25pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid black 1.0pt; height: 37.25pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">NO</span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; height: 37.25pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">KELAS</span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; height: 37.25pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 2.0cm;" valign="top" width="76">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Populasi</span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; height: 37.25pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.8pt;" valign="top" width="85">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Sampel</span></div>
</td>
</tr>
<tr style="height: 34.8pt; mso-yfti-irow: 1;">
<td style="border-top: none; border: solid black 1.0pt; height: 34.8pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 34.8pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1A</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 34.8pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 2.0cm;" valign="top" width="76">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">49</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 34.8pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.8pt;" valign="top" width="85">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">17</span></div>
</td>
</tr>
<tr style="height: 35.3pt; mso-yfti-irow: 2;">
<td style="border-top: none; border: solid black 1.0pt; height: 35.3pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">2</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 35.3pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1B</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 35.3pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 2.0cm;" valign="top" width="76">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">48</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 35.3pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.8pt;" valign="top" width="85">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">17</span></div>
</td>
</tr>
<tr style="height: 34.4pt; mso-yfti-irow: 3;">
<td style="border-top: none; border: solid black 1.0pt; height: 34.4pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">3</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1C</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">49</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">TOTAL</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">146</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">51</span></div>
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<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Keterangan
=Sampel diperoleh dari hasil perkalian seperti contoh 48 x 51: 146 = 16,77
dibulatkan menjadi 17 orang.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Teknik sampling yang akan peneliti
gunakan dalam penelitian ini adalah probability sampling maksudnya adalah
“teknik yang memberikan kesempatan yang sama bagi setiap unsur atau anggota
populasi untuk dipilih menjadi sample”. Selanjutnya untuk penentuan sample yang
digunakan adalah teknik sistematik random sampling. Alasannya karena peneliti
mengetahui nama atau identifikasi dari satuan-satuan individu populasi melalui
daftar hadir siswa dimasing-masing kelas.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">3.4 Teknik Pengumpulan Data</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Untuk
mendapatkan data yang berkaitan dengan kegiatan ekstrakurikuler pada mata
pelajaran bahasa inggris maka peneliti akan menggunakan teknik langsung terjun
kelapangan yang berupa observasi. Karena dengan instrument pengumpulan data
semacam ini peneliti rasa data yang akan dikumpulkan lebih akurat bila kita
mengamati sendiri apa yang akan terjadi dilapangan tersebut.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">3.5 Teknik Analisias Data</span></b></div>
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analisis data yang akan dipakai untuk menjawab masalah 1 dan 3 adalah analisis
prosentase dengan rumus:</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Me
: Mean (rata-rata)</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Epsilon
(baca: jumlah)</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Mengenai
jenis kegiatan ekstrakurikuler dan jenis aktivitas belajar siswa akan
dianalisis dengan memaparkan dalam bentuk kalimat. Sedangkan mengenai Pengaruh
Kegiatan Ekstrakurikuler bahasa inggris terhadap Aktivitas Belajar Siswa Kelas
X pada Mata Pelajaran bahasa inggris di SMAN1 Tanjung akan digunakan rumus
regresi</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">3.6 Hipotesis Statistik</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Berdasarkan
uraian dari laporan penelitian yang peneliti lakukan pada SMA XYZ kota
Gorontalo tentang pengaruh kegiatan ekstrakurikuler debat bahasa inggris
terhadap aktivitas belajar siswa. Dan pengaruh yang dihasilkan sangat
signifikan.</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="tab-stops: 55.5pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span></span></div>
<div class="MsoNormal" style="tab-stops: 55.5pt;">
<br /></div>
<div class="MsoNormal" style="tab-stops: 55.5pt;">
<br /></div>
<div class="MsoNormal" style="tab-stops: 55.5pt;">
<br /></div>
<div class="MsoNormal" style="tab-stops: 55.5pt;">
<br /></div>
<div class="MsoNormal" style="tab-stops: 55.5pt;">
<br /></div>
<div class="MsoNormal" style="tab-stops: 55.5pt;">
<br /></div>
<div class="MsoNormal" style="tab-stops: 55.5pt;">
<br /></div>
<div class="MsoNormal" style="tab-stops: 55.5pt;">
<br /></div>
<div class="MsoNormal" style="tab-stops: 55.5pt;">
<br /></div>
<div class="MsoNormal" style="tab-stops: 55.5pt;">
<br /></div>
<div class="MsoNormal" style="tab-stops: 55.5pt;">
<br /></div>
<div class="MsoNormal" style="tab-stops: 55.5pt;">
<br /></div>
<div class="MsoNormal" style="tab-stops: 55.5pt;">
<br /></div>
<div class="MsoNormal" style="tab-stops: 55.5pt;">
<br /></div>
<div class="MsoNormal" style="tab-stops: 55.5pt;">
<br /></div>
<div align="center" class="MsoNormal" style="tab-stops: 55.5pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">DAFTAR PUSTAKA</span></b></div>
<div class="MsoNormal" style="tab-stops: 55.5pt;">
<br /></div>
<div class="MsoNormal" style="tab-stops: 55.5pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">[1]. www.google.com</span></div>
<div class="MsoNormal" style="tab-stops: 55.5pt;">
<br /></div>
<div class="MsoNormal" style="tab-stops: 55.5pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">[2]. Arikunto,
Suharsimi, Manajemen Penelitian. Jakarta: Rineka Cipta, 1995</span></div>
<div class="MsoNormal" style="tab-stops: 55.5pt;">
<br /></div>
<div class="MsoNormal" style="tab-stops: 55.5pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">[3]. Sugiyono, Metode
Penelitian Kuantitatif Kualitatif dan R&D, Cet 3. Bandung : Alpabeta, 2007</span></div>
harisamthttp://www.blogger.com/profile/16356797918536550245noreply@blogger.com0tag:blogger.com,1999:blog-4775222027612200711.post-69394485958491351152012-06-18T06:36:00.001-07:002012-06-18T06:36:03.799-07:00pengenalan thicnet, kabel UTP & STP<!--[if gte mso 9]><xml>
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<br />
<h4 style="text-align: justify;">
Pengenalan ThickNet 0Base5</h4>
<div style="text-align: justify;">
<strong>0Base5</strong> adalah sebuah standar
implementasi pertama jaringan Ethernet. Standar ini sering juga disebut sebagai
<strong>ThickNet</strong> karena memang jaringan ini menggunakan sebuah kabel
koaksial <strong><i>(coaxial)</i></strong> tebal untuk menghubungkan
komputer-komputer dalam membangun sebuah jaringan. Nama lainnya adalah Standard
Ethernet, karena memang jenis ini merupakan implementasi jaringan Ethernet
pertama kali.</div>
<div style="text-align: justify;">
10Base5 mendukung bandwidth maksimum hingga 10
Mbit/detik, meski dalam jaringan bandwidth yang dapat dicapainya hanya berkisar
4 Mbit/detik hingga 6 Mbit/detik karena banyaknya kolisi dalam jaringan yang
mengurangi kecepatannya. 10Base5 dibuat berdasarkan spesifikasi IEEE 802.3 yang
dibuat oleh Project 802.</div>
<div style="text-align: justify;">
Jaringan 10Base5 dihubungkan dengan menggunakan
topologi bus, karena ia menggunakan sebuah kabel koaksial tebal yang panjang.
Panjang maksimum sebuah segmen jaringan 10Base5 adalah 500 meter. Jika jarak
jaringan melebihi 500 meter, maka dua segmen tersebut harus disatukan dengan
menggunakan repeater.</div>
<div style="text-align: justify;">
Sebuah segmen jaringan 10Base5 sebaiknya tidak
memiliki 100 komputer yang tergabung ke dalamnya. Berbeda dengan 10Base2 yang
menghubungkan komputer secara langsung dengan kabel, pada jaringan 10Base5
terdapat sebuah transceiver yang dihubungkan ke kabel ThickNet, dengan
menggunakan konektor yang dapat melubangi kabel yang disebut sebagai vampire
tap.</div>
<div style="text-align: justify;">
Jaringan 10Base5 sering digunakan sebagai
backbone dalam sebuah jaringan yang besar. Dalam konfigurasi yang biasa, transceiver
dalam backbone ThickNet dapat dihubungkan dengan repeater, yang kemudian dapat
menggabungkan segmen-segmen ThinNet yang lebih kecil ke backbone ThickNet.
Dengan cara seperti ini, sebuah kombinasi antara standar 10Base5 dan 10Base2
dapat mendukung jumlah komputer yang cukup besar.</div>
<div style="text-align: justify;">
Nama 10Base5 dibuat dari komponen-komponen
berikut:</div>
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<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;">Metode transmisi jaringan (baseband).</li>
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Jaringan 10Base5 merupakan teknologi jaringan
yang kuno dan tidak diimplentasikan lagi pada jaringan komputer saat ini, meski
beberapa perusahaan mungkin mempertahankannya. Kompleksitas dan keterbatasan
bandwidth yang hanya mencapai 10 Mbit/detik menyebabkan jaringan ini “pensiun”.
Penggantinya adalah 10BaseT yang lebih sederhana, Fast Ethernet untuk kecepatan
yang lebih tinggi, Gigabit Ethernet atau Fiber Distributed Data Interface
(FDDI) jika hendak membuat backbone.</div>
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<a href="http://ekoindri.com/2012/01/11/apa-itu-thicknet-0base5/">http://ekoindri.com/2012/01/11/apa-itu-thicknet-0base5/</a></div>
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<br /></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 18.0pt; mso-fareast-font-family: "Times New Roman";">Pengertian
dan Jenis Kabel UTP</span></b></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pengertian Kabel UTP</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Unshielded twisted-pair (disingkat
UTP) adalah sebuah jenis kabel jaringan yang menggunakan bahan dasar tembaga,
yang tidak dilengkapi dengan shield internal. UTP merupakan jenis kabel yang
paling umum yang sering digunakan di dalam jaringan lokal (LAN), karena memang
harganya yang rendah, fleksibel dan kinerja yang ditunjukkannya relatif bagus.
Dalam kabel UTP, terdapat insulasi satu lapis yang melindungi kabel dari
ketegangan fisik atau kerusakan, tidak seperti kabel Shielded Twisted-pair
(STP), insulasi tersebut tidak melindungi kabel dari interferensi
elektromagnetik.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kabel UTP memiliki impendansi
kira-kira 100 Ohm dan tersedia dalam beberapa jenis/kategori yang ditentukan
dari kemampuan transmisi data yang dimilikinya seperti tertulis dalam tabel
berikut.</span></div>
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<a href="http://www.komunitas16.com/251/pengertian-dan-jenis-kabel-utp">http://www.komunitas16.com/251/pengertian-dan-jenis-kabel-utp</a></div>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 24.0pt; mso-fareast-font-family: "Times New Roman";">PENGERTIAN KABEL STP</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";">Shielded twisted pair adalah jenis
kabel telepon yang digunakan dalam beberapa bisnis instalasi. Terdapat
pembungkus tambahan untuk tiap pasangan kabel (?twisted pair?).Kabel STP juga
digunakan untuk jaringan Data, digunakan pada jaringan Token-Ring IBM.
Pembungkusnya dapat memberikan proteksi yang lebih baik terhadap interferensi
EMI.</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";">Kelemahan
kabel STP</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";">Kabel STP
mempunyai beberapa kelemahan :</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";">Attenuasi
meningkat pada frekuensi tinggi. </span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";">Pada
frekuensi tinggi, keseimbangan menurun sehingga tidak dapat mengkompensasi
timbulnya ?crosstalk? dan sinyal ?noise?. </span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: SV; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";">Harganya cukup
mahal. </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Pada kabel STP,
didalamnya terdapat satu lapisan pelindung kabel internal</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">sehingga
melindungi data yang ditransmisikan dari interferensi/gangguan.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">STP (Shielded Twisted Pair), selain dililitkan, juga
punya proteksi terhadap induksi atau interferensi sinyal dari luar kabel berupa
lapisan kertas alumunium foil, sebelum jaket pembungkus luar.</span></div>
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><a href="http://dimasherlambang355.blogspot.com/2012/02/pengertian-kabel-stp-b.html">http://dimasherlambang355.blogspot.com/2012/02/pengertian-kabel-stp-b.html</a></span><div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>harisamthttp://www.blogger.com/profile/16356797918536550245noreply@blogger.com0tag:blogger.com,1999:blog-4775222027612200711.post-76433918724948636882012-06-16T04:28:00.001-07:002012-06-16T04:28:24.641-07:00Penjelasan kabel UTP dan Perbedaan antar cat 3,4,5,5e<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;">Komunikasi
kabel jaringan Ethernet kabel Stight dan crossover. Kabel jaringan
Ethernet ini terbuat dari 4 pasangan kabel performa tinggi yang terdiri
konduktor twisted pair yang digunakan untuk transmisi data. Kedua ujung
kabel disebut konektor RJ45.</span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;"><br />
</span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;">Kabel
dapat dikategorikan sebagai Cat 5, Cat 5e, Cat 6 UTP kabel. Cat 5 kabel
UTP dapat mendukung jaringan Ethernet 10/100 Mbps, sedangkan Cat 5e dan
Cat 6 kabel UTP dapat mendukung jaringan Ethernet berjalan pada
10/100/1000 Mbps. Anda mungkin mendengar tentang kabel UTP Cat 3, itu
tidak populer lagi karena hanya dapat mendukung jaringan Ethernet 10
Mbps.</span><br />
<a href="" name="more"></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://dunovteck.files.wordpress.com/2010/10/network-cable.jpg" style="margin-left: 1em; margin-right: 1em;"><img height="247" src="http://dunovteck.files.wordpress.com/2010/10/network-cable.jpg?w=150&h=116" width="320" /></a></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;"><a href="http://dunovteck.files.wordpress.com/2010/10/network-cable.jpg"><br />
</a></span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;">Kabel
Stright dan crossover bisa CAT3, Cat 5, Cat 5e atau Cat 6 UTP kabel,
satu-satunya perbedaan adalah setiap jenis kawat akan memiliki
pengaturan yang berbeda dalam kabel untuk melayani tujuan yang berbeda.</span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;"><br />
</span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;">Mari
kita mulai dengan sederhana pin-out diagram dari dua jenis kabel
Ethernet UTP dan melihat bagaimana sambungan tersebut dapat membuat Worm
dapat masuk ke jaringan. Berikut adalah diagram:</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://dunovteck.files.wordpress.com/2010/10/cross-hub.gif" style="margin-left: 1em; margin-right: 1em;"><img height="67" src="http://dunovteck.files.wordpress.com/2010/10/cross-hub.gif?w=468" width="320" /></a></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;">Perhatikan
bahwa TX (transmitter) yang terhubung ke pin yang sesuai (penerima) pin
RX, plus ke plus dan minus ke minus. Dan bahwa Anda harus menggunakan
kabel crossover dapat terhubung unit dengan antarmuka yang identik. Jika
Anda menggunakan kabel Stright, salah satu dari dua unit harus
menggunakan fungsi sambungan Cross.</span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;"><br />
</span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;">Kabel Straight</span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;"><br />
</span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;">Anda
biasanya menggunakan kabel lurus dapat terhubung berbagai jenis
perangkat. Jenis kabel akan digunakan sebagian besar waktu dan dapat
digunakan untuk:</span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;">Hubungkan komputer ke switch / hub ‘s normal port.</span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;">Sambungkan komputer ke kabel / port LAN modem DSL‘s.</span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;">Hubungkan port WAN router ke kabel / port LAN modem DSL’s.</span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;">Menghubungkan port LAN router ke switch / hub ‘s uplink port. (Biasanya digunakan untuk memperluas jaringan)</span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;">Koneksi dua switch / hub dengan salah satu switch / hub menggunakan port uplink dan yang lainnya menggunakan port biasa.</span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;"><br />
</span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;">Jika
anda ingin membuat sambungan kabel Stright kelihatannya lebih mudah
untuk memasangnya, karena Kedua sisi ujung kabel (sisi A dan B) kabel
memiliki pengaturan kawat dengan warna yang sama. Seperti tabel dan
gambar dibawah ini.</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://dunovteck.files.wordpress.com/2010/10/tabel-stright.jpg" style="margin-left: 1em; margin-right: 1em;"><img height="193" src="http://dunovteck.files.wordpress.com/2010/10/tabel-stright.jpg?w=468" width="320" /></a></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;"><br />
</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://dunovteck.files.wordpress.com/2010/10/kabel-stright.jpg" style="margin-left: 1em; margin-right: 1em;"><img height="242" src="http://dunovteck.files.wordpress.com/2010/10/kabel-stright.jpg?w=468" width="320" /></a></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;"><a href="http://dunovteck.files.wordpress.com/2010/10/kabel-stright.jpg"><br />
</a></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://dunovteck.files.wordpress.com/2010/10/orange-pair-2.gif" style="margin-left: 1em; margin-right: 1em;"><img height="320" src="http://dunovteck.files.wordpress.com/2010/10/orange-pair-2.gif?w=117&h=150" width="251" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://dunovteck.files.wordpress.com/2010/10/orange-pair-2.gif" style="margin-left: 1em; margin-right: 1em;"><img height="320" src="http://dunovteck.files.wordpress.com/2010/10/orange-pair-2.gif?w=117&h=150" width="251" /></a></div>
<span class="postbody">Perbedaan masing² tipe kabel UTP :<br /><br />1.
Kategori 3; sudah di standarisasi oleh TIA/EIA-568-B, dengan frekuensi
pengiriman data 16 MHz. Digunakan pada jaringan ethernet 10 Mbps.<br /><br />2.
Kategori 4; belum terdaftar di TIA/EIA, degan frekuensi pengiriman data
20 MHz, digunakan pada jaringan Token Ring dengan kecepatan 16 Mbps.<br /><br />3.
Kategori 5; belum terdaftar di TIA/EIA, dengan frekuensi pengiriman
data 100 MHz. Digunakan pada jaringan ethernet 100 Mbps. Kurang cocok
untuk 1000Base-T gigabit ethernet.<br /><br />4. Kategori 5e; sudah
terstandarisasi oleh TIA/EIA-568-B, dengan frekuensi pengiriman data 100
MHz. Digunakan untuk jaringan ethernet 100 Mbps dan gigabit ethernet.<br /><br />Namun
pada intinya, perbedaan tiap kabel itu tergantung dari jumlah lilitan
yang ada di masing² kabel. Ex; kabel Cat 3; belitan/lilitan kabelnya
kurang bagus, sehingga data yang di kirim tidak sempurna. As we know,
lilitan berpengaruh dalam "noise" di sekitar kabel. Tapi perlu juga di
sadari, standar yang sekarang di gunakan untuk jaringan ethernet kan
menggunakan Cat 5e, tapi terkadang pabrik penyedia kabel tidak memenuhi
standarisasi untuk Cat 5e tersebut</span>.<br />
<br />
sumber :http://ridwanhafiz.blogspot.com/2009/10/pengkabelan-utp.html<br />
http://saladincom.blogspot.com/2012/03/fungsi-dan-cara-membuat-sambungan-kabel.html <br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://dunovteck.files.wordpress.com/2010/10/kabel-cross.jpg" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;"><a href="http://dunovteck.files.wordpress.com/2010/10/kabel-cross.jpg"><br />
</a></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://dunovteck.files.wordpress.com/2010/10/orange-pair-2.gif" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://dunovteck.files.wordpress.com/2010/10/green-pair3.gif" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>harisamthttp://www.blogger.com/profile/16356797918536550245noreply@blogger.com3tag:blogger.com,1999:blog-4775222027612200711.post-27903990446835856072012-04-22T23:09:00.000-07:002012-04-23T04:34:22.796-07:00Menentukan Binary 10110011100 Kedalam Teknik Enkoding<br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;">
<span style="font-family: "Arial","sans-serif"; font-size: 10pt;">TENTUNKAN BINARY
BERIKUT :</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;">
<span style="font-family: "Arial","sans-serif"; font-size: 10pt;">10110011100 KEDALAM
TEKNIK ENKODING :</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">--NRZ --> NRZ-I
& NRZ-L</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">--MULTI LEVEL BINARY
--> BIPOLAR-AMI & PESUDOTERNARY</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">--BIPHASE -->
MANCHESTER & DIFFERENTIAL MANCHESTER</span></b><br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-4GExg7p2Lic/T5U-BEAnABI/AAAAAAAAACQ/l3M-Uf35dfQ/s1600/haris.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-4GExg7p2Lic/T5U-BEAnABI/AAAAAAAAACQ/l3M-Uf35dfQ/s1600/haris.JPG" /></a></div>
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</div>harisamthttp://www.blogger.com/profile/16356797918536550245noreply@blogger.com0tag:blogger.com,1999:blog-4775222027612200711.post-1865637946734377972012-04-21T05:00:00.001-07:002012-04-21T05:00:48.549-07:00TEKNIK ENCODING DATA DIGITAL, & SINYAL DIGITAL<div align="JUSTIFY" style="margin-bottom: 0in;">
Pengkodean karakter,
kadang disebut penyandian karakter, terdiri dari kode yang memasangkan
karakter berurutan dari suatu kumpulan dengan sesuatu yang lain.
Seperti urutan bilangan natural, octet atau denyut elektrik. Untuk
memfasilitasi penyimpanan teks pada komputer dan transmisi teks melalui
<br />
<a href="" name="more"></a>jaringan telekomunikasi. Contoh umum adalah sandi
morse, yang menyandikan huruf alphabet ke dalam rangkaian tekanan
panjang pendek dari kunci telegraf, serta ASCII, yang menyadikan
huruf, numeral dan simbol-simbol lain, sebagai integrer dan versi
biner 7-bit dari integrer tersebut, umumnya ditambah nol-bit untuk
memfasilitasi penyimpanan dalam bita 8-bit (octet). </div>
<div align="JUSTIFY" style="margin-bottom: 0in;">
Dalam
sistem komunikasi digital, pesan yang dikeluarkan oleh sumber umumnya
dikompresikan menjadi bentuk lain yang lebih efisien. Proses tersebut
dilakukan dalam source encoder, dimana informasi dari sumber
dikonversikan menjadi deretan digit biner yang efisien dengan jumlah
digit biner yang digunakan dibuat seminimal mungkin. </div>
<div align="JUSTIFY" style="margin-bottom: 0in;">
Pengkodean Data </div>
<div align="JUSTIFY" style="margin-bottom: 0in;">
Dalam
proses telekomunikasi, data tersebut harus dimengerti baik dari sisi
pengirim maupun dari sisi penerima. Untuk mencapai hal tersebut, data
harus diubah dalam bentuk khusus yaitu sandi untuk komunikasi data. </div>
<div align="JUSTIFY" style="margin-bottom: 0in;">
<br />
</div>
<span style="font-size: 100%;"><b><span lang="SV" style="font-size: 18pt; letter-spacing: 0.55pt;"><br />
</span></b></span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 100%;"><b><span lang="SV" style="font-size: 18pt; letter-spacing: 0.55pt;">Kombinasi Pengkodean</span></b></span></div>
<div class="MsoNormal" style="margin-left: 0.5in; text-align: justify; text-indent: -0.25in;">
<span lang="SV" style="font-size: 20.5pt; letter-spacing: -0.15pt;"> </span><span lang="SV" style="font-family: Symbol;">·</span><span lang="SV" style="font-size: 7pt;"> </span><span lang="SV" style="letter-spacing: -0.15pt;">Digital signaling: sumber data g(t), berupa digital atau analog, dikodekan</span><span lang="SV"> <span style="letter-spacing: -0.15pt;">menjadi sinyal digital x(t) berdasarkan teknik tertentu</span></span></div>
<div class="MsoNormal" style="margin-left: 0.5in; text-align: justify; text-indent: -0.25in;">
<span lang="SV" style="font-family: Symbol;">·</span><span lang="SV" style="font-size: 7pt;"> </span><span lang="SV" style="letter-spacing: -0.15pt;">Analog signaling: sinyal input m(t) disebut “modulating signal” dikalikan</span><span lang="SV"> <span style="letter-spacing: -0.15pt;">dengan sinyal pembawa, hasil modulasi berupa sinyal analog s(t) disebut</span> <span style="letter-spacing: -0.15pt;">“modulated signal”</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="SV" style="letter-spacing: -0.15pt;">Ada 4 kombinasi hubungan data dan sinyal:</span></div>
<ul style="text-align: justify;" type="disc">
<li class="MsoNormal"><span lang="SV" style="letter-spacing: -0.15pt;">Data digital, sinyal digital perangkat pengkodean data digital menjadi</span><span lang="SV"> <span style="letter-spacing: -0.15pt;">sinyal digital lebih sederhana dan murah daripada perangkat modulasi</span> <span style="letter-spacing: -0.15pt;">digital-to-analog</span></span></li>
<li class="MsoNormal"><span lang="SV" style="letter-spacing: -0.15pt;">Data
analog, sinyal digital konversi data analog ke bentuk digital
memungkinkan penggunaan perangkat transmisi dan switching digital</span></li>
<li class="MsoNormal"><span lang="SV" style="letter-spacing: -0.15pt;">Data digital, sinyal analog beberapa media transmisi hanya bisa</span><span lang="SV"> <span style="letter-spacing: -0.15pt;">merambatkan sinyal analog, misalnya unguided media</span></span></li>
<li class="MsoNormal"><span lang="SV" style="letter-spacing: -0.15pt;">Data analog, sinyal analog data analog dapat dikirimkan dalam</span><span lang="SV"> <span style="letter-spacing: -0.15pt;">bentuk sinyal baseband, misalnya transmisi suara pada saluran</span> <span style="letter-spacing: -0.15pt;">pelanggan PSTN</span></span></li>
</ul>
<span style="font-weight: bold;">Teknik Pengkodean dan Modulasi</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span lang="SV" style="letter-spacing: -0.15pt;">Bentuk x(t) bergantung pada teknik pengkodean dan dipilih yang sesuai dengan</span><span lang="SV"> <span style="letter-spacing: -0.15pt;">karakteristik media transmisi.</span> <span style="letter-spacing: -0.15pt;">Frekuensi sinyal pembawa dipilih yang kompatibel dengan media transmisi</span></span></div>
<div style="text-align: justify;">
<br />
<a href="http://bp2.blogger.com/_ltCDvFMsLHo/SBkkgyVYD4I/AAAAAAAAAFw/fsUZd99wmy4/s1600-h/18.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5195223790834421634" src="http://bp2.blogger.com/_ltCDvFMsLHo/SBkkgyVYD4I/AAAAAAAAAFw/fsUZd99wmy4/s320/18.JPG" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;" /></a></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 85%;"><b><span lang="SV" style="letter-spacing: 0.55pt;">Data Digital, Sinyal Digital</span></b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">Sinyal digital merupakan deretan pulsa tegangan diskrit dan diskontinu, tiap</span><span lang="SV" style="font-size: 85%;"> <span style="letter-spacing: -0.15pt;">pulsa merupakan elemen sinyal.</span> <span style="letter-spacing: -0.15pt;">Jika semua elemen sinyal memiliki tanda aljabar yang sama (positif atau</span> <span style="letter-spacing: -0.15pt;">negatif), maka sinyal tersebut unipolar</span>. <span style="letter-spacing: -0.15pt;">Penerima harus mengetahui timing dari setiap bit.</span></span></div>
<div style="text-align: justify;">
<a href="http://bp1.blogger.com/_ltCDvFMsLHo/SBkkPiVYD3I/AAAAAAAAAFo/v5xSHfJecQ4/s1600-h/17.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5195223494481678194" src="http://bp1.blogger.com/_ltCDvFMsLHo/SBkkPiVYD3I/AAAAAAAAAFo/v5xSHfJecQ4/s320/17.JPG" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;" /></a><br />
<a href="http://bp1.blogger.com/_ltCDvFMsLHo/SBkjJiVYD1I/AAAAAAAAAFY/56MN6kP93m4/s1600-h/16.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5195222291890835282" src="http://bp1.blogger.com/_ltCDvFMsLHo/SBkjJiVYD1I/AAAAAAAAAFY/56MN6kP93m4/s320/16.JPG" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;" /></a></div>
<span style="font-weight: bold;">Definisi Format Pengkodean</span><br />
<div style="text-align: justify;">
<a href="http://bp3.blogger.com/_ltCDvFMsLHo/SBki6CVYD0I/AAAAAAAAAFQ/sYFpz_Mj2BM/s1600-h/15.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5195222025602862914" src="http://bp3.blogger.com/_ltCDvFMsLHo/SBki6CVYD0I/AAAAAAAAAFQ/sYFpz_Mj2BM/s320/15.JPG" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;" /></a></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 85%;"><b><span lang="SV" style="letter-spacing: 0.35pt;">Format Pengkodean Sinyal Digital, Data Digital, Sinyal Digital</span></b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">Jika faktor lain konstan, maka pernyataan berikut adalah benar:</span></div>
<div class="MsoNormal" style="margin-left: 0.25in; text-align: justify;">
<span style="font-size: 85%; letter-spacing: -0.15pt;">• Laju data naik BER (bit error rate/ratio) naik</span></div>
<div class="MsoNormal" style="margin-left: 0.25in; text-align: justify;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• SNR naik BER turun</span></div>
<div class="MsoNormal" style="margin-left: 0.25in; text-align: justify;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Bandwidth naik laju data (datarate) naik</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">Parameter pembanding teknik pengkodean:</span></div>
<div class="MsoNormal" style="margin-left: 0.25in; text-align: justify;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Spektrum sinyal jumlah komponen frekuensi tinggi yang sedikit berarti</span><span lang="SV" style="font-size: 85%;"> <span style="letter-spacing: -0.15pt;">lebih hemat bandwidth transmisi</span></span></div>
<div class="MsoNormal" style="margin-left: 0.25in; text-align: justify;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Clocking menyediakan mekanisme sinkronisasi antara source dan</span><span lang="SV" style="font-size: 85%;"> <span style="letter-spacing: -0.15pt;">destination</span></span></div>
<div class="MsoNormal" style="margin-left: 0.25in; text-align: justify;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Deteksi kesalahan kemampuan error detection dapat dilakukan secara</span><span lang="SV" style="font-size: 85%;"> <span style="letter-spacing: -0.15pt;">sederhana oleh skema line coding</span></span></div>
<div class="MsoNormal" style="margin-left: 0.25in; text-align: justify;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Kekebalan terhadap interferensi sinyal dan derau dinyatakan dalam BER</span></div>
<div class="MsoNormal" style="margin-left: 0.25in; text-align: justify;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Biaya dan kompleksitas semakin tinggi laju pensinyalan atau laju data, semakin besar biaya</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">Bandingkan keenam teknik line coding di atas berdasarkan parameter tersebut!</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 85%;"><b><span lang="SV" style="letter-spacing: 0.35pt;">Rapat Spektral</span></b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">Pengkodean diferensial informasi yang akan dikirim didasarkan atas</span><span lang="SV" style="font-size: 85%;"> <span style="letter-spacing: -0.15pt;">perbedaan antara simbol data yang berurutan NRZ :</span></span></div>
<div class="MsoNormal" style="margin-left: 0.25in; text-align: justify;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Mudah direkayasa</span></div>
<div class="MsoNormal" style="margin-left: 0.25in; text-align: justify;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Sebagian besar energi</span><span lang="SV" style="font-size: 85%;"> <span style="letter-spacing: -0.15pt;">berada antara dc dan 0,5 kali laju bit</span></span></div>
<div class="MsoNormal" style="margin-left: 0.25in; text-align: justify;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Ada komponen DC, </span></div>
<div class="MsoNormal" style="margin-left: 0.25in; text-align: justify;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• kemampuan sinkronisasi</span><span lang="SV" style="font-size: 85%;"> <span style="letter-spacing: -0.15pt;">buruk</span></span></div>
<div class="MsoNormal" style="margin-left: 0.25in; text-align: justify;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Biasanya digunakan pada</span><span lang="SV" style="font-size: 85%;"> <span style="letter-spacing: -0.15pt;">penyimpanan magnetik</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">Multilevel binary</span></div>
<div class="MsoNormal" style="margin-left: 0.25in; text-align: justify;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Kasus bipolar AMI dan</span><span lang="SV" style="font-size: 85%;"> <span style="letter-spacing: -0.15pt;">pseudoternary</span></span></div>
<div class="MsoNormal" style="margin-left: 0.25in; text-align: justify;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Tidak ada akumulasi</span><span lang="SV" style="font-size: 85%;"> <span style="letter-spacing: -0.15pt;">komponen dc</span></span></div>
<div style="text-align: justify;">
<a href="http://bp0.blogger.com/_ltCDvFMsLHo/SBkiNSVYDzI/AAAAAAAAAFI/VFaDG5Hpnt8/s1600-h/14.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5195221256803716914" src="http://bp0.blogger.com/_ltCDvFMsLHo/SBkiNSVYDzI/AAAAAAAAAFI/VFaDG5Hpnt8/s320/14.JPG" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;" /></a></div>
<span style="font-size: 100%;"><span style="font-weight: bold;">BER Teoritis</span></span><br />
<div class="MsoNormal" style="text-align: justify;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">Multilevel binary</span></div>
<div class="MsoNormal" style="margin-left: 9pt; text-align: justify;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Untuk memperoleh BER tertentu, perlu daya 3 dB lebih besar dibandingkan</span><span lang="SV" style="font-size: 85%;"> <span style="letter-spacing: -0.15pt;">NRZ</span></span></div>
<div style="text-align: justify;">
<br />
<a href="http://bp0.blogger.com/_ltCDvFMsLHo/SBkhMSVYDyI/AAAAAAAAAFA/6XvW1_c3C1w/s1600-h/13.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5195220140112219938" src="http://bp0.blogger.com/_ltCDvFMsLHo/SBkhMSVYDyI/AAAAAAAAAFA/6XvW1_c3C1w/s320/13.JPG" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;" /></a></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 85%; letter-spacing: -0.15pt;"><span style="font-weight: bold;">Biphase</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 85%; letter-spacing: -0.15pt;">Kasus Manchester dan differential Manchester</span><span style="font-size: 85%;">. </span><span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">Keunggulan :</span></div>
<div class="MsoNormal" style="margin-left: 0.25in; text-align: justify;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Sinkronisasi: penerima dapat melakukan sinkronisasi pada setiap</span><span lang="SV" style="font-size: 85%;"> <span style="letter-spacing: -0.15pt;">transisi dalam 1 durasi bit</span></span></div>
<div class="MsoNormal" style="margin-left: 0.25in; text-align: justify;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Tanpa komponen dc</span></div>
<div class="MsoNormal" style="margin-left: 0.25in; text-align: justify;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Deteksi kesalahan: transisi yang tidak terjadi di tengah bit dapat</span><span lang="SV" style="font-size: 85%;"> <span style="letter-spacing: -0.15pt;">digunakan sebagai indikasi kesalahan</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">Kelemahan:</span></div>
<div class="MsoNormal" style="margin-left: 0.25in; text-align: justify;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Bandwidth lebih besar dibandingkan NRZ dan multilevel binary</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">Kode Manchester digunakan pada standar IEEE 802.3 (CSMA/CD) untuk LAN dengan topologi bus, media transmisi kabel koaksial</span><span lang="SV" style="font-size: 85%;"> </span><span style="font-size: 85%; letter-spacing: -0.15pt;">baseband dan twisted pair.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 85%; letter-spacing: -0.15pt;">Kode differential Manchester digunakan pada IEEE 802.5 (token ring </span><span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">LAN), media transmisi STP</span></div>
<span style="font-size: 85%; font-weight: bold;">Laju Modulasi</span><br />
<br />
<div class="MsoNormal" style="text-align: justify;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">Yaitu laju perubahan level sinyal (pembangkitan elemen sinyal), berbeda</span><span lang="SV" style="font-size: 85%;"> </span><span style="font-size: 85%; letter-spacing: -0.15pt;">dengan laju data</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 85%; letter-spacing: -0.15pt;">Contoh pada Manchester </span></div>
<div class="MsoNormal" style="margin-left: 0.25in; text-align: justify;">
<span style="font-size: 85%; letter-spacing: -0.15pt;">• Data rate = 1/Tb</span></div>
<div class="MsoNormal" style="margin-left: 0.25in; text-align: justify;">
<span style="font-size: 85%; letter-spacing: -0.15pt;">• Modulation rate = 2/Tb</span></div>
<div style="text-align: justify;">
<br />
<a href="http://bp0.blogger.com/_ltCDvFMsLHo/SBkgmSVYDxI/AAAAAAAAAE4/pC0g1n6ooVQ/s1600-h/12.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5195219487277190930" src="http://bp0.blogger.com/_ltCDvFMsLHo/SBkgmSVYDxI/AAAAAAAAAE4/pC0g1n6ooVQ/s320/12.JPG" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;" /></a></div>
<div class="MsoNormal">
<span style="font-size: 85%;"><b><span lang="SV" style="color: black; letter-spacing: 0.55pt;">Laju Modulasi</span></b></span></div>
<div class="MsoNormal">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">Secara umum D = R/b</span></div>
<div class="MsoNormal" style="margin-left: 0.25in;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• D=laju modulasi, </span></div>
<div class="MsoNormal" style="margin-left: 0.25in;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• R=laju data (bps), b=jumlah bit per elemen sinyal</span></div>
<div class="MsoNormal">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">Tujuan perancangan pengkodean data adalah:</span></div>
<div class="MsoNormal" style="margin-left: 0.25in;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Tidak ada komponen dc</span></div>
<div class="MsoNormal" style="margin-left: 0.25in;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Tidak ada urutan bit yang menyebabkan sinyal berada pada level 0 dalam waktu lama</span></div>
<div class="MsoNormal" style="margin-left: 0.25in;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Tidak mengurangi laju data</span></div>
<div class="MsoNormal" style="margin-left: 0.25in;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Kemampuan deteksi kesalahan</span></div>
<div class="MsoNormal">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">Unipolar: semua elemen sinyal (pulsa) memiliki tanda yang sama, positif</span><span lang="SV" style="font-size: 85%;"> </span><span style="font-size: 85%; letter-spacing: -0.15pt;">atau negatif</span></div>
<div class="MsoNormal">
<span style="font-size: 85%; letter-spacing: -0.15pt;">Polar: satu keadaan diwakili oleh level tegangan positif, dan keadaan lain oleh level negatif</span></div>
<span style="font-size: 85%;"><span style="font-weight: bold;">Laju Transisi Sinyal</span></span><br />
<br />
<div class="MsoNormal">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">Salah satu cara dalam penentuan laju modulasi adalah dengan mencari</span><span lang="SV" style="font-size: 85%;"> <span style="letter-spacing: -0.15pt;">rata-rata jumlah transisi yang terjadi per periode bit.</span> <span style="letter-spacing: -0.15pt;">Tabel berikut memberikan contoh laju transisi sinyal dengan kasus</span> <span style="letter-spacing: -0.15pt;">aliran data 1 dan 0 bergantian (101010…)</span></span></div>
<br />
<a href="http://bp2.blogger.com/_ltCDvFMsLHo/SBkf1yVYDwI/AAAAAAAAAEw/rG9T4YabHZM/s1600-h/11.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5195218654053535490" src="http://bp2.blogger.com/_ltCDvFMsLHo/SBkf1yVYDwI/AAAAAAAAAEw/rG9T4YabHZM/s320/11.JPG" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;" /></a><span style="font-size: 100%;"><span style="font-weight: bold;">Teknik Scrambling</span></span><br />
<div class="MsoNormal" style="text-align: justify;">
<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">Terdapat 2 teknik yang sering digunakan pada layanan transmisi jarak jauh.</span><span lang="SV" style="font-size: 85%;"> <span style="letter-spacing: -0.15pt;">B8ZS (bipolar with 8-zeros substitution) Amerika Utara</span></span></div>
<div class="MsoNormal" style="margin-left: 57pt; text-align: justify; text-indent: -0.25in;">
<span lang="SV" style="font-family: Symbol; font-size: 85%;">·</span><span lang="SV" style="font-family: "; font-size: 85%;"> </span><span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">Jika pulsa tegangan terakhir sebelum 8-zero memiliki level positif, maka</span><span lang="SV" style="font-size: 85%;"> <span style="letter-spacing: -0.15pt;">dikodekan sebagai 000+-0-+</span></span></div>
<div class="MsoNormal" style="margin-left: 57pt; text-align: justify; text-indent: -0.25in;">
<span lang="SV" style="font-family: Symbol; font-size: 85%;">·</span><span lang="SV" style="font-family: "; font-size: 85%;"> </span><span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">Jika pulsa tegangan terakhir memiliki level negatif, maka kodenya adalah</span><span lang="SV" style="font-size: 85%;"> <span style="letter-spacing: -0.15pt;">000-+0+-</span></span></div>
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<span lang="SV" style="font-family: Symbol; font-size: 85%;">·</span><span lang="SV" style="font-family: "; font-size: 85%;"> </span><span lang="SV" style="font-size: 85%;">HDB3 (High Density Bipolar-3zeros) </span><span style="font-size: 85%;">→ Eropa dan Jepang</span></div>
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<span lang="SV" style="font-size: 85%;">Polaritas sebelum 4-zeros</span></div>
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<span lang="SV" style="font-size: 85%;">Jumlah pulsa bipolar (bit 1) sejak substitusi terakhir</span></div>
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<span lang="SV" style="font-size: 85%;">Ganjil</span></div>
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<span lang="SV" style="font-size: 85%;">Genap</span></div>
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<span lang="SV" style="font-size: 85%;">Negatif (-)</span></div>
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<span lang="SV" style="font-size: 85%;">000-</span></div>
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<span lang="SV" style="font-size: 85%;">+00+</span></div>
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<span lang="SV" style="font-size: 85%;">Positif (+)</span></div>
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<span lang="SV" style="font-size: 85%;">000+</span></div>
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<span lang="SV" style="font-size: 85%;">-00-</span></div>
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<span lang="SV" style="font-family: Symbol; font-size: 85%;">·</span><span lang="SV" style="font-family: "; font-size: 85%;"> </span><span lang="SV" style="color: #4d4d4d; font-size: 85%; letter-spacing: -0.15pt;">Teknik B8ZS memiliki 2 violation terhadap kode AMI, sedangkan HDB3 memiliki 1 violation pada bit keempat</span></div>
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<a href="http://bp2.blogger.com/_ltCDvFMsLHo/SBkfYyVYDvI/AAAAAAAAAEo/ZJOTxjmMe88/s1600-h/10.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5195218155837329138" src="http://bp2.blogger.com/_ltCDvFMsLHo/SBkfYyVYDvI/AAAAAAAAAEo/ZJOTxjmMe88/s320/10.JPG" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;" /></a></div>
<span style="font-size: 100%;"><span style="font-weight: bold;">Data Digital, Sinyal Analog</span></span><br />
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">Contoh: transmisi data digital melalui jaringan telepon publik (PSTN); perangkat</span><span lang="SV" style="font-size: 85%;"> <span style="letter-spacing: -0.15pt;">digital dihubungkan ke jaringan melalui modem.</span></span></div>
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<a href="http://bp1.blogger.com/_ltCDvFMsLHo/SBkfBiVYDuI/AAAAAAAAAEg/jk7LLsG_sSE/s1600-h/9.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5195217756405370594" src="http://bp1.blogger.com/_ltCDvFMsLHo/SBkfBiVYDuI/AAAAAAAAAEg/jk7LLsG_sSE/s320/9.JPG" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;" /></a></div>
<span style="font-size: 100%;"><span style="font-weight: bold;">Modulasi Digital</span></span><br />
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">Ada 3 teknik pengkodean atau modulasi dasar untuk mengubah data digital </span><span style="font-size: 85%; letter-spacing: -0.15pt;">menjadi sinyal analog: amplitude shift keying (ASK), frequency shift keying (FSK), dan phase shift keying (PSK).</span></div>
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<a href="http://bp2.blogger.com/_ltCDvFMsLHo/SBkdmyVYDsI/AAAAAAAAAEQ/Ep034TpU0N0/s1600-h/8.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5195216197332242114" src="http://bp2.blogger.com/_ltCDvFMsLHo/SBkdmyVYDsI/AAAAAAAAAEQ/Ep034TpU0N0/s320/8.JPG" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;" /></a></div>
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<span style="letter-spacing: -0.15pt;"><span style="font-size: 100%;"><span style="font-weight: bold;">Kinerja</span></span></span></div>
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<span style="font-size: 85%; letter-spacing: -0.15pt;">Rasio datarate terhadap bandwidth transmisi disebut efisiensi bandwidth.</span></div>
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<span style="font-size: 85%; letter-spacing: -0.15pt;">• Bandwidth transmisi ASK dan PSK adalah: BT = (1+r)R</span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Untuk FSK: </span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">BT = 2 F+(1+r)R</span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Untuk pensinyalan multilevel: </span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">BT = (1+r)R/b</span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Bandingkan dengan pensinyalan digital: </span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">BT = 0,5(1+r)D</span></div>
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<span style="font-size: 85%; letter-spacing: -0.15pt;">Ingatlah bahwa Eb/No = (S/N).(BT/R)</span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.1pt;">• BER dapat dikurangi dengan menaikkan Eb/No</span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">Legenda: </span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• R=bitrate, </span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• r=faktor roll-off (0<1),></span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• F=frekuensi offset=f2-fc=fc-f1, </span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• b=jumlah bit per elemen sinyal, </span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• D=laju modulasi</span></div>
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<span style="font-size: 85%;"><b><span lang="SV" style="letter-spacing: 0.55pt;">Efisiensi Bandwidth</span></b></span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">Rasio datarate terhadap bandwidth transmisi untuk berbagai skema</span><span lang="SV" style="font-size: 85%;"> <span style="letter-spacing: -0.15pt;">pengkodean digital-to-analog ditunjukkan pada tabel.</span></span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">Contoh: berapa efisiensi bandwidth FSK, ASK, PSK, dan QPSK untuk</span><span lang="SV" style="font-size: 85%;"> <span style="letter-spacing: -0.15pt;">BER 10-7 pada kanal yang memiliki SNR 12 dB?</span></span></div>
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<a href="http://bp0.blogger.com/_ltCDvFMsLHo/SBkdMSVYDrI/AAAAAAAAAEI/f_yjo57r01Y/s1600-h/7.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5195215742065708722" src="http://bp0.blogger.com/_ltCDvFMsLHo/SBkdMSVYDrI/AAAAAAAAAEI/f_yjo57r01Y/s320/7.JPG" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;" /></a></div>
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<span lang="SV" style="letter-spacing: -0.15pt;"><span style="font-size: 100%;"><span style="font-weight: bold;">Data Analog, Sinyal Digital</span></span></span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">Setelah konversi data analog ke data digital, proses selanjutnya adalah salah</span><span lang="SV" style="font-size: 85%;"> <span style="letter-spacing: -0.15pt;">satu dari 3 cara berikut:</span></span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Data digital langsung ditransmisikan dalam bentuk NRZ-L</span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Data digital dikodekan sebagai sinyal digital dengan menggunakan kode</span><span lang="SV" style="font-size: 85%;"> <span style="letter-spacing: -0.15pt;">selain NRZ-L</span></span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Data digital dikonversi menjadi sinyal analog, dengan menggunakan teknik</span><span lang="SV" style="font-size: 85%;"> <span style="letter-spacing: -0.15pt;">modulasi</span></span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">Teknik dasar yang digunakan dalam codec:</span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Pulse code modulation SNR=6,02n+1,76 dB</span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Delta modulation implementasi lebih sederhana, karakteristik SNR lebih</span><span lang="SV" style="font-size: 85%;"> </span><span style="font-size: 85%; letter-spacing: -0.15pt;">buruk</span></div>
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<a href="http://bp0.blogger.com/_ltCDvFMsLHo/SBkcESVYDqI/AAAAAAAAAEA/4lUy84ZxF6M/s1600-h/6.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5195214505115127458" src="http://bp0.blogger.com/_ltCDvFMsLHo/SBkcESVYDqI/AAAAAAAAAEA/4lUy84ZxF6M/s320/6.JPG" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;" /></a></div>
<span style="font-size: 85%;"><b><span lang="SV" style="letter-spacing: 0.55pt;">Teorema Pencuplikan</span></b> </span><br />
<br />
<span lang="SV">Jika x(t) adalah sinyal bandlimited, dengan bandwidth fh,</span><span lang="SV"> d<span style="letter-spacing: -0.15pt;">an p(t) adalah sinyal pencuplik yang terdiri dari pulsa-pulsa pada interval Ts=1/fs;</span></span><span lang="SV"> </span><span lang="SV">Maka xs(t) = x(t)p(t) adalah sinyal tercuplik</span> <a href="http://bp2.blogger.com/_ltCDvFMsLHo/SBkbwyVYDpI/AAAAAAAAAD4/D8svAeOeE7c/s1600-h/5.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5195214170107678354" src="http://bp2.blogger.com/_ltCDvFMsLHo/SBkbwyVYDpI/AAAAAAAAAD4/D8svAeOeE7c/s320/5.JPG" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;" /></a><br />
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<span style="font-size: 85%;"><b><span lang="SV" style="letter-spacing: 0.55pt;">Pulse Code</span></b><b><span lang="SV"> <span style="letter-spacing: 0.55pt;">Modulation</span></span></b></span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">Jika data suara dibatasi pada frekuensi dibawah 4000 Hz, maka frekuensi 8000 cuplikan per detik dianggap cukup untuk</span><span lang="SV" style="font-size: 85%;"> <span style="letter-spacing: -0.15pt;">mewakili sinyal suara.</span> <span style="letter-spacing: -0.15pt;">Pada gambar di samping, tiap cuplikan</span> <span style="letter-spacing: -0.15pt;">dikuantisasi menjadi 16 level.</span> <span style="letter-spacing: -0.15pt;">Kemudian hasil kuantisasi direpresentasikan</span></span><span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;"> oleh 4 bit.</span><span lang="SV" style="font-size: 85%;"> <span style="letter-spacing: -0.15pt;">Berapa laju bit yang dihasilkan?</span></span><span style="font-size: 85%;"><br />
</span><span style="font-size: 85%; letter-spacing: -0.15pt;">Contoh lain: jumlah level kuantisasi 256, </span><span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">frekuensi pencuplikan 8000 Hz, berapa laju bit?</span></div>
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<a href="http://bp3.blogger.com/_ltCDvFMsLHo/SBkbXCVYDoI/AAAAAAAAADw/lqyJpUqb7xA/s1600-h/4.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5195213727726046850" src="http://bp3.blogger.com/_ltCDvFMsLHo/SBkbXCVYDoI/AAAAAAAAADw/lqyJpUqb7xA/s320/4.JPG" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;" /></a><span style="font-size: 85%;"><b><span style="color: black; letter-spacing: 0.55pt;">Contoh PCM</span></b></span></div>
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<span style="font-size: 85%; letter-spacing: -0.15pt;">Perbandingan sinyal</span><span style="font-size: 85%;"> <span style="letter-spacing: -0.15pt;">terhadap noise untuk derau</span> <span style="letter-spacing: -0.15pt;">kuantisasi dapat</span> <span style="letter-spacing: -0.15pt;">dinyatakan sebagai</span> </span><span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">SNRdB = 20log2n+1,76 dB</span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">Alasan utama penggunaan</span><span lang="SV" style="font-size: 85%;"> <span style="letter-spacing: -0.15pt;">teknik digital :</span></span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Tidak ada additive noise </span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Tida ada</span><span lang="SV" style="font-size: 85%;"> <span style="letter-spacing: -0.15pt;">intermodulation noise</span></span></div>
<a href="http://bp3.blogger.com/_ltCDvFMsLHo/SBkbACVYDnI/AAAAAAAAADo/JXQxhutZv9Q/s1600-h/3.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5195213332589055602" src="http://bp3.blogger.com/_ltCDvFMsLHo/SBkbACVYDnI/AAAAAAAAADo/JXQxhutZv9Q/s320/3.JPG" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;" /></a><br />
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<span style="font-size: 85%;"><b><span lang="SV" style="letter-spacing: 0.55pt;">Data Analog, Sinyal Analog</span></b></span></div>
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<span style="font-size: 85%;"><br />
</span><span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">Alasan utama diperlukannya</span><span lang="SV" style="font-size: 85%;"> <span style="letter-spacing: -0.15pt;">modulasi analog:</span></span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Transmisi efektif terjadi</span><span lang="SV" style="font-size: 85%;"> <span style="letter-spacing: -0.15pt;">pada frekuensi tinggi</span></span></div>
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<span style="font-size: 85%; letter-spacing: -0.15pt;">• Memungkinkan frequency-division multiplexing</span></div>
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<span style="font-size: 85%; letter-spacing: -0.15pt;">Modulasi amplitude :</span></div>
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<span style="font-size: 85%; letter-spacing: -0.15pt;">s(t) = [1+nax(t)]cos(2pfct)</span></div>
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<span style="font-size: 85%; letter-spacing: -0.15pt;">• cos(2pfct) adalah pembawa</span></div>
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<span style="font-size: 85%; letter-spacing: -0.15pt;">• x(t) adalah sinyal masukan</span><span style="font-size: 85%;"> </span><span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">(membawa data)</span></div>
<a href="http://bp1.blogger.com/_ltCDvFMsLHo/SBkaoiVYDmI/AAAAAAAAADg/C3wLna2s844/s1600-h/2.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5195212928862129762" src="http://bp1.blogger.com/_ltCDvFMsLHo/SBkaoiVYDmI/AAAAAAAAADg/C3wLna2s844/s320/2.JPG" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;" /></a><br />
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<span style="font-size: 85%;"><b><span lang="SV" style="letter-spacing: 0.55pt;">Data Analog, Sinyal Analog</span></b></span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">Modulasi sudut</span></div>
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<span style="font-size: 85%; letter-spacing: -0.15pt;">s(t) = Accos[2pfct+f(t)]</span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Modulasi fasa: </span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">f(t) = npm(t)</span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">• Modulasi frekuensi: </span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">f’(t) = nfm(t)</span></div>
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<span style="font-size: 85%; letter-spacing: -0.15pt;">Contoh turunan AM: Quadrature Amplitude Modulation</span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">QAM merupakan teknik pensinyalan analog yang digunakan pada jaringan</span><span lang="SV" style="font-size: 85%;"> </span><span style="font-size: 85%; letter-spacing: -0.15pt;">asymmetric digital subscriber line (ADSL)</span></div>
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<span style="font-size: 85%; letter-spacing: -0.15pt;">Sinyal QAM:</span></div>
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<span style="font-size: 85%; letter-spacing: -0.15pt;">s(t) = </span><span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">d1(t)cos(2pfct)+d2(t)sin(2pfct)</span></div>
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<a href="http://bp1.blogger.com/_ltCDvFMsLHo/SBkaUiVYDlI/AAAAAAAAADY/79gUQSvDuy8/s1600-h/1.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5195212585264746066" src="http://bp1.blogger.com/_ltCDvFMsLHo/SBkaUiVYDlI/AAAAAAAAADY/79gUQSvDuy8/s320/1.JPG" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;" /></a><br />
<div align="center" class="MsoNormal" style="font-weight: bold; text-align: center;">
<span style="font-size: 85%;"><span lang="SV" style="letter-spacing: 0.35pt;">Spread Spectrum</span></span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">Teknik ini digunakan untuk mengirimkan data analog atau digital, dengan sinyal</span><span lang="SV" style="font-size: 85%;"> <span style="letter-spacing: -0.15pt;">analog.</span></span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">Ide dasarnya adalah penyebaran sinyal informasi dalam bandwidth yang lebih</span><span lang="SV" style="font-size: 85%;"> <span style="letter-spacing: -0.15pt;">lebar sehingga menyulitkan jamming</span> <span style="letter-spacing: -0.15pt;">Skema dalam penerapan spektral tersebar:</span></span></div>
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<span style="font-size: 85%; letter-spacing: -0.15pt;">• Frequency hopping sinyal di-broadcast dengan deretan frekuensi radio </span><span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">yang acak, berpindah dari 1 frekuensi ke frekuensi lain pada selang waktu</span><span lang="SV" style="font-size: 85%;"> </span><span style="font-size: 85%; letter-spacing: -0.15pt;">yang sempit</span></div>
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<span style="font-size: 85%; letter-spacing: -0.15pt;">• Direct sequence tiap bit dalam sinyal asli diwakili oleh banyak bit dalam</span><span style="font-size: 85%;"> <span style="letter-spacing: -0.15pt;">sinyal yang ditransmisikan, disebut sebagai chipping code; contoh: chipping </span></span><span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">code 10-bit menyebarkan sinyal pada pita frekuensi yang besarnya 10 kali</span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;"> </span></div>
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<span lang="SV" style="font-size: 85%; letter-spacing: -0.15pt;">sumber:http://deliel-faraby.blogspot.com/2011/09/teknik-pengkodean-sinyal-data-analog_17.html </span></div>harisamthttp://www.blogger.com/profile/16356797918536550245noreply@blogger.com0tag:blogger.com,1999:blog-4775222027612200711.post-3665606975712754322012-04-21T04:55:00.002-07:002012-04-21T04:55:11.424-07:00ASCII<!--[if gte mso 9]><xml>
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<b>ASCII</b> (American Standard Code For Information
Interchange) merupakan kode standar yang digunakan dalam pertukaran informasi
pada Komputer. Kode ASCII ini seperti Hex dan Unicode tetnamunapi ASCII lebih
bersifat universal<br />
<br />
<br />
Kata Wikipedia :<br />
Kode ASCII ini digunakan oleh komputer dan alat komunikasi lain untuk
menunjukkan teks. Kode ASCII sebenarnya memiliki komposisi bilangan biner
sebanyak 8 bit. Dimulai dari 0000 0000 hingga 1111 1111.<br />
<br />
Perlu di ketahui bahwa setiap simbol yang ada pada keyboard, mewakili tiap kode
ASCII,<br />
Misal :<br />
Kode ASCII 82 = R<br />
Kode ASCII 144 =r<br />
Kode ASCII 71 = G<br />
Kode ASCII 103 =g<br />
Jumlah kode ASCII adalah 255 kode.<br />
Kode ASCII 0 - 127 merupakan kode ASCII untuk manipulasi teks<br />
kode ASCII 128 - 255 merupakan kode ASCII untuk manipulasi grafik.<br />
<br />
Kode ASCII sendiri dapat dikelompokkan lagi kedalam beberapa bagian:<br />
-Kode yang tidak terlihat simbolnya seperti :<br />
Kode 10(Line Feed)<br />
Kode 13(Carriage Return)<br />
Kode 8(Tab)<br />
Kode 32(Space)<br />
-Kode yang terlihat simbolnya seperti abjad (A..Z), numerik (0..9), karakter
khusus<br />
(~!@#$%^&*()_+?:”{})<br />
-Kode yang tidak ada di keyboard namun dapat ditampilkan. Kode ini umumnya
untuk kode-kode grafik.</div>
<div class="MsoNormal">
Sumber: <a href="http://berinovasi.blogspot.com/2012/02/pengertian-dan-daftar-kode-ascii.html">http://berinovasi.blogspot.com/2012/02/pengertian-dan-daftar-kode-ascii.html</a></div>harisamthttp://www.blogger.com/profile/16356797918536550245noreply@blogger.com0tag:blogger.com,1999:blog-4775222027612200711.post-78734957512181534792012-04-21T04:44:00.000-07:002012-04-21T04:44:36.347-07:00IPv4 dan IPv6<h2>
Penjelasan IPv4 dan IPv6</h2>
<strong><span class="post_title"><a href="http://www.ranggaugahari.co.cc/2008/12/ipv4-vs-ipv6.html">Pv4 vs IPv6</a> </span></strong><br />
<div style="text-align: justify;">
Penulisan IPV4 terbagi 4 blok yaitu
x.x.x.x dimana setiap blok merupakan penjumlahan bilangan biner (0 dan
1) yg terdiri dr 8 bit, jadi jika ditulis dalam bit aturannya sebagai
berikut:
xxxxxxxx.xxxxxxxx.xxxxxxxx.xxxxxxxx<br />
untuk penjumlahannya dibaca dari kanan ke kiri dengan kelipatan 2 dimulai dari 1.<br />
128 64 32 16 8 4 2 1<br />
x x x x x x x x<br />
Jadi bilangan terendah adalah 0 dan tertinggi adalah 255
(128+64+32+16+8+4+2+1). Contoh penulisan ke biner dr bilangan 160 =
10100000, karena yg bit 1 hanya nomor 8 dan 6 maka penjumlahannya 128+32<br />
IPV4 dibagi jadi 5 class:<br />
<ul>
<li>class A : 0.0.0.0 s/d 127.255.255.255 (net 0.0.0.0 dan 127.0.0.0 pengecualian)</li>
<li>class B : 128.0.0.0 s/d 191.255.255.255</li>
<li>class C : 192.0.0.0 s/d 224.255.255.255</li>
</ul>
Berikut diberi contoh kasus konfigurasi jaringan sbg berikut:<br />
<ul>
<li>Jaringan I
100.10.0.1
100.10.0.2
100.10.0.3
100.10.0.4
100.10.0.5</li>
<li>Jaringan II
130.10.0.1
130.10.0.2
130.10.0.3
130.10.0.4
130.10.0.5</li>
<li>Jaringan III
202.10.0.1
202.10.0.2
202.10.0.3
202.10.0.4
202.10.0.5</li>
</ul>
Dari informasi address di atas disimpulkan sebagai berikut:<br />
<ol>
<li>Komputer hanya bisa saling koneksi dengan komputer lain dalam satu jaringan</li>
<li>Komputer yang beda jaringan misal komputer dgn IP 100.10.0.1 VS 202.10.0.4 tidak bisa berkoneksi secara langsung</li>
<li>Agar komputer dalam jaringan berbeda dapat saling koneksi dibutuhkan
suatu proses routing (penjelasan routing dalam artikel lain.</li>
<li>Menentukan NetID, HostID, Broadcast, dan Netmask.</li>
</ol>
IPv6 yang memiliki kapasitas address raksasa (128 bit), mendukung
penyusunan address secara terstruktur, yang memungkinkan Internet terus
berkembang dan menyediakan kemampuan routing baru yang tidak terdapat
pada IPv4. IPv6 memiliki tipe address anycast yang dapat digunakan untuk
pemilihan route secara efisien. Selain itu IPv6 juga dilengkapi oleh
mekanisme penggunaan address secara local yang memungkinkan terwujudnya
instalasi secara Plug dan Play, serta menyediakan platform bagi cara
baru pemakaian Internet, seperti dukungan terhadap aliran data secara
real-time, pemilihan provider, mobilitas host, end-to-end security,
ataupun konfigurasi otomatis.<br />
Seperti halnya IPv4 yang menggunakan bit-bit pada tingkat tinggi
(high-order bit) sebagai alamat jaringan sementara bit-bit pada tingkat
rendah (low-order bit) sebagai alamat host, dalam IPv6 juga terjadi hal
serupa. Dalam IPv6, bit-bit pada tingkat tinggi akan digunakan sebagai
tanda pengenal jenis alamat IPv6, yang disebut dengan Format Prefix
(FP). Dalam IPv6, tidak ada subnet mask, yang ada hanyalah Format
Prefix. Pengalamatan IPv6 didefinisikan dalam RFC 2373.<br />
Untuk mengimlementasikan suatu jaringan IPv6, yang pertama – tama
dibutuhkan adalah alokasi prefix ipv6 yang unik, yang bisa diperoleh
dari penyedia jasa internet seperti ISP, APNIC atau yang lain. Kebutuhan
selanjutnya adalah infrastruktur jaringan yang telah mendukung IPv6.<br />
Meskipun telah dipersiapkan sebuah teknologi baru untuk menggantikan
keterbatasan metode sebelumnya, pengimplementasian ipv6 ini tidak dapat
langsung diterapkan begitu saja. Ada banyak metode yang dapat dilakukan
untuk migrasi secara bertahap dari ipv4 ke ipv6. Beberapa diantaranya
akan coba dibahas disini.<br />
Pertama dengan teknik dual-stack. Dengan teknik ini, kita cukup
menambahkan ipv6 pada setiap komputer tanpa menghapus ipv4 nya. Di
beberapa operating system yang baru, mereka rata rata telah menerapkan
metode dual stack ini.<br />
Kedua dengan teknik tunnel ipv6 didalam ipv4. Teknik ini menggunakan
ipv4 sebagai datalink layer dan ipv6 akan dienkapsulasi kedalam jaringan
ipv4.<br />
Ketiga dengan teknik transalasi dari network address translation ke
protocol transfer. Atau dengan menggunakan teknik tcp relay dari ipv4 ke
ipv4. Dimana aplikasi yang menggunakan ipv6 di relay di domain name
server yang kemudian diteruskan ke dns yang menggunakan ipv4.<br />
Kedua dengan teknik tunnel ipv6 didalam ipv4. Teknik ini menggunakan
ipv4 sebagai datalink layer dan ipv6 akan dienkapsulasi kedalam jaringan
ipv4.<br />
Ketiga dengan teknik transalasi dari network address translation ke
protocol transfer. Atau dengan menggunakan teknik tcp relay dari ipv4 ke
ipv4. Dimana aplikasi yang menggunakan ipv6 di relay di domain name
server yang kemudian diteruskan ke dns yang menggunakan ipv4.<br />
sumber: http://saryo.wordpress.com/2009/01/06/penjelasan-ipv4-dan-ipv6/</div>harisamthttp://www.blogger.com/profile/16356797918536550245noreply@blogger.com0tag:blogger.com,1999:blog-4775222027612200711.post-85802805251713096882012-04-21T04:34:00.002-07:002012-04-21T04:34:49.057-07:00Konversi bit, bandwith dan kecepatan<!--[if gte mso 9]><xml>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Konversi Bit</span></b></div>
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<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">1 </span><a href="http://id.wikipedia.org/wiki/Byte" title="Byte"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">byte</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"> = 8 <b>bit</b></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">1 </span><a href="http://id.wikipedia.org/wiki/Kilobyte" title="Kilobyte"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">kilobyte</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"> = 1.024 </span><a href="http://id.wikipedia.org/wiki/Byte" title="Byte"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">byte</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">1 </span><a href="http://id.wikipedia.org/wiki/Megabyte" title="Megabyte"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">megabyte</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"> = 1.024 </span><a href="http://id.wikipedia.org/wiki/Kilobyte" title="Kilobyte"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">kilobyte</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">1 </span><a href="http://id.wikipedia.org/wiki/Gigabyte" title="Gigabyte"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">gigabyte</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"> = 1.024 </span><a href="http://id.wikipedia.org/wiki/Megabyte" title="Megabyte"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">megabyte</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">1 </span><a href="http://id.wikipedia.org/wiki/Terabyte" title="Terabyte"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">terabyte</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"> = 1.024 </span><a href="http://id.wikipedia.org/wiki/Gigabyte" title="Gigabyte"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">gigabyte</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">1 </span><a href="http://id.wikipedia.org/w/index.php?title=Exabyte&action=edit&redlink=1" title="Exabyte (halaman belum tersedia)"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">exabyte</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"> = 1.024 </span><a href="http://id.wikipedia.org/wiki/Terabyte" title="Terabyte"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">terabyte</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></li>
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<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="font-size: 12.0pt; line-height: 150%;">1 Byte = 8 bit (benar)</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="font-size: 12.0pt; line-height: 150%;">1 KB = 1000 Byte (salah)</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="font-size: 12.0pt; line-height: 150%;">1 KB = 1024 Byte (Benar)</span><span lang="IN" style="font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="IN" style="font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">1MB = 1000 KB (salah) yang
benar<span style="mso-spacerun: yes;"> </span>1 MB = 1024 KB</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="IN" style="font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">1GB = 1000 MB (salah) yang benar
1GB = 1024 MB</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="IN" style="font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">1KB = </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">8192 bit</span><span lang="IN" style="font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="IN" style="font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">1Kb = 1024 bit</span></div>
<ul type="disc">
<li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">1 byte = 8 bit</span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">1 kilo bit = 1024 bit</span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Sehingga 1 kilo byte = 1024 x 8
bit = 8192 bit</span></li>
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<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Satuan
kecepatan yang benar adalah</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Kecepatan
1Mbps (benar)</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Kecepatan
1MBps (salah)</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<b><span style="font-size: 12.0pt; line-height: 150%;">Apakah bandwith sama dengan lebar spektrum</span></b></div>
<div class="MsoNormal" style="line-height: 150%;">
<b><span style="font-size: 12.0pt; line-height: 150%;">Penjelasan:</span></b></div>
<div class="MsoNormal" style="line-height: 150%;">
<b><span style="color: blue;">Frekuensi
adalah</span></b> ukuran jumlah putaran ulang per peristiwa dalam selang waktu
yang diberikan. Untuk memperhitungkan frekuensi, seseorang menetapkan jarak
waktu, menghitung jumlah kejadian peristiwa, dan membagi hitungan ini dengan
panjang jarak waktu. Hasil perhitungan ini dinyatakan dalam satuan hertz (Hz)
yaitu nama pakar fisika Jerman Heinrich Rudolf Hertz yang menemukan fenomena
ini pertama kali. Frekuensi sebesar 1 Hz menyatakan peristiwa yang terjadi satu
kali per detik.<br />
<br />
Secara alternatif, seseorang bisa mengukur waktu antara dua buah kejadian/
peristiwa (dan menyebutnya sebagai periode), lalu memperhitungkan frekuensi (f
) sebagai hasil kebalikan dari periode (T ), seperti nampak dari rumus di bawah
ini :<br />
<br />
<b><span style="color: blue;">Spektrum elektromagnetik</span></b> adalah rentang
semua radiasi elektromagnetik yang mungkin. Spektrum elektromagnetik dapat
dijelaskan dalam panjang gelombang, frekuensi, atau tenaga per foton. Spektrum
ini secara langsung berkaitan (lihat juga tabel dan awalan SI):<br />
Panjang gelombang dikalikan dengan frekuensi ialah kecepatan cahaya: 300 Mm/s,
yaitu 300 MmHz<br />
Energi dari foton adalah 4.1 feV per Hz, yaitu 4.1µeV/GHz<br />
Panjang gelombang dikalikan dengan energy per foton adalah 1.24 µeVm<br />
<br />
Spektrum elektromagnetik dapat dibagi dalam beberapa daerah yang terentang dari
sinar gamma gelombang pendek berenergi tinggi sampai pada gelombang mikro dan
gelombang radio dengan panjang gelombang sangat panjang. Pembagian ini
sebenarnya tidak begitu tegas dan tumbuh dari penggunaan praktis yang secara
historis berasal dari berbagai macam metode deteksi. Biasanya dalam
mendeskripsikan energi spektrum elektromagnetik dinyatakan dalam elektronvolt
untuk foton berenergi tinggi (di atas 100 eV), dalam panjang gelombang untuk
energi menengah, dan dalam frekuensi untuk energi rendah (? = 0,5 mm). Istilah
"spektrum optik" juga masih digunakan secara luas dalam merujuk
spektrum elektromagnetik, walaupun sebenarnya hanya mencakup sebagian rentang
panjang gelombang saja (320 - 700 nm)<br />
<br />
<b><span style="color: blue;">Bandwidth (disebut juga Data Transfer atau Site
Traffic) adalah</span></b> data yang keluar+masuk / upload+download ke account
anda. <br />
Contoh: Ketika anda menerima/mengirim email, asumsikan besarnya email yang
diterima/dikirim adalah 4 KB, berarti secara teori, untuk bandwidth 1.000 MB (1.000.000
KB) anda bisa *kirim* 250.000 email atau berbagai variasi antara kirim/terima,
misalnya 100.000 kirim, 150.000 terima. Ini hanya contoh untuk penjelasan
bandwidth, pada kenyataannya, data yang keluar masuk ke account bisa datang
dari pengunjung (yang mendownload halaman website ke PC-nya), atau anda upload
gambar/file ke account dan sebagainya.</div>
<div class="MsoNormal" style="line-height: 150%;">
</div>
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</div>
<div class="MsoNormal" style="line-height: 150%;">
</div>
<div class="MsoNormal" style="line-height: 150%;">
</div>
<div class="MsoNormal" style="line-height: 150%;">
</div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="IN" style="font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">sumber :http://choeicruut.blogspot.com/2010/02/pengertian-frekuensi-spektrum.html</span></div>
<div class="MsoNormal">
<br /></div>harisamthttp://www.blogger.com/profile/16356797918536550245noreply@blogger.com6tag:blogger.com,1999:blog-4775222027612200711.post-37724128350559585242012-04-17T05:59:00.000-07:002012-04-17T05:59:40.430-07:00Data rate<!--[if !mso]>
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<w:LsdException Locked="false" Priority="61" SemiHidden="false"
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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"/>
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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:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
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;}
</style>
<![endif]-->
<br />
<div class="MsoNormal">
Data rate adalah Ukuran kecepatan bit data dalam proses
transmisi, dihitung dalam bit per detik.</div>
<div class="MsoNormal">
Contoh:</div>
<h3>
Perhitungan Besaran Data / Datarate </h3>
<div class="MsoNormal">
Perhitungan Besaran Data / Datarate (MB, KB, Kb)</div>
<div class="MsoNormal">
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" /><br />
<a href="http://4.bp.blogspot.com/_EVL_cF4ek_k/Sek7ohWK8DI/AAAAAAAAABk/l5_mjyeyJNw/s1600-h/bit-byte-word2.jpg"><span style="color: blue; mso-no-proof: yes; text-decoration: none; text-underline: none;"><span style="mso-ignore: vglayout;"></span></span></a></div>
<div class="MsoNormal">
Pernahkah anda menemui besaran seperti KB dan kbps pada saat
anda melakukan download ?, apakah dua besaran tersebut saling berhubungan dan
kemudian apa arti dan fungsi dari besaran tersebut bagi anda sebagai konsumen ?<br />
<br />
besaran / satuan yang dijelaskan diatas erat kaitannya pada saat kita melakukan
kegiatan transfer data pada komputer, dari dua besaran tersebut memiliki
definisi yang berbeda adapun penjelasannya adalah sebagai berikut :<br />
<br />
Perkenalan :<br />
<br />
k = 1024<br />
K = 1000<br />
B = Bytes<br />
b = bits<br />
<br />
Filesize (Berapa besar file dalam komputer) biasanya disebut dengan nama
“kilobytes”, “megabytes” dan “gigabytes”.<br />
<br />
Dalam perhitungan ini (binary, tapi bukan transfer data) menggunakan “K” (huruf
gede) adalah representasi dari 1024.<br />
<br />
Contoh perbandingannya :<br />
<br />
* 1 KB (one KiloByte) = 1024 Bytes<br />
* 1 MB (one MegaByte) = 1024 KiloBytes<br />
* 1 GB (one GigaByte) = 1024MegaBytes<br />
<br />
Untuk data transfer biasanya diistilahkan dengan bits. dalam bits rate
perbandingannya seperti berikut ini :<br />
<br />
* 1 kbps = 1.000 bits per second<br />
* 1 Mbps = 1.000.000 bits per second<br />
* 1 Gbps = 1.000.000.000 bist per second<br />
<br />
kbps (kilobits/sec) berarti seribu bit per second<br />
<br />
Mbps (megabits/sec) berarti sejuta bit per second<br />
<br />
Gbps (gigabits/sec) berarti semilyar bit per second<br />
<br />
tbps (terabits/sec) berarti trillions bit per second<br />
<br />
contoh :<br />
<br />
* Gigabit Ethernet [1000Base-T] brarti bisa transfer data sampe 1000 mbps (1
gbps)<br />
* 10Base-T dapat melakukan transfer data 10 mbps<br />
* SATA II (SATA-300) untuk komunikasi Serial ATA sampai 3 gbps<br />
<br />
bits and Bytes: 1 Byte = 8 bits; kbps* 0.1220703125 = KB/s<br />
<br />
Karena ada 8 bits dalam Bytes, untuk memperoleh bits-rate (speed) dari bytes,
kita harus mengalikan total Bytes dengan angka 8.<br />
<br />
Untuk dapat nilai KB/s dari bit rates, kita harus membagi total bits dengan 8,
kemudian bagi dengan 1024<br />
<br />
Untuk convert KB/s ke kbps (bit rates dari nilai Bytes ) persamaannya adalah
sebagai berikut :<br />
<br />
KiloBytes * 1,024 = total Bytes<br />
total Bytes * 8 = bits<br />
bits / 1,000 = kilobits<br />
<br />
Contoh nya :<br />
<br />
30 KB/s * 1,024 = 30,720 Bytes per second<br />
<br />
30,720 Bytes per second * 8 = 245,760 bits per second<br />
<br />
245,760 bits per second (bps) / 1,000 = (approximately) 246 kbps (245.8 kb/s)<br />
<br />
<img alt="" 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" 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<a href="http://4.bp.blogspot.com/_EVL_cF4ek_k/SelARv0OuhI/AAAAAAAAAB0/nwCIvmvSDfw/s1600-h/bits.jpg"><span style="color: blue; mso-no-proof: yes; text-decoration: none; text-underline: none;"><span style="mso-ignore: vglayout;"></span></span></a><br />
<u><br />
</u>Berikut contoh perhitungan sistem kuota BW :<br />
<br />
kita asumsikan kita berlangganan pada suatu ISP dengan Pola kuota.<br />
Misal kita memperoleh kuota :1 GB / bulan dan kita asumsikan BW kita Full 384
kbps. kuota tersebut kita geber dengan mendownload maksimal, maka akan
diperoleh perhitungan kurang lebih seperti ini :<br />
<br />
1 GB * 8 = 8 GB = 8000.000 kb<br />
<br />
8000.000 kb/384 kbps = 20.833 sec<br />
<br />
20.833 sec/60 = 347.222 minutes<br />
<br />
347.222 min/60 = 5,78 jam<br />
<br />
Jadi dengan langganan kuota 1 GB, maka dalam 5,78 jam kuota kita akan habis,
dan kelebihan pemakaian kuota kita akan dihitung per KB biasanya… jadi silahkan
diperkirakan berapa kita akan membayar tagihan dengan kuota 1 GB.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
sumber:http: //alfaazh.blogspot.com/2009/04/perhitungan-besaran-data-datarate.html </div>harisamthttp://www.blogger.com/profile/16356797918536550245noreply@blogger.com1tag:blogger.com,1999:blog-4775222027612200711.post-15751784558387755702012-04-17T05:32:00.001-07:002012-04-17T05:32:34.455-07:00Noise<!--[if !mso]>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Derau</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> atau yang biasa disebut <i>noise</i> adalah suatu sinyal
gangguan yang bersifat <a href="http://id.wikipedia.org/wiki/Akustik" title="Akustik"><span style="color: windowtext;">akustik</span></a> (<a href="http://id.wikipedia.org/wiki/Suara" title="Suara"><span style="color: windowtext;">suara</span></a>),
elektris, maupun elektronis yang hadir dalam suatu <a href="http://id.wikipedia.org/wiki/Sistem" title="Sistem"><span style="color: windowtext;">sistem</span></a> (rangkaian <a href="http://id.wikipedia.org/wiki/Listrik" title="Listrik"><span style="color: windowtext;">listrik</span></a>/ <a href="http://id.wikipedia.org/wiki/Elektronika" title="Elektronika"><span style="color: windowtext;">elektronika</span></a>) dalam bentuk gangguan yang
bukan merupakan <a href="http://id.wikipedia.org/wiki/Sinyal" title="Sinyal"><span style="color: windowtext;">sinyal</span></a> yang diinginkan.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Sumber derau dapat dikelompokkan
dalam tiga kategori:</span></div>
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<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Sumber derau <a href="http://id.wikipedia.org/w/index.php?title=Intrinsic&action=edit&redlink=1" title="Intrinsic (halaman belum tersedia)"><span style="color: windowtext;">intrinsic</span></a>
yang muncul dari <a href="http://id.wikipedia.org/wiki/Fluktuasi" title="Fluktuasi"><span style="color: windowtext;">fluktuasi</span></a> acak
di dalam suatu <a href="http://id.wikipedia.org/wiki/Sistem" title="Sistem"><span style="color: windowtext;">sistemfisik</span></a> seperti <i>thermal</i> dan
<i>shot noise</i>.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Sumber derau buatan manusia seperti <a href="http://id.wikipedia.org/wiki/Motor" title="Motor"><span style="color: windowtext;">motor</span></a>, <i>switch</i>, <a href="http://id.wikipedia.org/wiki/Elektronika_digital" title="Elektronika digital"><span style="color: windowtext;">elektronika
digital</span></a>.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Derau karena gangguan alamiah seperti <a href="http://id.wikipedia.org/wiki/Petir" title="Petir"><span style="color: windowtext;">petir</span></a> dan <a href="http://id.wikipedia.org/wiki/Bintik_matahari" title="Bintik matahari"><span style="color: windowtext;">bintik matahari</span></a>.</span></li>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 18.0pt; mso-fareast-font-family: "Times New Roman";">Daftar
isi</span></b></div>
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<li class="MsoNormal" style="line-height: normal; mso-list: l4 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><a href="http://id.wikipedia.org/wiki/Derau#Jenis_Derau"><span style="color: windowtext;">1 Jenis Derau</span></a></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><a href="http://id.wikipedia.org/wiki/Derau#Efek_derau"><span style="color: windowtext;">2 Efek derau</span></a></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><a href="http://id.wikipedia.org/wiki/Derau#Pranala_luar"><span style="color: windowtext;">3 Pranala luar</span></a></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><a href="http://id.wikipedia.org/wiki/Derau#Referensi"><span style="color: windowtext;">4 Referensi</span></a></span></li>
</ul>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 18.0pt; mso-fareast-font-family: "Times New Roman";">Jenis
Derau</span></b></div>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Correlated noise</span></i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">:
hubungan antara <a href="http://id.wikipedia.org/wiki/Sinyal" title="Sinyal"><span style="color: windowtext;">sinyal</span></a> dan noise
masuk dalam kategori ini. Karena itu, correlated noise hanya muncul saat
ada sinyal.</span></li>
</ul>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l5 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Uncorrelated noise</span></i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">:
noise yang dapat muncul kapanpun, saat terdapat sinyal maupun tidak ada
sinyal. Uncorrelated noise muncul tanpa memperhatikan adanya sinyal atau
tidak. Noise dalam kategori ini dapat dibagi lagi menjadi dua kategori
umum, yaitu :</span></li>
</ul>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Eksternal Noise: Adalah noise yang dihasilkan dari luar
alat atau <a href="http://id.wikipedia.org/wiki/Sirkuit_elektronik" title="Sirkuit elektronik"><span style="color: windowtext;">sirkuit</span></a>.
Noise tidak disebabkan oleh <a href="http://id.wikipedia.org/w/index.php?title=Komponen&action=edit&redlink=1" title="Komponen (halaman belum tersedia)"><span style="color: windowtext;">komponen</span></a>
alat dalam <a href="http://id.wikipedia.org/w/index.php?title=Sistem_komunikasi&action=edit&redlink=1" title="Sistem komunikasi (halaman belum tersedia)"><span style="color: windowtext;">sistem komunikasi</span></a> tersebut. Ada 3 sumber utama
noise eksternal: </span></li>
<ol start="1" type="a">
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level2 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in;"><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Atmospheric noise</span></i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">: Gangguan elektris yang terjadi secara alami,
disebabkan oleh hal – hal yang berkaitan dengan <a href="http://id.wikipedia.org/wiki/Atmosfer" title="Atmosfer"><span style="color: windowtext;">atmosfer</span></a> bumi. Noise atmosfer
biasanya disebut juga <i>static electricity</i>. Noise jenis ini
bersumber dari kondisi elektris yang bersifat alami, seperti <a href="http://id.wikipedia.org/wiki/Kilat" title="Kilat"><span style="color: windowtext;">kilat</span></a> dan <a href="http://id.wikipedia.org/wiki/Halilintar" title="Halilintar"><span style="color: windowtext;">halilintar</span></a>. Static electricity
berbentuk <a href="http://id.wikipedia.org/w/index.php?title=Impuls&action=edit&redlink=1" title="Impuls (halaman belum tersedia)"><span style="color: windowtext;">impuls</span></a>
yang menyebar ke dalam energi sepanjang lebar <a href="http://id.wikipedia.org/wiki/Frekuensi" title="Frekuensi"><span style="color: windowtext;">frekuensi</span></a></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level2 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in;"><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Ekstraterrestrial noise</span></i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">: Noise ini terdiri dari sinyal elektris yang
dihasilkan dari luar atmosfer bumi. Terkadang disebut juga <i>deep-space
noise</i>. Noise <a href="http://id.wikipedia.org/wiki/Ekstraterrestrial" title="Ekstraterrestrial"><span style="color: windowtext;">ekstraterrestrial</span></a>
bisa disebabkan oleh <a href="http://id.wikipedia.org/wiki/Milky_Way" title="Milky Way"><span style="color: windowtext;">Milky Way</span></a>, <a href="http://id.wikipedia.org/wiki/Galaksi" title="Galaksi"><span style="color: windowtext;">galaksi</span></a> yang lain, dan <a href="http://id.wikipedia.org/wiki/Matahari" title="Matahari"><span style="color: windowtext;">matahari</span></a>.Noise ini dibagi menjadi 2
kategori, yaitu <i>solar</i> dan <i>cosmic noise</i>: </span></li>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level3 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Solar noise: Solar noise
dihasilkan langsung dari panas matahari. Ada dua bagian solar noise,
yaitu saat kondisi dimana intensitas <a href="http://id.wikipedia.org/wiki/Radiasi" title="Radiasi"><span style="color: windowtext;">radiasi</span></a> konstan dan tinggi, gangguan
muncul karena aktivitas <i>sun-spot</i> dan <i>solar flare-ups</i>.
Besar gangguan yang jarang terjadi ini (bersifat sporadis) bergantung
pada aktivitas sun spot mengikuti pola perputaran yang berulang setiap
11 tahun.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level3 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Cosmic noise: Cosmic noise
didistribusikan secara kontinu di sepanjang galaksi. Intensitas noise
cenderung kecil karena sumber noise galaksi terletak lebih jauh dari
matahari. Cosmic noise sering juga disebut <i>black-body noise</i> dan
didistribusikan secara merata di seluruh <a href="http://id.wikipedia.org/wiki/Angkasa" title="Angkasa"><span style="color: windowtext;">angkasa</span></a>.</span></li>
</ol>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level2 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in;"><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Man-made noise</span></i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">:
Secara sederhana diartikan sebagai noise yang dihasilkan manusia. Sumber
utama dari noise ini adalah mekanisme <i>spark-producing</i>, seperti <a href="http://id.wikipedia.org/w/index.php?title=Komutator&action=edit&redlink=1" title="Komutator (halaman belum tersedia)"><span style="color: windowtext;">komutator</span></a>
dalam <a href="http://id.wikipedia.org/wiki/Motor_elektrik" title="Motor elektrik"><span style="color: windowtext;">motor elektrik</span></a>,
<a href="http://id.wikipedia.org/w/index.php?title=Sistem_pembakaran&action=edit&redlink=1" title="Sistem pembakaran (halaman belum tersedia)"><span style="color: windowtext;">sistem pembakaran</span></a> <i><a href="http://id.wikipedia.org/wiki/Kendaraan" title="Kendaraan"><span style="color: windowtext;">kendaraan bermotor</span></a></i>, <i><a href="http://id.wikipedia.org/wiki/Alternator" title="Alternator"><span style="color: windowtext;">alternator</span></a></i>, dan aktivitas
peralihan alat oleh manusia (<i>switching equipment</i>). Misalnya,
setiap saat di rumah, penghuni sering mematikan dan menyalakan lampu
melalui <a href="http://id.wikipedia.org/wiki/Saklar" title="Saklar"><span style="color: windowtext;">saklar</span></a>, otomatis <a href="http://id.wikipedia.org/wiki/Arus" title="Arus"><span style="color: windowtext;">arus</span></a> <a href="http://id.wikipedia.org/wiki/Listrik" title="Listrik"><span style="color: windowtext;">listrik</span></a> dapat tiba-tiba muncul atau
terhenti. <a href="http://id.wikipedia.org/wiki/Tegangan_listrik" title="Tegangan listrik"><span style="color: windowtext;">Tegangan</span></a>
dan arus listrik berubah secara mendadak, perubahan ini memuat lebar
frekuensi yang cukup besar. Beberapa frekuensi itu memancar/menyebar dari
saklar atau listrik rumah, yang bertindak sebagai miniatur penghantar dan
<a href="http://id.wikipedia.org/wiki/Antena" title="Antena"><span style="color: windowtext;">antena</span></a>.<br />
Noise karena aktivitas manusia ini disebut juga <i>impulse noise</i>,
karena bersumber dari aktivitas on/of yang bersifat mendadak. <a href="http://id.wikipedia.org/wiki/Spektrum" title="Spektrum"><span style="color: windowtext;">Spektrum</span></a> noise cenderung besar dan
lebar frekuensi bisa sampai 10 MHz. Noise jenis ini lebih sering terjadi
pada daerah <a href="http://id.wikipedia.org/wiki/Metropolitan" title="Metropolitan"><span style="color: windowtext;">metropolitan</span></a>
dan area <a href="http://id.wikipedia.org/wiki/Industri" title="Industri"><span style="color: windowtext;">industri</span></a> yang padat penduduknya,
karena itu disebut juga <i>industrial noise</i>.</span></li>
</ol>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Internal Noise:Internal noise juga menjadi faktor yang
penting dalam <a href="http://id.wikipedia.org/w/index.php?title=Sistem_komunikasi&action=edit&redlink=1" title="Sistem komunikasi (halaman belum tersedia)"><span style="color: windowtext;">sistem komunikasi</span></a>. Internal noise adalah gangguan
elektris yang dihasilkan alat atau <a href="http://id.wikipedia.org/w/index.php?title=Sirkuit&action=edit&redlink=1" title="Sirkuit (halaman belum tersedia)"><span style="color: windowtext;">sirkuit</span></a>.
Noise muncul berasal dari komponen alat dalam sistem komunikasi
bersangkutan. Ada 3 jenis utama noise yang dihasilkan secara internal,
yaitu: </span></li>
<ol start="1" type="a">
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level2 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in;"><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Thermal noise</span></i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">:
Thermal noise berhubungan dengan perpindahan <a href="http://id.wikipedia.org/wiki/Elektron" title="Elektron"><span style="color: windowtext;">elektron</span></a> yang cepat dan acak dalam
alat <a href="http://id.wikipedia.org/wiki/Konduktor" title="Konduktor"><span style="color: windowtext;">konduktor</span></a> akibat <a href="http://id.wikipedia.org/w/index.php?title=Digitasi&action=edit&redlink=1" title="Digitasi (halaman belum tersedia)"><span style="color: windowtext;">digitasi</span></a>
thermal.<br />
Perpindahan yang bersifat random ini pertama kali ditemukan oleh ahli
tumbuh-tumbuhan, <a href="http://id.wikipedia.org/wiki/Robert_Brown" title="Robert Brown"><span style="color: windowtext;">Robert Brown</span></a>,
yang mengamati perpindahan <a href="http://id.wikipedia.org/wiki/Partikel" title="Partikel"><span style="color: windowtext;">partikel</span></a> alami
dalam penyerbukan biji padi.<br />
Perpindahan random elektron pertama kali dikenal tahun 1927 oleh <a href="http://id.wikipedia.org/w/index.php?title=JB._Johnson&action=edit&redlink=1" title="JB. Johnson (halaman belum tersedia)"><span style="color: windowtext;">JB.
Johnson</span></a> di <a href="http://id.wikipedia.org/w/index.php?title=Bell_Telephone_Laboratories&action=edit&redlink=1" title="Bell Telephone Laboratories (halaman belum tersedia)"><span style="color: windowtext;">Bell Telephone Laboratories</span></a>. Johnson
membuktikan bahwa kekuatan thermal noise proporsional dengan <a href="http://id.wikipedia.org/wiki/Bandwidth" title="Bandwidth"><span style="color: windowtext;">bandwidth</span></a> dan temperatur absolut.<br />
Secara matematis, kekuatan noise adalah: </span></li>
</ol>
</ol>
<div align="center" class="MsoNormal" style="line-height: normal; margin-left: 1.0in; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 13.5pt; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;"><img alt="N = KTB" border="0" height="14" src="file:///C:/DOCUME%7E1/SKNET%7E1/LOCALS%7E1/Temp/msohtmlclip1/01/clip_image001.gif" width="91" /></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 96.0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">·
N = kekuatan noise (noise power)<br />
· K = Boltzmann’s proportionality constant (1.38 × 10<sup>-23</sup> joules per
Kelvin)<br />
· T = Temperatur absolute<br />
· B = bandwidth</span></div>
<ol start="2" type="1"><ol start="2" type="a">
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level2 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in;"><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Shot noise</span></i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">:
noise jenis ini muncul karena penyampaian sinyal yang tidak beraturan
pada keluaran (<i>output</i>) alat elektronik yang digunakan, seperti
pada <a href="http://id.wikipedia.org/wiki/Transistor" title="Transistor"><span style="color: windowtext;">transistor</span></a> dua kutub. Pada alat
elektronik, jumlah <a href="http://id.wikipedia.org/wiki/Partikel" title="Partikel"><span style="color: windowtext;">partikel</span></a> pembawa
energi (elektron) yang terbatas menghasilkan <a href="http://id.wikipedia.org/wiki/Fluktuasi" title="Fluktuasi"><span style="color: windowtext;">fluktuasi</span></a> pada arus elektrik <a href="http://id.wikipedia.org/wiki/Konduktor" title="Konduktor"><span style="color: windowtext;">konduktor</span></a>. Shot noise juga bisa
terjadi pada alat <a href="http://id.wikipedia.org/wiki/Optik" title="Optik"><span style="color: windowtext;">optik</span></a>, akibat
keterbatasan <a href="http://id.wikipedia.org/wiki/Foton" title="Foton"><span style="color: windowtext;">foton</span></a> pada alat optik. Pada shot
noise, penyampaian sinyal tidak bergerak secara kontinu dan beraturan,
tapi bergerak berdasarkan garis edar yang acak. Karena itu, gangguan yang
dihasilkan acak dan berlapis pada sinyal yang ada. Ketika shot noise
semakin kuat, suara yang ditimbulkan noise ini mirip dengan butir <a href="http://id.wikipedia.org/wiki/Logam" title="Logam"><span style="color: windowtext;">logam</span></a> yang jatuh di atas genteng <a href="http://id.wikipedia.org/wiki/Timah" title="Timah"><span style="color: windowtext;">timah</span></a>.<br />
Shot noise tidak berlaku pada <a href="http://id.wikipedia.org/wiki/Kawat" title="Kawat"><span style="color: windowtext;">kawat</span></a> logam, karena
hubungan antar elektron pada kawat logam dapat menghilangkan fluktuasi
acak.<br />
Shot noise disebut juga <i>transistor noise</i> dan saling melengkapi
dengan <i>thermal noise</i>.<br />
Penelitian shot noise pertama kali dilakukan pada <a href="http://id.wikipedia.org/w/index.php?title=Kutub_positif&action=edit&redlink=1" title="Kutub positif (halaman belum tersedia)"><span style="color: windowtext;">kutub
positif</span></a> dan <a href="http://id.wikipedia.org/w/index.php?title=Kutub_negatif&action=edit&redlink=1" title="Kutub negatif (halaman belum tersedia)"><span style="color: windowtext;">kutub
negatif</span></a> tabung pesawat vakum (<i>vacuum-tube amplifier</i>)
dan dideskripsikan secara matematis oleh <a href="http://id.wikipedia.org/w/index.php?title=W._Schottky&action=edit&redlink=1" title="W. Schottky (halaman belum tersedia)"><span style="color: windowtext;">W.
Schottky</span></a> tahun 1918.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level2 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in;"><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Transit-time noise</span></i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">: Arus sinyal yang dibawa melintasi sistem masukan dan
keluaran pada alat elektronik, (misalnya dari penyampai (<i>emitter</i>)
ke pengumpul (<i>collector</i>) pada <a href="http://id.wikipedia.org/wiki/Transistor" title="Transistor"><span style="color: windowtext;">transistor</span></a>) menghasilkan noise yang
tidak beraturan dan bervariasi. Inilah yang disebut dengan transit-time
noise. Transit- time noise terjadi pada <a href="http://id.wikipedia.org/wiki/Frekuensi" title="Frekuensi"><span style="color: windowtext;">frekuensi</span></a> tinggi ketika sinyal
bergerak melintasi <a href="http://id.wikipedia.org/wiki/Semikonduktor" title="Semikonduktor"><span style="color: windowtext;">semikonduktor</span></a>
dan membutuhkan waktu yang cukup banyak untuk satu perputaran sinyal.<br />
Transit time noise pada transistor ditentukan oleh <a href="http://id.wikipedia.org/w/index.php?title=Mobilitas&action=edit&redlink=1" title="Mobilitas (halaman belum tersedia)"><span style="color: windowtext;">mobilitasdata</span></a>
yang dibawa, <a href="http://id.wikipedia.org/w/index.php?title=Bias&action=edit&redlink=1" title="Bias (halaman belum tersedia)"><span style="color: windowtext;">bias</span></a>
tegangan, dan <a href="http://id.wikipedia.org/wiki/Konstruksi" title="Konstruksi"><span style="color: windowtext;">konstruksi</span></a>
transistor. Jika perjalanan data tertunda dengan frekuensi yang tinggi
saat perlintasan semikonduktor, noise akan lebih banyak dibandingkan
dengan sinyal aslinya.</span></li>
</ol>
</ol>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 18.0pt; mso-fareast-font-family: "Times New Roman";">Efek
derau</span></b></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: 12.0pt; mso-fareast-font-family: "Times New Roman";">Derau dapat memberikan efek gangguan
pada sistem komunikasi dalam 3 area:</span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo6; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Derau menyebabkan pendengar tidak mengerti dengan
sinyal asli yang disampaikan atau bahkan tidak mengerti dengan seluruh
sinyal</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo6; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Derau dapat menyebabkan kegagalan dalam sistem
penerimaan sinyal.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo6; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Derau juga mengakibatkan sistem yang tidak efisien</span></li>
</ol>
<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: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tujuan sistem komunikasi adalah
untuk mengirimkan data sebanyak mungkin sesuai dengan waktu yang direncanakan,
dengan menggunakan cukup <a href="http://id.wikipedia.org/wiki/Bandwidth" title="Bandwidth"><span style="color: windowtext;">bandwidth</span></a>, <a href="http://id.wikipedia.org/w/index.php?title=Power&action=edit&redlink=1" title="Power (halaman belum tersedia)"><span style="color: windowtext;">power</span></a>,
dan <a href="http://id.wikipedia.org/w/index.php?title=Channel&action=edit&redlink=1" title="Channel (halaman belum tersedia)"><span style="color: windowtext;">channel</span></a>
yang tersedia. Jika derau memberi efek gangguan pada sistem, baik karena
kesalahan pada sistem penerimaan sinyal maupun kegagalan sistem (malafungsi),
perancang dan pengguna sistem harus mengganti sistem tersebut. Untuk mengatasi
derau ini diperlukan filter untuk mengurangi gangguan derau supaya sinyal yang
dikirim tidak tertekan oleh derau. Namun, apapun cara yang digunakan, sistem
komunikasi menjadi tidak efisien karena membuang banyak waktu dan tenaga untuk
mengatasi derau.</span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">sumber: http://id.wikipedia.org/wiki/Derau </span></div>
<div class="MsoNormal">
<br /></div>harisamthttp://www.blogger.com/profile/16356797918536550245noreply@blogger.com0tag:blogger.com,1999:blog-4775222027612200711.post-17634827491780723882012-04-17T05:29:00.001-07:002012-04-17T05:33:29.765-07:00Error Rate<br />
<b>Bit error rate</b> atau <b>Bit error ratio</b> biasa disingkat dengan <b>BER</b>,
merupakan sejumlah <a href="http://id.wikipedia.org/wiki/Bit" title="Bit">bit</a>
<a href="http://id.wikipedia.org/wiki/Digital" title="Digital">digital</a>
bernilai tinggi pada jaringan transmisi yang ditafsirkan sebagai keadaan rendah
atau sebaliknya, kemudian dibagi dengan sejumlah bit yang diterima atau dikirim
atau diproses selama beberapa periode yang telah ditetapkan.<br />
Sebagai contoh, diasumsikan berikut ini urutan bit yang ditransmisikan:<br />
0 1 1 0 0 0 1 0 1 1,<br />
dan pada alat penerima akan menterjemahkan urutan bit sebagai berikut:<br />
0 <u>0</u> 1 0 <u>1</u> 0 1 0 <u>0</u> 1,<br />
Maka BER pada kasus ini ada 3 kesalahan penafsiran bit (yang digaris bawah)
kemudian sebagai nilai BER yang dihasilkan adalah nilai kesalahan ini dibagi
dengan sejumlah bit yang kirim yaitu 10 bit, sehingga didapatkan 0.3 atau 30%.<br />
<div class="MsoNormal">
sumber: http://id.wikipedia.org/wiki/Bit_error_rate</div>harisamthttp://www.blogger.com/profile/16356797918536550245noreply@blogger.com0tag:blogger.com,1999:blog-4775222027612200711.post-39771569427625730702012-04-16T01:43:00.002-07:002012-04-16T01:44:46.892-07:00Guided & Unguided<div class="MsoNormal" style="text-align: justify;">
<b><span lang="IN" style="font-size: 12pt; line-height: 115%;">1.Media Transmisi Guided</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN">Untuk
media transmisi guided,kapasitas transmisi dalam hal rate data maupun
bandwidth,sangat tergantung pada jarak dan sistem transmisi medianya
dari titik ke titik atau multi titik,seperti halnya pada suatu jaringan
Local Area Network (LAN).</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN">Guided media yang umumnya digunakan untuk transmisi data ada 3 yaitu :</span></div>
<div style="text-align: justify;">
<b><span lang="IN">1.<span style="font: 7pt "Times New Roman";"> </span></span></b><b><span lang="IN">Twistead Pair</span></b></div>
<div style="text-align: justify;">
<b><span lang="IN">2.<span style="font: 7pt "Times New Roman";"> </span></span></b><b><span lang="IN">Coaxial Cable</span></b></div>
<div style="text-align: justify;">
<b><span lang="IN">3.<span style="font: 7pt "Times New Roman";"> </span></span></b><b><span lang="IN">Serat Optic</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span lang="IN">1.Twisted Pair</span></i></b></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-jvmZ14uotFg/T4vZfkHRC3I/AAAAAAAAABo/BqIBwOXJAVk/s1600/index.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-jvmZ14uotFg/T4vZfkHRC3I/AAAAAAAAABo/BqIBwOXJAVk/s1600/index.png" /></a></div>
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<span lang="IN">Kabel
ini sering dugunakan dalam pembangunan jaringan komputer skala kecil,
bandwidth yang dapat dilayani pada kabel ini adalah 10 Mbps, namun dalam
perkembangannya Bandwidth yang ada adalah 100 Mbps, dari segi harga,
kabel ini lebih murah jika dibandingkan dengan media transmisi kabel
lainnya dan lebih mudah dalam penggunaan, namun dari segi jarak dan data
rate yang mampu ditanganinya, kabel ini lebih terbatas.[1]</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN">Karakteristik Transmisi :</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN">Twisted
pair dapat dipergunakan untuk mentransmisikan transmisi analog dan
digital. Untuk sinyal analog, diperlukan amplifier kira-kira setiap 5
sampai 6 km. Untuk transmisi digital (baik menggunakan sinyal analog dan
digital), diperlukan sebuah repeater kira-kira setiap 2 atau 3 km.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span lang="IN">~ Twisted pair memiliki memiliki 2 jenis yaitu :</span></i></b></div>
<div class="MsoListParagraphCxSpFirst" style="text-align: justify; text-indent: -0.25in;">
<span lang="IN">1.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN">Unshielded twisted pair (UTP) </span></div>
<div class="MsoListParagraphCxSpLast" style="text-align: justify; text-indent: -0.25in;">
<span lang="IN">2.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN">Shielded twisted pair (STP)</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span lang="IN">~ UTP kategori 3 – kategori 5</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN">Dulu
sebagian besar perusahaan memakai twisted pair type 100 ohm untuk
keperluan suara, dan yang menarik juga digunakan sebagai media
alternatif untuk keperluan jaringan komputer (data). Tetapi sayangnya
data rate dan jarak yang mampu di capai dengan twisted pair untuk suara
sangatlah terbatas. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN">Untuk
menjawab kebutuhan ini, EIA-568-A dikeluarkan tahun 1995, yang mana
standar yang baru itu memiliki kelebihan dalam hal desain konektor dan
kabel serta metode-metode pengujiannya.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN">EIA-568-A menetapkan 3 kategori dalam hal pengkabelan UTP :</span></div>
<div class="MsoListParagraphCxSpFirst" style="text-align: justify; text-indent: -0.25in;">
<span lang="IN">1.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN">Kategori 3 : Karakteristik transmisinya ditetapkan sampai 16 MHz</span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: -0.25in;">
<span lang="IN">2.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN">Kategori 4 : Karakterstik transmisinya ditetapkan sampai 20 MHz</span></div>
<div class="MsoListParagraphCxSpLast" style="text-align: justify; text-indent: -0.25in;">
<span lang="IN">3.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN">Kategori 5 : Karakterstik transmisinya ditetapkan sampai 100 MHz</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN">Dari semua kategori, Kategori 3 dan 5 yang paling banyak mendapat perhatian untuk Aplikasi LAN.</span></div>
<div style="text-align: justify;">
<b><i><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;">2.Coaxial Cable</span></i></b></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/--7_5sLlw6fg/T4vaMqa6kfI/AAAAAAAAABw/IGc5IWU5m7M/s1600/jjj.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/--7_5sLlw6fg/T4vaMqa6kfI/AAAAAAAAABw/IGc5IWU5m7M/s1600/jjj.png" /></a></div>
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<div style="text-align: justify;">
<span lang="IN">Coaxial cable seperti
halnya dengan twisted pair terdiri dari dua konduktor, namun disusun
berlainan untuk mengatur pengoperasiannya melalui jangkauan frekuensi
yang lebih luas. Konduktor terluar dilindungi oleh suatu selubung atau
pelindung dan coaxial cable tunggal memiliki diameter mulai dari 1 - 2.5
cm. Karena perlindungan ini, dengan konstruksi berbentuk melingkar,
coaxial cable menjadi tahan terhadap interferensi dan crosstalk
dibanding twisted pair.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN">Coaxial
cable juga dapat dipergunakan untuk jarak yang lebih jauh dan mampu
mendukung beberapa station dalam sebuah jalur dipakai banyak user
dibanding twisted pair.[1]</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN">Karakteristik Transmisi :</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN">Coaxial
cable dipergunakan untuk mentransmisikan baik sinyal analog maupun
digital. Coaxial cable memiliki karakteristik frekuensi yang jauh lebih
baik dibanding twisted pair. Karena mampu digunakan dengan efektif pada
frekuensi yang lebih tinggi. Gangguan-gangguan utama pada coaxial cable biasanya berupa atenuasi, derau suhu dan derau intermodulasi.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN">Untuk
transmisi siyal analog jarak jauh, diperlukan amplifier setiap beberapa
kilometer, diperlukan jarak yang lebih dekat lagi bila menggunakan
frekuensi yang lebih tinggi. Penggunaan specktrum pada sinyal analog
berkisar kira-kira sampai 500 MHz. Sedangkan untuk sinyal digital
diperlukan repeater setiap beberapa kilometer dan seterusnya, dengan
jarak yang lebih dekat untuk rate data yang lebih tinggi.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span lang="IN">3.Serat Optic</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-frzdHGKimw0/T4vahayURVI/AAAAAAAAAB4/3f6h8orYDfI/s1600/gg.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-frzdHGKimw0/T4vahayURVI/AAAAAAAAAB4/3f6h8orYDfI/s1600/gg.png" /></a></div>
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<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN">Serat
optic adalah sejenis kabel yang terbuat dari kaca atau plastik yang
sangat halus, dan dapat digunakan untuk mentransmisikan sinyal cahaya
dari suatu tempat ke tempat yang lain. Sumber cahaya yang digunakan
biasanya adalah laser atau LED.Cahaya yang ada di dalam serat optik
tidak keluar karena indeks bias dari kaca lebih besar daripada indeks
bias dari udara, karena laser mempunyai spektrum yang sangat sempit.
Kecepatan transmisi serat optik sangat tinggi sehingga sangat bagus
digunakan sebagai saluran komunikasi.[1]</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN">Sebuah kabel serat optic memiliki bentuk silindris dan terdiri dari tiga bagian konsentris yaitu :</span></div>
<div class="MsoListParagraphCxSpFirst" style="text-align: justify; text-indent: -0.25in;">
<span lang="IN">1.<span style="font: 7pt "Times New Roman";"> </span></span><b><i><span lang="IN">Inti</span></i></b><span lang="IN"> ⇒</span><span lang="IN">
Merupakan bagian terdalam, bagian cahaya-melakukan sentral dari sebuah
serat optik, yang terdiri dari material dengan indeks bias lebih tinggi
dari cladding. Bagian dari serat yang mentransmisikan cahaya.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: -0.25in;">
<span lang="IN">2.<span style="font: 7pt "Times New Roman";"> </span></span><i><b><span lang="IN">Cladding</span></b></i><span lang="IN"> </span><span lang="IN">⇒ </span><span lang="IN">Bahan
yang mengelilingi inti dari sebuah serat optik. Lebih rendah indeks
bias , dibandingkan dengan yang inti, menyebabkan cahaya yang
ditransmisikan untuk perjalanan ke inti.</span></div>
<div class="MsoListParagraphCxSpLast" style="text-align: justify; text-indent: -0.25in;">
<span lang="IN">3.<span style="font: 7pt "Times New Roman";"> </span></span><i><b><span lang="IN">Coating</span></b></i><span lang="IN"> </span><span lang="IN">⇒ </span><span lang="IN">Umumnya bahan plastik lembut yang melindungi serat dari kerusakan.[3]</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN">Berikut ini karakteristik yang membedakan serat optic dari twisted pair ataupun coaxial cable.</span></div>
<div style="text-align: justify;">
<span lang="IN">1.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN">Kapasitas yang lebih besar.</span></div>
<div style="text-align: justify;">
<span lang="IN">2.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN">Ukuran yang lebih kecil dan bobot yang lebih ringan.</span></div>
<div style="text-align: justify;">
<span lang="IN">3.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN">Atenuasi yang lebih rendah.</span></div>
<div style="text-align: justify;">
<span lang="IN">4.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN">Isolasi elektromagnetik.</span></div>
<div style="text-align: justify;">
<span lang="IN">5.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN">Jarak repeater yang lebih besar.</span></div>
<div style="text-align: justify;">
<span lang="IN"> Karakteristik Transmisi :</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN">Serat
optic mentransmisikan berkas cahaya yang ditandai sebagai sebuah sinyal
dengan memakai total internal reflection. Tolan internal reflection
terjadi pada berbagai media transparan yang memiliki index refraksi yang
lebih tinggi dibanding media di sekelilingnya. Dampaknya, serat optic
bertindak sebagai waveguide untuk frekuensi dalam rentang sekitar 10<sup>14</sup>sampai 10<sup>15</sup>hertz, hal ini menutupi bagian infra merah dan cahaya akan tampak.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span lang="IN" style="font-size: 12pt; line-height: 115%;">2.Media Transmisi Unguided</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN">Untuk
unguided media, transmisi dan penangkapan diperoleh oleh sebuah alat
yang disebut dengan antena. untuk transmisi, antena menyebarkan energi
elektromagnetik kedalam media (biasanya udara), sedangkan untuk
penerimaan sinyal, antena menangkap gelombang elektromagnetik dari
media. Pada dasarnya terdapat dua jenis konfigurasi untuk transmisi
wireless, yaitu searah dan segalah arah.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN">Untuk
konfigurasi searah, antena pentransmisi ahrus disejajarkan dengan
hati-hati. Umumnya, semakin tinggi frekuensi sinyal, semakin mungkin
menfokuskan ke dalam sinar searah. Untuk konfigurasi segalah arah,
sinyal yang ditransmisikan menyebar luas ke segala penjuru dan diterima
oleh banyak antena.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN">Frekuensi
dengan jangkauan sebesar 2 GHz sampai 40 GHz ditunjukan sebagai
frekuensi gelombang mikro. Pada frekuensi ini, memungkinkan dihasilkan
sinyal searah yang sangat tinggi. Serta gelombang mikro benar-benar
sesuai untuk transmisi titik ke titik. Gelkombang mikro juga
dipergunakan untuk komunikasi satelit. Frekuensi dengan jangkauan
sebesar 30 MHz sampai 1 GHz sesuai untuk alokasi segala arah.[1]</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span lang="IN">~ Gelombang mikro Terrestrial</span></i></b></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-INpuTBiaHOk/T4vbDrZmgBI/AAAAAAAAACA/VGAAUzAsR_I/s1600/bb.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-INpuTBiaHOk/T4vbDrZmgBI/AAAAAAAAACA/VGAAUzAsR_I/s1600/bb.png" /></a></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
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<div class="MsoNormal" style="text-align: justify;">
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<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN">Serat
optic adalah sejenis kabel yang terbuat dari kaca atau plastik yang
sangat halus, dan dapat digunakan untuk mentransmisikan sinyal cahaya
dari suatu tempat ke tempat yang lain. Sumber cahaya yang digunakan
biasanya adalah laser atau LED.Cahaya yang ada di dalam serat optik
tidak keluar karena indeks bias dari kaca lebih besar daripada indeks
bias dari udara, karena laser mempunyai spektrum yang sangat sempit.
Kecepatan transmisi serat optik sangat tinggi sehingga sangat bagus
digunakan sebagai saluran komunikasi.[1]</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN">Sebuah kabel serat optic memiliki bentuk silindris dan terdiri dari tiga bagian konsentris yaitu :</span></div>
<div class="MsoListParagraphCxSpFirst" style="text-align: justify; text-indent: -0.25in;">
<span lang="IN">1.<span style="font: 7pt "Times New Roman";"> </span></span><b><i><span lang="IN">Inti</span></i></b><span lang="IN"> ⇒</span><span lang="IN">
Merupakan bagian terdalam, bagian cahaya-melakukan sentral dari sebuah
serat optik, yang terdiri dari material dengan indeks bias lebih tinggi
dari cladding. Bagian dari serat yang mentransmisikan cahaya.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: -0.25in;">
<span lang="IN">2.<span style="font: 7pt "Times New Roman";"> </span></span><i><b><span lang="IN">Cladding</span></b></i><span lang="IN"> </span><span lang="IN">⇒ </span><span lang="IN">Bahan
yang mengelilingi inti dari sebuah serat optik. Lebih rendah indeks
bias , dibandingkan dengan yang inti, menyebabkan cahaya yang
ditransmisikan untuk perjalanan ke inti.</span></div>
<div class="MsoListParagraphCxSpLast" style="text-align: justify; text-indent: -0.25in;">
<span lang="IN">3.<span style="font: 7pt "Times New Roman";"> </span></span><i><b><span lang="IN">Coating</span></b></i><span lang="IN"> </span><span lang="IN">⇒ </span><span lang="IN">Umumnya bahan plastik lembut yang melindungi serat dari kerusakan.[3]</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN">Berikut ini karakteristik yang membedakan serat optic dari twisted pair ataupun coaxial cable.</span></div>
<div style="text-align: justify;">
<span lang="IN">1.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN">Kapasitas yang lebih besar.</span></div>
<div style="text-align: justify;">
<span lang="IN">2.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN">Ukuran yang lebih kecil dan bobot yang lebih ringan.</span></div>
<div style="text-align: justify;">
<span lang="IN">3.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN">Atenuasi yang lebih rendah.</span></div>
<div style="text-align: justify;">
<span lang="IN">4.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN">Isolasi elektromagnetik.</span></div>
<div style="text-align: justify;">
<span lang="IN">5.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN">Jarak repeater yang lebih besar.</span></div>
<div style="text-align: justify;">
<span lang="IN"> Karakteristik Transmisi :</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN">Serat
optic mentransmisikan berkas cahaya yang ditandai sebagai sebuah sinyal
dengan memakai total internal reflection. Tolan internal reflection
terjadi pada berbagai media transparan yang memiliki index refraksi yang
lebih tinggi dibanding media di sekelilingnya. Dampaknya, serat optic
bertindak sebagai waveguide untuk frekuensi dalam rentang sekitar 10<sup>14</sup>sampai 10<sup>15</sup>hertz, hal ini menutupi bagian infra merah dan cahaya akan tampak.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span lang="IN" style="font-size: 12pt; line-height: 115%;">2.Media Transmisi Unguided</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN">Untuk
unguided media, transmisi dan penangkapan diperoleh oleh sebuah alat
yang disebut dengan antena. untuk transmisi, antena menyebarkan energi
elektromagnetik kedalam media (biasanya udara), sedangkan untuk
penerimaan sinyal, antena menangkap gelombang elektromagnetik dari
media. Pada dasarnya terdapat dua jenis konfigurasi untuk transmisi
wireless, yaitu searah dan segalah arah.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN">Untuk
konfigurasi searah, antena pentransmisi ahrus disejajarkan dengan
hati-hati. Umumnya, semakin tinggi frekuensi sinyal, semakin mungkin
menfokuskan ke dalam sinar searah. Untuk konfigurasi segalah arah,
sinyal yang ditransmisikan menyebar luas ke segala penjuru dan diterima
oleh banyak antena.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN">Frekuensi
dengan jangkauan sebesar 2 GHz sampai 40 GHz ditunjukan sebagai
frekuensi gelombang mikro. Pada frekuensi ini, memungkinkan dihasilkan
sinyal searah yang sangat tinggi. Serta gelombang mikro benar-benar
sesuai untuk transmisi titik ke titik. Gelkombang mikro juga
dipergunakan untuk komunikasi satelit. Frekuensi dengan jangkauan
sebesar 30 MHz sampai 1 GHz sesuai untuk alokasi segala arah.[1]</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span lang="IN">~ Gelombang mikro Terrestrial</span></i></b></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-waOlF0GL1iQ/T4vbXBExCDI/AAAAAAAAACI/Sk_NdS0SLno/s1600/xx.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="125" src="http://4.bp.blogspot.com/-waOlF0GL1iQ/T4vbXBExCDI/AAAAAAAAACI/Sk_NdS0SLno/s320/xx.png" width="320" /></a></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN">Gambar
diatas menunjukan dua konfigurasi satelit yang populer, yang pertama,
satelit digunakan untuk menyediakan jalur titik ke titik diantara
station antena dari bumi. Dan yang kedua, satelit menyediakan komunikasi
antara dua station bumi dan sejumlah receiver station bumi.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN">Agar
satelit komunikasi bisa berfungsi efektif, biasanya diperlukan orbit
stasioner dengan memperhatikan posisinya diatas bumi. Sebaliknya,
stasion bumi tidak harus saling berada digaris pandang sepanjang
waktu.[1]</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN">Karakteristik Transmisi :</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN">Jangkauan
frekuensi optimum untuk transmisi satelit berkisar pada 1 sampai 10
GHz, terdapat derau yang berpengaruh dari alam, meliputi derau dari
galaksi, matahari, dan atmosfer, serta interferensi buatan manusia, dan
berbagai peralatan elekromagnetik. Diatas 10 Ghz, sinyal- sinyal akan
mengalami atenuasi yang parah akibat penyerapan dan pengendapan di
atmosfer.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN">Beberapa peralatan komunikasi satelit dapat diuraikan sebagai berikut :</span></div>
<div style="text-align: justify;">
<span lang="IN">1.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN">Akibat
jarak yang panjang terdapat penundaan penyebaran(propogation delay)
sebesar kira-kira seperempat detik dari transmisi dari suatu station
bumi untuk ditangkap oleh statioin bumi lainnya.</span></div>
<div style="text-align: justify;">
<span lang="IN">2.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN">Mikro merupakan sebuah fasilitas penyiaran, dan ini sudah menjadi sifatnya.</span></div>
<div style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span lang="IN">~ Radio Broadcast</span></i></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="IN">Penyiaran
radio didefinisikan sebagai menggunakan gelombang radio untuk mengirim
transmisi kepada audiens yang besar, yang akan mendengarkan transmisi
melalui radio. Definisi penyiaran radio dapat diperluas dengan memeriksa
gelombang radio, pemancar radio dan penerima. Industri penyiaran radio
dan lisensi menciptakan konten untuk bermain di stasiun radio, yang
diterima oleh penerima radio.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="IN">Lainnya
seperti cahaya dari suara, gelombang radio relatif gelombang frekuensi
rendah dalam spektrum elektromagnetik. Gelombang radio dapat digunakan
untuk mengirimkan informasi tanpa kabel. Data dapat dikodekan ke dalam
gelombang radio oleh modulasi gelombang. Selain radio, perangkat seperti
televisi dan telepon seluler menggunakan gelombang radio untuk mengirim
dan menerima informasi. Anda dapat menggunakan gelombang radio untuk
menyiarkan ke beberapa perangkat atau untuk berkomunikasi antara dua
perangkat.[2]</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
Perbedaan-perbedaan
utama diantara radio dan gelombang mikro yaitu, dimana siaran radio
bersifat segala arah sedangkan gelombang mikro searah. Karena itu,
siaran radio tidak memerluikan antena parabola, dan antena tidak perlu
mengarah ke arah persis sumber siaran.<span lang="IN" style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;"><br />
</span></div>
Karakteristik Transmisi :<br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
Rentang
30 mhz sampai 1 ghz merupakan rentang yang efektif untuk komunikasi
broadcast. Tidak seperti gelombang untuk elektromagnetik berfrekuensi
rendah, ionosfer cukup transparan untuk gelombang radio diatas 30 mhz..
Jadi transmisi terbatas pada garis pandang, dan jarak transmiter tidak
akan mengganggu satu sama lain dalam arti tidak akan pemantulan dari
atmosfer. Karena gelombangnya yang panjang maka gelombang radio lebih
efektif, lebih sedikit mengalami atenuasi. Sumber gangguan utama pada
radio adalah interface multi-jalur. Pantulan dari bumi, air, dan alam
atau obyek-obyek buatan manusia dapat menyebabkan terjadinya multi-jalur
antar antena. [1]</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<i><b>~ Infra Merah</b></i></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
Komunikasi
Infra merah dicapai dengan menggunakan transmiter/receiver yang
memodilasi cahaya infra merah yang koheren. Transceiver harus berada
dalam didalam jalur yang pandang maupun melalui pantulan dari permukaan
berwarna terang misalnya langit-langit rumah.</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
Satu
perbedaan penting antara Transmiter infra merah dengan gelombang mikro
adalah infra merah infra merah tidak melakukan penetrasi terhadap
dinding, sehingga problem-problem pengamanan dan interferensi yang
ditemui dalam mikro ridak terjadi.[1]<br />
<br />
sumber : http://blog.unsri.ac.id/mahameru </div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>harisamthttp://www.blogger.com/profile/16356797918536550245noreply@blogger.com0tag:blogger.com,1999:blog-4775222027612200711.post-9316176834457743282012-04-16T01:19:00.000-07:002012-04-16T01:19:18.085-07:00Pelajaran Jaringan komputer pada hari Kamis Tanggal 12 april 2012<!--[if !mso]>
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<w:LsdException Locked="false" Priority="61" SemiHidden="false"
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<w:LsdException Locked="false" Priority="62" SemiHidden="false"
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<w:LsdException Locked="false" Priority="63" SemiHidden="false"
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<w:LsdException Locked="false" Priority="64" SemiHidden="false"
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<w:LsdException Locked="false" Priority="65" SemiHidden="false"
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<w:LsdException Locked="false" Priority="66" SemiHidden="false"
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<w:LsdException Locked="false" Priority="68" SemiHidden="false"
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<w:LsdException Locked="false" Priority="70" SemiHidden="false"
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<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
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<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
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<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
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<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:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
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-ansi-language:IN;
mso-fareast-language:JA;}
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<![endif][if gte mso 9]><xml>
<o:shapedefaults v:ext="edit" spidmax="1027"/>
</xml><![endif][if gte mso 9]><xml>
<o:shapelayout v:ext="edit">
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<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN"><span style="mso-spacerun: yes;"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 16.0pt; line-height: 150%;">REVOLUSI
KOMUNIKASI KOMPUTER</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Revolusi
ini telah menghasilkan kenyataan yang menarik, antara lain :<span style="mso-spacerun: yes;"> </span></span></div>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Tidak adanya perbedaan fundamental/pokok antara data processing
(komputer) dan komunikasi data (peralatan transmisi dan switching). </span></li>
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Tidak adanya perbedaan fundamental antara komunikasi data, voice
(suara) dan video. </span></li>
</ul>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 35.45pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Jalur-jalur antara single -processor computer,
multi-processor computer, jaringan lokal, jaringan metropolitan dan jaringan
jarak jauh sudah kabur.</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 35.45pt; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 16.0pt; line-height: 150%;">MODEL
KOMUNIKASI</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Tujuan
utama dari komunikasi data yaitu untuk menukar informasi antara dua
perantara.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Data
yaitu sebuah gambaran dari kenyataan, konsep atau instruksi dalam bentuk formal
yang sesuai untuk komunikasi, interprestasi atau proses oleh manusia atau oleh
peralatan otomatis.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Informasi
yaitu pengertian yang diperuntukkan bagi data dengan persetujuan-persetujuan
memakai data tersebut. <span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Definisi-definisi
ini dapat menjelaskan tujuan kita, yaitu : data dapat diidentifikasikan, data
dapat digambarkan, data tidak perlu mewakili sesuatu secara fisik; tetapi dari
semuanya itu data dapat dan sebaiknya digunakan untuk menghasilkan informasi. Hal
ini juga berarti bahwa data untuk satu orang akan muncul sebagai informasi
untuk yang lainnya. Informasi ini terbentuk ketika data ditafsirkan.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Untuk
menukar informasi, kemudian, memerlukan akses ke elemen data dan kemampuan
untuk mentransmisikannya. Dalam gambar 1.1, informasi yang akan ditukar adalah
sebuah message yang berlabel m. Informasi ini diwakili sebagai data g dan
secara umum ditujukan ke se buah transmitter dalam bentuk suatu sinyal yang
berubah terhadap waktu. Sinyal g(t) ditransmisikan. Umumnya, sinyal tidak akan
dalam bentuk yang sesuai untuk transmisi dan harus diubah ke sinyal s(t) yang
sepadan dengan karakteristik dari medium transmisi. Sinyal itu kemudian
ditransmisikan melalui medium tersebut. Pada akhirnya, sinyal r(t), dimana mungkin
berbeda dari s(t), diterima. Sinyal ini kemudian diubah oleh receiver kedalam
bentuk yang sesuai untuk output.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="height: 267px; left: 0px; margin-left: 146px; margin-top: 677px; mso-ignore: vglayout; position: absolute; width: 528px; z-index: -1;"></span><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Pengubahan sinyal g(t) atau data g, adalah sebuah
pendekatan atau perkiraan dari input. Akhirnya, device output menampilkan
message perkiraan tersebut, m, kepada perantara tujuan. Contoh : electronic
-mail (pos elektronik) dan percakapan telephone.Untuk kasus pada electronic
-mail, diketahui bahwa device input dan transmitter adalah komponen dari
personal komputer. Perantara adalah pengguna yang akan mengirim sebuah message
kepada pengguna lainnya; sebagai contoh "jadwal pertemuan pada tanggal 25
Maret dibatalkan" (m). Karakter string ini adalah informasi. Pengguna lalu
mengaktifkan electronic -mail pada PC dan memasukkan message tersebut melalui
keyboard (device input). Karakter string ini secara ringkas disimpan dalam
memory utama (main memory). Kita dapat memandangnya sebagai rangkaian karakter
(g) atau, rangkaian bit-bit (g) dalam memory. PC ini dihubungkan ke beberapa
medium transmisi seperti local network tranceiver atau modem. Data input akan
ditranfer ke transmitter sebagai rangkaian bit-bit (g(t)) atau lebih tepat,
rangkaian voltage shift (g(t)) pada beberapa bus komunikasi atau kabel.
Transmitter dihubung langsung ke medium dan mengubah bit-bit yang masuk (g(t))
menjadi sebuah sinyal (s(t)) yang sesuai untuk transmisi.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
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<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 14.0pt; line-height: 115%;">KOMUNIKASI DATA</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Topik
yang akan dibicarakan, yaitu :<span style="mso-spacerun: yes;"> </span></span></div>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Transmisi data. </span></li>
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Data encoding, adalah proses transformasi data atau sinyal input
kedalam sinyal yang dapat ditransmisiskan. </span></li>
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Teknik komunikasi data digital. </span></li>
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Data link control. </span></li>
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Multiplexing, menyatakan variasi teknik yang dipakai untuk membuat
pemakaian fasilitas transmisi lebih efisien. </span></li>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 14.0pt; line-height: 115%;">JARINGAN KOMUNIKASI DATA</span></b></div>
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<span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Dalam
bentuk sederhana, komunikasi data terjadi antara 2 device yang secara langsung
berhubungan dengan medium transmisi point to point. Bila bentuk ini dipakai
maka:<span style="mso-spacerun: yes;"> </span></span></div>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l1 level1 lfo2; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Bila device berada pada bagian yang jauh maka akan mahal, contoh :
untuk menghubungkan link antara 2 device yang jauhnya ribuan mil. </span></li>
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l1 level1 lfo2; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Adanya set-set device, masing-masing memerlukan sebuah link ke
lainnya pada variasi waktu, contoh : semua telephone didunia dan semua
terminal dan komputer dimiliki oleh suatu organisasi tunggal kecuali untuk
kasus dengan sedikit device, hal tersebut tidak praktis untuk menggelar
kabel antara masing-masing pasangan device. </span></li>
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<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="height: 250px; left: 0px; margin-left: 169px; margin-top: 740px; mso-ignore: vglayout; position: absolute; width: 434px; z-index: -1;"></span><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Solusi dari masalah ini adalah jaringan komunikasi
yang dapat dilihat pada gambar 1.2.</span><span lang="IN"><span style="mso-spacerun: yes;"> </span></span></div>
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<br /></div>
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<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span lang="IN" style="font-size: 12.0pt; line-height: 150%;">stasiun
adalah suatu kumpulan device yang akan berkomunikasi, dapat berupa
komputer-komputer, terminal-terminal, telephone-telephone atau device
komunikasi lainnya. Tiap stasiun menghubungkan ke jaringan node (network node).
Set-set node tersebut merupakan pembatasan dari jaringan komunikasi yang
sanggup mentransfer data antar pasangan stasiun-stasiun.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Tipe
dari jaringan komunikasi dalam buku ini :<span style="mso-spacerun: yes;">
</span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .25in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Switched network , data ditransfer dari sumber ke tujuan
melalui hubungan node seri. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l0 level2 lfo1; tab-stops: list .75in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Courier New"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Circuit-switched network,
arah komunikasi diwujudkan antara 2 stasiun melalui jaringan node contoh umum :
jaringan telephone. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l0 level2 lfo1; tab-stops: list .75in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Courier New"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Packet-switched network, data
dikirim dalam serangkaian potongan-potongan kecil, yang dinamakan paket. Tiap
paket melewati jaringan dari node ke node sepanjang jalur yang menghubungkan
sumber ke tempat tujuan. Contoh umum : komunikasi terminal ke komputer dan
komputer ke komputer. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .25in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Broadcast network, lihat gambar 1.3, terdapat
transmitter/receiver yang berkomunikasi melalui medium yang disebar oleh
stasiun-stasiun lain. Suatu transmisi dari satu stasiun di-broadcast ke dan
diterima oleh semua stasiun lainnya. Contoh sederhana : CB Radio System. Dalam
kasus berikutnya data ditransmisikan dalam paket-paket, karena medium
dibagi-bagi, maka hanya suatu stasiun pada suatu waktu yang dapat mentransmisi
suatu paket. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l0 level2 lfo1; tab-stops: list .75in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Courier New"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Packet radio networks,
stasiun berada didalam range transmisi satu sama lain dan broadcast
(menyiarkan) secara langsung ke satu sama lainnya. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l0 level2 lfo1; tab-stops: list .75in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Courier New"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Satellite networks, data
tidak ditransfer langsung dari transmitter ke receiver tetapi di-relay melalui
satelit: masing-masing stasiun mentransmisi ke satelit dan menerima dari
satelit. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin: 0in 0in 0.0001pt 0.75in; text-align: justify; text-indent: -0.25in;">
<span lang="IN" style="font-family: "Courier New"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-size: 12pt; line-height: 150%;">Local networks, bentuk yang
biasa dari broadcasting adalah LAN dan MAN lihat gambar 1.3c dan d. LAN adalah
jaringan komunikasi yang meliputi daerah yang kecil seperti gedung atau bagian
kecil dar i gedung. MAN meliputi daerah yang lebih luas, seperti antar gedung
atau daerah kota. Dalam bus local network , semua stasiun dihubungkan ke kawat
biasa atau kabel. Suatu transmisi oleh satu stasiun manapun manapun menyebar
pada medium yang panjang dalam kedua arah dan dapat diterima oleh semua stasiun
lainnya. Ring network<span style="mso-spacerun: yes;"> </span>terdiri dari close
loop, dengan masing-masing stasiun berhubungan ke elemen repeating (pengulang).
Suatu transmisi dari stasiun manapun bersirkulasi mengelilingi ring melalui
semua stasiun lainnya dan dapat diterima oleh tiap stasiun selagi melewatinya. </span></div>
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CFSNGFQqmo0+NSCPZl4/Ck/CPcRCASnT5+2tLTU1tY2MjJasmRJQkICuWdubu7WrVvHjx+/du3aoqIilmV5PB5YVdiTGTVWsPFLfpQC5ZWWli5YsEBDQyM8PLyyshI2vn379vfff2/fvn379u2XLl2akpKCzVYVKv/hjyXJi7JY0wClqsYEtCCQOMjFL9gORgoWfsLvSiSSZ8+ezZo1q1WrVsbGxnv27Hn79q1QKCRT/xiGqaioiIqKGjZs2MiRI6FQJylZQKl6XRkyJP8KhcLz58+PHDnSysoKCJSk5vj4+BkzZrRv3378+PH3798nzwmcB4VaESRVkZ11KBopKFU1PqB2vFq+wPg0fvThw4cTJ07Y29vr6Oh069bN39//zZs38JFAIIDe68BB4MQJBAJnZ+dWrVp5enqmp6ez8vQXoEWyfXyd/BYcKiEhYciQIfr6+ocOHSotLZXJZOXl5ShiYFk2IyPD39+/c+fO2traK1aswJLHytTJfFwMnlEqSUrR6ECpqjGh2hAyGlOkjhw+qqysDAsLGzx4cNu2bYcPH75r167k5GTUH4hEIj6fD84XSXxSqfTp06fTpk377rvvPDw8iouLYX8QrIMJo2CyfSGkUum9e/dmzpzZsWPHxYsXQ6sIoEWUUEHQXSQSPXr0yMHBoWXLlv379z906FBxcTGamdiSi5XLU7EMaV1NleJbgVJVY4JyFAZuY+X6cyUlJdevX7e3t2/VqlW/fv1CQkIKCgrgIygoLJaDvI3h9sYMm/Hjx//www+zZ8/Ozc1lWRY0TaAVqKioUL0i1Wdx/fp1c3Pzjh07rl69OiMjgyWWKeFwpB0nk8kKCwvDwsKGDh36888/u7u745oAluIjS9agm0wJq1GDUlVjBYarSOuGYZji4uIDBw6MHj3a0NCwX79+q1evBieOla+XwQuBQAAd/WAc0AqQpMAwTEFBwezZs3/44Ydff/0VOj7I5B2PsRPyF6KysvLKlSuDBg3S0dEJDAyEBGmWZckOFGTsHHgWXqekpNjb27do0WLKlCk3b97EJUjQvpPhdkpSTQCUqhoNmI+7omNmCbyVyWR8Pv/KlSvW1tbffffdsGHDLl68mJWVheUTwEPELqGk6YGuE46M93ZWVpavr++///3v8ePHP3/+HFmsrirenTt3Tk9PT09Pb+fOnRUVFWTYnpTUw1qBstQzPT19/fr1nTp1ateunZub24sXL9D7w3JXtJV80wClqoYCjEOhFAC3o/Mik9fqBGsI9ykvL7979+6sWbPat29vaGgYHBxMBpjIYJayoEHZ4iDD9izLZmdn+/r6du7cuXfv3hs2bPjzzz/j4uLKy8tJaiMTiWtwDAUCQXFxcXFx8fPnz4OCglxcXHr16tWpU6dDhw6RGTwgQCddOVYpdk5OOykpad68eS1bttTX1w8ODgaJPMxERrSzl37c+0sh6qdw2ikaGihVNRRALymGALnMB2/5fD6QFFJDUVHR5s2be/XqpaOjY2Ji8ttvvyUlJcFHpLTyHyyBicXiiooKqEosEAgiIyPd3d0dHBz69etnYmJiZWU1c+bM4ODgmJiYrKyswsLC/Pz8goKCgoKCvLy8vLy8/Pz8wsLCoqKioqKirKyse/fuBQYGzp0718nJafjw4SYmJkOGDFm0aNHu3bujo6NBQgWLfUjKaPSpQh8ikeivv/4aP378f/7zH3t7e/R5wRAjrUgA5h4ikal4IIpvBUpVDQWkvcPIKx+gRABuLagXDPtUVFScOnWqf//+zZs3nzBhwl9//YXBGnAGQVnOsqxUKuVwODwer1qrqlqgIaaws0AgyMjIuH///oEDB5ycnAYMGNC3b9+ZM2euWLHC39/f3d3dy8vL19fX3d3d3d3dz89v+fLly5cvd3R07NatW79+/WbOnLl79+6bN2++e/cOVvTI34s8pWxMqXL2WJYtKipyc3Nr2bKlkZHRvn37CgsLWbmRSBb/U/iZVMfQKECpqmGBtKoUNuLbzMzM0NDQMWPG/Pvf/+7fv394eHhZWRl8pBzTwRsVPEGyj1YNkMq72sjknftgDgrlg8vLy+/fv3/t2rWrV69euXLl0qVL169fv3nz5rVr16Kiom7evHn9+vVr165dunTpr7/+AgmC8lHI0npQlwrtKdW1prgPj8eLjIw0Nzdv1qyZubn5X3/9BeSO5W4gdFWt4INaVQ0ZlKoaItCoIcNALMuWlJTs37/fxMTk+++/nzhx4unTpzMzM+EjCM2gqgi8RVI/yXwiL+dTE8BxUKMglffUkspbk9bqRwkEgvLycmBSsrYf7iCTyaAjPLwVCoV8Pl/Fo6CbDL+3qKjo2LFjffr0ad++/bJly6BIPO6prGCgDmDDB6WqhgKMfOOSHLnYV1RUdPnyZWtr61atWllZWV24cAFvaZm8mzHc2BjrQb0VkBSoE1RM2QPrBr9OHgjZkCFUXcBcfD6/rKysoqICuUwmr8uOegj4LtRFgC/iL0UyhaGgcIKK7ipSD2n33b5929LS8scff3RyckpKSiJdTll1Ug+KhgxKVfUBhag2+QDH16S/QwbO37x5s2vXrhEjRnTs2NHIyGj79u1Qf479OFEZVaDMxzkl5BJYteGnGiaMvhJYK1hTATaCcQRzhjUBLCIMbd9hKEhIRJ8OTT+pvBIWqbNHqkI3VsHyqmHC6MQx8qQ/mUz25s2bhQsXtm3btkePHjt37nz//j0ZBSOJWFkQS9GgQKmqPoCLcXB7kLSCfhAuVOG38vPzd+7c2atXr44dO9rZ2R09ehQV5xTVAh8JUqkUc7BZlr1+/bqtre1PP/00aNCgiIgICO3hYgU6pFSs0JBBqao+wBC1ENC+AP5SUGbCbZOdnX369OmhQ4c2b9581KhRkZGRpPNC8SkwRD1lhmGEQiGILViWLS4uPnnypKmpabt27by9vSF9h5H3cIZmPNQZbMigVFUfgGANBqFkRHoK3CFoTGVmZq5atcrU1LR79+62trahoaEgaAQz4QuLQzVVkFzP5XI5HA6cT8ivxtVPlmXT0tIWL17cpk2bwYMH//HHH6TutG4rRlDUOShV1RMYecIHCs0hpoMklZubu2/fvkGDBv3888+TJ0++fv16eXk5fAQ+I33s1wDMnkHRORkEJMX3eXl5O3bs6N69e+vWrefOnXv79m10xunpbcigVFVPwDg0+ibg08lksoSEhA0bNgwYMKBDhw5Dhw49fvw4n8+Hb2GgnT7tPwt0qOGtUCjkcDgodwAmQjMqLS0NGu1oa2sHBQXBU4FKqxoyKFXVE2QyGXaFQj/u77//9vf379Gjh56e3qxZsy5evAgCa5ZlBQIBFIdiiZw4+tj/FBglfT8aVpiejd2h4axKpdLnz58PHz68ZcuWy5cvx3KDFA0TilRVraD5azzVlTWECkchNTJfyayo2eZX3SNQEBwoTBVLIJDbP3z4sGPHDiMjo/bt28+bN+/Ro0fksRQSa+k6+mdBXk6yjwsWk8W8UFaKZ/jGjRv29vY///yzmZnZkSNHsKC78lD0/H9bVFFVg/ozYFYHanDwVgdpInkhfgnw+maIGmzkM1n1rA7yKygxFwqFWHIX2T8xMTEwMHDQoEH//e9/x44de+3aNRosrwfAugRUZ8ZCpvBn4nK558+fNzc3b9u27cSJE69evVpZWQnBeJEcWImQ/rG+Ff5nVcXHx2/atGnKlCljx461tbW1sbEZM2aMlZWVra3t+PHjbW1tx9UFbGxsbGxsxo8fb29vb29vP378eBsbGysrq7Fjx06cOHHcuHFTpkzZu3dvSkoKqdXGQCkQSt2WH0KKIaG6HUc6GqQSEm8M3DMjIwNanH///fezZs26desWBs5pNOprA2XxEomkrKwM/i6wEc58UVHR+vXrdXV1TUxMDh48iLnfeMmpLqCl+Br4H1VduXJl7ty5U6ZM2bZt271792JiYh48eBATExMTE3Pnzp3bt2/fu3fv/hcDhoWhHj58GBMTg68fP3588ODBBQsWuLm5Xb9+XSqvV4nCPFld99FFCwgtfOQLmcoN5oChZPIUOXA3yAQUkUiUnp4O7e1+/PFHOzu727dvQ6oaPK7RbKyr30XxKTBylbxAIOByubACKxQKsQrN6dOnBw8e3Lp1awcHhwcPHuAfhcPhkCW6KOof/6OqqKgob2/vtWvXQmnab4InT574+fl5e3vfunVLIUCAcdM6vFxIbmLkdUhIk011S0dGlNkEwwo2PnnyZOrUqRoaGgYGBiNHjgwNDcWFPxRYoR1XV7+LQhlwnkEUKpP38iorK+PxeHDyYbtMJktJSfH39+/atWvHjh2XLl2alpZGqhnon+lb4X+xqhs3bnh4eCxduvTBgwe4kUSdHE9CdGTDmBTaNY8ePVq2bNnSpUtv377NyIVIuLP0E3Usvy3gsQy1wGVEDcy3b996eXm1bt26a9euq1atSktLI2kRvgImGM3nqDfA0w67RbBKZXPQfn/y5Imzs3OnTp2MjY2PHTuGaoa6DT5QqI7/UdVff/21dOnS33///dGjR+zHIWcyfPOFIJcXJfJuAhgCePz48fLly4GqcGIs0YNXVqd96AQCQVpa2sOHD6OioqKiou7cuXP37t2//vrr2rVrt2/fjo+PB6V4zYBVcNTvyGSy2NhYb2/vbt26tW7d2tnZ+enTp7Cn7ONexHg2aKCqfkCeZwirI4C/4M9B5lofP37c2NhYU1Nz/fr12BeH4pvgfw7g7du3fX19/f39Y2JiWGKpXsER+0KQloVyPCgmJsbX19fLyys6Ohp3U7DsZEQpEqhtolDzCG9+ZeNLKBS+fv366tWrmzdvnjZt2rBhw8zMzGxsbGbPnu3u7r506VI4urOz8+TJk4cMGdKvXz9ra2tvb++zZ88+f/68ZuYSiURJSUne3t6dO3fu1KnT8uXLnzx5oooBSHnqWwHtepZ4NpP55DweLzo6esyYMa1bt54wYQIu1+IVCAsp5BIQ+bZxgamuzwh5w9YPFKaEd9D/qOrWrVtLly719/d/+PAh7sd+tRsJp0XO7+HDh/7+/j4+Prdu3VLejZQaYSkCslilgukH69N8Pv/du3f79++3s7Pr27eviYmJjY3Nr7/+6uDgsGvXrocPHyYlJWVmZubm5ubk5GRnZ+fm5mZnZ6empj579uzChQs+Pj4ODg4TJkwwMzPr3bu3hYWFp6fnrVu3oP0vzEcmk2VlZW3atElfX19DQ8PDw4OM9yn/ASgaJhiGEYlEUPmLvEtzcnKCgoJMTEzat2+/YMECbFIPmgbMMwe7rDG683iLSeR9XtHX+bq0VB3I0K2MSDBolFTFysM9WKpNKi+ejb8WNsbExEybNq1jx449evSws7M7cOBASkoK9CZQvVYBj8crKip6+/btuXPnXF1dhwwZoq2tPWjQoNDQ0PT09IcPH/r4+BgaGmpoaEyaNOny5ct4ciHE3kifsWoImby2FyTlKPjmqampS5Ys+f777/X19a9duwZ/ZR6PBw4j9lX8SvfLVwXp30iI+tHsx/mn9UNVCvPB89lYqYqVK48ViEBCtBp++fKlra2tnp7eypUrs7Kyqo2JyuTF2xRMNrFSv2Jy5pGRkePHj+/evbuenp6mpubAgQO9vLwePHhAnjGJRAIr3CqWsqT45lBw3xi5jo/88x0+fFhHR6d58+YuLi5QB5lhGB6PR0r/vtIt85XAEMYU04DbJjZKqlLWQ8F2Mmb//PnzGTNmdOrUydPTs7S0lJHLCNBQZ5W8cQXIlFoGQIoZvLh8+fKQIUOaNWvWp0+fmzdvwtzIclQQrBV/3MyOoiGDIeKz+ACTyssi4qUYFxfn7Oz8008/6enp7dixIysrC77eqP/QpMhGKBTm5OS8ePHi3r17D+odDx8+fPTo0ePHj+HFkydPYIaNkqrIaCjuBqYQnPQnT57Y2Ni0bdvW29sb01DBCsMgl+zjgrxSpfq5qKJARoN9cFZpaWnz5s3T19d3cXFJTExk5elmKHPZSCIAACAASURBVAqFK57sxUDRwCGTySorK8vLy7EGBi4RwoOHkdeGv3LlypgxY5o3bz58+PDLly/DTa5Qjb6xgPm4w3ZBQcHx48fnzp3r6Ojo4eHh6enp4uICL742PDw8XFxclixZsmzZMn9//3HjxmlpacEk65WqyKG+hKqQXMilQGwAlZycbGFh0b59+xUrVkCxRxRnij/uOsV+XMwIp0HmUsAhwDVAkw2jUe/evfvtt9/atWtnY2Nz8+ZNsLngW2QCY8O0qCmUgeYwdrFm5MFQcJFIkXBWVtb+/fsNDAz09fWPHTumkOqMlxN5hZOvlQ+tcIPU8Olnf0Wtdlag1+zs7F27ds2cORME4e/fv8/IyHhfX0hPT09PT8/Kynr//r2Hh0ezZlUcpSpVwe1HKq3I3BFWSSUklfcykXzcj0CBblglqgIJKLpUDFHgkQz74bILFtKEQV68eLFo0aL27dt7eHjgoWtw8XBMuP6gIRVMSSEo/qkrKScnZ9OmTR06dBgzZgz4Aox8gRKXvRvdY5ai2hQCRg7y8XPw4EF9ff0WLVq4uromJSWh9AGXEUHQAPcC2bZHSlTcl0gkXC4XPkJaZAgdInwXn8fon8JbcqqMvBSH6g6pwrWdk5Oze/duV1fX0NBQDodTF6fzH2Lz5s3/hKrI2BCcwU+dCKlUCnVj4cySpx73qYGq/Pz8SAmogloPwwd4TcClAPuHh4cPHDjQ2dn5xYsXNZ8FRl5XG74rFoufP3++YsWKkJAQ5ZYwNYPL5U6fPt3Q0PDkyZPl5eVggmE+YKMOYVAoA2gIE3RYln379q2vr6+GhoaWltaaNWtevXqlHEgViUSwCiSTyfDagNe4jAicBQoboEL4Fj7wMP4tI1KypPLOrwrcKiP6GNUMBarKzc0Fqjp8+LByo9mvDXImAQEBtaYqZG7SvJLJZMXFxX///fezZ8+ePXv24MGDJ0+eYFcVoHZW/kBQWMf9FFX5+/t7e3ujBJQ8+/B3lcgrWEFBGMy2gX2CgoK0tLT27dtHljT41BlBY76oqOj48ePm5ub/93//N2nSpIqKClYeEVOFrUQiUUhIiKWl5YIFC2JjY2Ejps589usUjQi4jkxKkOCjhw8fzpgxo3Xr1tbW1nfv3oWNUN9dIu9RCBcwKP7w+Vrt2rTycVmWZRgGywfC0eFTtK0kRPNHRuUmtU2KqsiB8MeXl5efPn16/vz5kydPdnZ29vPzW7Ro0ZQpUwICAl68eFFZWQkOWkVFBf5VSDNVmapiYmIgnIZ/abzh0fDGo0NMAR9fpaWljx8/tre319PTQ6ar+YyIRKK3b9/u3Llz1KhR3bt379atW8uWLWfNmgVBBzKM+lkkJSXNmTNHT0/vxIkTrLxkAhwFnsCqDELR8EHKFzAcgVtKS0uDg4N1dHT09fW3bNny7t07lmXxKgUDqto1Fg6Hc+vWrdOnT58/f/7PP/+8fPny5cuXIyMjT58+ffr06bt37yoEwlh53wrxx10XFdhKxR/V1KiKUUoVLikpOXjw4Lx589auXfv48eOCgoKMjIyYmJipU6f++uuvb9++ZeUJonjfkhOqlqqWL1/u7+9/584d1X8PgMvlnjhxws7Obs6cOXFxcSqeFygC6efnFxER4eHh0a5duylTphQVFbEsW6tYuFgs3rZtm6am5t69exl5qB7OGFlXj6IJAK49LNKAy/ywvays7PLly7a2ti1atBgxYsT58+fxQQWuAHld5efnh4aGTp8+vX///tra2vb29itXrly2bJmPj4+/v/+qVatWr149efJkbW3t/v37z5w58/jx41lZWUBSOAiuAimHaFRkqyZIVRi3AiuppKQkNDTU1dV1+/bt7969A1YqLi52c3OztrZ+9eoVy7LkookqDuDy5cu9vLxCQ0MfP36ckJCQnJz86tWrpKSkxMREeJ2QkBAXFxcfHx8fH5+QkJCUlAS7Xb9+fcSIEaampkeOHCksLFQ9zFRcXMwwTF5e3tq1a9u0aePg4AAOoEJ2xWdx+fJlIyOjMWPGXL16FbiJz+fDsreKI1A0fEjk5UMhqFRZWQk69eLiYgxxsixbXFwcGhrav3//Dh06ODs7v379Gj8SCASZmZmXLl3y8fEZMmSIpqamubn51q1bnz59mp+fX1xcnJOTU1BQUFxcXFRUVF5eXlBQ8OzZsx07dtjY2HTr1q179+6jR4/etGnT48ePc3JysDojSI7RfYH7Th2pSkEPCbZVeXn5wYMHx44da2FhsWjRosDAwMWLFw8cOHDChAmnTp0qLi7GcaRKZeqqparnz58vWbLE2Ni4b9++NjY2o0ePtrKysra2Hj16tKWl5ejRo6E2KbwePXr0qFGjRo0aZWlpaWVlNWjQoO+++87R0REy4GtmGUap9tCbN2+8vb1btGjh6OgIVKViLBzHSUpK8vPzmzFjxrFjx7DIZA2LDxSNFDJ5QVFW7uBDi0YMD6HdVFBQ4OXl1apVK0dHxydPnmRnZ58/f37mzJkmJiaGhoYjRozw9va+evUq9v6oGSKRKC8v7/Tp03PmzOnfv3/37t1NTU3d3d2joqLgiiXXnYRCoepqviZFVYy8EAIjX2dlWbakpOTQoUNOTk6urq4HDx68cuXK2bNnd+zYMWPGjPnz51+/fr2kpORT4b1PWVX+/v6+vr737t1T8YfhsHl5edbW1v3797927RqPx2MJEmHkEUdkTNnHvY5Zlk1LS/P09GzVqtW0adNggVbh71fDBGC3q1evDh061NHREYt8ojKespVaARw9uCrevXu3YcOGXr16de/effDgwT///HPv3r23bduWkJBAWmEskerAytsagvuChhIQELzm8XiwXG5sbNypU6d169bhOhJZgVLFiFWToiqWEJWwLAsnori4+PDhw25ubiEhIbjwx8prHy9fvjw2NhapSlmB+Smq8vHxQbHCp36D8s1fUVGxbdu2kSNHLl68GHxP8ovAswpzkBH9SNLT0/38/MCqgmuoWmWNMnCfU6dO6ejorFq1qqKigpSM4koohfqAvGz4fP66dev+85//NGvWbObMmcnJyQr7yJQSURGkMhFW0hXink+ePBk0aFDLli1dXV3j4uKQIlGErHYrgDKlhDiWZYuKig4ePLhw4cItW7akpKTAal1JScnGjRsnTJhw9OjRnJwcSNaVybP2VKQqVdTquB1GFgqFSUlJU6dO7dmzJ0blP6Xiw9ekNMbHx+eHH36YNGkS+P+qPI5wnLi4uBkzZnTu3Dk8PBxPF6z40P596gbyypFKpffv3x89erSRkVFQUBCsNeGlSy4gKlyW6L4oBE8Yom8Ty7JisTg5OdnV1VVHR8fGxubixYsoJFJ9XahJURW+AJ0ImAkcDufs2bMODg4mJiaDBw8eNmzY8OHDHR0dXVxc9u/fn52dzRJ6ENUdQBUrK+ByJENo4VasWKGlpXXu3DmpvByt8vMK9yeVKa9fv/b09Gzfvv3MmTMh2sWo3J1BKBSeOXNm+vTpCxcuhBqqADJB57ODUDQZIMskJycvX74cqpht2rSJJBH0NqqNMyg8UMlcYpYQTKDBXlhYuG3bNh0dHV1d3cDAwPT0dFaJgGqecJOiKtxIFiQQiUSlpaV5eXlQly4rKys/P7+wsLC0tBQXINAiUxjnS6wqfNrI5FnBYO7u3LlTR0fHzs4OR8AJKFs35ATKyspiY2PDwsJu3LghEAhU/zOzLFtZWeng4NClS5c9e/bk5+dLlWqJqD4URRMAXGbFxcXe3t5aWloODg6PHz/GogXVRrsZIpyKgygEK6RyyOT5NFIib18oFN66dcvCwsLIyOiPP/6ABmIqLgI2NapiPtZVSeVlBvAtvmAI4QkQP8ggSf/xS6hKJq+wDoxJziolJcXPz8/ExGT58uXl5eWk5UVeBwwR6WcYRuECUqDjmlFeXn7gwAFdXd1x48ZBwE4gEJSWlpKqV0pV6gNGXk7jxo0bBgYGAwYMgKqhrDwuDuEkBZ8ODXC82tF0UoiZkqY6arvw+j99+vTQoUNHjhx56dIlHFyVOStQ1Z49exo3VZFus/TjSiykAg0hIfrTMB+vA34JVSGkUinkcCIHCYXC69evDxs2rF+/fgcPHszPzyfnT+biwNzAPZQo1dLDJUKWZUUiEdROUzg6MObx48e7du06aNCgixcvAt+RezJKulkKdUBqauqaNWuGDBmyZs0aeKKT94vCVQE+QbXjMAwDoXS8epU9AzKOkZubu3r16g4dOgQFBcEWFa898tmcnZ0dHBy8aNGisLCwsrIytrqYb7UoLi4+ePCgr6+vu7u7m5vb4sWLvb29d+7cGR0dnZeXp7o3iq+/yAGsK3wJVeFfXSKRgFCTnKdAILh48eKgQYMMDAxOnTqFWdMMUZUBrxXS7CLVqvgR5h7LlHoEMAwTHBysq6s7ePDgkydPwtXGyAMQqK9R8c9M0ZRw69YtBweHWbNmYWljRg4kBYFAAGWR0bN7/vz5zp07PT09Z8+e7erqGhISQmpHpfK0f6m8rAg+dMFYg91u3rypp6c3duzYR48e4ZVfMxSEO1AExsPDIywsLD8/n1WZBF68eKGlpdWjR49du3bt3bt3z549u3fv3rBhw7Rp0zw9PRMSElQ08fB1o6cqRkmoxXxcG0wqle7fv9/Q0HDIkCFnz55lCNkqy7L4dEJLEMwr/LOBjk4mLzIDx+LxeMB6ME5SUtK8efN+/PFHExOTGzdukElYMI5C9gOF+oBhmH379nXs2NHDwyM7Oxu4CYIMyFZwEeKjsaCgYM+ePf369dPQ0LC2tp45c+agQYPat28/evToP/74AyXprDzaxchdSLjSgGtAWvXu3bt169ZNmzbt0KFD/yyjKzc398iRI76+vmFhYTk5Oap/8fnz50ZGRi4uLuRGmUx26dIlFxcXNzc37DFaA5oUVeFHCpYRxgJYli0rKwsJCenateuIESPIE6RgSTFyZxYfbhKiNChUEQKGIt26Dx8+rFmzRkNDw8nJCTVcMiLdjyGSsOgKoFqBYZhXr17Nnj1bV1f35MmTuBGfi1KiSh88/xiGiY+Pd3Z2HjVqVFBQEIjXX79+PWvWrH/96192dnbghbEfy3RwWC6XCxUBpFJpWVnZrVu35s2bZ2JiMn369HPnzt1VAffu3bt582ZUVNTt27fv3r177tw5d3f3iRMnrl69Oj4+nsPhqHgBP3nyxMTEZN68eXAPkt/6888/zczMduzYocoJxNeNnqoYQjrPEOXH2I8rtxQWFm7dutXAwKBnz55btmx58OAB2ciPpCeWZWUyGSRzSeQ93NEsx6+IRKJXr15FRkZOmjSpTZs2EydOJKUJjFzcgE9O5EFKVeoDkUh04cKF2bNnL1q06Pnz57CRdNAgwAo1qtDzIqMEfD4/Pz//jz/+GDdunKmp6ebNm7lcrkxJJiqTq20YhqmoqCgrKxOJRImJiUFBQXPmzOncuXOrVq1GjBhhqwLGjh07efLkqVOn2tnZ2draWllZGRkZ6ejojBkzJjQ09O3btypqmJ8/f25mZubq6srIF9bwo3PnznXv3j0wMPCzgzQpqpJ9nFuH4ikkL2ANgUBQVFQExqeZmVnXrl0tLCx8fHxOnDgBSjw8hAKbKDAUFOgIDAx0dHTU19fX1ta2s7MLDg5+/fo1eUQcTfYxvtIJpGiYEAqFJ06csLGxmTx5MuSHoY/Gfnw3YUaxUCjkcrmMXLf49OlTb2/v9u3bN2/e3M3N7fXr1xJ5UVn249aqZH8KvGilUmliYqKZmZmZmZmK2YUKKC8v379/v6enJ4R6WZXjrU+fPjUyMpo3bx55a4PxeOzYsWHDhu3fv/+zgzQpqsJZYXydIVYnGWJ1DxknPz//ypUr69evt7Cw0NLSMjEx+fXXXzdt2vTy5Uvlnwmv8/PzT506tXjxYgsLC01NzR49eri4uISHh8fGxkqIKszKkySDYhj1p1ATyGSy9+/fe3p6du3aNSwsDLczSmvBcNnIPpYii8Xi/Pz8mJiY/fv3Ozk59evXz8vLKz09HZmI+VhUiIs/eKm/e/cuICDA3t5+48aN4EYwNYKcHrzOzMwMDg5evHjxsWPHQA6tIlW9fPnSxMRk/vz55M5SqTQ6OtrPz8/Pz+/x48efHUQlqvLz81u2bBk0gpcRwnyGiOF9IUj7BR4L5JaHDx8qNIIHkOaJggCi2pPIyD1E8iIAlJeXx8fHh4WFzZ07t1evXoaGhsOHDx85cuTw4cOHDRs2dOhQc3PzESNGjBo1yszMTEdHx9raesuWLdHR0dBJkPwDQNKM8qFxPjIiwZtCrRAeHq6jo+Pn55eVlYVlNkixAl6i6ACSKioYJDk5efDgwa1btw4MDCQvP0YeXpB9nIQPn4JOwtXV9cyZM1Bx4bMgL1qWZbOzs3fv3u3m5hYaGgpUpSLi4+P79OljamoaEhJy9OjRkJCQoKAgf39/a2vrefPmxcbGqlJj8jNUJZPJoqKivLy8li1bBvEXRsmjUX3GNYDM3YVlEdKbe/LkycqVK/38/BSS+BhiPZWkqs/+ZjJGAAEC/LS0tDQzMzMtLe3169evX78+f/68i4vLlClTtm/fHh8fn5KSkpKS8u7du7y8PPKJx+Vy0Q5XiLVTUCCuXbs2ceLEWbNmRUVF4YKdTN4sEurGYAc2lmVTUlLWrFkTEBBAVoXkcrkTJkxo0aLFmjVrYCWODNFCqg2UzSIp4Nq1a71797axsbl69SoWYqoZClT1z9TqDMMUFRWFhYWtWbMmMDBw7dq1mzZtOnLkyNWrV2NjY3NyclTkkM9bVTdu3PDw8PD19QWriv3YfqkryOQtnlni4YCHuHv3rre3t7e39+3btxm5i4cGFNq9Kh6L+Tjijs8xhVAUIC0tLSAgwMPD48qVK7g/OWdcwcGNNA+Z4lOIj49fvXr17Nmzw8PD4fEGj0kyZAF6Bdj/9evXCxcu1NTUnDx5ckxMTH5+flxc3NatW3V1dYcNG/bo0SO4YqEiADzg0U2RErk4DMOcPn1aW1t73bp1rMrRmzqhKrAQ4bWyVcEQAbvPTgZfV09V169f9/Hx2bBhQ1JSkoqTq3MkJSVt2LDBx8cnKioKfyFOncyUVhEM0S4Q+RGLsrNy4wgOvXr1aldX18jISDCXcMEV0hfISMGnSnZQUADev38fHBzcu3fvpUuXwhYQE4iJtrh4M0skksrKyhcvXixevBgWrI2NjTU1NTU1NSdOnHjx4kWIupJriDCa8qM3IyPD19e3e/fue/bsUX22dUJVrPzuwBpbjFxWDXaf6ryJr6unqqioqGnTppmYmAwfPnzGjBkzZ850cnKaNWvW7NmzZ8yYMW3aNNhYJ3Bycpo9e/bcuXNh8OnTpzs5Oc2fP3/s2LFDhgxZsmTJvXv3kClIUlA4pzVA9nH+uvjjvmmwD2lzJSUlrV271s3NLTIyEvUK1QYXSJ6i0SiKasEwTGxsbJ8+fdq3b799+/bc3FzYjhEJUmqDHMThcB4/fnzw4MFNmzaFhIRAPgq6jVh/CgFVhvDuyMnJ+f333w0NDe3s7Kqt+FbDbOvEAZQS3T+Bp8AGFKvW4wvHwdfVU1VJSUl8fPxff/0VGRl55syZiIiI8PDw8PDw06dPnz179uzZs3/UBSIiIiIiIs6ePXvu3Llz586dPXs2IiLi5MmTERER586dO3/+/NWrV1+8eFFUVIS0gmwFP17FRjLS6prFk88xhXWT+Pj49evX//bbb5GRkRgHlRKQKJXrYr+Oj0zR2CGVd9+6c+eOpaVly5Yt165dC71FwOmDC5vP56O68lOXEMMwIBOFy0xK5HVJCck7y7Lp6emenp6ampr29vYQwK6oqFA9PFQnVhUAvBZc18LUQhWXET9DVQ3wZpNKpVjFAkNU5FLgZ8EQ2TYKqwSMHDhyYmLiunXr3N3d//zzT/jb47eQMXEQuErERFdnCvUEXkgKb7GN7sOHDydOnNixY8exY8difxDM6yKzUxUuVPbj8AW2VsZbANfohUJheHi4mZlZu3btZs+e/fLlS/h6tQ/XGn4Fvv3HVCWTybhcLp/PhxnCSZDJtUR15gB+at7fEHUyExVHSExMBKsKqYqCQhnMxxIBoBK8JxWiSPCV7Ozs6dOnN2vWrEWLFocOHSI7+uEqHgyIrhNDSBmkRJqqgivAsmxWVtaKFSs0NDR69+4dERFBqhNUJ4g6tKoUqPYf3L+1oCr1BKUqChXByBXY2AueIRr8AUHAnqmpqaGhoXPmzNHS0jIwMOjXr1+nTp3GjBmzb9++Z8+eQfYfjoahKIbIE8SQFvQnxzkUFxc/ePBg586d1tbW//3vf8eOHfvw4UO4bmVECo6KZFG3DuAXglLVZ0CpikIVYBQcZTcYMMJ7TCQSvXjxYv369d26devUqdO8efMOHDgQFxeXlZV19uzZefPmaWtra2pqTp8+/dSpU0lJSZ/KB1bYKJFIkpOTQ0NDXVxczM3NDQ0NBw8e7OLicvjw4fT0dJZluVwu2HRkUTZV4tmUqhoTKFVRqAIZUTsItoDWCd7m5uYeOnRo4sSJ3bt3NzIymjp16sWLF5XtmuTk5J07d9rZ2RkZGRkbG9vb2wcGBkZHRxcUFPD5fEjGkshboubk5Ny/f3/Hjh2TJk3q0aOHvr7+2LFj161bd/HixXfv3iGd8Xg8zOLC2Fb9O4BfDkpVnwGlKgpVAEI8IBQ0WEpLS8+fP+/j4zNixAhdXd1Ro0aFhIRkZGSAiJyRp9cxH5fGrqioSExMPH369MKFC83MzIyMjAYOHDhs2LAhQ4YYGRkZGRkNGTJk6NChAwYMMDY2Hjx48Pz580NDQxMTE8loF/txVxuJvPkzgKzxXwMoVTUmUKqiUAXMx2nz6enply5dWrRokaamZq9evTw8PC5dukTWGmLlTY+xeBlJKzCUWCwuKysrLi4uLCwsKChITk6GitsvX74sKCgoLCwsLi6urKwkxc8Mw5D5NGBGQWwLl6drteimTFVubm7h4eGqZO19PWzZsoVSlSIoVTV51KwsQZNEQXmgsA8O9ejRo2XLlmlra//yyy+jRo1auXIlmebByBssgwwSI+5YIo3MTlXIseXz+RMmTBg+fDgUC1aep5QoIqLwo9A5RQGXKmdG4ZdmZ2fv2LFj2rRp/v7+0dHRiYmJSUlJiYmJCfWC+Ph4ePH06dMFCxZQqlIEpaqmDfIOryGpE4veAX0oKANYlk1JSQkKCpo4cWK7du10dHRcXV1v376NpCMSiaBmrIpTIgkCSaesrMzW1tbc3Bw6adYbcD5FRUVnzpxxdnaePHmyi4uLl5fXkvoCNI9wd3dfunTpb7/95uDgMHToUJgepaoqUKpSEzBENxDldTcULpKJtQzDcDic58+fb9mypUePHj/88IODg8PJkyfT0tJwHxhQUl2v9hpmQlpw34qqGCIhBosylZeXv3v37tWrV6mpqcnJyXFxcUlJScn1gqSkpISEhKSkpLS0tDdv3qSmpsI8KVVVgVKV+kDZrUOakEqlCjVVCgoKjh07NmHCBF1d3V69ei1YsODq1auotEQbDVTaqme6sQ2JqjCpUEJ0mfsH6s2vCkpVVaBU1bTBECkp5Bby5iSrF0AGn6en54ABA3R1dS0tLXfv3g3VOHEHoCcImWNIW8VFN7bBUJVMJoOkYnxLZp7JiKpN9QCGqEyn4CBTqqoCpSq1gkzeklZKFHuCFxkZGZGRkQsXLmzbtq2WltaKFSuePn2KyikAWVNIIBBUVlaCSUWu630WDYSq2I8NKCnRSIWRFwhQsaF8nYBcMSDPJKWqKlCqatpQIBEpUQcOt7x48eL33383NjZu06aNjY3Nxo0b4+PjPzsUlhKCwLzqtWEbFFXBr1CwpJTXQOtnMjAHUoPGUqpCUKpqvICHP1IPqQ8gKwh9yt558+bNpk2bJkyYAMqDJUuW3LlzhwxXqZieomAFqDLthkNVyuuh34qqyClRq6oaUKpq1JDJZOCIgfqRw+Fg2X5MMcHiBPAVHo/35MmTwMDA/v37t2rVauLEiadOnUpMTMSbE/sA4B1bt7duw6GqRgFKVVWgVNXYAbYVlCiALTweDxp5kg9ngUCQk5MTFhZmY2OjpaU1YMAAHx+fCxcuQOk7/GJlZSXm03G5XEyRoVT1rUCpqgqUqho1MGEFSx2ASUXGgwsKCs6ePbtgwQIzM7POnTtbWFjs3bs3IyMDB8H4CElt0GAGxiHdzC8HpapagVJVFShVNV4whKqTZVmwrcjoUmZm5u7du4cPH96uXbsBAwasW7cuOjpaoYIwOaBUKhUIBKSYkyGKx9bhtClVqQ5KVVWgVNV4wXycK0OqhKCpuomJSdu2badPn3706NHXr1/jt2AlHtoR4RIYK28JgwopGBPq8NbttClVqQ5KVVWgVNXwUa1Rw8hbDOAClkgkgt5WlpaWOjo6Xbp0cXd3f/LkCdmwltRV4WITKrbRmAJ3EhhQ9VLl/+DnUKr6LChVVYFSVYMF0ATDMFDETka0NVOQ3pSVlUVHRzs7O+vo6GhoaIwbN+7UqVPv3r37VO9IRg7ljcqv6xyUqmoFSlVVoFTVwMHIs2pRMAUVmliWlUgk7969CwsLmzBhQteuXY2MjJYuXfr8+XPYE8pFfePZVwdKVbUCpaoqUKpqsMA4FMbO0bbicrmXLl1asGBBz549dXR0xo8fv3fv3rdv3+J3IWpeqyziegOlqlqBUlUVKFU1WGAcitQKZGdn79mzx87OTk9Pz8zMbO3atY8fP8aCB3jbMwwD9YUVJAgNAZSqagVKVVWgVNVgQd7SIDH38vLq06fPjz/+OGzYsIMHD+ItjWk08BaaVmGw/FvliHwKlKpqBUpVVaBU1ZAhkUgyMzN37tw5cuRIIyMjfX39BQsWPHnypLy8HPcBSgIbCvQHGI+XSCSqV++tN1CqqhUousVYYAAAIABJREFUVVWBUpUyyOpOmIv7j294hmigoPCaUUqXRXA4nJiYGG9vb319fV1d3QkTJly+fDkvL4/P5+M++EVG3hIG5VFAVaSUoeGAUlWtQKmqCpSqSAiFQh6PR/Y0x1xfhfoBL1++DA8P37VrV3Bw8M6dO7dt27Z169bt27dv3749ODg4ODh49+7d0JiT/BaYP8gj2PWT3Cc1NfXAgQPjxo3r3Llz3759ly9f/uzZMzKvhWTSxghKVbUCpaoqUKoiAVUKeDwelgxX2CE1NXXXrl2Ojo5aWlqdOnWysbHx8vLy9/f38vJyd3f38fHx8fHx8vLy8vIaM2ZMhw4dDAwMZsyYsWHDhlu3bqGUnJH3T4cXwFMlJSUnT55cuHBhv379DAwMbGxsDhw48ObNm/LycryxIbmvAYafagVKVbUCpaoqUKoiAbVTFLoh8Pn82NjYPXv2zJo1q1evXj/++KO1tfWxY8fi4uJw6U0ZHA7n6dOnJ0+eXLJkSa9evTp27Dh06NA5c+YcP368oKCA3LOoqGjHjh3Dhg3T1dXt27fv2rVrExISyJHRT8TCb+wnZJyNApSqagVKVVWgVEUC60ACVfF4vL179w4ePFhfX79bt2729vYhISEvXrwg2/xClVtgE/AWFUrZiUSinJycR48erV+/fsiQIVpaWt27d58zZ87du3fj4uJWrlzZrVu3Nm3ajBgx4syZM3l5eQqTIUtuK8y2MfIUS6mqlqBUVQVKVQoQi8XARGlpaUuWLGnTpk2/fv0iIiJycnIwpI3iTJm8vx5U7MUAPAAiUzgywzAcDufNmzfr1q3T1dX917/+1aZNG1NT00WLFj19+hR68JHjK4xGhuEbdbiKUlWtQKmqCpSqqkVMTIytre33338/ffr0ly9fwkbsJSUUCsn+40KhsLKyksPhYIFgiECRFKNQ8unatWv9+vVr1arV4sWL379/Dxtl8h4qCnVXGHluDZlpTN7kjQuUqmoFSlVVUDeqwvuEIdoOs4QzxeFwIiMjdXR0WrZsuXHjxtzcXFZewxcVTGT7A9IB/Ky9wxBiheTk5Pnz53fo0MHKyurmzZtkNjIj75xe81ANUIigCihV1QqUqqqgPlTFfNwRjyHq7QPjCASCpKQkX1/fNm3aGBsbR0REwBdxxQ2JBqwkoVCIpQvIfD1VVuhgh8LCwk2bNv3yyy/a2tr79u3DwwEJ1mHhzQYFSlW1AqWqKqgPVbHETYIrfYy86hMU7fXx8fn5558dHR0fPnzIyssYYK1xspwTGTuHQJXyUWqeiUwmg4LoUVFR3bp109bWPnnyZGlpKcuysATZGC0mVUCpqlagVFUF9aEqyDLBYgN4w4BtVVFR8eDBA3Nz84EDByYnJ7NyLTjpMJIWGZhRIpGIw+GUlpaWl5dzOJzy8nIul6tKejAj70DHsqxYLA4LCzM3N3dwcEhISGDl+qmGWRfhy0GpqlagVFUF9aEqEBOQISG4SYARcnJy9u3b5+jouHr1atA9YcBIoT8V3Fc8Hu/u3bsrVqywt7e3tLQcN26clZWVhYXFkiVLoqOjyfSXGoA3bW5u7owZM7p06fLnn3/Wqql6YwSlqlqBUlUV1IeqWGLhH9iH1CslJiY6OTkNHz58z549kAyM0SiIQEGlOoxk5+XleXl5aWpqGhoaTp06dcmSJYsWLVq4cOGaNWtu3bpF1giuYTLASmBbhYSEGBsbL126NCUlBXf4iufi24FSVa1AqaoKakVV5PodKw85wX1y+/ZtbW1tBweHtLQ0YCiwoYDU0BnEbJv379/b2tp26dJl48aNmDHzJfOJjo52cXHx8vK6e/cufNpUDStKVbUCpaoqqBtVQc9heIs08ffff3t4ePzyyy9btmyBj8geMGRSCwzCsuzdu3d79uzZq1evffv2nTlzJiIiIjo6Oj09/VPlzBXAKNVUePHihYuLS/fu3Tds2ID71OmvbyigVFUrUKqqgvpQFYoVABAUB6Ppxo0brq6uLi4uUVFRSB+wJogqJ9BPwVB8Pj8yMrJ3796//PKLpaWlmZlZz5499fT0DA0Ng4KCSktLPxtZZz4Gy7JSqTQqKqpr167z5s2DfRpa9c66AqWqWoFSVRXUh6pY+U0C2gKSJh4+fDh37lxzc/Pjx4/jnijCUnjNsmxhYWF0dPSJEycuX76cmppaUVHB4XCuXLlibW0NLa0+e7OhL4me5ocPH4KDg7t167Zs2TI40D/2Kxs4KFXVCpSqqqBuVIWtXxh5OTqWZXk83pEjR7S1tZcvX457knpRANhZPB6v2gW+wsLCLVu2aGpqDh8+HPuD1jwZfC2RSGJiYn777TdHR8dTp06hJOLLfm4DBaWqWoFSVRXUiqoA4PpBG2EMsd+5c0dbW3vs2LEJCQkkE8G9hIJPiUTC5/Pz8/OvXbu2evXqU6dOCQQC2LO0tDQ4OFhfX9/Kyio1NVWVmTBy+btYLL5+/bqbm5urq+v169e/sO5oAwelqlqBUlUV1IeqUAKKoiqytmdKSoqXl9fUqVOPHDlSWFiI30JlAxkC53K5R44c6dChQ5cuXUJDQ4uKikQi0dWrV21tbUeMGHHo0KGysjJVpsQQKYFBQUF6enp+fn7p6emsXAVax6egYYBSVa1AqaoK6kNVQDooj2JZls/nV1RUgGGVkZGxb98+FxeXPXv2lJSUsPIK5VjmhRRksSxbXl4eHh5uY2OjpaXVo0cP6MfXv3//Xbt2FRcX4xHJ21J5MqjtEolEbm5uGhoaly9fZuWJPtSqomApVSHUiqrIwixAW+gA5ubm/vHHH3369DE3N//7779hIxZ1gRLG5AiwQ1lZ2d27d3fv3h0UFHTp0qXMzExUY+E6o/JCHg4CR6+srAwNDTUxMRkwYMDjx49xtpSqKFhKVQj1oSoE3iqwGoh91YVCoZubW9u2bRctWgReGMbdQVZOahfIc0WmFkskEqhpBSl+JBuy8jsTjClGrla/efPm0KFDzczMTpw4UVJSgnOjVEXBUqpCqA9VoTYdw+TgeXG5XJQFpKamLlmypFmzZiNGjHj8+DGaSPAvn8/ncrlYUY+kEvQWgX2AoSA6hsdCDkI7SygUHjhwwMDAoGvXrhs3biwuLkZZPBylvs9RvYBSVa1AqaoKakhVGCYnP0UG4XA4O3fuNDAw0NTU9PX1jY+Phx2g1Cf0BIUtSFgM0aYBPgJJBBxRQewOEIlE9+7dmzVrVtu2bU1NTcPDwxWWHav1HJsGKFXVCpSqqqA+VAVApw9oRSavEUyaSCUlJd7e3s2aNWvWrJmbm1tKSgqZLoNxKLLcAkvUdSHvQ6m8eyg5B4FAcOXKFUtLS21tbS8vr/T0dJiMgtH3tU/FtwKlqlqBUlUV1IqqMJqOtc9RrACIj48PCAiwsrLq0aPH4MGD7e3te/furaWlNXny5DNnzmRkZCin+AGzkCnNOLJCQeTc3Nx79+4FBQVNnDixa9eukIWTn5+P4zAq1CluAqBUVStQqqpCU6UqhmjHwBLOGisvVsXK7SPYPyMjY8OGDVpaWu3atXNycrp06RJ4ZHFxcQEBARMmTOjUqZOGhgacqNevX3M4HFWmIZVKX716dfz48UWLFvXp00dXV3fw4MGzZ8/et2/f69ev4eg8Hg+LtYOJ93VOSUMBpapagVJVFZoMVZGWCMSzRXJAbWKsVi6VSnk8HqrM79275+fn17t37xYtWowfP/7OnTvkmLh+9+DBAz8/PxsbG319fWNj45kzZ27evPnUqVO3bt169OjRo0eP7t69e/PmzRs3bty9e/fBgweRkZEBAQGOjo6mpqY9e/YcO3bsypUrr1y5An0l1BmUqmoFSlVVaDJUxbIsBKHAv0O7Cd7CzUBGqViWjYmJmTFjRrt27Xr37r1hw4aoqCgoqkcWioE+Wnhr8Xi8x48f79u3z93dfdKkSb/++quLi8uyZcuWL1/u6enp5ubm6enp6+vr4eHh5OQ0efLkhQsXhoSExMfHIzPCNJpqiwdVQKmqVqBUVYWmQVWoUYIAOcMwAoGgtLSUz+dDNArFUwzDfPjwISoqysPDo3Pnzh06dFixYsW7d+9wKNAZQNS8srISvkXKrwBisbikpCQnJ+f9+/eZmZnv37/Pzs7Ozc3Nzc3Nzs7OyMjIyckpLy9HBxP1Ck04Xq4iKFXVCpSqqtA0qAoAQSixWAwCKDCgBAJBRUUF3AwcDufu3bsODg6tWrXq16/funXrnj17BrEhhqh1B4CuNgoi9X8W8JbJW7qj+LOOf3mjAqWqWoFSVRWaBlVhGTyxWFxWVgYum4zow56RkREREbFgwYLOnTvr6elt2LDh7du38BGfz4esQGh1xTAM1F0gOYVMbMaAPS4j4j6wEUXqZJUrMv2wCef3qQJKVbUCpaoqNA2qkkqlXC63oqIC2vYBZcBHZWVlJ0+eHDhwYNu2bS0tLVevXk02dgc+YohOy2heKcivcFgyh1mBd/DrEO0ifT3UWJGsp56gVFUrUKqqQmOhKrBZ8BLHCnks0UxUKBRyuVxc5svMzDx+/Li1tXXLli2HDx8eERHB5XJxNAWKUbCASP4i56DQaVmZpxScRPJTpKqvdpIaByhV1QqUqqrQ8KlKJpNVVlZCK1CIl3M4HHC+wH5R7pqXm5sbFBRkZGSkpaVla2u7e/fuzMzMbzV/CgVQqqoVKFVVoeFTFcuymAnM5/OxHotIJOLz+QKBAPONRSJRenp6WFjYoEGDWrRoYWNjc/XqVRW1mhT1BkpVtQKlqio0fKpiiNpSwFBQ3oCVVzuA3RITExcuXAgJK5aWliEhIdg3tAlXKWiMoFRVK1CqqkKjoCrQmrMsi4FtLF0gEAji4uJWr16tq6vbsmXLefPmxcfH4w8BsRWZVEzxzUGpqlagVFWFhk9VAFR4gp6AZVmBQHDjxo358+f36NHD0NBw9uzZV65cqaysZOXJdJBPx+VyIbb1rX8BRRUoVdUKlKqq0CioCsWTYByJRKLk5OSlS5d27ty5U6dOy5cvT0lJwcwVCGBheg3qDNQ5l6VBgVJVrUCpqgrfnKoUxE2oWiK7JODVzOFwjh8/PmrUKF1dXW1t7VmzZj1//pyMQ6HUQOEoChoCim8ISlW1AqWqKjQQqoJsGEwMFovFHA4H8lqwisv9+/fHjRvXvHnzQYMGhYWF5ebmgsySxqEaFyhV1QqUqqrwzamKITKNsQwm1kVgWbakpOTixYtz587t2LGjnp7eunXrcnJy8Ot0da/RgVJVrUCpqgoNgapIaTjDMGTNlj///NPS0vKnn34yNzcPDg6Oi4tDG0osFguFQkxRpv5dYwGlqlqBUlUVvjlVVZtu8uHDh/DwcDs7u59//tnIyGjfvn3YB1QikVRWVsLqHjiA1dYvp2iwoFRVK1CqqsI3pyqZvC8evE1PTw8MDOzbt6+GhoaFhcWePXuysrLgI9B/wtIeqqugyCe1qhoRKFXVCv+jKvJksUTdIrbGRt7/ADKlXruw5dveY/VAVWQrBHyBpwIrq7x79+7IkSMDBgxo1aqVlZVVZGRkWVkZOQ7zcXc8oVDI4/EwtfhrzJzia6ABUpXylOp5AjXgf1SFkQ4AqAdhKQpWppgvBhyI7CfOyGMxfD6f3FL/+NpUhecTTibYRFD7HEknLS1t5cqVWlpaGhoa48ePj4iIKCkpIUegTNSU0HCoipG3BSFLiWGhDoUJ1xtYeQ0POHoVVZFGjVAohPq2rJy/yJqQXwL8/XAs5YLf39B/+dpUxcgZH1JhyEpSYrH46dOna9asMTY2btWqlaOjY0xMDH5RJpNxuVwej9egHnEUXw68IdmGQVUsURaR7JCGjWbrhARUJAp0MvBBXn2sijyDmMBRJyBvUeWDfsPKkPVAVaTQHPHgwYPZs2fr6OhoamrOnDnzzz//hBYMUM+TrJ0Aj7s6nxjFt0IDoSqGYcC6B+0ePFCrnWR9ApU6iGb4gUgk4nA4UEgEYrSQPsblcmGZCSoiCb4YIB2ClDSIBJMlwL+V7VAPVAWPLPiBYEk5Ozt37NjRwMDg999/j42NhRIIDMOAn0i2TQevmebENCU0EKpi5X4WtssGiEQiHo8H7deAEOoBQD4QfoVitkgIVVS1ZMmSlStXbtq0adWqVStWrFi7du26desCAgICAwM3bty4Zs2aVatWrVu3bsOGDeu/DAEBAQEBAevXr1+7du2qVatWrVoFG5cvX+7r63vhwgUB0XypPvFVqYr0r8vKyq5evTpp0qR27drp6Og4Ozs/ePAAjgjRcWA0DN7BW5AjfJPnG8VXQsOhKpZl0XKHCdy5c2fbtm0rV66EWx5u/y+891XEmjVrNmzYEBQUFBQUtGLFCnd3d5hhFVU1a9Zs0qRJERERJ06cOHTo0OHDh48ePXrixInjx4+Hh4eHhoaGhoYePXr02Bfj6NGjYWFhR48ePX78eFhY2OHDh8PCwk6dOrV27VpdXV03N7dva1V5enp+vRXA4uLiO3fueHh4dOjQQU9Pb+vWrUVFReQOEokELheUgKJsXR0ao6sbFHyrb0hVCt5Mbm5uSEiIo6Pj3Llz9+/ff+zYsUOHDoWFhYWHh385A9SA8PDwsLCwAwcOHDp06OTJk8ePH7ezs2vWTM5RVf81a7Zx48b6OS/VIjU11dTUdMaMGXUVjsHrAGI9HA4HCQifYOS1kpCQsGbNGjc3t/Pnz6OvDhwBO5NVzBUOwcrrmjNEeBKlHizLFhYWHjhwYPjw4c2bN+/Zs2dAQMDr168VhsIXpN9H0XiBlx/+KeHxA0Fr8vIAWRzuVlpaOm7cOKQqzFqHFxjBJEfAwTGgqboAiAxjA7Kzs3fv3u3s7HzgwAGoJvStsGnTpmqoav369fCa+VhPUbdPcpIgyMhZcnJynz59nJyc6pCqcIURvG7sHIVpKKTVnZCQsHbt2iVLlkRGRkLZX9gBLxFohweLccBfAqJ5J1IVNo+C7WKxOCIiYuDAgd9//72lpeXhw4ffvHmjMEOYT538aooGAuyUAVcOGMvwmoxCYjoUsA/EIsvKysaPH29ubg6iX4ZYLhcIBBA4lsiBTWQZotcZ2VhbFSjYd7m5ubt37168ePGRI0dIuUz9gJxJQECAWlCV8oMF2iVUuwT55s2bzZs3L1269Pr16+R2gUBQUVEBWgFkFpLFIMcYtbJIUpmZmYGBgaampm3atDEyMgoJCfnw4QN8BOsVMDGIIFKqakpg5Jnn2FERxXSwggTbgc6Uow0ikWjixIkWFhYFBQXkdhgBLmx4vDHyekFwOIhDM3KFMBxXlUurWqpydXU9fPgwpaqvTlUsseim0IoOIBQKCwoK0tLSEhISnj9/fvTo0fnz5zs4OGzcuPHevXtxcXF///33+/fvS0pKlKckEAiAX+DiIwlRJpOlp6fv3bvXzMzs559/njx5clRUFP694UmIiyzIp1SI0GTAMAw+iuDyEwqF5AWvIK2E/QsKCl69evXy5csXL15cv369b9++RkZGV69effny5bNnzxISErKysrAlGkImk+FKmUJME2XbKs6ZUlU186hPqoK1T3grkUjevn17//79S5cubd++/ddffx0xYsSwYcPMzMxGjhxpZWVlbW1tbW1tZWU1evTowYMHDxo0aOTIkaNHj/b09Dxx4sTt27eTkpJA9MQSi3rk+YmLi1u6dGnPnj01NTXNzc2PHDkCviRLNJshLXO8turqJ1M0BKBPh7JvaN5B7lNUVJScnBwVFbV27do5c+aMGTOmW7duAwcOtLa2Hj16tKWl5ZgxY6ytrceOHduvXz8tLa1x48Z5enquXr366NGj9+/fz8rKIoMPcJ0rCPdUfwRSqqp+HvVDVTgOl8u9d+9ecHCwo6Nj3759+/TpY25uPm7cOCcnp+3bt9+7dy8zM1PZ5iopKYmLi4uIiPD29nZ0dLSxsbGwsDAxMRk5cuTKlSsvXLig0FAvLS3N39+/S5cu2traS5YsuXXrFkwA5ekQuYDIAly4GCyDjVQz1ZQgEokqKytBRgehUrgeMjIyzpw5s2zZskGDBvXu3XvUqFHW1taLFi3auXPnxYsXCwsLlYfKy8u7du3a/v37f//998mTJ/fq1atXr152dv+/vSuPq2nt9z733vMe770vzjmhQSWaBymFMpxCmg1lDIlwpJBKmhQlx8vhROWWmYNGqpNCM2mQ96RyUMZooHncldp7r3X/+L3rd592yUYnYn3/qjU+a+1nfZ/f/FtobW3t6ekZFxdXUVEBllMQr2jCEg9WrXeOlqWq3scxMFQFsnFmZuaGDRtkZWXV1NTWrFkTGhqanZ0tYAIQBg0NDQ8ePIiIiPDy8tLX1xcVFZ01a1ZERERFRUVmZubWrVuVlJS+//57Ozs77K5OEz4g0pjKI8qco81LyCnFYrAABCvU+Giarq6uPnfu3PTp00eOHKmvr+/t7R0REVFUVNTQ0IBn4adB9eZxBpSVld28efPs2bNOTk6zZs2Sk5PT0dGJjIzE+6KHh/Qa9Q2WqnofR39RFWmEQgs6+dIfPHhgYGAgISHh4uJSVFQkcDqve30oPBHCL3EYeE3SlxwaGqqnpzdmzBg1NTVFRUUIN8/Pz4dJCcf3mtKIJiqBm7L4wiDg/q+oqHBzcxMXF58yZUpoaKjA949eY9JpCLobxRTX79U6Xl1dfebMmdGjR48aNerIkSNQywwn2CeRqvB7Qb2hV1NJ31fAvwc9VSF3oFEAjJfkD5OXl2drazt8+PAtW7agwQhP5zOFaOBVgh0UI8XJdE08DHbh8LKzsy0sLIYMGaKkpITZxRgVQRGhWwKzlsWXDYqiYCriloqKCmdnZ2lpaTMzs5ycHNgIUxdjxEFPRFsBzBmY1bAdFzmKomCa4YeZnp4+ffp0cXHxw4cPNzc30zQNSSoDL1VxudzGxkYOh8NnMlhhOyTkfY1UBSFOwEr4Y1BMWMqbN2/S09NNTU1FRUUdHBxQnsLDID4FZShIRRQIswKgaYlmks7JELu7d+8uW7ZszJgx1tbWGRkZKFJBSASeBUmU/fcKWQwC4BKVnZ29YsUKUVHRRYsW5ebmYkowLpNQyhXXRTLqBZKr4ILkvxgfg3M1JSXFyMjom2++sbGxKS8vh+0CJYb6Hm2/UBXKgKCaYHHatrY2DocjfEgq/j3oqYoiKtKR8gvwSG5urpmZ2fjx4728vCCUiWxOhXF3PCIinHQUlpWVxcfHX7169fnz5zhOWN+4TAd2HOSTJ0927NgBC2ZSUhKspT0tU/34All8/oBfvL29HRhk5MiRLi4uT58+pRnzAt09LQG/YViDQR7p6OhobGwEriGX0q6urra2NizThCgpKbGysho2bJiFhUVhYSEldFAVPVC2KiHNHV8UVQFAvUf2gY1lZWV79+5VUlLasmULVlOhKArK2iGpwSzBR+MzOXcvXrxwcnISERExMjK6fv06rIEgvpJdZDA7j6bpqqoqf39/OTm5VatWgYkUzqKI+lwsW309oJgSS5WVlYsXL5aRkdm7dy9YkWCRA5kI1Dpc0iARAgV2gWsKZIYCl6HFAy5I03R9fb27u7uGhoanp+ejR4/oHiazPsbcL1T16tWr4OBgR0fHDRs2rF27dtOmTVu3bv3pp59sbGz27t0rpDvri6UqgeGdPHlSTU3N0NDwypUrsAV+VDIaADR5FMrw3OLi4tWrV48YMWLo0KHLly+/efMmRtOhiIS37iBK1rx+/drExERKSur06dMvX76EG/GYTllCyr0sviRUV1eHhobKy8svWrQIeqDhooXmC/gQyBQZDoeTm5vr6+traWlpbm5uZ2cXGBhYUFAA1ySjOiE6AQ2s+CEkJydDiNbx48fpHt/y29BfVPWvf/1r/PjxGhoaJ0+ePHXqVEhISHBw8LFjx06ePJmQkAB2NGEGg39/OFWRRNPHWxB48rddgc/kSdE0/eDBgw9QAGEMmHNHUZSXl9eYMWMuXrwIIcKtra0gKuNyBOsMTg7kr5s3b5qbm4uJiX3zzTdDhw61tLRMTU2FXR0dHa2trTBUKJEKyyPG9XV2dv72228rVqzYvn17fn6+gGzPBnl+hSgqKvLw8LCysjp9+jSmlGKQHRyDtiT4jqqqqnbt2qWhoTF79ux169atWLFCVVVVRERk9erV9+/fR/8gzXhvwMmDoQlwzfb29rNnz4qLi7u6usJ9hdS5+oWq8vPz1dXVnZyc+riRMIPBvz+cqnhEU3KQLPh8fllZWU5OzsOHD1taWlCdRhsz/h4UY2hE5ZxHRNPeu3dPU1PT2toazYp9A62SYMCGQYK6rqKikp6eDgPuOzIAJ01cXNz06dPFxMRcXV3t7OxGjhxpaGh4/fr1ni+EvAj+weVy79y5Y2VlNXbs2PPnz+PFeZ+uqCmLT4uEhIQ5c+YsX748JSUFqETAFEAx7h3Y8urVq3379klJSc2ePfvhw4dwTElJib29vaWlZWRkZG1tLbqt+UzmKWqFPKKvWlZWlpaW1owZM2JiYrBY4ztBKg0VFRWBgYGbN28+deoUJq4Kg6KiIm1tbVNT06SkpKSkpGvXrl29ejUpKSkvL6+8vPxt5X8F8LFURRHWay6Xi5FHdXV1Hh4ew4YNk5eXv3jxIpyCKjeEhwik4AHNCYSKFBYW6urq/vTTT8K/FwG0t7eHhoaamJhs2rQJf+x3orm5+eLFiyoqKmPGjDl69GhHR8elS5ckJSWNjIxu3rwpzBXwzZ46dUpCQsLPzw/sphgswyqAXxu4XK6/v7+oqOiePXtaW1tpmkZTFKlVcDichoYGYKucnJyFCxfOmDEjICCgoKAgMTHx/PnzGRkZZPw6LswCDiW6u7Pv2bNnfn5+y5YtCwkJEQjTERLV1dVHjx51dHQ8d+4cWNmEnMD379+fPHmylJTU/PnzLSwsFi5cOG/evEWLFu3evTsrK0tIP/jHUhXwC5+AM3OcAAAgAElEQVQpngsKV1VVVXBwsI+Pz/bt27W0tNzd3dGSjX59UgiiGMUNJS8c1qNHj2bNmmVsbJycnHzz5s3U1NS0twB2ZWRk3LhxIzk5OSEhITU19fbt22FhYTo6Onp6evHx8c3Nze98uRRFvXz58pdffpGUlBw6dOiqVauysrIePHjg7u4+bNiwGTNmnDt37uXLl+9cCnA5io+PnzFjxpo1a7KzszkcDhkCxyqAXw/4fH5eXt7KlSu1tLTi4uJoRoASSFHGOi3wmaSkpEycOHHs2LELFixYsWLF9OnTv//++5EjR5qZmUVFRYFwRAIkBigoTGqUnZ2ddXV1INPNnDkzPDw8MzPzbZ8SID09PT09PS0tLTk5OSUl5datW5GRkfb29qtXrz537hx80UJSVUFBwcSJEzdu3Pi2NyPMdfpHqgJPKu7Ky8szNzf39vaurKyMiYnZsWPHqVOngIbb29vJ3wY1amxRI+CbKC4unjp16vjx43fs2OHp6eno6LjtLXByctqyZYuDg4Obm9uOHTvs7OwcHBy8vLzWrVsnISGxZs2axsZGYV4KRVFJSUnz5s379ttvv/3229GjR0tJSSkoKIiLi3/zzTd/+9vf9PT0Tp8+/U5dnWI8Pnfv3nVzc3NwcLh06VJjYyMZI8NKVV8POjs7o6Oj165d6+jo+Mcff9A98qugjhB8CBgsmpmZKSUlNWTIEGNj49jY2IcPH969e3f//v2SkpK6urq5ubk955KACkkT/fHq6+uXLFkyYsQIW1tbHx+ft31KAGdnZxcXF0dHR3t7+y1btsDxBgYG5ubmJ06cwPx8YZCfnz916lR7e3vcQlEUUoGQgTsfS1U043TA2ufl5eWhoaErV648evTomzdvGhsbt23bZmpqmp+fj2dhhR2KMFRRjC2c5LLi4uI5c+asXLmytLT09evXlZWVr96O8vLyFy9ePH36tLS0FP6trKzMzs7W09PT1NS8ePGikG7RlpaWp0+f5uXlZWZm3rx589atW7du3bK3tx8+fLi2tnZoaKgwUhW+rri4OFDUExIS4C1hfCkbrPD1oKurKyEhwdTUdNq0aSkpKTRNdzBNPTC2gNQ2QEG5evWqnJycurr6b7/9hoU3W1pa5s+fLyIisnfvXnAj4lnkQsjhcOrr61tbW+Gjq6ioCA8P19HRMTAwyMnJqa6u7uNTQlRWVlZUVFRWVlZVVUGrNzs7u/Pnz0O7XCEncEFBwbRp06ZMmRIYGHjs2LGAgIBDhw4FBgbu378/KipKSNb7WKoiPaywPSYmxsDAYMGCBd7e3ocOHfLx8dHX1582bdrx48dfv34Nx2D5CzIyAH4eXvfo8IKCAi0trbVr1wrzML0+G4fDOXbs2MKFC52dnQXKAb8XAgMD/+u//svY2DgvL0/4AVAUdfLkSRkZmd27d2MofE89l8XXgDdv3vj7+48ZMyYgIABkClyqBdbsrq4u+IALCwtXr149e/bskJAQVPfq6uoWLlw4evRoPz+/58+fw0Z+93RX0qMN0+zJkyd+fn5LliwJDAzsWeJKGIBhZ+vWrWfOnBEo/983mpqa4uPjDx48+PPPP/v6+u7bt+/IkSOHDx/28fE5c+YMmZjdB/pBqoI3Cy+ooaHBz89PV1fX19f34sWLx44dCwsLO3Xq1Pbt25cvXx4eHo6nkHFumE+Abgu0Bd6/f3/SpEnvlQNIMUWE4cdraWnJzc1duHChgoICBlWRYyDFQ6TOniRy7dq1lStXuru7//HHHxSR4C6gsZKR6Fwu9/Hjx5s3b1ZQUDh37hz53qjuTdtZfCWIjY2dMmWKlZVVRkYG5M3wiNZVMG/JEv6VlZUBAQGysrJTpkxJTEx8/vz5n3/+GRQUNGbMGC0trTt37vC7txCGE3ECk9tzc3NNTU0XL16cnJwsfEMTcnqTHsD3oiqk4F73Culf6geqomkaVLaGhoagoCA7O7tz586BfIiA1+Th4VFXV4deVXwMMg2Y/ogQUDBG8oloOiSU/fv3oy8Sw5rIOmc9Q1H6fmuYdYkRUljDDJ2YnZ2dx48fNzExsbW1zc3NJU8XIDgWXwlKSkr279+/fPny4OBgkJJgrkJQHpcpnACrNXAZh8P55ZdfNDQ0VFVVlZWVFRQUNDQ05s+ff/HiRR6P197e3tLSQkYnkNIZTumOjo4TJ06Iioo6OjqCIinkPCcP+3KKwNTU1Pz888/BwcGkV55iskyioqLOnj2bn5+Pciz5uaJARH90DiBch9e90sWRI0fk5OTs7e0hXoFP9LznM0XOuEyes/AkggfzeDyonUC+nPb29lWrVqmpqYWFhTU1NQmYOdlgha8NFEVBeRZVVdXVq1dj0h+Xy4U6/Xgkj8eDUuuw7LW2tj548CAuLu5///d/g4ODY2JiXr16RdM0l8ttamqCuAeaCVtHrzpNONceP37s5uY2derUY8eOvdeAvyiqohi/O4/Hq6+vr66uBpc87OUxVXW6urrq6upqa2tBGOET9Z5xEfhIqqIZeQe8J3wikOLevXsbN24UExPbunUrRutymTp2/O5J7e+kKj4TAkYREJByq6qqQkNDZWRkZs+e/ezZM5qmsac2ycssvipQFFVUVDRjxoyxY8eGhIQA49DMmsdj2s+Q5fd6nY1o5QC5Cf8gtQo+EV3l6ekpJSVlbW2dk5Mj/Nz70qiKJhwQ8C++IxRYsOI9HkCuAMhZ/UJVIE5TTKoBRqX+61//0tHRkZCQ2Lt3b2VlJU0Y8nFUfWjUAndBqqKZdEJSjqusrNy1a5ekpOSUKVPCw8NJcsQweoH3yeKLB/zcb968iY2NnTlz5pgxY3bt2gUuPABFdIjoZHqsI4uR85M0b2EHQD7jriGPfPLkycaNG0VERExNTf/44w8cA/erLViM6h5peyJ5vbm5mQxLJe01pGxCf5wCyCfK3ZHaJU3TnZ2dSUlJBgYGkpKSbm5ujx8/hr0o5pD3FQZv3rzhcDjwsGRhz+fPn2/ZskVWVnbx4sUZGRk0kZyIt+Pz+VDUQfjbsRjUoLp3i8nJyVm2bJmsrKyjo2N5eTl+CChG8YkkEIzggcUViIbfo1cgn2i+DTd9/Pjxpk2bRERE1qxZA75CuNpXKlVRRO0UKLuD7cxwL1nXiXx+MmK7v6gK842RgCgiNDw3N3fVqlUyMjIeHh7osiWFKSHFYz6T7UiuTnw+Pzs729LS8u9//7ulpeXLly/xMcmK6TCryCnF4isBn+hF9Pz5802bNsnIyCxfvhy9Lvzu9Wb5BGiaJv3OpP0EaoSQ2VodHR3Z2dlz5swRERHx9PQsLS2F67e0tLS0tAivo3xpVIUCJ3pGkSOo7hkkAlRF9QD90UVgyNvhpXhM1X2apvPy8mbNmqWkpHTkyBE0SQo8l8A4yb3IgD1vnZSUtHjxYgkJif/8z/9UUVGxtbW9fv06ik4kVeGCiaJ7z6RIIZc+Fp8VuN0b7ZELOZcon1BaWhoYGGhiYvLtt98OGTLEzMzsxo0beIqAf6bnfCOpqteJev36dXV19SFDhowbN04gtoD/Pr3gvyiq6q9x9BdVvRMdHR2xsbGGhoajRo3S0dGZN2+ej4/PrVu3ampq3jeNs6Ojo7Cw8Ndff122bNmsWbNkZWXV1dV/+eWXrKys4OBgdXX1kSNH2tjY/PHHH+SVIUkVi3WAJogRD9ggV0j5jsXnAFwLQcbhcDikRZL8HRsbGwMCAhQUFL7//vuVK1eeP39+165dCgoK48aNW7x48Z49e/Ly8nB5I78FlKdghgjcvaur6/Hjx0FBQRYWFj/++KO2tvaECRMWLVpkZGQkLy//66+/kkcKaSRlqar3cQwMVaGRsqamprCw8OLFi3Z2djo6OkpKShoaGjY2NufPny8uLq6urq6rq2toaGhqampsbIQ/mpqa6uvra2pqXrx4ER8f7+LiMmfOHHV19YkTJy5duvTo0aN5eXkvX77EeVZVVeXm5iYvL6+oqKiqqurh4YEeHx6RDU8qrTymIlpbWxtU6euXp2bxVwN1fEga62R6u5PBlvfu3XNxcRk3bpyYmNiCBQtiYmJA2KEoqry8PCoqCkJbJkyYMHny5I0bN8bHxz9//ryhoaG1tbWurq6qqgrmZF1dXWNjY0tLS2NjY1lZWXJysouLi46ODkxFGxubM2fOFBQUVFZWtra2pqamqqiozJw5MyUlBYzFwlf1YKmq93EMmFQlYCfq6uqqrq6+cePGnj17TE1N1dTUZsyYsXLlyk2bNm3fvt3Dw8OTgZub29atW9euXWtubj5p0qQff/zRxcUlJibm2bNnpMcAS/oBGhsbExMTFy1aNHz4cAUFhV9//fXx48egeKJxHTzNDQ0Nzc3NqLGida+/HpzFXweKKYIE6w1ERcGu+vr6Gzdu/POf/4SSeLa2tjk5OaS7HC/S2dnZ3Nx8584dPz8/Q0NDdXV1bW1tJycnPz8/Dw8PLy+vHTt2ODs7b9++3dPT09fX19HRUVdXV1lZ2dDQ0MPD48aNG5jxh2hsbDxz5syMGTMsLS17tpJ750OxVNXLOAaGqjB0BbO6QX6BvR0dHY8ePUpKSoqJiUlISEhISIiJiYmMjIyIiLh06VJ8fHxiYmJsbOyVK1fu3r0rkGaJETEY/k62/GtoaIiMjFy+fDl0Z3Nzc8PiWbD8wolv3ryBCh7Cu2lYfD6guvuR+Xx+amqqiYnJsGHDNDU1165dS6Z20UTUDjjmMJwK9j5+/DguLi4iIiI6OjohIeHq1auXL1+OioqKi4uLiYmJioqKjo6Oi4srLCwUMFxgvA4Q6MuXL9esWQPGWewJKKSfiqWqXsYxYFSFoZtomIRdwCzve0EslE4znmAeU+STYhqUkpb+rKysFStWjBgxQkFBYf369VFRUSCR8ZkyzTwer6WlBewRAhoEi88WIBfjv9XV1WfPnl20aNHQoUMVFRX3799fXl4Ou7COQifRWBf9Uej762k27cNfDLMFxDq8PqYTdnV1xcfHW1hYTJ8+/dy5cxgu886HGmRUtXfv3gEeE4ni4mItLS0sWNwvQFrkE6mePZmXPKxXOzd6dkj6I4+BCQcmJ7LJYHt7e1paWkBAgJ6enoiIiKWlZVJSEpzCZyLs29vbm5qaMN2HxaAAn8+vq6uLjo6eO3fu0KFDp0+ffvr0aWifRTNrMJqKuFxua2srNBmlmDrdAkns5CzF/lqdDNB9jBkXOJOp7g7Htra248eP//DDD3PmzLl9+7aQ69/bqOr06dPvVa+q37Fv375eqMrLywtUkubmZkg44nA4ra2tLS0t8He/AC7Y0tLC4XBaWlrgRm1tbbdv31ZTU7O2thbSZyEMBFhJ4Pd4r+uQrER3lw0BpDzVE69fvw4MDJw4caK0tLSOjs7JkyexEC2YLTAojLwRnwhZFtI+yuJjwCPS4Ml2oQI/zZ9//mlnZ6eurj5u3DhNTc2goCCyvAmvt4Qtkk2EkXRwdpEraN/H498vXrzYvXu3pKTkvHnzUMSjiVhTCJEnZ5rA7CovLw8MDFy7du3BgwdfvHgBn21/MYAw/IC38/T0FKSqYcOGmZmZ+fv7+/j4uLq6uru779y5c/fu3b6+vrt27fLw8HBzc/Py8vL29t750fDy8tq5c6ePj4+npyfU/PTz89uwYcOECRO8vLy+SOECpgiHw4mOjv7xxx+HDx8+Z86cCxcu3L9/H5+X6h58z2e6J5Hxyv3I4yx6BYQIgJ5FmiBpmm5vby8qKvL09JSQkJCQkNi8eXNeXh4KHTym8MZALiq4hiGdASE2NzdbWVlJSUkFBQVh8TjSCwTWUjgLDRcYQP/69euTJ0+uXLly2bJlHh4eO3fudHV17a/Pvw94e3t7eXlt377dzc1tz549fn5+xsbGw4cPhzH/m6rAnBwdHX3hwoWLFy9GRkZGRkZGRUVdvnw5Ojo6IiIiPDw8MjIyOjo66uNw+fLlmJiY6OjosLCwCxcuhIWFXbp0KSoq6sKFCxEREXfv3v2wwvWfOUiZq76+PjQ0dPHixSoqKuLi4j/99NO9e/fwSLCCQVIYyPnY74cVrAYAFNPdlnzVFEVlZWVZW1uPGDFiwoQJmzdvvn37NsUUisLF5s2bN1D09VOFnvD5/NbWVuCs6OhoHR0dNTW1mJgYmihnRDEZPChYAT11dXWhzautra24uPjq1avh4eHw2UZERAAhDAwuX74cFxcXGxsbHR0dGRkJTzfkk7zTPvDBatrnDIHVDzYWFBTY29uPHj1aQkLC3t4+NTUVC0WAJs5lOlxijNiX92Y+K1BMCidyTVVV1fHjx62trcXFxSUlJXfv3v3ixQvYBUdCtSku0w7ykyR7gqUfM3KAbrhcbkhIyKhRozZs2FBWVoYqJMnFuILyiIbhfZsyBhICs/3fVEUq2LCSU0z6Mf4S1MeBZpQavLiAjC0gb39JwKodpA+IoqjGxsaCgoLdu3ePGzfuhx9+WLNmDdTuwBPJvIpPN/yvBeQy2dLScvbsWR0dne+//97Y2DgkJKSoqAgs3KiJ85j+aZ2dnRwOp2dw+QAMmM+gp4mgsLDQxsZGTExs3bp1EIMKITvoGgKjFU1or1T3XGu6e+vPj2QA4YmCIrKUcCRD8JlxK7geMLoazvn4geKbJR1qZCrmF1yGnDQlYDUrPlH2r6yszMPDQ1FRUVZWdubMmQcOHMB4dwyDYG1VA4OHDx/6+flpaGiIiorOmTMH+g/BLvg0QFcCWQacQvB5gzF4IH8jnBXwiWEWBM3IAWVlZcbGxmJiYoGBga9fvwaPM7d7rXeakF9I7yTpEB8wnqII8qUZ/yaM7f8VQC5RgZcmAqwpgmg/HnAjoHa8dVdX19fgrSffA49IZsYDXr9+HRYWZmJi8sMPP2hpaR07dqysrIxmpFH8aajuZhS8IPUXsPzbfkRyb89RvW0L3b0o0F8x2l7H1nMAuAtH0tbWVlRUdOTIkcmTJ48aNWr+/PlQFp0mhA4M4yS/YVxL+H0WyfuLwOPx4DslpwepwyYmJpqamk6dOvXy5cv4AaJMwGei/PhEkCqfqS4nkI89MCCfjmIcBfRnaKv6ykFRVG1tbVhY2Pz58yUkJKSlpX19fdE+QjOqOo/JQQOjO7+3htX9MhiM5cEvE/9AcZumaUhmRMWWXBjp7sEWFOEsJ134Hwm8BdVdg8AHoboHLqG6AHtzc3MXL14sIiIyadIkBweHK1euQLQ3eTr9nkWuPxO0tLTs379fWlra1ta2uLgYHwS1GR4T1QxmdazjxO9RMWlggCPndw/RYKnqc4FAGDRN05mZmcuXLx85cuSUKVMOHDhQWFiIu+B7Q2EeNZG/QraiuhMTWkZI+wiXaB3URTT7IIP4BUx1dP9ZJymmDwL+i/SKWyiGwkhbYXl5eV5enru7+5gxY8aNG+fv74+lx+je2sP0GjP1+ePevXs2Njaqqqq+vr5oRycLveHvRSb9UIwIJtCy868GGohIdwHNUtVnBYop7Qj5+jRNd3Z2pqWlWVtbS0pKysnJrVq16tq1a3g8fjk8Hg/Muv3FUwJyEJ8AufpR71mLmcsUuYd/+92RQjGx4OiJpwinHnyHcGRra+ulS5fmz58vLy+vq6vr7OwMnZBpgpoFPpXBi87OzoyMDBUVFTk5ufj4eDJglSIM2DShD9KM3eqTDZqmaZru6upCQyFLVZ8RkBQE1vP29va8vDyo8C8uLm5nZxceHg6hfaADkqf3y0hw1SXHRgJlFh6P19zcXFNTU1tbW1tbW1NTU11dXV1djVsqKipqamoEFD2KqJLaLwPmM207u4gWQaAXk3HnNE1XVVWdOHHCyMhIVFRUVVX1119/ffHihcA7JE3O9PsU4/8MQTG+st9++01DQ0NZWTkxMRF3oYWax9RQQ3dBbW3t69eva2troatL1YAAZs6rV68qKirq6upIozZLVZ8RwD+I7lfILcCPnMfj5efn79+/f+7cuSIiInPnzr18+TLZ8r5/xROkJAFRCA94+fJlVFSUlZWVsrKyhoaGiYnJ7NmzZ86cqaenZ2ZmZmxsrKenp6enp6GhMWPGDEdHx/Dw8D///BO7nPf7gAUkQbJ/B03TXC63tLT00KFDurq6UlJSxsbGp0+fhi4hANQZuVwuBKwjWVPdbXb9NeYBAEVR7e3tWLkoODhYVFTUzs4OrJ/Yaw4tdyBG3b59W19fX11d3cjIaNasWXp6erNmzdIfKOjp6enr60+aNGns2LH+/v74LCxVfUZAKQC+Ewgv7Okbra2tDQ4O1tXVlZSUNDAwCAoKwkRZAcPkxwAFH1K86urqKi4ujomJcXFxkZaWlpGRMTc3hwpKkNfZ0NBQW1vb1NTE4XDgI7lx44arq6u5ubm6urqsrKyBgcE///nPjIwMsoNLfw0YPdxgy4PtPB4vLS3N0dFRT09PXl5+wYIFv//+O9mMDwgIbH8CFi7SNgd+jEHnpyYd/4WFhRs2bJCVlbW3twea5hHBn1wut7m5mabpjIwMDQ0NFxcXmH5tbW0DkwCIaG9vv379uqKi4oYNG/BBWKr6jEARrVixWdnbDq6rq4uMjLSysvruu+/k5eUPHDhw//59PJ7XPfOZ1GVI20SvYxD4XOGPwsLCQ4cOrVy5cvLkyWpqaoaGhu7u7mQraVLsIn1/uPHZs2enTp1ycHDQ19eXlpZWU1NzdHSMj48n5SwBv2HPODsU9Mgrw1lA7uR2DoeTmZnp6uoqLS09atQoe3v7jIwMMqBcwFLT89m/DIsVxbSQaG9vLygoMDU11dbWvnDhArx5WBrJB09LS1NUVNy+ffsnHHNRUdGkSZPWr1+PW1iqGjSguvdTAnC53PDw8Hnz5mlra2tpaTk4OOTn5+NeKO6O9IcCAuoyaOIRMM2QN2pvb8/MzNTX1/+f//mfhQsXHj58ODs7m6yG+jbAdZqbm7HkKaCqqio5OXn37t2TJ08ePnz4kiVLoGol6WLjE+HHIO/gFdDmDeF42LOTpDkul/v7778vWLBAWlpaU1PTxcXl1q1bH/zmBzvItaqpqSk4OFhbW9vAwCA9PR02ksIjTdNpaWkqKiru7u6w95PkS+Tn50+cOJGVqgYryFghzPaiabq5ubmgoGDbtm0yMjJycnI2NjYJCQmkjoNpz+TVeuUp3AVbWlpaQkJClJWVZWVlf/75Z3TH0EJbmjo6Otra2vhMhho5qpqaGnd396FDh2pqakZFRfVqC0f7HfrOyV0C3E1R1JMnT06ePGlpaSkiIgL90AsLCwed1tZfAPGcdA13dXXV19d7eXmNHDly/fr1f/75J5dohQc/U2pqqrKyMlIVaL4sVbF4P6CagxMLtaSurq6CgoK9e/dOnTpVQkLCyMgoJiaGw/RApIjsJbyagI+PFExomn769OmKFSv++7//28jI6Nq1a3Aih8NpaWn5gDKqKDEB3YAFt729/bffflNTU5OXlz98+DCU8cLMFfJ0/JYwUIskXx6PV1ZWdubMmalTp4qLiy9cuDAgIODRo0ewd9CZw/sRFJEagRvv3r27Zs0aVVVVf39/MsMX9qampiopKe3YsQOvMPBvj6WqLwEwdUBQQg8d7uXxeNXV1SEhIVpaWtLS0kZGRgcPHoQEHZr44Ps2ynR2dl69elVPT2/YsGFr167Fmkd8ohPnOyFgVCKjw7lMiXE4LC8vb+nSpSNHjly3bh22MCAtRyBqYQoISgEw1IKCAn9//8mTJ0tISBgYGISHhyPN8Yh8l6+TrdB3STM2BDBapaSkaGtr6+joJCYmQnNT/GXT09Oh8RJegaUqFu8B8FKh4RwLYOD8I8UQLpf77NmzCxcuzJs374cfftDT0wsKCiooKOh5WX6PRHEej3fy5EkNDQ01NbXQ0FBQ39A021OR7GPAXd3bX2O8GDgNSL/Bs2fPvLy8/v73v8+ePfvhw4dcptcexUQtk5wFp9TV1RUUFHh4eMjIyIwbN27Dhg2JiYkgRWIMPRLch73zwQ6KSRiAP0g9rrW19fDhw4qKijNnzrx9+zYeT9P09evXlZWVPT09YeMncSmwVDWIQXUvNUsaxbGJDhpHcXq1tbVFRUUtWLBg7Nix2trajo6OmZmZ5GVJIgDtsrS01NDQUFpaOiEhAYsfYcAX3cNT9s5h44DBCIWPAMyL4Tytra0uLi5aWlpubm4YfkEz8agCLr/ExMR58+YpKSnp6uo6ODjk5OTgXjC3dxHVxwd1DOdHAh8fy9egEaCpqcnBwWH48OE+Pj6VlZW41F25ckVeXh6lqk9i6WOp6ssB1T3oETeSCylu53A4t27dcnR0hBJxzs7OaWlpArFFwEQ1NTXnz583MDCwtbWF+FLgKSwRSX75paWlR48eXbJkiaGhoZmZ2fz5801NTU1NTRcsWGBsbLxly5aXL1/2HB5p+6CI1HmwtS1evHjSpEnZ2dm9PnV9fX1kZOTSpUsha8/Pz6+kpOSdIRqfxNrymYBiglpR+4boBPg7PT3d0tJSRkaG7AJz/fp1VVXVnTt3wr9CiqVUjwwEnCcCNgphwFLVVwEBQQYjiTgcTlJSkrOz87Rp00aNGmVubg52CvLckpISDw8PCwuLgICA2tpauBRJAWjU4PP5r169io2NdXJysrKyWrt2rZ2dnbu7u42Njaio6JAhQ5YsWULWhOgV6CbnMu0ad+zYMX78+OjoaBC18BtrbGw8duwYBL7OmTMnNDT0+fPn5CP32+v74kC6IPh8fltbG8SawC+bnJwsKys7derUrKwsYBkIVnBxcYHTBZwtfYBPxPTD8obmxfeN9Wep6ssHv3uQJ6hXAgtjeXm5q6urnJyctLT0/PnzT5w4gXb33NzcKVOmmJiYpKWlNTQ08HpUF0AShIgnDocDQhwwS0tLy6lTpzQ1NW1tbZ8+ffrOKY6pZ3iLo0ePKisrW1tb37lzB7YUFhb6+/sbGhqKiYnp6elFREQAhynEc10AAAisSURBVOKQ+uvVfangE+1FaGKGwJbq6movLy85OTkLCwvwaQBVubm5wfFdRFngPkB1B0lPYOXs6dXtAyxVfeGgmPBrgcRdXvde04DKysoTJ06Ym5uLiorq6OgcP378/v37Z8+elZKScnJy6mk7J2kLFEZodUdGDBw6dGjChAk2NjZkIHvfgEth94Rbt245Ozvb29uHhYVlZ2f7+/vLyMh8991369atu3z5MhRHhfgs8ttjCatvoBuUzOXGgrS1tbVbtmwZP368v78/h8NJSUkhQ0DfyyiJSh+fqE6BYjgrVbEQBMWUQ+F2b97F761sw9mzZw0MDJSVlbW0tOTl5aWlpUNCQmgivonHlGFDSwQZIQVmiKampkuXLv34449Tp07F3P13Asbz5s0bTHV8+vTp3r17J02apKioqK6urqSktGLFiqtXr5LR6mjdb21thR4t/fjqvjBgDDrFxIiQrIHckZiYaGJioq6u/vvvv9+5cwecG7BLIPH7AwBTEbs0CAOWqr5wUETpOLo30zufKfHO4XDQrE5RVHV19Z07d2xsbGRkZGxsbMB7jaQmwAVALgjY++jRoyVLlsjLy7u5uZWWlgo5YB7TTJgcZGZmpoqKioSEhK+v7927d8nILCA1DIKFUPivORzhnQB6EvAw8Lp3LeTz+a2trefPn5eSkrKwsNi1a5ecnJyPjw+cwiMaiPWBBw8ehIWFRUdHx8bGXrhw4fTp0+fPn09ISCgoKGhqaqLes6Y2S1VfOHo65gXiMHEtRY81aTTNy8uzsrJSVFQMDQ3F0/l8Prj/SEOVAANCfxdZWVkzM7N79+7xmYJ/whg40I8OW4qLi8Gy7urqil8IGj7g68J1HuNgWap6G/ANC5SFICNp+UynUl9fX0NDQzk5ueHDhx84cACPFOZGhw8fHjdunIWFxc8//7xv3z5vb293d/dffvnlypUr2NNEeLBUxYKme2Q+84jytfHx8ZKSkj/99FNDQwMGDVJMACFZwokMW8/MzFy6dCnkCeIthKcP0smdnp6+adOmjRs3Jicn494+HoQlKWGArNT3YQ8fPrS1tf2P//iPIUOGHDx4kDz3nbfw9vZWUFCIj4/H4/k9emSwUhWL9wPF1DBAOQW1vPz8fBMTk2nTpp06dQriGGC2cYl+9GDvIKddWFjY9OnT9fT0oqKiaEZzFH48ILiBD/HChQt6enrbtm3DWvKsKWrA0Nraev36dRMTk3/84x979uyBjaRDuQ/s27dPRUUlKCjoyZMnjx49evjwYUFBwePHjyEwgoztEgYsVbHoVjedtEYBI5SVlQUEBKxYseLAgQOQPMxn2uGA1QMzeEi169ChQ2JiYvr6+nFxcSB8YUyNMENComxqatq4caOYmNiZM2fAYM/y1F8NMrCApmkejxceHj5+/HhMrKGES07Yt2/fd999Z2Rk5OXltW3bNjs7uw0bNgQGBpaXl3/AqFiqYvHvNko91zeQm+rq6uLj4/X19c3MzCCAkzxSIHYGFbf79+9HRUVBbU/IhhWwlL8NVPdo9YSEBBMTE2NjY2jKgB6r/nx+Fj1A5irTNH3z5k2BdGVhLuLv76+oqBgUFFRcXHzv3r3CwsI7d+4UFxe3t7djDI3wCw9LVSy6LZJAW5j2DLtaWlrWrFkzatSonTt3QkQ4j+mdRzN1skj7usD8g2xBIfOEweYFmmZJScncuXNlZGQOHjwIhliywDmLAUNSUpKGhoa3tzf8K+RS4e3traqqiuX6EFymE+p7GRZZqmLRjV+o7hV7wSzV0dGRmppqaWk5YsSIRYsW5eXlwYk9Y9Zpmubz+VAMG1gPhCDhI3FgGB0dHZcuXdLW1v7HP/7h5OQE63DPEDAWfxEESCQpKWnChAmoAJJRvn3AxcVFTEwsISGBJtKhcP3jvWcdHpaqWPwbZBAgshX6rWmaLi0t9fHxGTZsmIqKyrVr18BMjk1SSWGe171NKY/HI/tZkdfsFXV1dXv27JGRkVFTUzt+/HhTUxNNVJ4U8jth8cGgerS5htJ6GAIqJMucO3du/fr1Au0UP1goZqmKxfvhzJkzKioq4uLivr6+UCeEtGtATCYZEI/1+TC8i3Rd9ySdkpKS9evXS0pKmpmZpaSkgBOQ370JM4sBRmpqKpkDSH+KREuWqlgIBT5RXDQrK8vc3Hz06NHm5uaxsbGtra14AJohMIKBTAHjMxn2UD2KlK24XG5JSUl0dPSsWbOGDBmyefNm9BOBjAbyVP/2XmYhJFiqYjFoQBEljGmaLi8vP3LkyPTp08XFxaEvTk5OTmtrKxi23kYoPTc2NDRkZWUdOHBg0aJFmpqaioqKJiYmISEhGBVBMamLwHSY5joAj8wCwVIVi8GErq4uDoeDta64XG5dXV1OTo6Tk5OampqCgoK2tra9vf3ly5dLSkqqq6vr6+uhaXhTU1NTU1N9fX19fX1zc3NVVVVBQUF4ePi2bdtmzpypqKiora29cePG8PDwBw8egGWKZkIlaJqGvFY0yvbsJ8birwZLVSwGE3g8HiQGC5Qroiiqvr4+JSXFzc3NyMhIV1d35syZS5cudXV19ff337Nnj5eXl6urq7Ozs5ubm5eX17p16/T09DQ1NefOnbtz5860tLS6ujrSDkWGquMWrDAjfNcJFv0FlqpYDBrwiY6hYIfiM5VnSXUM+sJfu3YtLCwsKioqPj4+ISEhJiYmOjo6Pj7+ypUrkZGRUVFRN27ceP78OZlqg4oeKo9kGiCfqcRGltxiMWBgqYrFoAEGXvWM8Pxg9B0BKBDxQApxLFUNMFiqYsGCxSAAS1UsWLAYBGCpigULFoMALFWxYMFiEIClKhYsWAwCAFVhx5pPgoKCApaqWLBg0ReAqrBe1SdBYWGhhoYGS1UsWLD4fwgEiNy+fVtJSem7774b/ykgKys7fvx4SUnJv/3tb6QSylIVCxYsBgFYqmLBgsUgwP8BdOhV95eGj8gAAAAASUVORK5CYII=" 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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 14.0pt; line-height: 115%;">ARSITEKTUR KOMUNIKASI KOMPUTER</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Tugas-tugas
yang harus dilaksanakan :<span style="mso-spacerun: yes;"> </span></span></div>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l2 level1 lfo1; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Sistem sumber harus mengaktifkan path komunikasi data langsung atau
memberi informasi pada jaringan komunikasi identitas dari sistem yang
dituju. </span></li>
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l2 level1 lfo1; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Sistem sumber harus yakin sistem yang dituju siap menerima data. </span></li>
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l2 level1 lfo1; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Aplikasi transfer file pada sistem sumber har us yakin bahwa program
manajemen file pada sistem tujuan siap untuk menerima dan menyimpan file. </span></li>
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l2 level1 lfo1; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Jika format file yang dipakai pada dua sistem tidak kompatibel,
sistem yang satu atau lainnya harus melaksanakan fungsi format translasi. </span></li>
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<br /></div>
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<span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Dalam
pembahasan komunikasi komputer dan jaringan komputer, ada dua konsep yang
terpenting :<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
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<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l1 level1 lfo2; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">protocol, dipakai untuk komunikasi antara entity-entity yang
berbeda. Entity adalah sesuatu yang mampu mengirim atau menerima
informasi. Sistem adalah obyek fisik yang mengandung satu atau lebih
entity. Protocol didefinisikan sebagai aturan yang dibangun untuk
pertukaran data antara dua entity. Elemen kuncinya : </span></li>
</ul>
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<br /></div>
<ul style="margin-top: 0in;" type="disc"><ul style="margin-top: 0in;" type="circle">
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l1 level2 lfo2; tab-stops: list 1.0in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Syntax : termasuk hal seperti
format data dan level sinyal. </span></li>
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l1 level2 lfo2; tab-stops: list 1.0in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Sematics : termasuk kontrol
informasi untuk koordinasi dan mengatasi error. </span></li>
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l1 level2 lfo2; tab-stops: list 1.0in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Timing : termasuk kecepatan
pencocokan dan pengaliran.<span style="mso-spacerun: yes;"> </span></span></li>
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<br /></div>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l1 level1 lfo2; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">arsitektur komunikasi komputer, lihat gambar 1.4. Dimana terdapat 3
modul yaitu </span></li>
</ul>
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<br /></div>
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<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level2 lfo3; tab-stops: list 1.0in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">modul file transfer mengandung
semua logic yang unik untuk file transfer application seperti transmisi
pa ssword dan file record. </span></li>
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level2 lfo3; tab-stops: list 1.0in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">communication service module
yang berhubungan dengan kepastian bahwa dua sistem komputer sedang aktif
dan siap untuk transfer data dan menyimpan data yang sedang ditukar untuk
meyakinkan penyerahan. Tugas ini bergantung tipe jaringan yang dipakai. </span></li>
<li class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;"><span lang="IN" style="font-size: 12pt; line-height: 150%;">network access module modul
yang dimana memisahkan logic untuk deal sebenarnya dengan jaringan. Jika
jaringan yang dipakai berubah maka akan mempengaruhi modul ini. </span></li>
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<style>
/* Style Definitions */
table.MsoNormalTable
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mso-tstyle-colband-size:0;
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<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 14.0pt; line-height: 115%;">Model Tiga Layer (Lapisan)</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Pada
model ini terdapat tiga layer yaitu :<span style="mso-spacerun: yes;"> </span></span></div>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Network access layer : bersangkutan dengan pertukaran data antara
suatu komputer dengan suatu jaringan yang dituju. Komputer pengirim harus
melengkapi jaringan dengan alamat komputer tujuan agar jaringan dapat
meneruskan data ke tujuan yang diinginkan. Komputer pengirim mungkin
memiliki beberapa service seperti prioritas, yang tergantung dari layer
pada jaringan yang memisahkan fungsi yang harus dikerjakan access jaringan
kedalam layer yang terpisah. Layer yang sama tinggi mengadakan fungsi yang
sama. </span></li>
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Transport layer : dimana terdapat mekanisme pertukaran data dimana
data harus tiba di aplikasi tujuan dan dalam bentuk yang sama. </span></li>
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Application layer : mengandung logic untuk mendukung variasi
penggunaan aplikasi. Untuk tiap aplikasi yang berbeda, seperti transfer
file, dibutuhkan modul terpisah yang khusus untuk aplikasi tersebut. </span></li>
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<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "MS Mincho"; mso-fareast-language: JA; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin;">Gambar
1.5 dan 1.6 menggambarkan arsitektur sederhana. </span><br />
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sSPH30TeU80jyGE+mnxC8RQuVz6GxaoH729EECuOblxMD1MZ6qrqwM5kXCkrHZxnscXDp4W1YAhp0WgP8KFi2MdCpZLhQTdc+jOYAiAc8aFEU4l4MGjP/C0qAYMOS0iG2JFGZYq/YDFFIbwFD4GeKYYukioLGmNmiqPLxM8LaoBw6FEoxUVWaa1tRWTSTTKS0ufKbpKaJ8J/wTyUC94WlQDhoMWaQdIc3Ozq6vrzz//DPGJ3d3dmmatY/upEcfXB+OhCeBpUQ0YJpcLIaS2tvbMmTPLly+fNm1acHCwUCiki/5rCOBM0eNMe4qwoLe658jji8YH0+KQkyaGcw+fUQlHRtPVUJ0Fhgr1WaDwHfMZHC2q6Jv05ero6AgNDZ0xY8bMmTMvXboEEYiEEIguHMy5DRsYqh0CedtfBBtommzL40vDQGlRxR40VG+aTCbDgLjh65fAUl2ZhpAWoYACNB5Rqaf7bo77UFpE2sWiZChwEUKkUqm/v/+6dev+9a9/GRkZ9VcnkQcPHgPEB9AiIaStra2kpEQqlQ6VXqZUKjs7O0NCQqAy4PCBYZg3b97ExsZCduCQzB+io1mqhUBzczOhCK4/pvtQWmS5cHcwydFBiNHR0WvXrh03btypU6egOjfhCsHy4MFjcPgAJVoulwcHB5ubm0PJliERuBoaGs6cORMXF3fq1Kni4uKhGrY3Ojs7vby8fH19ra2t29vbh0RbB7YSCoWEELFYbG1t/ezZswHu+EG0iHo6vU1+fv7KlSsnTpxoZmYGlR0IlfLIK6E8eAwaH0CL3d3dXl5ehw8frqioEIvFQ3L4np4eKEXl6OgYEhLyjqN/JORyeU1NTUJCwpEjR+ieUB8DlmtqrFQqXV1dZ8+enZKSQrjS2e9g3kFIi4RqNpCenn7s2LFx48bt2LHj9evX6K9guPZ7n0r7Qx48NBMfZlt8+vSptbV1Y2PjUPlGYJz09HR7e/va2tqBuB0+Bo6OjlCWcUiUaJZrrXfx4kV9fX1DQ8OoqCg6gbc/18EgbIswWmFh4YkTJyZOnLh169bIyEgwy6J+DcYNlitS+/EnyIPHl4mB0iK8mbm5uYcPH0YL2pDMoLKy0tbWFoqsDJ+Y09PTk5WVJZPJjh8/fv/+/SEZE7wfQqHwzJkznp6eq1at8vLyAj4CnuqvtewgPNECgeDEiRPTp09fuHBhZGQk0DrwIPZNhhH46BYePD4SH+ZyKS4uPn/+PNDikECpVDo7O1tbWz99+rSurm74RMXu7m53d/eQkJDz58+Xl5cP1YEwKlChUAQEBIBtkaUS71SgQltQaBr7peAuLNcqlhDS1NTk5+c3YcKEBQsW3Lp1q7W1FdbjcfFfWlDlwYPHoDFQWgQ5TiQS1dXVQd2BIZFKFArF06dPk5OTk5OToTjg8L3VYrE4Nja2urqacHa6jwfyl0KhaGhoeG9wDMsVRsOAGxsbm4SEBPJ2mUj4VSqVenl5aWlp/fLLL87OzmAShWQ+nvt48Bg+DCZusfe/gwZt41Op3zd8oGs7fjwGcSlQxpTL5adOnQJpEYyDMJRMJjt37tzcuXOnT59+5swZaBNKCIHQHD7amQePYcUHeKKxeF9/GuIggKWlYNhhSlOjtVrw1Q7VsBif+EE5dshrMpns5MmT0PUYgg3FYnFMTMy8efO+//57bHRDOELEWmE8LfLgMXz4AJcLnbM1hIkiLJXQNkzVUtH7wVIpIh8/LFaKJpR2PJC9cLOenh5bW1uQFsVicXx8/OLFi8ePH6+npwf1+gkh0GwAIoFoFZsHDx7DhA+gRdrROYTMAgNKJJJhjSkBzoWC/kN4oIGzoQrgesrl8jNnzsTGxqalpW3ZsmX06NH6+vpg/SRcciHIhjB5ENiHUFrnwYNHb3yAEo1hekNYagHDj8kwt+NAURFOYagOhJ+KgQ+o4i82NjaePn36uHHjdu7cmZycjJthjxqpVIo+FmBJsVjMC4w8eAwf+qBF0o8QRCvRfYbIoSxD+nFr0FonoSRQyAl5dzwz7cBF9BcYiJNE9y6q6vT2MFvkZZDO6BNUGZPekm6thTzbezJKDrgXyqqvXr3S09P7+9//vnz5cnBGE07fp2fOUCWs+7uwPHjwGEL0Ky3iCw/iYZ+KJ2bgkreTz4Br+qRFAHIKvvBwrD5DT1iuW5NIJOrp6aGJBg7XJxkB2yoUCmgcqrKBXC6HWGjocwKFfOA0Ua7sfb40wWE3QZQWVUgfAJv19PRAA09Y2dTUZG5uPmXKlGXLlmlra4OQyFLofWgePHiMGPqWFtG0/w7vKhTyoz0AmHEBrNS7hSZu1tv1ATu+w0cMxjW6kAwtgvU+BFBz736huIGK75hhGLFYjHPrbxpgnYR50jY+qVTaZ544DgW7iEQiCwuLyZMnz5s3Lzg4uK2t7ezZs6mpqYQvMsiDh8agb2mRVqIZhumzNgTdgrmurg5a3eNP/bWaw3oHSJrt7e319fXoD+lNDY2NjVVVVUhhINYRTgXu86zoWJ+Ojo6amhqVyaBwxzBMY2MjnbfzDo0eVVocTSaTVVVVtba2MgzTZ90apVJZXV0NYd53796dNGnS1KlTg4KCMFnF3t4ekv8IJU33eVI8ePAYGfQtLSqVSqCtyspKU1PT1atXP3z4UGVPlmW7uroYhmlubtbV1d22bZuXlxeUTYRWc32KfqA1SyQSQkhra2tSUtLWrVv3799fU1ND+vH2+Pn5aWlpWVhYJCQkNDY2Ei4XmPRq2U7PHyYfHBy8a9eudevWqYiuLBVpuG/fvg0bNly4cAErmzH9xGYCIcIXor29/d69e/r6+lu3bg0PD4eD9hZOhUKhra3tqlWrzp07N2PGDEdHx+7ubvxVIpHY29ujp2UIfVk8ePAYNN7lic7MzJw6dervv/9+48YNlG4QWASQYZgXL17Y2dktWLBg/PjxaWlpsEGfCiwqv1VVVZs2bZowYcLu3btjY2OBKPvkBYFAcPPmzS1btkChhIKCAkJFZfendz958mTSpEmzZ8+2sLCIjY1VGRaNkizLpqWlnTp1auHChePHjw8NDYWZ9zZZQjwNHK6trW3btm1jx47du3fvzZs36+rqCJW7QkMmk71+/drAwOCrr74yMzPDowNNi0QiR0dHUKLZ/jOpefDgMZLolxbz8/PHjh174MCB/korol8FuUCpVB46dGjGjBmgk/aW42jd3MbGZsqUKdnZ2fATCIB9in64srm5ecmSJcuWLROJRKC0kn6ymysrK8eNG7d3716oxd0nwCeDNMQwjIODw9/+9rdHjx6RvqKFGIaB4EqWZbW1tadMmZKfn0+P1mfTBbRUJiYmjhs3ztzcnFD1dWQymZ2dHSb/Kd9uC8ODBw+1QJUWgeMaGhpmzJixffv2dwhxpK/2lR0dHfPmzfP09CT90yIhJD4+fsyYMbGxseTtLlF97gILwDjV1dVz5sw5f/48oRIHydvadFNT05IlS1auXAmTf0dECx2OA2sOHz78448/CgSCd3iEzczMxo0bV1hYSE/y3aFFcFXj4+P/+te/Xr16lXAfFalUilku7x2KBw8eI4N/0+KcOXPotQkJCb/99ht0j2NZViwWD+RdBfZxdXXduXPnu7c0MzM7cOAAbWV7BzCOB+Zw+vTpPXv20L+qbB8XF6elpQXZxCot5d59FEKIRCJZu3att7f3OzabPXv2gwcPBjJzwn0JpFIp1L/x9vZes2YN/iqTyZycnIawISoPHjw+Hv+mxZkzZ1ZUVJSVlZWXl5eXl587d87S0pJwbtmBFEFA01hWVpa2tnZZWVlxcXHZ2yguLhYIBOXl5Vu3bo2LiyMDLiNGa7tZWVlHjhzJzMwsLy8vLS0VCASlpaWwXFxcXFRU5OPjc+bMGVTYB26zA+kyMDDQ0tKypKSk9/xLS0tfvny5fv16MJv2F4GkAnBeg586MzNz2bJlcJHLysqKioqMjY3puMWBDMiDB49hxb9p8S9/+cuiRYu0tLTmzp07b968H3/80c7OjnDe1QG+rlAZTCAQjBo16ve+MG/evPnz58+dO/frr79++fIl6d9hgmC5HBKkuZKSkl9//XXu3Lkw4Lx582B5/vz5CxYsWLhw4aRJkxwcHEB0xTjt904ew32CgoJ++uknLS2t+fPn05OfO3fuokWLZs+ePXv2bAWH9w6Lkd7AuceOHfvb3/62aNGi33//feHChb///vvkyZMfP35MeFrkwUNj8G9anD59OuR7EEJYlr1x48bRo0cJpxcPsBIXbFxQULBnzx6U0WhAPi/LsseOHYOglveCpdLgYBoZGRn6+vodHR0s170EDgT9mlmWDQ0NPXnyJOECpCEI/L0H6u7uBueSn5/f+fPn6VQcJGWFQiESidauXSsUCgcYfc1yVR5gOS8vb8uWLRgG39XVZW1tzSvRPHhoFP5/JRoWQD1MSEgYP358U1MTsNIHFSi8e/fuxo0b+/wJnSoWFhb6+voDHJAWFQkhnp6ee/bsoaN/VDwnDx8+1NLSqqqqgvBDKLUwkKPAZjt37gSXTp/zF4lEELE0wMljvg1M0tfXFy4OcH13d/fp06d5WuTBQ6PwlstFoVBA6m5HR8f8+fMPHz5M3i6jPxCsX78ewlDYXiCcPS4hIWHy5Mk5OTkDGZBOyBOLxVpaWj4+PuTttD/0ySgUis7OzkWLFunp6ZEPKToL07t+/fq3336Lfej7nL+rq+u4ceMgsPy9ADaEaM28vLyxY8eCPwfIWqlU2tra8rTIg4dG4a0AHZar2kAIyczMHDVqFDhG3gH27WyWFy9eTJw4EbzAfb7kQAcymWzPnj1AuzjOQHjB29t7zpw59fX1hIonp2udwd+0tLT//d//Bbp5R5Ud8nbXhKampqlTp7q7u5O+YtHxTCUSybx581Sk3f4mTx9dX19//fr1IpGIcMYBuVzO0yIPHpqGvpP/wPhlZWU1Y8aMkJCQlpaW3m8s5B2zXFxLTU2Nn5/f4sWL9+7dSwiBUje9d0GaSE1N/eGHH06cOFFUVNTd3d3d3Q3h2SqA6Jbm5uanT5+6u7tPmjTp4sWL8BNt++u9o6Wl5YwZM9zd3bOzs0UiUe9tUAiVSqUCgcDX13fp0qWLFy+GsKHeMibDMFgk4unTpxMnTjQ3N4+NjW1ra+vp6enzEDj/V69emZiY/POf/8zIyCCDaojKgwePEUO/pSJYlsX6V5s3b8aS0Qiw3AFT+Pj4TJgwQUtLy9nZ+c2bN+zbCSQ0WC67QyKR3Lp1a/ny5ePHjz958iTEr/Qp1r18+XLWrFnTpk3buXOnj48PrZa+g0rq6+vd3NxWr179008/WVtbq2wGOwJx+/r6jho1atGiRY6OjoWFhSzVjFQFoJLDUAEBAQYGBhMnTlyzZk1RUVF/YUzQKHXy5MmrV6+OiIggb8vFPC3y4KGB6FtaJIRAqB3DMGVlZcHBwdhaBIGVZrq6ulJSUpKSkrCkIC1Y0UA9FBlEJpNlZGTExMSgatl7l9evX/v4+AiFQronMi73mYFDtz3JzMwMCQlRIVwQ4mCQBw8e3L59G6YkkUigYFqfBA1ObcxoZhjmzZs39+/ff4fRQKFQREZGxsXF0UGOPC3y4KHJeE9hsXeEtrBcpRlCJZOgWt1nd1PgKbr0LNYZU/bTC4GmJ+Qy3Kw/HoGgQoYrjNbnNj09PSp9XcCeCKGO/Ym6LJe5DHMmlAj5jlo+hKtHSwctEZ4WefDQSLynDC0u9NYQ8VeWiw1ErRacKv1JTxBdSFeaQOGuz2BA1LtZKggRVvbnZYbtIQ4RpNo+N5PL5d3d3QzXSQrCaIC8IISzz1PGKpMKrj2skitg3vtAsDFUn1QJhCQ8LfLgoZHot4IO/dr3KcfRQiWhWtkpFIru7u4+y8kQzjML7IOR2HiI/mQ02AwLdLNcx2eU3XrvIpVKe3p6sKFCn5MHzxIwF6xBHbnPUEdkNFC0sYMC7t7nVULGx5nztMiDhyajX1pUCXnpDyovswpR9reXyuDvpbWxXjQAACAASURBVAMckHm7bV7vCdCnQDhC7I/T6cHp9e+dD32aA7k+7NtaP0+LXxoYrs0RSxmaeIwMQH8FKugz3KU3PqAhKo+hAk+LXxpASRp4TgSPYcIA7wJPi2oAT4tfIMDG3djYGB0dfe/evTs8RgR37969c+fOrVu37t69m56eLpFIBiIw8rSoBvC0+KUBe65dvXp19OjRW7Zs0eYxIti4ceOmTZu0tbUXLFiwcuVK6C/yXvC0qAbwtPilAUPBrl696uDgoO7pfImora21sLB48+bNQDbmaVEN4GnxSwPLhbUGBgaeOnWK9FVIZQSAk+n9sPW3pcpP5G1+eO+x+hxkJEE4n2ppaamZmdmXS4uaP3+8YTwtfiHAyN+rV6/a29sTNT2lbC8q7HM9oZ7GPuc5kMnTxKQJD3Z5ebmFhUXvJOY+oVm0yFJtWyByEB4mjHaEnzDWAQIPIewRI6sh6hDiLpVKJWRbAzA6Ur33iafFLw14c69evQo1kkfyuPhcYRNgCBKCsBV4Zei3gxACLw4hBINt8RVjqYBf9OrSIXfwDejp6cESKgNs7zFMgIlVVFSYmJh8krRIuAoUyH3oUJfL5ZC1goVdISkFS3NDiLhQKARyxJRtCL3GRBqWyllUF3ha/NKgLlokHJ2xVHIqpLdiahbkj8FK3IVQOV2YswAb48gSiYR+s+jEVpFIpCKyDKQf1DDhc6BFGiDogbka7g3krmCQNt4/6Bzd3d0N9w+Tr8nbtSQG2MBguMHT4pcGNUqLqDAxDJOVlfXw4cN3bC8UCjMyMqqqql68eIEr6RItUqm0pqamtrY2LS0NH1eVSED6FcMMXZ4WBw+WZdPT0/38/K5evVpQUAArsTYECva4HpfpKE28ASxXikIul+fm5oJvnu2npsNIgqfFLw3qokWG68XEsmx1dbWuru7y5cubm5uFQmFxcXFiYiLE8TU1NSUkJJSXl1dVVWlra2dnZ1+/fr2npyczM7OpqYkQ0tDQEBkZKRKJmpubN23a5OfnB2dRX18fExMjkUjEYnFBQcHDhw87OjpkMlllZWV4eHh5eTm8s2pXzsgnTYuEkLy8vI0bNx4/flwgELx+/frOnTvt7e21tbV3794VCARSqTQ9PT0lJUUgEBBCHj9+7OfnV11d3dnZ+fDhw6ioKDjt4uJiPz+/tra29vb2mJiY+Pj4bdu23bhxAy2VajxBwtPilwc1SosoBISHh1taWp4/fz42Nvbhw4d2dnYPHjzw8/N7/fq1hYXFrVu3vLy8YmJi9PT0nj59GhISEh4e7uHh4enpmZycbGdnd/369StXruTl5e3evTs4ONjT07OxsdHFxeXevXsBAQH37t0zMjIKCwvz8PBQKBTGxsYPHz4MCgpCBW7ETrnPi0A+dVokhNjY2Ny/f58QYmJicubMmZcvX5qamgYHB1+8eDElJWXLli0pKSmmpqYvX750dnaOiop6/vx5amrqgQMHnj9/7uLikpmZaW9vHxsb6+npef369V27dr169Wrfvn1xcXFoWORdLjxGEuqiRTCmQzm+U6dO7du3z9bW9vjx4/fv37e1tWUYZseOHVFRUdA+xMXFxdra2szMLCEh4ejRo4aGhllZWSUlJSUlJS4uLjt27NDX18/NzXVzc4uOjtbT00tMTHR0dCSEHDlyxM7Ozs7Orri4eM+ePUqlUldX183NLT4+Hjp98tLiEMDS0vLatWuEEB0dneTk5I6ODk9Pz127dh0+fDg8PHz//v3t7e3btm0rLi42NTW9ePFiTk7OgwcPjh8/Tgixt7e3sLCAfiyHDh2ytLSEhteWlpZFRUVkwMUghhVqoUUV60Hvf9+90Ht9n+P3/rX3OHimdLE1whnC+pxV73/7W9ZMqNe2yDBMWVnZtm3bamtri4qKrK2tjYyMLly40NzcvHv37oSEhBMnTjQ3Nzs6Ojo4OBgaGsbHx5uYmJiamj5+/Pj169f37t1zdnb29/c3NjbOy8uzsbG5cePGgQMHQORsaWkxMDCwsbE5c+ZMaWnpjh07CCFFRUWZmZk6OjotLS2Eq6U/Ymfd+yKQz4AWjYyMAgICCCF79uzJyMgoKioyNze/c+eOnp5ecHDwgQMHuru7V61aJZVKX758GRwcfObMmbCwsEOHDgkEAjs7u3Pnzp06derVq1dGRkaOjo4QJnb8+PGEhATS17s38lALLXZ3d589exbCWRmGyc7OTk5OZqmCLsBr3d3dqamp9FRhAV2Q+OVnqIrChJDW1tbw8PC2tjb6HLE8JQ4CDjH4NzMzMyUlBZUshUIRHx+fm5uLR4e6lrCsVColEgl99D7vIx259ZFXbAihLloknHkxMjIyODgY1ty/f3/lypWHDx+2s7OLjo4WCARbtmwxNzf38fF5/fr1yZMnnz17dvv27aSkJDMzMx8fn6qqKltb26CgIFtb24qKisDAQHd3dwcHB4VCcfbsWVtb2+jo6JiYmMDAwOrqajs7O4ZhXF1dg4KCzM3NQVpUb9Ggz4QWg4KCUlNTWZb18fHJy8sTiURnz54NCAjw9vZ+8ODBtWvXoCtpV1fXhQsX7O3t79+/n5qaqqWldenSpcDAQELIlStXLCwsHj16lJaWBj2d79+/HxoaSgiBkAL1vjNqocWurq4ffvjhwoULcJTAwEA3NzdwzYvF4sLCws7OTkLIy5cvlyxZUl5eDn3NWJbt7u4GbhKLxdD/q7GxUSAQQBSURCLp6Oh48+ZNTk7O0aNH4bFrbGxsb2/HUsRyubyioqKurg52IYSIRKKamhowjMD0WlpaamtrXV1d4+LipFJpV1dXTU0NSBklJSXAtjBaXV1deXk5EqJQKCwtLYWfsHKXppWrURctMhyw/ilcnPDw8Bs3bsAagUBw+vRpbPBLV02GeEYM/ICu6yj6wVB0WA+sx0zH7u5uDAvhpcWPAh6dbglA3vaTYOQNrnn8+PGZM2d6D0XfP1zQBGPHyNNia2vr2rVrPTw8Hj16RAgJDg52d3dXKpVCofDixYu6urrW1tb5+fn+/v7/+Mc/PD09T5w4IZVKhUKhk5NTeXm5VCoNDQ0tKytLSko6dOjQoUOHrly5QggpLi4+fPiws7NzXFzcyZMnOzo6CgoKTExMampq4Da1t7d7enrq6+ubmpqGh4czDJOTk2Nubm5lZbVjx44LFy4QQsAGYmVltWnTpqSkpOTkZAMDAxcXl87OzsjIyCNHjpibm0NkyePHj42NjU1NTZ2cnFpbWwsKCkxNTY8fP25ra1tVVYUuNbV/2lWgRtsiwzDQlAleJfiSNTQ0VFZWgpG9s7PzzZs3GAxHuFZIhOvfCfI+XFvo0AlvFoQG42sIHmeW6tcEyofab8fnQIuEELjiLNerAONRAVhREq1jLMuC9IGB33B76Ihu+MrBN5NVd4yOWmixoaFBR0enuLjY1tZWKBSGhIScPXuWEHLz5s1Lly7l5eX5+vq6uLikpaWtWLGirKzs+PHjSUlJ1dXVv/32W2RkZF1d3YEDB0pLS9euXRsWFpaamrpz587Xr1+/fv165syZ6enp4NCMiIjYu3fv1atX8TOWnZ19+vTpx48f+/r6/vbbbw0NDXZ2dmfPnn369OmqVat8fHzEYvHu3btv374dFRX1+++/p6Wl+fr6bt68+cWLF48ePXJwcMjMzExISLC0tMzNzdXX13dycgKDV2lp6fHjxy0sLPLy8kJDQ1UCsNT+GNNQoxJNqCK48OLgC4W9QAgnZAC10Y4alsolwyQZiP3GeG8M6gYaBWmRbuzRXwuTkcHnQIsYaQW3RyqVwrcOQd8bvCswZ7ipIPnDTZVKpaARgGqATaa+QGmxoaFh27ZthJCYmJhr165FRESAArt+/frFixdv2bJl5cqVK1aseP78+f79+wkhjx8/trKyevTokamp6blz5x48eACxGvhWX7582dPTs6ioCPyYLS0tO3bsmDZtmrm5OaFEtpaWFhcXl0OHDh07dmzOnDnPnj07ffp0Q0MDISQ4ONjX1xc6gMOYTk5OSUlJ169fv3r1KiHEzs5uypQpGzdu3Lhx46RJk16+fHn79u358+cfOXIkJiZGKBQGBgauXLly//79d+/e7ejooC+jRhXBVhctsiwLXYnwmii4bnQslShBv1nYUATLWcOvmFALHAfSBuyFsgtyIt3NDViVp8WPAl3bHeR/uENw6bFTILIkiPR4J+CzJpFIgFIxbwkW4C5CLJUaz1FdtLh161aWZdva2s6ePWtlZeXt7U0IOXTo0OXLl3Nycp48eZKRkSEQCIA9KysrHR0djY2Nk5KSfH19tbW1S0pKkpOT7e3tYZ5Xrly5ePFifn7+kSNHCCElJSX79u0LCAiwsrIqLy/H04mOjjY1Nc3Pzy8sLFy3bt2zZ8/MzMyqqqoIIRcvXvT398/IyDAxMYFJmpiYJCYmXr58GWzEXl5eRkZGWVlZGRkZcXFxnZ2dLS0tjx8/vnLlyurVq729vZubmzMyMgIDA9euXXv58mWWAm9bBKDEB++LWCxGFQrZECQJyKBFWVImk2H/TiBHlvOhsVzXJqlUClnPoJsTTjJF/kXNbyRPWQWfAy2idRZvAyZH0088LqBBF64+FobAlbCvVCoFMkUZU43nqBZarKur++OPP2A5Ozt74cKFUPgvICDAwMAgJycnICDg7NmztbW1K1asyMrKUigUzs7Oy5cvl8vlVlZWy5Ytk8lkbW1tGzZsuHXrVmxs7ObNm7Oysl68eLF7925CSElJiaGhoVAovHv37smTJ6GlIiEkNDT04MGD0Ox7zJgxpaWlrq6uXl5eWVlZy5cvP3PmTE9Pj6Gh4f379+Pj43/77beUlBQfH5/Lly8TQjIyMvbt2/f8+fOYmJgTJ068efPGzc3Nzc0tIyPDysrK39///PnzEKl66tSpc+fOoYWEd7nQh8bcWeAyaL2J1wfnBq8MUCHDVZTAV4a8/Ygie8LbBHyK1QwIZ9mHXdSunJFPnRa/BKiFFpuamhwcHPAB9fb2BkW1s7PTy8tryZIlBgYGhYWFhBB7e3s9PT2ZTJacnAxSW2xs7J07d+CTk5WV9eeff65bty4uLo4Qkpub6+XlRQipq6vz9fVtbm4mhPj5+QkEAniX2traLC0tFy9erKenp6urW15eLhaLraystLW1nZycoqKiCCHl5eV79uzZv3+/q6trbm5uXFxcbGwsIYRhmJiYmBUrVmzdujU6OpoQUllZqaent3TpUhsbG4lEUl9fr6+vv2zZMjs7O1CiNRNqpEUVAGfR7TOHZFiUQhiqmTtqb8P9bL8bPC1+GlALLQJAiKODAVVav6IczXCx2ShWwCNOb4y6Esr4Sq4uCwpu9EmBNkeXmeotR2Dae+++2yrXh1Fr2McHQXNoES4pFL+h7fIfCSVXLAfs+6ClgZ4O9n2eFnm8B2qhRbQkwPOKURcgAxIuFQEebrBIoDGXNjug+RwpSS6Xd3V1MVxLcdhFyXXxRsEBd8dKVmi8B7rEKaHogeOgXkwbUvAQYEoevkv38dAcWmQ5OyPLOS2HZEx01EDIPcuyQqEQHieZTAZB3R9/oEFPj/C0qPlQCy3C+wDMCAZyFQMTwxXXQ9KB5xs8VHRwL3Ar7AUvA/xVcT7SJioUHiEwAC336FUDIRFmhZGqaOdSoUWGi8TC+I/eoqVGQXNokeHitOHfoZIWUQ/A5wdiSPADPMAGzcMBnhY/DaiLFoG8QLWhJTWUtpB6MG6Dpeqlw8NNS2qwPUQ+oZSHTn80LRFClEoliAy0JAjHxQgBYFsUGPHQ9Ji0XAmcSPPm8F29j4RG0SJcscbGxpSUFJFI9PFj0ndKLpe3tLT4+fk9ePAAqqDCY6NGcZ6nxU8D6qJF4ESkOaQYlOkIp+QCxaAqDQtKqpA9MBqQEVAesC3mOeB7godDnyYdYwBk3dnZiUEFWE2dcOGruAuE5bOUyZKhWlkM36X7eGgOLeK3LSgoaNeuXQOkifeCNih7eXklJydfu3bNw8NDSYWRqwsfS4s4ew1/yD5pIAERQmQy2YjRItoEsV4DHpEWCTGOt729XUlBRd2GjUElx/UgM7Kc9QpoFEkNzxFlScIpccikhJJYkToJpy/Ts0VuVbmkmgnNoUUl134gKCjo6NGjlZWVHz8mqBf4YYNH4saNG15eXrRq8vEHGvT0yMfQIrwwaq+k8HkDchPRv+Ho6Kiueov4NKNUiERTWVm5d+/erq6ukZzPZwzNoUW8xXV1dcbGxmVlZUM4OAqGZWVlRkZGUCsamPETpkUIc0fnI4/hAK1dSiQSKysrtdAiy+V+MQwDpnE0AD179mzKlClr1qyBvAUeHw+NokW4y1VVVSYmJkNFi6iIEEKKioqsrKxKSkoIZ1NWCQIbYQyeFqdPn064ikC0lsRjyIGBeyzLdnZ2nj59Wl3SIiqzLJfpRQgpKSmZMGHCn3/+CU08eAwJ8OaqnRbRHtLU1BQUFIT1xD5+WJYzejx48MDQ0PDOnTs5OTlYvGdIjjI4sIOmxV9//XUY58WjHzAMo0ZaZLmgP5YrKJCTkzN79myUE3lbylBBc2iR4ayxcrm8sbFxqNLyGC6yValUNjU1lZeXFxQUwPgspxsNyYEGgcHT4tSpU4uLi/Py8goKCvLy8iCxn8dwID8/Py8vLycnp7CwMDs7+9ixY8nJyUR9SjS6ffPy8saNG7d9+/bOzk7wpYwwTX/G0DRapNOch2RYtlcldgXXxh110CE50ODmRgZHi3/961+XLl26ePHi+fPna2lpzecxbJg3b97ixYu1tLTmzZunpaU1bdq0x48fEzVJi6A7MwxTWlo6fvz4PXv2QCAbTIbR4EjATwsaRYssF2BIhqgLJktlMTFU9BUdaqrGZ2lolGheRhgBwEXu6elxcHAYMSUaDUCEC3MBW3hZWdn333+/Zs2a1tZWwunOrLoLn3xOUCMt4kOFc4AFjMTqTVj0R7E/OmN6pcwjIWKUq5JqE0RPo/eaYSXNwdMiHc7NY8SgVCpPnjw5YrSINdZYKiSwpKRk2rRp2travGw4fFAXLdJplyyXfIm0iMSnwl8QUY8VTntLlBh4j+MTrh8Z7Nvns8RwWfMgq6LZcbh9MkNDi7y0ONzAl2Qks1wwSZmhOva9fPly4sSJGzdubGxs5O/78EGNtKikqnVgzCyQHTIm7UcmXBYT0Fx/tIhl8MnbdZjeEaWIaVT4HNLeGOWwVfDmafHTgFpokeEqQWC4fk1NzZQpU3bv3g1h27zfefigLlrEaFn4F0qEYDAWRKrC3LC6BxIcXapDZVgl1/dKLBYrqUJKmKfU+0mGXUQiEbpf0HmNLDlMF4GnxU8D6qJFzK4hhLx69WrcuHFLliyB6q1qT1z9vKFeWpTL5Q0NDSEhIQcPHvT09KTzymktm2GYe/fuaWtrR0dHY4EPOu8TQRf4AKarr6/38vLauHFjW1sbRH2p7MKybENDw8aNG11dXbOysiB0F5vQ9SdgDgl4Wvw0oBZalEql+G0vLCycPHmyjo4OBOLQSco8hgPqokWgp4cPH06dOnXGjBkmJiapqakoo6E9keESmSsqKiwsLMaMGbNnz56Wlpb+YmuUSmV3dzfLOeXCw8OnTp06f/58V1dXhsuM7j2Z7u7u8+fPr169evz48Tt37oQ2Z7TwOEwXgafFTwNqoUVCCHyis7Kyfv755w0bNojFYkJ18OClxeGDumiRECKTydasWaOjo6MSQ6Ni48OVhJD09PSff/5ZT08Pdu/9YKDerVAo2trafv7556NHj3Z3d8NPUFJTZRdw0cBybm7urFmzDh06hD/1eZShAk+LnwZGgBZRK2G56jjwpL558+b7778/ePCgUCgklEme8Pd9OIGM4+fnN8K0mJWVNWvWrNLSUsI9FSid4azwUcHn5OnTp2PHjk1NTe1zTNp5ffTo0ZkzZ6pwbu9d6MQBQkhOTs7EiRNv3bpFCFFyNUBVKngN1QMJ45SXl5uamr5582Ygu/C0qAaMDC2KxWK6XCsh5MmTJ//6179WrVoFFnf+Ro8MWJZFYdzf39/R0XEkj37s2LE9e/YQQhiGEYlEAxTKZDLZgQMHNmzY8O6q2o8ePRozZgykab0bSJfojzY3N58/fz58nlmuJHt/Tp6PB9DiAAup8bSoBoyMEo0FcuBBrKio+PHHH//888+Ghgask8RjZICeLh8fHxsbG0yMG1aAp3jevHmRkZGkf/9Jb8CzUVNTo6WlVVRU1Hu2MpkMPC2mpqZ6enoDj61hqYyXhoaGFStWpKWlgfsbHlexWIx9NbCg18cAu10XFxdbWFjU1tYOZJ48LaoBI0CLWGgWLD5ZWVkTJ05ct24dlteW87Q4ggCGIoSEhoZ+8803CxYs+HVEMGvWrFmzZkE3ngF6e5VcDXZCyLZt2yZPnjxv3jyVYX///ffFixfPmTNnwoQJd+/eHcgVYKm0GTTa7N69e8KECb///vvChQt//fXXOXPmhIaGWlhYwFHmzp378Vfg999/nz9//m+//TZz5swFCxaAn+e94GlRDRgBWmSpetfZ2dkTJ07U0dHp7OwkhIhEoqFq+cZjIGC5xniEkKtXrx47duzNmzdVIwKBQLBhwwboMDHAGCyWZUFkI4To6OhERkb2nm1lZWVlZWVFRYWVldVANOg+IZVKbW1tg4KCYJ7l5eUCgaC9vb2hoaGqqqqioqKiouLjr0BFRYVAIKiqqkpNTT1+/Hh9ff1A5sbTohowMko0vAPV1dVTpkzZvHkzxCf29PSovUHlFwjUXgMDA0fY5bJ06dKKigrC+ZQHct9Be5XJZKtXry4uLn7Hlvb29l5eXmRgpMG+XTNCLpcbGBjExcWpbKbieBkqFBcXm5ub8y4XzcXISIuEkLy8vF9//XXdunWtra0QBgFyIp3Gz2MEgIGBPj4+9vb2hLvdwwo4ypIlS5ydnQnnPh7IbGGzu3fvTpgwAcUremQUPL28vGbMmAFf3HcDdqRzqGNjY0eNGgW0iw11YZKo6AzJdYChKisrzc3Nq6qqBnIFNI4W8eaxVCwVgq7qIeeS2OhglD7Lo6v3jHoDn1q5XH7y5ElUQ2D9INRb+iGQc/Gx9fX1s2bNWr9+fV1dHR2tjVEamnZZPm/AsxoQEDDC0mJQUNDcuXMhvxNDFAnVSqzPCjpdXV1Tp051cXEhfb0+SItSqXTRokVHjhzBvOn+HiqVZPyWlpYpU6acOHGCngmy2NA+mSwXt2hqavoJ06JcLu/u7oZQJvBSYftN+Ixg7Wgl15MT3FiQsg4LmMeuge8/TYsODg4PHz6E9dBibHCzlXHAiNxffvll7ty5UCsM8r2G7gx4fBjwjo98OHd7e/vkyZPDw8MJ92rTNES4mEoE7GVmZga+mveODzE6L168gH9VEqVp0PxrZ2c3Z84ceDiHW31BWvyEw7mxOIeCa6OOUHDt0rHkBuZUslxSp5KrUwQby9VaFrg/4BOpUChsbW0TExMJIdj1YnDh/vAxAEt5ZWXlhAkTdu3aBX43JdX7lIdaoEZaJIR4eXn98MMPy5cvv337dltbGyhVMCU6lJpl2e7u7vDw8EWLFv3zn/9MS0sjXB0HlQEZrjk4/GRsbAz9fyoqKvA97T0NpVKZmZmpp6e3YMGC0aNHI1OzVBWf4Tj9z4EWaX8ZBMGisoyBSIQjEdQCgCJB1MKkDrrwkRrPqDdoadHW1jYhIYEQAnQ/uB5pmMBHCHnx4sWsWbNWr14NMjXDFbkb0jPg8WFQFy3iq5Gfn29jYzN9+nQ3N7euri74+gqFQhQ1IDPvzp0706ZNs7S0rKmpAYNMf90fGYaRSCTwPkokkoyMDC0trVWrVsG/fXJIc3MzbHPnzp2amhrCBev0Z/saKnwOtAivMcrhcrm8s7MT+IJlWWA6pDw516cQlG7F25BIJJ2dnQO3NI8YaFo8deoUpljRVP6hAAm6oqJi6tSpW7duBUu5UCiETwt8QobsBHh8INQoLUKrW0KIQqEQCoVdXV0sy8L7hU8aviA9PT1CoRD/xehXlTHxfaTfLKlUCjwLIkvvmSiVyra2NloxR6V+gHHmg8PnQIvw9bh169a5c+cIIbm5uZcuXVLRAcPCwiAEj17Ze9oNDQ1nzpwZkVl/GGgl2traGjJDCXfugybx7OzsX3/9ddmyZRA5jMVH4THllWg1Qo20CA8DPFQymQyS7RiucQXGM0IqCx09A/o12qxo0PWMCedHZrjmWX1yHIwP10EikcCs0PZF+k+m/nh88rTIct50Dw+Pn3/++enTp9nZ2To6OoSQnJwcPz+/yMhIiUSyfPlyU1PTJ0+eNDQ0JCQkCASCp0+fymSy27dv+/n5lZSUpKamQlm3Q4cO5eTkXLx4UaNkJZrl9fX1J06c6OPjgwVIBjdmYWHh2LFjtbW1Ib0JZWSMyNGoK/ClQY1KNKio4JaElwvoD+1L8C+ap9A0jwEhvZ9JlotARGs4RtXg7iq7gAUMwmYxUEzFbTBMF+GTp0XCfdZCQ0OPHj1qY2MTERFhbGwsEokMDQ3j4+NNTU0fP36sq6u7ffv2nTt3Xrt27eTJk1euXLlx48bNmzddXFxCQkLs7Oz09PRMTU1ramrmzZu3cuVKjaVFpVJpZ2e3c+fO6dOnL1u2DHwv5O1nET+ndAESFfUnLy9v9uzZK1euhA1oP6PK9jzUAnXRIsv1KWWp1ma91RH67UAfCP1v72GVXJ8DBKGe1f4Ah8Yi3vR6nhbfBTi6n59fcHBwYmLimjVrDA0NJRLJnDlz7t+/7+bmlpOTo6ur++DBAzs7u3nz5llbW69YsaKkpMTa2jo8PLytrc3ExMTExCQ5OZlhmG+++WbixIkQ5a85oG2Ljo6OaWlpJSUlOjo6o0eP1tfXLysrg816enqgixAC8udZLqITBikpKZk6deqGDRvq6uoIIUqlss+CdzzUCDUq0Tw+cpG72wAAIABJREFUB1qEL4mfn9+NGzcYhtmwYYOenh7Lsvr6+qmpqWZmZlAgKC0tzc7OzszM7PLly4sWLZLL5WFhYX5+frGxsU5OTq6urgkJCa2trTo6Ot7e3lZWVholLtG0iOHcPT09ERERS5cunTJlir+/PxhPGa5CJzj+lFzCP36WKysr582bt2bNGojXBTMiH6WoaeBpUY34HGgR3vaXL18WFhYSQl69ehUfH8+ybFlZ2aVLl7KyspRKZV5eXkxMTGZmZnp6enFx8e3bt+VyuUKhiIqKCggIqKury8/Pr6urE4lET548qa2tvX37dm9jhxpB06KDgwN4okH/bW9vd3d3nzRp0rJlyzBElqVyV2Bf2DgvL++nn35avnx5U1MT4boIgYA5rBEPPD4UPC2qEZ8DLcIrreRqVRLKpsZS4fho7oW9IASBNnDIuS60gw55GT7QnmgbG5uYmBhcDwsCgWDHjh3jxo27fPmySCQihHR3d4NqjPsWFRWNHz9+z549cL7QwRK9z5oWk/SFg6dFNeLzoUVYhvAoiECEdx7IDi1uyIwQcA+kABsDWUil0o6ODk3jCFpaxFIRGM7NcBnfzs7Oo0ePXrFiBfCmnOvtSwgpKiqaNGnSqlWr2traYHsl1/wXvfk8NAc8LaoRnwMtAp1BaSM62w9yLengJgyDwkgUCAKglU2o9DvkyecfCZoW7e3twbaIIREMlbNYUFBw+PDhf/zjHwcOHMAKmvX19b/99tumTZtwDWY69hd/y0O94GlRjfgcaBEUQBAM8S94HhgucRJERQxGUVBNuJFQsEhRn1FU6oWKtIhxORhCwb5d1yQxMXHBggVTp04NCgrKyMj45Zdf5s2bB9Wc0CFDXxbeDa1p0BxaxGcDgxMxjPFjbC/0W6ZpH+bPgRbBacBQ7RMJIahWq4TC9/n+q8RDicViTfM/9KlE48o+0d7e7uvr+/PPP//nf/7n9u3bIVeBjoxlKfA9CTQNmkOLLFdDgC7FQtdkGQQz4icZRtAoTiSfAS2yXI80kPtKS0sLCwtramqUSiW4laESUV1dXV5eXl1dnVQqLS0tzc3NlUgkra2tAoGguLi4sbFRIpEIBIKcnJzm5mY6ClpD8KG0iOsLCwvnzp07ZcqU4OBgkBaREKFUBMtFiWvao/mFQ3NokXkbIDHQH9dBjIm0qOBa1miUvvLJ0yLh3CxQIcLNze3o0aP79++vr68/f/68sbHxrVu3WltbHR0dzczMgoKCcnNzT5w4cfbs2StXrpw/f37fvn1BQUEvXrzw9/fftWuXj4/P8+fP2UEVdh1WfCgtwgccK+J4eHhMnDhx7dq1KSkpsAEYEGij6sicCI8BQnNokXACI/TDw+gFwhUwHdzDQ1ursPurhuAzoUW4T62trQEBAc7OzkeOHImPj9+6dSshpKys7NmzZ7a2th0dHZWVlfb29nZ2dmlpaebm5tHR0Z6enrGxsbW1tdHR0e7u7uHh4VCsX9OqLn4oLUJyCxgW4IErKyvbu3fvd999p6+vjzk8YCfSqDPlAdAcWsTPJwgfoEspuV4Cg/umslwbA4yZ1Siz1edAi4S7c7W1tXp6en5+fgcOHEhMTDxy5EhhYWF0dHRubq6RkVFGRkZ0dLS/v//Bgwfv3Llz6tSpqqqqgoICMzMzJyenzs7OV69eHT169Nq1a4TzWav3pGh8KC1CsSawMBBKQ4mIiFi5cuWkSZMuXLgA4Y1KruKspgnIXzg0ihbpODAEHSk86GFZKld6COY6RPgcaJHlktu7uroCAwNDQ0MDAgIKCgoyMzNtbGzi4uJEIlFMTIyrq2tycnJTU9PNmzd9fX2fP3+en58fFBR08eLF9PT0mpqay5cvX7hwoaCggGiYpYN8OC3SxiAQGzH5r7Oz89y5cxMmTFi7dm1RURG9y4icCo8BQXNoERXnpqYmf3///fv3e3t7Yxr+u2M2+nuo0LoN8se1a9cG2KV+ZPA50CI9B7FY3NzcjLE4eEpKpRIbkgmFQmhbwzBMTU1NY2Mj7F5VVTXAVtkjjw+lRfyV5YI0Wa5aBPxaWlq6efPmsWPHXrp0Ccspo2cQn3WMwODrjI0wNIcWMcpNKpVWVlYuXLjw2bNnQqHw6tWroaGhLS0tKSkpfn5+LS0tr1+/DgkJCQkJqa+vVygUERER169ff/XqVUZGRkhIyJ07dxobGxUKxYMHD3x8fEQiUXV1tZeXV1xc3IoVK7y9vdV4jir4fGjx88YgaPG9EIvFvr6+P/7449KlSzMyMtCIjqIlyxWYUKFUHiMAzaFFwikf8IHctWtXY2OjTCZbtWpVQUFBVFSUmZnZhQsX/P39z5w54+zsDBaqpqambdu2ZWdnp6en29jYeHp6xsfHOzk5Xbt2zc3NLT093dXVNTY2du/evV1dXTt37nz27Jl6z5EGT4ufBoacFlEkrKur2759+1dffWVkZIQ6NcTrYkAGyptDczI8BgDNoUVUokFd2LFjR21trVQq3bBhA8MwJSUlrq6uW7ZsCQgIcHNzu379ekpKirm5OSEkODjYw8MjKSnJwsIiJiamo6PD1NRUV1f30aNHEolky5YtCQkJbm5uhBAdHR3anqN28LT4aWA4pEWWSoWOiopasmTJmDFjvLy8ICoeeBMN6kqqizmPEYDm0CLd20cqla5cubKurk4oFK5Zs0ahUNy4ccPa2trf39/c3BwKPMfExBgaGioUisjIyMjISF1dXWtrawcHh+vXr7u4uNy4ccPJySkoKMjZ2fnu3buWlpaEEB0dnZs3b6rxHFXA0+KngeGQFsH8CuFjhBCJROLu7v7dd9+tXLkyLy8Pf8JojCE7GR4DgObQIuE+itBI7u7du2KxWCqVRkREdHd3NzY2BgUFJSYmJicnP3r0KD8/v6Ki4smTJwqF4vr16/Hx8RkZGSdOnDh27NidO3cqKirkcvmtW7du3LjR0tJSWlr66NEjpVKZmpoKzVQ1BDwtfhoYclpkuX4dsIBZPQUFBWvXrv3+++8vXrxI+2oI1wBraM6Hx/ugObRI1xDATyk+jVispPdeuBwQEJCdna2yHhc0LaOM8LT4qWA4lGgcAcgRS5B1d3dDXdtVq1bBgUgvRzauVFn40KN/zORHbEy1QHNoETRo+HZizp9KBSYgSuxChTlU0AS1q6sL96JV8t6l4zUEg6fF2bNnD+O8ePQPBwcHqKCDj9SQDKtSYaywsPDIkSPfffedoaEhZsVgq1+6ZBG8HnSqNUsBwztYqp8MRggTKtOG4Yr6gJMHCwmzVF8klur0DTxOv1rwK7ZDotdrVG7ZQKA5tKgyH/yX9PoI9f4m9bdGw79eg6fF8ePHV1dXv3nzprS0tLS0tKqqqpLHsKGioqKqqurNmzdFRUVHjx7F6txkqLvl0n4YhUIRHR2tpaU1bdo0Pz+/trY2QohcLheJRJii0NPTg0UtUUB4b94CNplB/yZWzJVKpaiaoQwL3Ao9iHGvd6SLsVS0JhTi1ChhZCDQNFr8ojB4WpwxY8bx48cPHz5sZGR09OhRAwMDQx7DAAMDA319fT09PUNDQ2NjYwMDA21t7aysLEJ9eIeKFlHcw3RXQohYLD579uxPP/20cuVKzG1ACREL+iqpfuqQcUgIaWpqevHixatXr3Jycl69epWfn5+VlQX0ilD06kRMy4OwBnm2t9BXWVmZk5OTmZmZnZ2dl5f37Nmz169fqwyuaTraQMDTohoxeFpMT09PTU2Nj49PS0tLSUlJSkpK4TFsSEpKSkxMTE1NffTo0dOnT6Fp39C+7TS9ovUH5az8/PzVq1f/8MMPnp6eeFCWiveG4hRoPm9qarKyslq6dOnGjRuNjIyA3w0NDTdu3Lh69Wo9Pb3jx49HR0c3NzfjBDBMEkYGmRHtU7RhvrCw8NKlS6ampgcPHlywYMGhQ4f09fUNDAx0dXWPHz++atWq7du3R0REMFyNXrR/DdW1GgHwtKhGDJ4WeagRaMIb8jqJNM+idAbSX1dXl4eHxzfffLN48eJHjx4RQsCOruKdrK2ttbKymjZt2rRp0wIDAzMyMgoKCnJzc1+9evXq1atHjx5dvnzZw8Nj165dK1asmD59+ubNm11dXVtaWuBAWKCF4RrOKLm2Za9evTI0NPzjjz9mz569Zs0afX19Dw+Pa9euwcg5OTlZWVn5+fmxsbEGBgY///zz0qVLg4OD4VxQW/9UwNOiGjF4WkSB4mOqUfIYCDBsEMVDbE2FOu+QHAhteaied3V1Ad/hIfLz83V0dEaNGnXw4EFIJ0cprLW11cDAYMqUKVpaWgEBAe9O/heLxfn5+VDPbcGCBRMnTnz69CnhGB8Oh1VbiouLdXV1p02btmHDhlu3bj18+PC9D+vz589tbW2//fbbhQsX3r17VwOjQN4NnhbViMHTosrHHDQdHkMOQmWY0BUcFFxTQ+UQtXimXbeEExXh0OgIxqOnpqbOnj37hx9+uHbtWmdnJ8uy9+/f/+GHH2bMmJGQkACiH6HebfgL82d7+YUbGxsNDAy+/fZbLy+v7u5u8naMZFZW1vz58+fOnZuamgqtFwB44hhWiR8PPHppaamdnd3YsWN3796dn5/f56wQrCZ92nGSPC2OPFheieYxcNCM1tPT4+npOXny5O3bt9va2o4bN87Ozo6mrQ8CwzDBwcHff//9hg0bampq8BA+Pj4TJkzYuXMnSKaEC+ghH8JiL1++XLNmzaRJkzIyMggVEqRSW0ijOjfwtKhG8LTI4wMgl8vB/If0UVZW9l//9V9/+ctf7t69OzhdnuVcIoSQ/Pz8hQsXzpw5MykpqaSkZNu2bV9//bWbmxu4mLB77UAOBLSCJsWmpqajR49+//33L168gA2QBFnKvTOI+Q8TeFpUI3ha5DFQAH1AtoNUKgUJ6/jx4+PHj4c4SqlUSjdf/KBhkb86Ozv19fVHjRo1atSoBQsWPHnyhHAKMq3dD3BkIHHc8fDhwz/88ENCQgJ5u6w0cpDmgKdFNYKnRR4fANryKJfLzc3Nv/rqq9TUVEKliA1uTIzZhsFv3Ljh4eEBXRuRiwmXljsQCkOrN8v5cBQKhUQiMTU1/fbbb2NjY2EzJE1W8+rm87SoLvC0yOMDgGmwcrlcV1f3+++/B37BDLxBjIm0BRKoioKMXZAI1f1jIAGb6CzCQHF0yBgbG//zn/+Mi4vDMZEZBzH/YQJPi2oET4s8PgAs1zPL29v773//O4TUYNu2QdMiOrsJJ7UBl2FGIEMVfwQafS8tslSeDEYdwQhyufz06dOzZs168+YNDjiImQ8reFpUI3ha5KEK2tCGqiVNHEVFRT/99NP169dxA4YqmjKII6KwSbtBaIWdHnmACc4qDmtkWziRjo6O+fPnOzo64sYoTqrMQV1BPHggnhZHGHjTy8rKeFr80oHyGl1ND8U0qVQKHVYJIdra2itWrBAKhRooZL0DcC7oFLp///7kyZNLSkoIZ4gEvRtSGDFfEK+JSvDmyMyWEOLv7w+0yPIYKcArIBAIzM3NQaV4L3ha/DyBhR5wGagQJSzQlENCQsaPHw81I3p6elhNsse9G1gWENhNJBItXrzYzMyMUK2Q0b6pYi3FUMeRmSrLsnDxCSG+vr5AiwyPEQGkCTAMU1lZaW5uXl5ePpBbxtPi5wmWUzPB7YsFmYEjQCEViUTTp0+3sbEhlFD5CQFlAaD41NTUcePGFRYWEo74gOhZLsCboZhxJE+W5cpKEkKgWQrhpcWRAuae5uXlmZiYYHLBu8HT4ucJfCxoX7BKbdrDhw/PnTu3p6cHP61qmuwgwXA1cfGk1qxZY2RkBL+iEs1Q6YMMVd8Mrs9IzpYQcuXKFQcHhxE7KA9EZWXliRMneNviFw2VHBKxWBwaGqqtrX3ixAl3d3c/P79bt2799NNPycnJhKPLT862iDRHOOkvKSnpf/7nf1JSUqKjox0dHc+dO7d582YTE5OcnBx6x5HvY8OyrEQiIYT4+/sfO3asvr6+lscIoq6uLi0tzdDQsLy8fCC3nqfFzxMsF/jCsuyLFy+WL1/+008/mZmZOTk5ubi4rFu3btKkSaampgxXM+lTLNVFqHgglqtra2xsPG3atGXLltnb21+8eNHFxWXFihUTJkxwcHBASWEgIUFDC2izRwi5c+fO119/vWDBgjlz5vzKY0QAl/qXX35ZvHhxQ0PDQO4XT4ufCYAmUK/ENadOnfrqq6927NiBPjjQLkUiEVasAW8AbZGhh2W52BpaJae3pFcyXIMXeg1DxTAyXJgObABrcPL04LhG5fOOUi2ajWABHSngWcIPg0KhuHnz5i+//DJz5kyI+iacLXXECpShMO7n52dpaQmJlTxGBhKJRCqVFhcXm5iYVFVVDeR+8bT4OYBlWeA47FRFCJFKpfb29v/3f/93+/btAY6DnjvkC4arCCmTyYRCIfh2QcCElBWRSAQvObz2KKKCFk+orsSwgB0RMK4bneMosSKzq5ShZKj2MgxXKg3OF0rh9b4seAr19fVHjx4dPXr0jRs3YOVIxiQh0V+9epW3LaoFb968MTU15W2LXxCAHTA0D5ZNTU3HjBkDnDhAjwrLRTiC/EjvIpfLoYqtRCLBXGnUDYEWIRYSOBHKOsCWUqkU2RAZELZHSZPhOmriGeG+CqorIW4P6+HEaRmZPhc6yxBWurm5ffXVVzdv3iSEQDOvQV3vDwZNi3w49wiD5bNcvkzAW4diFCHk0qVL//3f/w11H1Cweu84EokE2viBiyAsLOzmzZu3b99uamqCDYD46NFQZCNvp5TAr1iXm+USDWtrawMDA6ExFs1lsGVmZubLly8fPnyYkpLCciXCJBIJrZXDeiA7VKL7JDjcUsmV/iWEODk5ffPNN35+fiPpfOdpUY3gafHLhZIq6/3q1au//e1vkM8nkUgG/vKjBs2yrKenZ0RERFlZWVJSUmpqKsMw9+/fv3TpUnd3d25u7u3bt6Oioh4/fhwSElJaWlpTUxMVFeXn5/f69WtfX9+ysrLq6urHjx+LRKKkpCSFQnH37t2IiIjk5OTKysrQ0NDOzs6cnJyLFy82NzeLxeIHDx7cuXMnPz9///79dnZ2Dx48ePr0qVKpDA0NDQ4ObmlpyczMvHHjxvXr1xUKRX5+flBQUGRkJLZyVTFoAliqPiN5O+3nwoULU6ZMGaD1fUjA06IawdPilwt88ViWXb169a5duwhnrUMB8L0joIYrFovXr1/f3t4OP8lksujoaA8PjxcvXri4uDg4OLi6ut68edPExCQlJcXGxiYsLOzEiRP37983MDCIj4+HZlX29vaNjY0HDx6USqV//PFHfn7+kSNHEhISXFxcnjx5YmdnFxkZGRYWduHCBQ8PDysrq4sXL545cyYyMvLmzZtRUVGenp4PHjy4efOmp6enpaVlSEiIt7d3TEyMtbV1eHh4dHT0/9femYVFca17/7vZN+c5z77KOT5xZ8cx2Wo0RLMTiUM0GOdoNFExzrIdEBlkbFFmAQERZZ5tUEBAUcKMgIoyqhgRhGaeQQSEhp7prvVdvNY6RQOKQHeXsn4XPm1RXbWquvrf71rv1NLSggVxNGsR0T4lvByJEBIIBD///DOXy53E+//Oe0tkUVMQWZyiUIyyMTk5OfPmzQOPG/ZsjCVWS8EoviCTyX7//Xfo4iKXy3t6ei5duhQfH48Q0tPTMzc3T0tLu3Xrlru7e2Vlpbm5eUJCApfLvXv3rqenZ1FRkb29fXh4uJOTE5/P19PTGxwc3Llzp0QiOXLkSHp6+vnz52NiYgwMDBBCnZ2dd+/eDQsLW716dUBAgJ+fX0FBQVhYWEJCwokTJ8rLy6urq6E/an5+fmhoaGpqanZ2trW1tb+/f3V1tVgsBqtQPFLFXObyItwEoVAINrWrq6uuru5k3f93QmRRgxBZnKJQdHpZX1/fsmXLTE1NYTtYSeh9ct1wHnFgYODly5dzc3MzMzOhq5+jo2NiYqKrq6u5ufnt27djYmKcnZ3LysqOHj0aHR0dERGRnJzs4uJSUFDg7OwcHR198uTJuLi47du3KxSKDRs2IIT27t1769YtGxubnJwcDocTHx+fm5trbW0dEBDg4ODg4eEREBDg7e0dEBAQGxvr4+MTFhbm5+fn7u5++vTpgoICT09PLpf7/PnzvLy8Q4cO3bp1C9HSP2LFXCyLOHYHG4y1tbXa2trt7e2wJ44EGvuNei+ILGoQIotTFByCd+XKla+++mpgYGDcx0G090MgEERERCQmJhYUFCCERCJRZGQkl8uFhIGKiory8vK8vLyXL1+mpaXxeLwnT57U19cXFha2tLQ8fPiwqakpNjY2Ojo6ISFBLpffuHFDLpcnJSVVVlbeu3ePz+ffv3/f3d29u7v7+fPncXFxsbGxjx49+uuvv9LT0x8+fFhWViYQCGJiYsLCwpqbmwsLCxsbGwsLC6uqqrKysm7evBkdHd3a2ooQeq8OWdhfJJVK16xZc+nSJbyRWSZy0iGyqEGILE5R8PraiRMnvLy80ARKIYDrViwWM5OpR5yijh08kx3+p7fIkFLs5PBOWLBsimM23wlFh6ODy/7KlSunTp1CdDEhlYZ2E1nUIEQWpyjwwXd3d2/evBmMu3F8yWGCKRKJmDUZcXUmRKep4IpeOOpFLBZDgDf2bOD8GQVdmhvH8Uil0oGBAYFAAAGPOOISISQQCCBBBYd5Q8MWgUAglUrFYrFAIMDB5BAaCacDn9IYAzPx5dy7d2/nzp3M5VdiLX6UEFmc0vB4vLVr13Z1dY3mmX07FCN1jykTAoEAl97BMdUgTyB/zBhGeCESiQoLC5lblHbAxmxvb29OTg60SGUWRmQGfguFQqyeOOobrxUyBzzGa4QjFxYW/vHHH/X19Uj19SOILGoQIotTFPjg6+rq9PT0EO02GcdxsOkEdhl24Mrpgq9gxIHRBwbgs2fPeDxedXW1QqF4+fLl48ePGxsbW1tbf/nll4aGhq6urtbW1levXvX399fU1FAU9eLFi+LiYqFQ2NnZWVBQ8PTp0zNnzlRUVJSUlECsOD4vTnkGwZJKpTgXkCnZMIzhU+wRwWmLFEU1NjY6OjqCy55iVCdTBUQWNQiRxSkKmD/Z2dnbtm1DDA/M+4I79iFG+WilBDtYdoQ5rEgkWrt2LZfL3blzZ11dna+vr7u7u5ubW2Rk5IYNG1xcXJydnRMSEpydndPS0qytrRsaGjgczsWLF0NDQ318fNauXXv37t0zZ84cO3bs+PHjkKSMMwgVCgXk5+GuA7j5H5ZpGCe2W98JKDuIY3Nzs66ublFREaIXLlXqiYYXRBbVD5HFKY2rq6upqem4v9hYFLCLA8sTYiSNyBl1awQCwc6dOxFCx44dS0tLO3nyZGpqqqenZ3BwsKWlZW1tra6urre3908//WRlZRUfH8/lcsPCwhBC//nPf8zNzW/evCkSiTZu3Pjf//3f0DgBz6PxMh/YidSw2toUoycqGpuiwUGw7ovF4h07dkRFRSG6euMYUyTHAc6PvHLlioODgypOMRGUbiwa5gpjfiJoaDMcBSOPCFY2KJY1XySyOEWBL7y/v39cXNzYPbMTRyKR/PbbbyKR6ODBg/fv3z927Ni1a9dcXFxiY2Mhzea3336zsLCwsLBYtmxZZ2dnUlLSpUuXGhsbz5w5Y2dnFxUV9fr1awMDA11dXU9PT8TQYhUNGE+WQVLPnTsHsohoZVTRqRV0uYrQ0FBWWYt8Pv/JkycIIYlE8uLFC1jkRbT53NXVBcsp8FDhum349xL/MpWXl3d1dWEn2xjXNNQDkcWpC0VR3t7eBw4cQIxChKpGJpN5e3vLZLKAgICampri4mJfX9+rV682NTWFhIQ8ffo0MTExNDS0rKzMxsYGIcTn88PDw729vZ89e5aSkvLgwYP+/v6UlJRnz565uLj09PRgv7YqRksxABvnyJEjUE0HCyWlGrBVFRER4erqqoqrGx9tbW3a2tpFRUU9PT1OTk5gs0OlOISQg4NDZWUlxVjYxYEKODZWLpfz+fwLFy4UFxe/14KG2iCyOEWBr1xBQcHevXvRmJsvTwr9/f247g5CqLGxESwOoVDY29sL3xmZTPb69WsY0sDAADyaIpGIz+crFIqBgQG5XN7X1weZfPANVMVQsRpCLZ/u7u7du3fn5+cjRgsEFd037P5m29piQ0PDokWLXF1dq6urHRwceDzes2fPzpw54+bmVlBQsG7dOltbWy8vr5KSEmdn55qaGktLS4lE4uPjY2dnx+Vynz17tmLFisTEREdHx0uXLhkYGDx//pwaVyCE6iCyOEWBD766unr79u3gplDn4g4zSgavOonFYhyEiON4sCMInDZ45JB2wqy9qKKh4uVRhFBzc7OxsTGPx0O0z0p1k2h8ipCQEFatLfJ4PH19/evXr589e9bR0bG0tNTFxeX69euJiYkuLi7GxsYZGRl79+4NCwvbtm1bYGCgk5NTdnb26dOn+Xy+paWlg4PDsWPHRCKRk5PTJ5984uXlheOoNH1l/weRxSkKSFJra+u6desePXqEhgUMqvTU2FMMHl6YalF0gW4cg4092uDvZhbohuBEXOJbdV8qOd3GACFUUFBw4MABXCVIPURGRrJKFsvLy3fv3o0Q2rZt29atWysrKy0tLc3MzPz8/OLi4o4ePQqT6w0bNpibm2tpaaWlpT158sTa2hohZG1t7eDgYGlpiRCytLT89ttv4dJUZ++PDyKLUxe5XC4UCg8fPpyYmIhGSpVTHWD64fkv7kMAGgRrhWA5Athkw1opl8vFYjF2E6sohJCifaxgqMbGxq5ataqoqKiwsLC4uLigoCAvLw/+O7kUFBQUFBQUFhY+evTo7Nmz4FxiCdAmFCF09+5dPT29V69e5efn+/v7X716NSsry8fHJysrKzs7+8iRI7W1tbt27WpqahKLxV7mSqU/AAAgAElEQVReXpGRkeHh4enp6RcuXEAIhYWF5eTkGBoaNjU1wceq6Sv7P4gsTl3gQTxz5gy0fkYMFVB1CgdemMP/RUMduzi2hum7pIY2zMIvFGPLVxk3eFQcDmfFihWWlpaGhobGxsbGxsaGhoZGRkaGk83JkyfhFBYWFmvWrHFzc1Pd1b0vUqm0ra0NIURRVEdHB/xglJaW3r9/HyHU399fUlIiFosrKip6e3vr6upgiaa7uzsjI+PVq1dSqbS1tXVwcLCrq0ssFldXV7e3t6s0MH4cEFmcuoAYtbW1aWlpBQUFwUahUMjCtR5Ngf3CCCEej/f9998nJSVVV1fzaKqqqniqobKyksfj1dTUuLq6sspaVAKb0miU/j/MHdDQIiBYClUX/jk+iCxOXbD2RUdHL1y4sLq6GiEEk1bF0O5RUxnso7ezs/vtt9/UPwAul2tnZ6f+874FWAWGRQz50MaN2KiH2Qb+E44Aw39FQ5uUkbVFAivA1RwUCsW2bdv++OMPxHC8si2UTFPgtMWNGzfiQG71AHoRGhrKKpcLxSi3QdGx7sxYJXjBDMCk6AbcsAXXqcRR32z7ASayOEWBBxRnF1RUVEybNi00NBSN1I1vyoIXQC9evPjdd99BS4Z3RmJPCjgqiMvlOjk5afhGMABdo+hGuDjPEleNw3qHyyYx/8UPFbwXDe2fwRKILE5d8IMrEokQQiEhIdOnT8/MzESMx13TY2QFqamp06dPv3r1KqI7tapHFuH+c7lcVmW5IEaoOTDia6YfDMIG8D54qZGis05V6t8bB0QWpyj4Vx3iBOFptrS01NHRAa3ETV2mOKWlpZ9++inkmUDYkHrOiz0VbJtEI4Zq3Lp1q7e3V6FQvH79Ojs7u7u7GyH04sULSASSy+XZ2dl5eXnwljt37iQnJ4vF4tbW1piYGNgHfpLVmWQ1FsYvi8xfDIqxxEBQBUoRDBRjfWfca9UUo/AJvO7p6VmwYMFo4SD49x9+4T8C3YRvI/5CMm8I/NvS0qKlpbV//36YA6rTLYBPx7YKOnCXHj586ODgwOVyg4ODRSKRv7+/r6+vv79/aWnppUuXLl26lJubGxsby+VyuVxuSkpKTk6Ol5dXdnZ2bm6ul5dXTEzMnTt32tvb8XSb+jisRQijFYvFkKCqCa2YKuA1aZzxprSkPYkPxM2bNz/99NOzZ8+GhYU1NTVBO1ChUAhJJoi2YuC/H7osSqXSvr4+hBD0R4WmC0KhsK+v7/Hjx56enjo6Oj///DPsg5fM1DM2+HAR+3KiEUJyubyurs7Ozu7QoUOOjo6VlZUcDqe+vr6+vv7q1at+fn49PT0vXrw4cuSIg4ODlZWVra3tkydPTExMoqKiIFnQw8MjISGhr68PgvMhi0nTl/V/UOOWRQhMZ1aNVxBUA26EAv/FXxg5zaR4jRW0+R8bG2tnZ7dlyxYtLS1dXV0vLy83Nzd7e3tLS8uamhpEf2M/AmsRjJSqqioOh+Pm5ubk5OTm5nb+/Hltbe3Fixfr6el5eHhUVlbCnREKheo0atgsiwihtLQ0BweH4ODgU6dOlZaWOjk55efn5+fn+/n5eXp6Pnv27P79+w4ODjdu3EhPT799+7ZAIHjy5Mnly5f9/f2bmppyc3OhYy1CSCgUUhOY9KiC8csiXAmszTNLwxMmHUQXlEa0m1ihUOAfJDR5GcHYLBUIBCKRqLS0NCQk5OLFiyEhIRERERs3bty6dSvEeyvYVyNvHMAlbNiwYcuWLaGhoUFBQX5+foGBgXFxcZ2dncyMNJlMBv1h1Jk5TrFSFuGHubq62snJ6dq1a+fPn5fJZNevX7ezs7tx44ZMJoMfmJqamoKCAltb28uXL3d3d1dUVLi7u585cyYnJyc1NdXW1tbFxaW3t5eiF4g+EmuRoEHwdwbnC0/8mAq6IgN8/4fv0NDQsHTpUn9/f0RH86m0I6gakMvloaGhs2bNampqYm7H9xMHLULoMqXG9S/WyiIampqJGIkrAN4H95LFW0D78D7g1sd9HNnD+GXR3t7e1NTU2NjYzMzMyMjIyMjIhKAaIPf21KlTJ0+eNDMzc3FxgS5L2GSbFFnEeQgymQxKh+KwW/xkR0VF/fOf/4SKOyyMwn1f6uvrtbS0wsPDEV1REZeooOiGBBRFiUQiXMmCWIsAXs9BCMHTArW4ma11KDqhBcojURTF5/NhNwVdxVIgEFAqbhY2DsYvi//7v//r6+t78eJFDw8PNzc3T3VxkUbp9Yj7jPjXse/DBry8vC5evHjhwgUYpKur65YtW7KzsxGjV+ekyBPusww2IH5SFQz3jkQiMTAw+Oqrr2pra6nxdsViD/r6+hs3boS1LYpeHIe5M65BieM3cf0e9YyNtbJI0XWPFHSfW4VCIRKJFAoFuOZwLTjYXygUwl+VeuSC8YgV8yORxZUrV6pwXITRcXd3v3PnDhoapjPxwyqGlpse7bBCofDHH3+ETEEF3VQP10Mch0Az10+xs1vByBhD48q3YU7o0NApHpwlPT192rRpJSUliF66xWfBI6GGludRp3WMPWDh4eFsk8XheVB4yXvEP6Ghj5PSp8k2TUT0Bw2yCF0Z3skbWdTW1sab1HlVzL692AnO3AF7JBQKhUAgGNFLq2C04GFOB1gLfnQGBwcdHBywtajmYcPjUlNT8+mnn0JLE/xZgCyOYzwUo6AAttRg6ooTy8Y3Wor2CuIvKgSTIYR6enq+//57W1tbRC9+se0ZwB9uREQEq+IWpwIUXTPJ2tq6paVlLG/RsCxSjHbAozVmgvHgtjvDh6egg+8oioJDqWHkEwF/SWQymQZlEX5IEEJ+fn7/+Mc/oMQeCArUjh2ftYi7YoIa4sqyMFlj5o29L8xFK7wyKBQKjY2Nf/zxx97eXsS+zDMAP9jh4eFQ9pUiMXBqAatKbW2tlZWVkjtuNDQvi/C1YUaoKO0AMaJ4FWNE6cS+1A8iLJkNsgiapaCtKjMzs7lz596+fRsx+hBMZDy4sgD+vAQCAbOVyjgGDC/wE48QEovFR44cmTVr1oMHDxBdRkjVnQ/GB4yfbQ1RP3ooOoiytraWw+GAe/OdaFgWESPBZsRJNKJDAWCaDC+UdoBvAsgixT5H2HDYIIsIIQVjXUIkEjk4OEyfPh2W58Csm+B4FHQicHp6Oq7iNT6fEp59K+gVFdh+5MiRhQsXPnz4ENHPLQQk4SKALEExrIIOyx/Rjwl4Wurq6jgcTkNDw1jeomFZFAgE+DUue6m0D/PHHxaqlHZg9pNDH8IDxwZZpOhSo8w4FX19/fnz58NEA5eceF9g4ozNdhsbmy+++GLWrFl79uyBYKCJjJlpw3p6en7yySePHz9GCMGFUHQgzmjRmpoCf7hhYWFsK0M7RWhsbORwOO/nidagy6Wqqur48eP37t3Dj87w0kYZGRn37t27cuVKUVGR0ghBLsvLy2/cuNHT0+Pu7j78ErBxQbGjGBwbZBHRZjizboJQKNy6devChQvBOT6+Y0IZFYTQ06dPdXR05s6dm5aWVlRUpKurO2fOHG9v7/EdVumpcHFx+a//+i+Y9eO8VYr2n+JkrfFdxaSDbeSEhISZM2euX79+LUFdrFu3bv369cuWLdu0adPLly/H8nlpfhIdGRl59OhROzs7uVxeW1ublJTk5+fX3NxcXV0dFRUVFxdXU1PD5XIjIiKio6OfP3/e09PD5XLv3bs3MDDw4MGD8PDw8vLy69evr1ixoqysLCgoSCQSRUdHx8TE9Pb2NjQ0XL9+PS4urry8XCQSXblyJSQkBML01HmNSrBEFhEj8AWfnc/nm5mZzZ49Oy8vD1dVYOaDgkMZN/mD0F/YAccJiESioKCgOXPm6OrqwrSFoqiBgYGQkJDPPvvs119/xXESeE0ZRxFiXwTEEmMzEO/f2tp6/vz5Tz/9NDk5GdFzBbzD8BdsAA9GKBSWlpYWEdTO48eP6+rqxmgVaVgWFQqFmZlZfHz8zp07Ozo6bt++bWpqWl1d7ejo6OXlZWhoWFlZaW9v7+bm9ueffzo5OaWlpfn7+8fExISGhmZlZVlYWPj7+zs5OUVHR5uZmXV3d5ubm/v5+SUnJ0dERISHhyckJBgYGDx69MjCwiItLc3Ozi47O/v58+eaDV1mjywqjQpui1gsNjAw+P7771euXBkREVFVVUXRwQAgguBNxuVFmGuFYrH4yZMnO3bs+PLLL0NDQ/EB8VS9rKxs69ats2bN8vDw6OzshHdhnxteX4bFYqj3A/uIRCIo3DJ//vzly5dDHVnsfmGVCBI+dDQsi3V1dbt377527ZqlpWVwcHBycnJISAhC6OTJk1ZWVpCxa21tbW5unp6efvr06atXr9rY2NTX10ulUh6Pd/ny5cOHD587d+769eu2trb9/f1GRkb6+vp//fVXRUWFo6NjWFiYm5tbY2PjiRMnXr16FRAQ4O3tnZubq9mpNGtlUSqVQqICQkggEJw+fXr58uXLli3jcDjPnj0b7V3wgsfjxcfHHzp0aM2aNdu2bYMlP0QHCcDkGpRULpf7+/tra2vv2rXr7Nmz2dnZ0D8A0cqrdIqXL1/euHHj0KFD//rXv7Zt23b37l2wHyGvUaFQ4MwWldwXwtRDw7JobW0dHx+PEGprazt+/HhQUJCRkdGNGzdsbW39/PwMDQ0TExNtbGwcHR3BHrxx40ZAQMD58+cjIiJu375tZGQUFRV14sSJ6Ojoo0ePlpWV7d+/n8vlQprdtWvXgoKC7O3t6+vr9+3b19fXd/v2bVdXV0dHR2ItDgc7jpkhAUKhMCYmZvXq1dra2mZmZqmpqY8ePSouLs7Ly2ttbUUI9ff3JyYm6unprV+/ftWqVXp6eomJiVDYGZQLggdA7HCsFUKorKzMx8dny5Yt69at+/XXX+3s7AoLC2EkJSUl9+/fLy4uLisr+/PPP3/66adly5bp6+vfvXsXdsAzdzzsyUqaJBCQxmUxOTm5o6NDKpXy+fynT59evnzZxMQkPj6+trY2NjZ29+7dSUlJz549gwa+eXl5bW1t7e3tUVFROTk5Uqk0OTn5zp07qampDQ0Nf/75Z01NzZ07d6RSaXp6elxcXEdHB4/He/jwYVdXV1ZW1qtXr6KiohISEng8ntoucETYKYuI0T4QFvjwj0dfX9/169e3b9++f/9+a2trExOTPXv2/PDDD8eOHdu8efPXX39tZGQUHx/PTCHAUQHMgmk4hQZfqVQqLSoqunz58q5du7S0tPbs2aOrq7t69WroZ29iYrJ582YDA4Py8nLYH0+Z4V+wFhH7ohQJHzSad7kguqAWQig/Px+6MiGE7ty5c/PmTaU9mU8/c7Y1vKU3GpbIiffXeK8J1soijuLG4igWi/F96+3tra2tLSsr4/F4+/fv19bWvnr16tWrVyFsEIDYUtAsKPWKC1LhWG4QNVyaBd44MDCQkZERFBQUERGRk5NTU1PD4/GeP39eUVEBO1B0FT/mKeCjlEqlpOMrYRLRfJYLRQfNQFC3QCDAFY1gqR6X24KnHyc+gzkD3zQ8+8NFVWGyhlu7wQGxPpJJ9HAUdIUF+BdkC1tnzNXYe/fuzZkzJycnB28Ri8V4Jgt+GIgcxMqFXd5M7woUwUXveuRgRZKic28A/FOKS4Rp/EeF8NHACmvxLeC4EOaWEV8rbaGGVv545xvVCTtlEQ29aXgqjSUJ0XWtt2zZYmNjo/QWpcG/xR7HezI9yKNd/mifPt6u8ZtG+Phguyx+lLBWFpWg6IRLxEi/c3NzW7Ro0YsXLxB5VAgfKUQWNcCHIotyBjD5bWpq+uabbxISEhDDhaLpYRIIkwyRRQ3wocgiXlXEDg1DQ8PNmzcPDAxQjDqYmh0kgTDpEFnUAB+KLKKhpbpSU1OnTZsGJbwourOHpgdIIEw+RBY1wAcki7hGQ09Pz4oVK6ytrRFCuMXHR9AYi0AYjsplkVJXAUToBayKI0skkoGBgUk8IGtlcbg3GRfXcXV1Xb58Oa6ALWf0hNPMWAkElaFaWZRIJElJSUVFRbg92GQdmYlcLs/JyfH19Y2Kinr9+vVkfVdhZY3P50dERISEhIyWFDwO2CmL+AdMQXfawkuH1dXVCxYsgCpezP01NFICQbWoVhafPn36xx9/cLlcxIjwmHTEYvG1a9d6eno8PDxu3bo1WfoC+R5VVVWJiYlBQUFnzpyZ+DEBdsoiGtoiAm/s6+vbunXr4cOH2TBCAkENqFAWKYpqamqysbG5cuUKGlpcVhXIZDJ7e/ucnBxmuemJgKs9Dw4OGhkZwVVMCqyVRTQ0DBtep6amzp49G/KdyUoiYSqg8rXFa9euhYaGItX3qIyMjAwODmbmmU0QcClA1b979+5ZWFjAytrEYacsMs15/NPS3Ny8fPlye3t7RDSRMGVQrbWoUCh8fX2hhKJKZTExMfHs2bN9fX3YSTophx0cHCwvLw8ICOjt7dXT08NlAScIO2UR0R89GMjw+ty5cytXruzp6cE/EpodIYGgBlRrLQ4ODhYUFJSWlqpUEymKCg8PP3fuXHBwMNQln5RzSaXS3t5eoVB448YNHx+fsrKyyVJb9ssi/Dc1NXXGjBmQ0wKVHTQ+QgJBDah8Eo0bdKjO5QJFSaVSaX9/P25GPPHDMmu0MDsUThx2yiKOxcEf2e7duw0NDREdvUhMRcIUgYRzawDWyiJuoYcQio2N/eyzz6D+KwSEkgeDMEUgsqgB2CmLFEVJpVKBQEBRVHt7+7/+9S8PDw+EkFgspoY2aCYQPm6ILGoAdsoiYrQz5nA4Gzdu5PP5g4ODUApbIBCQfimEKQKRRQ3AWlkEHj58OG3atNzcXEQH5cD8WnV5SgQCqyCyqAFYK4uDg4O9vb3a2tpWVlZ4SNBagKK79xEIHz1EFjUAa2URIeTl5bVkyRJodsrssYfLdBMIHz3jl0WKLkSKRmq48faD4DBGiu6dhFvNjXgWfExmuI/S0fAWfOSxRwUpnQVX0xq+m1JbQfzG95pdskoWmUE5ra2tWlpa0Lkbrgj3Yla6yQTCR8z4ZRGKNoMFgZvzMUuTjngc3LsSh4NAXgpU7hse9a1QKIRCIfSik8lkIpFI6YAU3Z0Of4ERnbcHrQShEeCIgovLIsAA5HK5WCxGtE92+ODxdtyPELoJQqPBsc8xWSKL8BFAq2WI/Tx06NDGjRuxUBIRJExNJmQtgo8SIt2YotDY2NjY2Dj8OIODg9B3mMfj8fl8RBt6uOPlaLIIpwDJE4vFdXV1QqFQaTC4dllra2t7eztsl9EMHzyMGU7NFLXOzs6WlpbhIkXRDTnLysrwRsiHw81Xx3LfEJtkEf8qIISSk5NnzZoFTZ/hthAHC2FqMiFZBGXBWSWDg4OJiYm6urpaWlrR0dHD34K/aXZ2dsuWLQsKCoLyrlDQdMQm6EwjsaSkxNzcfOXKlebm5j09PYhuT4znyzATzMrKWrFixaFDh16+fAmj6uvrG65xuFEJNot4PJ69vf13330XGRk5oiyCgK5bt27t2rV2dnb3799HDDkbe/tpNsgiVkN43dXVtXTpUnNzc0RfKVjoahsPgcAeJupyATMNajXv27dv4cKFRkZGd+/ebWtrG25rgCxSFNXQ0ODj47NkyZKNGze+evUK0eUJwPxUehe8hcvlzp07d+/evbGxsdXV1UpN6WDKDF/m3t7e1NTU1atXf/XVV/n5+QihESfRIOi47H5UVNSCBQs2bdoUFxfX0dEx3G7F1vFff/3l7++/b9++L7/80traWiwWg4KMcR0TsUMW0dCSEB4eHqtXr+7u7kYIDQwMwE8dkUXC1GRC1qJUKhWLxfDt0tfXnz9//qNHj/DK1IhrbSAuYNbV1NTo6Ojs2rULVgDBWhxRWdrb27W1tb28vJjVCrDtiae3THttYGDg6NGjX3zxRXV19Yjjl0ql2M6tqalZuHChp6cnTO1Huw8wo4cXAwMDt2/fnj59OpRNG+16R7t1LJFFuF08Hu/rr78GA18mkzE7oKpzPAQCS5iQLMLXZnBw0M/Pb/bs2RAAjOgp6mgrethmRAiVlJQsWLDAxsYGFumG+39BLJycnHR0dGDGDXXDwETF02eEEEgqRVFCoRAcQYODg9u3b1+3bh1T7JgjAU2USqV79+7duHEj+FvwauNoXhqpVIrVOTAwcNmyZa2trXiFdIy3jg2yiE+3d+/eXbt29fX1gQdmkIZYi4SpyRtZXL58+bgPIRaLd+7cGR4ejhiRbiOWscELeUzduX379i+//PL2Uobbt2+/fv06YlTMpugSWNRIgTLY0nn16tWiRYvy8vLecvCurq758+c/ffoU0S51mFyPuDMWCxD9169fb9u2DSJaxsf58+fVJotwfKXPJSMj45NPPoHLxxY0/tVR6XgIBHbyRhYXLVp079691NTUzMzMnJyczMzMO+8iKyvr3r17WVlZ8fHxenp6PB4PDoVNsOGyiB0jOPwQIdTZ2Xn8+PGoqKj09PQRz5uVlbVu3bq6urqxCwezZurZs2c5HE52djbzmBkZGenp6RkZGVlZWUFBQXv37sUjfHuA0XDc3d1tbGyysrIyMjLeedPu3LmTnp7OfH3kyJG7d+8itciiTCaD5VEweBFCbW1tixcvdnV1RaT4NoFA80YWZ8yYYWNjY2hoaGlpeerUKXNzc7O3Ym5ubmpqamBgYGlpqaent3XrVryER9GBhKOdUsmQrK+vP3DgwMGDBy0tLU1MTJROZGFhYWFhoaWlVVtbC/uP5dsLU3gQOA6Hs3btWmtra+ZhTU1NDQ0NraysrK2td+zY8dtvv6Gh3WbG6HCQyWTOzs6bNm2ysrIay30zMzMzMTExNTW1sLAwMjIyMTFZs2aNkkdbRVB05AAOFEUIcTicH3/8cWBgYMQVDAJhavJGFpcuXdre3t7a2trY2NjQ0NDc3NzyLpqbm+vr69va2h49enTs2DGYhSmG8vZzgwq0trYeP378/v37HR0dzc3NSqdubW1ta2v79ddfwRodo3Yww4aMjY0jIyPb29uVDtvQ0NDU1NTe3p6bm7tjxw7EaBVPjRRBOdoleHl5Xbp0qa2trbm5ubW19Z33DW4yXCmPxzt79mxOTs7YL23c4OVU7O5/+vTp//zP/2RlZSH6h0R1ZycQPiDeyOKyZcvGfQiZTPb7779DcQEsiCMGA1OMHDssW1FRUatWrerv73/LKXbu3Am1/yQSyVjco1iUW1paFi9eXFBQ8Jade3p6lixZAtqE10bHKIsikeinn35KS0t7554jQlGUs7OzetYWYa0QEpNAAdevX29gYIAQEolEsKqourMTCB8Qb2Txhx9+gBdKHt63gPP8KIrKzMz8+uuvIUGC+acRYWpiV1fXv//9b09PT0THi+DcWwB2u3LlysqVK6Ee6liuCs8HDQ0N169fD7HfSofFMgTRRbq6ujgrcezWYlhY2L///e/u7m6Ys7/zpmGjDO6PRCJxcnJSjyxi5zIMIDo6et68eU1NTQghCDtVShwiEKYsQwJ0wAU5xskUhKrAW4RC4cGDB3ft2oX/OqKsYDHCssXhcHR0dPr6+hBCsOA14ru6u7sXL16cmpr6Xtf24MGD6dOnl5SUjLYDNipLS0sXL1785MkTpe1vRyKRfP/99wEBAeg9s+XwbF0oFKrNWqTo1G+EUGdn56JFi1xcXBBjLZi4XAgEYIgsMuvTvBN4Ixa4ly9fLliw4ODBg5cvX4ZW68PllZnaXFhYqK+vP3fuXFjbwrFySgNAtI/Fyclp/vz5Z8+effbsGWxhRufAMLAR2tnZ6e7uPmPGDGtra0RnuYxou2H5Pnbs2PLly318fJqbm9FIbmiKUb/n8ePHFy5c2LZt2+rVq2H6zzzaO2Hmdzs6OqpNFhHdDuzw4cMbNmzACxqIodQEAmEy6y1mZmZaWlquX7/+m2++uXPnzmgBOhRFRUREzJgxY+fOnbdu3cJKMdphwRDr7u728/PbvHnzkiVLnJ2dcd0XkELYB4SyuLhYR0dn8eLFXl5er1+/HmOUdV1dnaur66pVq1asWJGamjriTQDV27t377Jly37//XcXF5fCwkJE/wCwP8sFTMW8vLw5c+bAyAkEwnAmvwxtW1tbSkpKXV3diJNxUK4nT54kJSXhrBKc/DfiASECEf7K5/OzsrIePXoklUpFIhFei8SrZnK5vKmpKS0traGhAd7+Xp6Eurq6pKSk6urqEa1FWDRITk6+f/8+pHIjOluO+hAq6MCt2Lx5s5GRkUpPRCB80KiqOveIa5QUo3ItgNcToebYiMtzUEFHKUuXor0izNJhSr2MKYoCL81YrkhpNxBcpR3ANcHciN3uIyYLvvNc6pRFuDNhYWEzZsyA2HjVnYtA+KCZTFnESWPQ/WO0AB2w8nDNV3gXXuFSOjvOI4Qji0QiPOnGi3Q44Q/sNaFQCOYnrhAzFoMRdBzeMqL/QaFQQB0zPp9PUVR/fz8eG1bzMXotNGUt1tbWfvnll0FBQSo9C4HwoTOZsghBhQq6juFwjYDlP4ibg7hi2BMqL4xW4Bp0Dd4FaohLkOGhgqjhgrjYSMRvGcv4ITcOt3Ma/i5QRrFYLBAI4Iwg8XgAbJZFgUDwn//8Z/fu3TDm9zJvCYQpxWTKIqz3YQkbbTecaIFNM8RoAzCiGME+ILt4+owlWMEoSoYn7/hdY5QbEDUQvtFCbWAfvBgKE2qKLqsz9pIzGpHFmJiYxYsXQ6Ai3C4iiwTCiEymLOLCMzjOZsTdmLEg1NDKNyNKw4jHYTqvsYQxtQy/a4xyw5RCapSCshSj+xXFaKTFfOM7T4TUIoswKrwSWlFR8dVXX0HYPGLUA56s0xEIHxOkIaoGUI+1SFGUSCSCfg+nT59es2ZNb28vXsklnzKBMBpEFjWAemQR548nJydPnz4dh83jlYdJPBeB8DFBZFEDqM1aRAhJJJJNmz8xjx4AAA/9SURBVDbZ29sjhGDZlKLb70ziuQiEjwkiixpADbKIa1IEBQV9/fXX9fX1iM7UJKUVCYS3Q2RRA6hBFsE53tbW9sUXX0A/CSyF8IK4XAiE0SCyqAHUFqBz+PDhn3/+WSAQYAc6s4gR+aAJhBFhryziwmXwTYbQH1wLBzwGOH5bKYwRMSJ4mKUicKi5Zq9RRbII0ZT4IPHx8bNmzXrx4gVihC4RHzSB8E5YJ4sDAwN8Pr+rqwtqx8J4cANSXI6BWVpicHCwv7+fosO8sQTgOEqcvoITYDS7uKYKWcSZP1BNtqur67vvvjt37hx6nx4MBAIBsU0WoT7Nnj17jh49WlhYKBKJOjo6oO/zy5cvIVmwt7e3paUFwvH6+vqamppA8vr7+zs7OyEkRSQStbW1SSQSuVze1dXV1tYWFBRUWFhIURTOONTUNSIVyCJY1mKxGGcNOTg4fPPNN729vfjIRBYJhDHCLllECMnlcktLy8jISIVCERgY6OTkVFlZGR8fz+Vy09PTm5qazp8/HxMTk5iY2NvbGxoa6u3tXVpa+uLFC2dn55iYmPT09L6+voSEBF9f3wcPHpSVlZmYmCQlJW3cuDEsLAyfQrNRe5Mui1j44Fehqqpq5syZSUlJCCH8M0BkkUAYI6yTRYTQ6dOnY2NjEUJHjx5NSEjo7OzkcDi2trYWFhZJSUl//PFHZ2fn3r178/PzT506lZKSUlFRkZmZuW/fvtevX3M4HC6X6+Dg0NXVdebMmQsXLpiamkokEnt7+/LycorupqLZLneqkEW8qsDn8/fu3bt79268/X3rnhEIUxw2yqKtrW10dDRCyMDAoKCgoK2tLTQ01M7OztzcPCUlxcjISCQS7d69+/Xr1xkZGTExMdHR0Tdv3nRwcEAIeXh4nDhxIjg4GCEEba8vX76MELK0tHzx4gVFN3jSLKpzuSCEkpKSZs+e/fjxY0TbxWNvDUYgEBA7ZZHD4cTExCCETpw4UVRU1NraamBgEB4erq+vz+VyT548KRQKf//9976+vmvXrtna2rq7uycnJ//yyy8RERHW1tYlJSVWVlYeHh4XL1709fW1s7NDCDk4OISGhuLJ5kc2iUZ0NGJdXd2iRYvc3d0Ro4UhlDfX+MdKIHwosFEWW1pawA3d0NAADaRqampqamqqqqpev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<br />
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">Gambar
1.5 Arsitektur Sederhana</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Pada
gambar 1.5 terlihat ada tiga komputer yang terhubung ke suatu jaringan. Tiap
komputer mengandung software pada akses jaringan (network access ) dan
transport layer dan software pada application layer untuk satu atau lebih
aplikasi. Dalam hal ini perlu dua level pengalamatan. Tiap komputer pada
jaringan harus mempunyai address (alamat) sendiri agar jaringan dapat mengirim
data ke komputer yang diinginkan. Tiap aplikasi pada komputer harus mempunyai
alamat yang khusus pada komputer tersebut agar transport layer dapat mengirim
data ke aplikasi yang diminta. Pengalamatan-pengalamatan ini dikenal sebagai
service access points (SAPs), yang mengandung arti bahwa tiap aplikasi
mengakses sendiri service dari transport layer.<span style="mso-spacerun: yes;">
</span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Pada
gambar 1.6 menunjukkan cara modul pada level yang sama pada komputer yang</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span lang="IN" style="font-size: 12.0pt; line-height: 150%;">berbeda
berkomunikasi satu sama lain dengan memakai protokol. Protokol adalah</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span lang="IN" style="font-size: 12.0pt; line-height: 150%;">sekumpulan
aturan (format, control code, prosedur) yang menunjukkan dua entity</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span lang="IN" style="font-size: 12.0pt; line-height: 150%;">bekerja
sama menukar data.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
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" 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<span lang="IN">Gambar
1.6 Protokol Komunikasi</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Pada
gambar 1.7 menunjukkan bagaimana untuk mengontrol operasi ini, kontrol
informasi, sebagai data yang harus ditransmisikan. Aplikasi yang terdiri dari
satu blok data dikirim ke transport layer. Pada transport layer, blok ini akan
dipecah ke dalam dua bagian yang lebih kecil yang terdiri dari transport header
(mengandung protokol informasi) dan data apllikasi. Kombinasi ini dikenal
sebagai protocol data unit (PDU). Dalam kasus ini, hal tersebut dinyatakan
sebagai transport PDU. Header ini mengandung kontrol informasi untuk digunakan
oleh peer transport protocol pada komputer lain.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span lang="IN" style="font-size: 12.0pt; line-height: 150%;">contoh
hal yang mungkin termasuk dalam header ini:<span style="mso-spacerun: yes;">
</span></span></div>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">destination SAP : transport layer tujuan harus tahu kepada siapa
data dikirim ketika menerima transport PDU </span></li>
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">sequence number : suatu transport protocol mengirim serangkaian
PDU,sekaligus menomorinya sehingga jika mereka tiba di luar
permintaaan,transport entity tujuan akan meminta ulang mereka </span></li>
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">error-detection code : pengiriman transport entity dapat termasuk
suatu kode yang berfungsi sebagai pengingat dari PDU. Penerima transport
protocol menerima kalkulasi yang sama dan membandingkan hasilnya dengan
kode yang masuk. Ketidaksesuaian hasil bila terjadi error dalam transmisi.
Dalam kasus ini, receiver dapat membuang PDU itu dan mengambil tindakan
koreksi. </span></li>
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<span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Berikutnya
melangkah ke network layer, dimana data dari transport layer ditambahkan suatu
network access header oleh network access protocol, menghasilkan suatu network
access PDU. Contoh hal yang mungkin termasuk dalam header ini :<span style="mso-spacerun: yes;"> </span></span></div>
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<br /></div>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">destination computer address : jaringan harus tahu untuk siapa
(komputer mana pada jaringan ) data dikirim. </span></li>
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">facilities request network access protocol : mungkin menginginkan
jaringan dipakai untuk fasilitas-fasilitas tertentu seperti prioritas. </span></li>
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<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="IN" style="font-size: 12.0pt; line-height: 115%;">Proses-proses diatas diperlihatkan
pada gambar 1.8.<span style="mso-spacerun: yes;"> </span></span></div>
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<br /></div>
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<br /></div>
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<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Gambar 1.8. Operasi Dari
Suatu Arsitektur Komunikasi</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Model OSI</span></b></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Gambar
1.9 memperlihatkan kons ep dari model OSI (open system interconnection). Model
ini di bentuk oleh organisasi standar international sebagai model untuk
arsitektur komunikasi komputer dan sebagai framework untuk pembentukan protokol
standar.<span style="mso-spacerun: yes;"> </span></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Layer-layer
pada model OSI :<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Physical layer , berhubungan dengan transmisi dari aliran bit yang
tidak terstruktur melalui medium fisik; berhubungan dengan karakteristik
mekanikal, elektrikal, fungsional, dan prosedural untuk akses pada medium
fisik. </span></li>
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Data link layer , menyediakan transfer informasi yang lebih reliable
melalui link fisik; mengirim blok-blok data (frame-frame) dengan keperluan
synchronisasi, error control, dan flow control. </span></li>
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Network layer, menyediakan layanan pada layer diatas dari transmisi
data dan teknologi switching yang dipakai untuk hubungan sistem; tanggung
jawab untuk mewujudkan, mengutamakan dan memutuskan koneksi-koneksi. </span></li>
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Transport layer , menyediakan transfer data secara transparan antara
akhir point; menyediakan end to end pemulihan error dan flow control. </span></li>
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Session layer , menyediakan struktur kontrol untuk komunikasi antara
aplikasi; mewujudkan, menata dan memutuskan koneksi (session) antara
aplikasi bersama. </span></li>
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Presentation layer, menyediakan proses aplikasi dari perbedaan dalam
perwakilan data (syntax). </span></li>
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Application layer, menyediakan akses ke lingkungan OSI untuk pemakai
dan juga menyediakan distribusi service informasi. </span></li>
</ul>
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<br /></div>
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<span lang="IN" style="font-size: 12.0pt; line-height: 115%;">Gambar 1.9 Model OSI</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 14.0pt; line-height: 115%;">ORGANISASI PEMBENTUK STANDAR</span></b></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Sudah
lama diterima dalam industri komunikasi bahwa standar diperlukan untuk
membentuk fisik, elektrikal, dan prosedur karakteristik peralatan komunikasi.
Ada sejumlah manfaat dan kerugian dalam proses pembentukan standar.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Manfaat
standar, antara lain :<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
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<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l1 level1 lfo1; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Standar meyakinkan bahwa akan ada pasar yang besar untuk peralatan
atau sofware khusus. </span></li>
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l1 level1 lfo1; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Memberikan pembeli lebih fleksibel dalam pemilihan dan pemakaian
peralatan.<span style="mso-spacerun: yes;"> </span></span></li>
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<span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Kerugiannya,
antara lain:<span style="mso-spacerun: yes;"> </span></span></div>
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<br /></div>
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<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo2; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Standar condong untuk membekukan teknologi. </span></li>
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo2; tab-stops: list .5in; text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="font-size: 12.0pt; line-height: 150%;">Adanya beberapa standar untuk hal yang sama sehingga timbul berbagai
macam konflik mengenai standar. </span></li>
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<span style="mso-ansi-language: EN-US;"></span></div>harisamthttp://www.blogger.com/profile/16356797918536550245noreply@blogger.com0tag:blogger.com,1999:blog-4775222027612200711.post-25650540410785382332012-04-15T02:09:00.000-07:002012-04-15T02:09:29.952-07:00Data analog dan Data digitalData Analog<br />
Data analog adalah sinyal data dalam bentuk gelombang yang yang
kontinyu, yang membawa informasi dengan mengubah karakteristik
gelombang. Dua parameter/karakteristik terpenting yang dimiliki oleh
isyarat analog adalah amplitudo dan frekuensi. Isyarat analog biasanya
dinyatakan dengan gelombang sinus atau setengah lingkaran, mengingat
gelombang sinus merupakan dasar untuk semua bentuk isyarat analog. Hal
ini didasarkan kenyataan bahwa berdasarkan analisis fourier, suatu
sinyal analog dapat diperoleh dari perpaduan sejumlah gelombang sinus.<br />
Dengan menggunakan sinyal analog, maka jangkauan transmisi data dapat
mencapai jarak yang jauh, tetapi sinyal ini mudah terpengaruh oleh
noise. Gelombang pada sinyal analog yang umumnya berbentuk gelombang
sinus memiliki tiga variable dasar, yaitu amplitudo, frekuensi dan
phase.<br />
Amplitudo merupakan ukuran tinggi rendahnya tegangan dari sinyal analog.<br />
Frekuensi adalah jumlah gelombang sinyal analog dalam satuan detik.<br />
Phase adalah besar sudut dari sinyal analog pada saat tertentu.<br />
Data Analog disebarluaskan melalui gelombang elekromagnetik (gelombang
radio) secara terus menerus, yang banyak dipengaruhi oleh faktor
”pengganggu”. Analog merupakan bentuk komunikasi elektromagnetik yang
merupakan proses pengiriman sinyal pada gelombang elektromagnetik dan
bersifat variable yang berurutan. Jadi sistem analog merupakan suatu
bentuk sistem komunikasi elektromagnetik yang menggantungkan proses
pengiriman sinyalnya pada gelombang elektromagnetik.<br />
Kecepatan gelombang ini disebut dengan Hertz (Hz) yang diukur dalam
satuan detik. Misal dalam satu detik gelombang dikirim sebanyak 1000,
maka disebut dengan 1000 Hertz. Kekurangan sistem analog ini adalah
pengiriman sinyal agak lambat dan sering terjadi error. Hal-hal seperti
ini tidak terjadi pada sistem digital. Oleh karenanya saat ini banyak
peralatan maupun aplikasi yang beralih dari sistem analog menjadi sistem
digital.<br />
<br />
Data Digital<br />
Data digital adalah sinyal data dalam bentuk pulsa yang dapat mengalami
perubahan yang tiba-tiba dan mempunyai besaran 0 dan 1. Sinyal digital
hanya memiliki dua keadaan, yaitu 0 dan 1, sehingga tidak mudah
terpengaruh oleh derau, tetapi transmisi dengan sinyal digital hanya
mencapai jarak jangkau pengiriman data yang relatif dekat. Biasanya
sinyal ini juga dikenal dengan sinyal diskret. Sinyal yang mempunyai dua
keadaan ini biasa disebut dengan bit. Bit merupakan istilah khas pada
sinyal digital. Sebuah bit dapat berupa nol (0) atau satu (1).
Kemungkinan nilai untuk sebuah bit adalah 2 buah (21). Kemungkinan nilai
untuk 2 bit adalah sebanyak 4 (22), berupa 00, 01, 10, dan 11. Secara
umum, jumlah kemungkinan nilai yang terbentuk oleh kombinasi n bit
adalah sebesar 2n buah. Teknologi digital memiliki beberapa keistimewaan
unik yang tidak dapat ditemukan pada teknologi analog, yaitu :<br />
1. Mampu mengirimkan informasi dengan kecepatan cahaya yang mengakibatkan informasi dapat dikirim dengan kecepatan tinggi.<br />
2. Penggunaan yang berulang-ulang terhadap informasi tidak mempengaruhi kualitas dan kuantitas informasi itu sendiri.<br />
3. Informasi dapat dengan mudah diproses dan dimodifikasi ke dalam berbagai bentuk.<br />
4. Dapat memproses informasi dalam jumlah yang sangat besar dan mengirimkannya secara interaktif.<br />
DATA DAN SINYAL<br />
Data analog dapat merupakan sinyal analog. Demikian pula data digital
dapat merupakan sinyal digital. Data digital dapat juga dijadikan sinyal
analog dengan memakai modem (modulator/demodulator) sedangkan data
analog dapat dijadikan sinyal digital dengan memakai codec
(coder-decoder).<br />
Data Analog<br />
Data analog diuraikan mempergunakan suatu codec untuk memproduksi suatu aliran bit digital<br />
(1) Sinyal menempati spektrum yang sama seperti data analog<br />
(2) Data analog diuraikan untuk menempati posisi spektrum yang berbeda<br />
Data Digital<br />
Data digital diuraikan menggunakan suatu modem untuk memproduksi sinyal analog.<br />
(1) Sinyal terdiri dari dua level tegangan yang mewakili dua angka binary<br />
(2) Data digital diuraikan untuk menghasilkan suatu sinyal digital sesuai dengan keinginan.<br />
Sinyal Analog<br />
Disebarkan melalui amplifier; perlakuan yang sama baik sinyal yang digunakan sebagai data analog atau digital.<br />
Anggap bahwa sinyal analog mewakili data digital. Sinyal disebarkan
melalui repeater; pada tiap repeater, data digital diperoleh kembali
dari sinyal asal dan dipakai untuk menghasilkan suatu sinyal analog baru
yang berbeda.<br />
Sinyal Digital<br />
Sinyal digital mewakili suatu aliran dari ‘1′ dan ‘0′, dimana mungkin
mewakili data digital atau mungkin suatu encoding dari data analog.
Sinyal disebarkan melalui repeaterrepeater; pada tiap repeater, aliran
dari ‘1′ dan ‘0′ diperoleh kembali dari sinyal asal dan dipakai untuk
menghasilkan suatu sinyal digital baru yang berbeda.<br />
Transmisi analog <br />
Adalah suatu upaya mentransmisi sinyal analog tanpa memperhatikan
muatannya; sinyal-sinyalnya dapat mewakili data analog atau data
digital. Untuk jarak yang jauh dipakai amplifier yang akan menambah
kekuatan sinyal sehingga menghasilkan distorsi yang terbatas.<br />
<br />
<br />
Transmisi digital <br />
Berhubungan dengan muatan dari sinyal. Untuk mencapai jarak yang jauh
dipakai repeater yang menghasilkan sinyal sebagai ‘1′ atau ‘0′ sehingga
tidak terjadi distorsi.<br />
Keuntungan Komunikasi Digital :<br />
1. Error hampir selalu dapat dikoreksi.<br />
2. Mudah menampilkan manipulasi sinyal (seperti encryption).<br />
3. Range dinamis yang lebih besar (perbedaan nilai terendah terhadap tertinggi) dapat dimungkinkan.<br />
Kerugian Komunikasi Digital :<br />
1. Biasanya memerlukan bandwidth yang lebih besar.<br />
2. Memerlukan sinkronisasi.<br />
<br />
sumber : http://euiskn2008banjar.wordpress.com/2012/02/15/cara-menghitung-byte-ke-bit-atau-sebaliknya/harisamthttp://www.blogger.com/profile/16356797918536550245noreply@blogger.com0tag:blogger.com,1999:blog-4775222027612200711.post-1294932796063291792012-04-15T01:48:00.000-07:002012-04-15T01:48:18.009-07:00KOMPUTER SIMPLEX,HALF-DULPLEX DAN FULL-DULPLEX<!--[if !mso]>
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<br />
<b>Simplex</b> adalah salah satu bentuk <a href="http://id.wikipedia.org/wiki/Komunikasi" title="Komunikasi">komunikasi</a>
antara dua belah pihak, di mana sinyal-sinyal dikirim secara satu arah. Metode
transmisi ini berbeda dengan metode <a href="http://id.wikipedia.org/wiki/Duplex" title="Duplex">full-duplex</a> yang
mampu mengirim sinyal dan menerima secara sekaligus dalam satu waktu, atau <a href="http://id.wikipedia.org/wiki/Duplex" title="Duplex">half-duplex</a> yang
mampu mengirim sinyal dan menerima sinyal meski tidak dalam satu waktu.
Transmisi secara <i>simplex</i> terjadi di dalam beberapa teknologi <a href="http://id.wikipedia.org/wiki/Komunikasi" title="Komunikasi">komunikasi</a>,
seperti siaran <a href="http://id.wikipedia.org/wiki/Televisi" title="Televisi">televisi</a>
atau siaran <a href="http://id.wikipedia.org/wiki/Radio" title="Radio">radio</a>.<br />
Transmisi <i>simplex</i> tidak digunakan dalam komunikasi jaringan karena <i>node-node</i>
dalam jaringan umumnya membutuhkan komunikasi secara dua arah. Memang, beberapa
komunikasi dalam jaringan, seperti <i><a href="http://id.wikipedia.org/w/index.php?title=Video_streaming&action=edit&redlink=1" title="Video streaming (halaman belum tersedia)">video streaming</a></i>,
terlihat seperti <i>simplex</i>, tapi sebenarnya lalu lintas komunikasi terjadi
secara dua arah, apalagi jika <a href="http://id.wikipedia.org/wiki/TCP" title="TCP">protokol TCP</a> yang digunakan sebagai protokol <a href="http://id.wikipedia.org/wiki/DARPA_Reference_Model" title="DARPA Reference Model">lapisan transportnya</a>.<br />
Lihat juga <a href="http://id.wikipedia.org/wiki/Duplex" title="Duplex">duplex</a>.<br />
<div class="MsoNormal">
Sumber: http://id.wikipedia.org/wiki/Simplex</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: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menurut Wikipedia, Duplex adalah
sebuah istilah dalam bidang telekomunikasi yang merujuk kepada komunikasi dua
arah. Jika kita membeli server apalagi dedicated server kita harus tahu apakah
server kita memiliki jalur komunikasi half duplex atau full duplex.</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-6DETg052bkU/T4qKznjpfuI/AAAAAAAAABg/3SLo0ChnzWA/s1600/200px-Simplex-Duplex.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-6DETg052bkU/T4qKznjpfuI/AAAAAAAAABg/3SLo0ChnzWA/s1600/200px-Simplex-Duplex.png" /></a></div>
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<a href="http://jadul.com/wp-content/uploads/2011/07/200px-Simplex-Duplex.png"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes; text-decoration: none; text-underline: none;"><span style="mso-ignore: vglayout;"></span></span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<b> </b></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><b>Full-duplex</b></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Dalam komunikasi full-duplex, dua
pihak yang saling berkomunikasi akan mengirimkan informasi dan menerima
informasi dalam waktu yang sama, dan umumnya membutuhkan dua jalur komunikasi.</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: 12.0pt; mso-fareast-font-family: "Times New Roman";">Komunikasi full-duplex juga dapat
diraih dengan menggunakan teknik multiplexing, di mana sinyal yang berjalan
dengan arah yang berbeda akan diletakkan pada slot waktu (time slot) yang
berbeda. Kelemahan teknik ini adalah bahwa teknik ini memotong kecepatan
transmisi yang mungkin menjadi setengahnya.</span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Half-duplex</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Half-duplex merupakan sebuah mode
komunikasi di mana data dapat ditransmisikan atau diterima secara dua arah tapi
tidak dapat secara bersama-sama. Contoh paling sederhana adalah walkie-talkie,
di mana dua penggunanya harus menekan sebuah tombol untuk berbicara dan
melepaskan tombol tersebut untuk mendengar. Ketika dua orang menggunakan
walkie-talkie untuk berkomunikasi pada satu waktu tertentu, hanya salah satu di
antara mereka yang dapat berbicara sementara pihak lainnya mendengar. Jika
kedua-duanya mencoba untuk berbicara secara serentak, kondisi “collision”
(tabrakan) pun terjadi dan kedua pengguna walkie-talkie tersebut tidak dapat
saling mendengarkan apa yang keduanya kirimkan.</span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Apakah Full duplex atau half duplex?</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
Jadi sebelum membeli server kita harus memperhatikan keadaan koneksi yang kita
dapatkan. Jika kita membeli server harus di pastikan server yang kita dapatkan
adalah yang full duplex. Seperti yang telah dijelaskan diatas, Komunikasi yang
half duplex sering terjadi tabrakan (Collision) yang menyebabkan data menjadi
lost. Ini akan membuat server kita menjadi lambat (lelet) karena sering terjadi
lost yang disebabkan oleh collision tersebut.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Untuk melakukan pengecekan atas
keadaan tipe koneksi jaringan yang kita dapatkan bisa kita menggunakan
“ethtool”</span></div>
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<span style="font-family: "Courier New"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">[root@localhost
~]# ethtool eth0</span></div>
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<span style="font-family: "Courier New"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Settings
for eth0:</span></div>
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<span style="font-family: "Courier New"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>Supported ports: [ MII ]</span></div>
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<span style="font-family: "Courier New"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>Supported link modes:<span style="mso-spacerun: yes;"> </span>10baseT/Half 10baseT/Full</span></div>
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<span style="font-family: "Courier New"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>100baseT/Half
100baseT/Full</span></div>
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<span style="font-family: "Courier New"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>1000baseT/Full</span></div>
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<span style="font-family: "Courier New"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>Supports auto-negotiation: Yes</span></div>
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<span style="font-family: "Courier New"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Advertised link modes:<span style="mso-spacerun: yes;"> </span>10baseT/Half 10baseT/Full</span></div>
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<span style="font-family: "Courier New"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>100baseT/Half
100baseT/Full</span></div>
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<span style="font-family: "Courier New"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>1000baseT/Full</span></div>
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<span style="font-family: "Courier New"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>Advertised auto-negotiation: Yes</span></div>
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<span style="font-family: "Courier New"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>Speed: 100Mb/s</span></div>
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<span style="font-family: "Courier New"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>Duplex: Full</span></div>
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<span style="font-family: "Courier New"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>Port: MII</span></div>
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<span style="font-family: "Courier New"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>PHYAD: 1</span></div>
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<span style="font-family: "Courier New"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>Transceiver: external</span></div>
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<span style="font-family: "Courier New"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>Auto-negotiation: on</span></div>
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<span style="font-family: "Courier New"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>Supports Wake-on: g</span></div>
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<span style="font-family: "Courier New"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>Wake-on: d</span></div>
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<span style="font-family: "Courier New"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>Link detected: yes</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">So sebelum membeli server pastikan
apakah server anda full duplex atau half duplex. Terkadang provider tempat kita
membeli server memberikan kita half duplex karena harga dapat ditekan.</span></div>
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Sumber: http://jadul.com/2011/07/half-duplex-dan-full-duplex-server/</div>harisamthttp://www.blogger.com/profile/16356797918536550245noreply@blogger.com0tag:blogger.com,1999:blog-4775222027612200711.post-33134189583511365472012-04-14T05:21:00.000-07:002012-04-14T05:21:39.504-07:00TOPOLOGI JARINGAN<br />
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<b><span style="color: black; font-family: Arial, sans-serif; font-size: 10pt;">Topologi jaringan</span></b><span style="color: black; font-family: Arial, sans-serif; font-size: 10pt;"> </span><span style="color: black; font-family: Arial, sans-serif; font-size: 10pt;">adalah, hal yang menjelaskan hubungan geometris antara unsur-unsur
dasar penyusun</span><span style="color: black; font-family: Arial, sans-serif; font-size: 10pt;"> </span><span style="color: black; font-family: Arial, sans-serif; font-size: 10pt;"><a href="http://id.wikipedia.org/wiki/Jaringan_komputer" title="Jaringan komputer"><span style="color: #0645ad;">jaringan</span></a>, yaitu</span><span style="color: black; font-family: Arial, sans-serif; font-size: 10pt;"> </span><span style="color: black; font-family: Arial, sans-serif; font-size: 10pt;"><a href="http://id.wikipedia.org/w/index.php?title=Node&action=edit&redlink=1" title="Node (halaman belum tersedia)"><span style="color: #ba0000;">node</span></a>,</span><span style="color: black; font-family: Arial, sans-serif; font-size: 10pt;"> </span><span style="color: black; font-family: Arial, sans-serif; font-size: 10pt;"><a href="http://id.wikipedia.org/wiki/Link" title="Link"><span style="color: #0645ad;">link</span></a>, dan</span><span style="color: black; font-family: Arial, sans-serif; font-size: 10pt;"> </span><span style="color: black; font-family: Arial, sans-serif; font-size: 10pt;"><a href="http://id.wikipedia.org/w/index.php?title=Station&action=edit&redlink=1" title="Station (halaman belum tersedia)"><span style="color: #ba0000;">station</span></a>. Topologi jaringan dapat dibagi menjadi 5
kategori utama seperti di bawah ini.<o:p></o:p></span></div>
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<span style="color: black; font-family: Wingdings; font-size: 10pt;">§<span style="font: normal normal normal 7pt/normal 'Times New Roman';">
</span></span><span style="color: black; font-family: Arial, sans-serif; font-size: 10pt;"><a href="http://id.wikipedia.org/wiki/Topologi_bintang" title="Topologi bintang"><span style="color: #0645ad;">Topologi bintang</span></a><o:p></o:p></span></div>
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<span style="color: black; font-family: Wingdings; font-size: 10pt;">§<span style="font: normal normal normal 7pt/normal 'Times New Roman';">
</span></span><span style="color: black; font-family: Arial, sans-serif; font-size: 10pt;"><a href="http://id.wikipedia.org/wiki/Topologi_cincin" title="Topologi cincin"><span style="color: #0645ad;">Topologi cincin</span></a><o:p></o:p></span></div>
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<span style="color: black; font-family: Wingdings; font-size: 10pt;">§<span style="font: normal normal normal 7pt/normal 'Times New Roman';">
</span></span><span style="color: black; font-family: Arial, sans-serif; font-size: 10pt;"><a href="http://id.wikipedia.org/wiki/Topologi_bus" title="Topologi bus"><span style="color: #0645ad;">Topologi bus</span></a><o:p></o:p></span></div>
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<span style="color: black; font-family: Wingdings; font-size: 10pt;">§<span style="font: normal normal normal 7pt/normal 'Times New Roman';">
</span></span><span style="color: black; font-family: Arial, sans-serif; font-size: 10pt;"><a href="http://id.wikipedia.org/wiki/Topologi_mesh" title="Topologi mesh"><span style="color: #0645ad;">Topologi mesh</span></a><o:p></o:p></span></div>
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<span style="color: black; font-family: Wingdings; font-size: 10pt;">§<span style="font: normal normal normal 7pt/normal 'Times New Roman';">
</span></span><span style="color: black; font-family: Arial, sans-serif; font-size: 10pt;"><a href="http://id.wikipedia.org/wiki/Topologi_pohon" title="Topologi pohon"><span style="color: #0645ad;">Topologi pohon</span></a><o:p></o:p></span></div>
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<span style="color: black; font-family: Wingdings; font-size: 10pt;">§<span style="font: normal normal normal 7pt/normal 'Times New Roman';">
</span></span><span style="color: black; font-family: Arial, sans-serif; font-size: 10pt;"><a href="http://id.wikipedia.org/wiki/Topologi_linier" title="Topologi linier"><span style="color: #0645ad;">Topologi linier</span></a><o:p></o:p></span></div>
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<span style="color: black; font-family: Arial, sans-serif; font-size: 10pt;">Setiap
jenis topologi di atas masing-masing memiliki kelebihan dan kekurangan.
Pemilihan topologi jaringan didasarkan pada skala jaringan, biaya, tujuan, dan
pengguna.Topologi-topologi ini sering kita temui di kehidupan sehari-hari,namun
kita tak menyadarinya.Topologi pertama yang digunakan adalah topologi bus.Semua
Topologi memiliki kelebihan dan kekurangan tersendiri.Coba klik di Topologi di
atas.<o:p></o:p></span></div>
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<br /></div>
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Sumber : <a href="http://id.wikipedia.org/wiki/Topologi_jaringan">http://id.wikipedia.org/wiki/Topologi_jaringan</a></div>
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Macam-macam Topologi Jaringan</div>
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<span class="Apple-style-span" style="color: #b0b0b0; font-family: Verdana, Arial, sans-serif; font-size: 12px; line-height: 19px;"></span></div>
<h2 id="post-37" style="font-family: 'Palatino Linotype', serif; font-size: 1.7em; line-height: 1.2; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 30px; text-decoration: none;">
<span class="Apple-style-span" style="color: black;">Topolgoi Bus</span></h2>
<div class="entrytext">
<div class="wp-caption alignnone" id="attachment_49" style="background-color: #f3f3f3; border-bottom-color: rgb(221, 221, 221); border-bottom-left-radius: 3px 3px; border-bottom-right-radius: 3px 3px; border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(221, 221, 221); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(221, 221, 221); border-top-left-radius: 3px 3px; border-top-right-radius: 3px 3px; border-top-style: solid; border-top-width: 1px; margin-bottom: 10px; margin-left: 10px; margin-right: 10px; margin-top: 10px; max-width: 96%; padding-top: 4px; text-align: center; width: 361px;">
<img alt="bus" class="size-full wp-image-49" src="http://mheethaa15.files.wordpress.com/2009/01/bus.gif?w=450" style="border-bottom-style: none; border-bottom-width: 0px; border-color: initial; border-left-style: none; border-left-width: 0px; border-right-style: none; border-right-width: 0px; border-top-style: none; border-top-width: 0px; height: auto; margin-bottom: 0px; margin-left: auto; margin-right: auto; margin-top: 0px; max-width: 96%; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; width: auto;" title="bus" /><br />
<div class="wp-caption-text" style="color: black; font-size: 11px; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 5px; padding-left: 4px; padding-right: 4px; padding-top: 0px;">
bus</div>
</div>
<span class="Apple-style-span" style="color: black;">Pada topologi Bus, kedua unjung jaringan harus diakhiri dengan sebuah terminator. Barel connector dapat digunakan untuk memperluasnya. Jaringan hanya terdiri dari satu saluran kabel yang menggunakan kabel BNC. Komputer yang ingin terhubung ke jaringan dapat mengkaitkan dirinya dengan mentap Ethernetnya sepanjang kabel. Linear Bus: Layout ini termasuk layout yang umum. Satu kabel utama menghubungkan tiap simpul, ke saluran tunggal komputer yang mengaksesnya ujung dengan ujung. Masing-masing simpul dihubungkan ke dua simpul lainnya, kecuali mesin di salah satu ujung kabel, yang masing-masing hanya terhubung ke satu simpul lainnya. Topologi ini seringkali dijumpai pada sistem client/server, dimana salah satu mesin pada jaringan tersebut difungsikan sebagai File Server, yang berarti bahwa mesin tersebut dikhususkan hanya untuk pendistribusian data dan biasanya tidak digunakan untuk pemrosesan informasi. Instalasi jaringan Bus sangat sederhana, murah dan maksimal terdiri atas 5-7 komputer. Kesulitan yang sering dihadapi adalah kemungkinan terjadinya tabrakan data karena mekanisme jaringan relatif sederhana dan jika salah satu node putus maka akan mengganggu kinerja dan trafik seluruh jaringan.</span><br />
<span class="Apple-style-span" style="color: black;">* Keunggulan topologi Bus adalah pengembangan jaringan atau penambahan workstation baru dapat dilakukan dengan mudah tanpa mengganggu workstation lain. Kelemahan dari topologi ini adalah bila terdapat gangguan di sepanjang kabel pusat maka keseluruhan jaringan akan mengalami gangguan.</span><br />
<span class="Apple-style-span" style="color: black;">Topologi linear bus merupakan topologi yang banyak dipergunakan pada masa penggunaan kabel Coaxial menjamur. Dengan menggunakan T-Connector (dengan terminator 50ohm pada ujung network), maka komputer atau perangkat jaringan lainnya bisa dengan mudah dihubungkan satu sama lain. Kesulitan utama dari penggunaan kabel coaxial adalah sulit untuk mengukur apakah kabel coaxial yang dipergunakan benar-benar matching atau tidak. Karena kalau tidak sungguh-sungguh diukur secara benar akan merusak NIC (network interface card) yang dipergunakan dan kinerja jaringan menjadi terhambat, tidak mencapai kemampuan maksimalnya. Topologi ini juga sering digunakan pada jaringan dengan basis fiber optic (yang kemudian digabungkan dengan topologi star untuk menghubungkan dengan client atau node.).</span><br />
<span class="Apple-style-span" style="color: black;"><br /></span><br />
<span class="Apple-style-span" style="color: black;">Sumber : http://id.wikipedia.org/wiki/Topologi_bus</span><br />
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<span class="Apple-style-span" style="color: black;">Topologi Star/Bintang</span></h2>
<div class="entrytext">
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<img alt="star" class="size-full wp-image-47" height="348" src="http://mheethaa15.files.wordpress.com/2009/01/1_21_startopology.jpg?w=450&h=348" style="border-bottom-style: none; border-bottom-width: 0px; border-color: initial; border-left-style: none; border-left-width: 0px; border-right-style: none; border-right-width: 0px; border-top-style: none; border-top-width: 0px; height: auto; margin-bottom: 0px; margin-left: auto; margin-right: auto; margin-top: 0px; max-width: 96%; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; width: auto;" title="star" width="450" /><br />
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<span class="Apple-style-span" style="color: black;">Topologi bintang merupakan bentuk topologi jaringan yang berupa konvergensi dari node tengah ke setiap node atau pengguna. Topologi jaringan bintang termasuk topologi jaringan dengan biaya menengah.</span><br />
<span class="Apple-style-span" style="color: black;">Kelebihan</span><br />
<span class="Apple-style-span" style="color: black;">* Kerusakan pada satu saluran hanya akan mempengaruhi jaringan pada saluran tersebut dan station yang terpaut.<br />* Tingkat keamanan termasuk tinggi.<br />* Tahan terhadap lalu lintas jaringan yang sibuk.<br />* Penambahan dan pengurangan station dapat dilakukan dengan mudah.</span><br />
<span class="Apple-style-span" style="color: black;">Kekurangan</span><br />
<span class="Apple-style-span" style="color: black;">* Jika node tengah mengalami kerusakan, maka seluruh jaringan akan terhenti.</span><br />
<span class="Apple-style-span" style="color: black;">Sumber :http://id.wikipedia.org/wiki/Topologi_bintang</span><br />
<span class="Apple-style-span" style="color: black;"><br /></span><br />
<span class="Apple-style-span" style="color: black;"><span class="Apple-style-span" style="color: #b0b0b0;"></span></span><br />
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<span class="Apple-style-span" style="color: black;"><h2 id="post-35" style="font-family: 'Palatino Linotype', serif; font-size: 1.7em; line-height: 1.2; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 30px; text-decoration: none;">
<span class="Apple-style-span" style="color: black;">Topologi Ring/Cincin</span></h2>
<div class="entrytext">
<div class="wp-caption alignnone" id="attachment_45" style="background-color: #f3f3f3; border-bottom-color: rgb(221, 221, 221); border-bottom-left-radius: 3px 3px; border-bottom-right-radius: 3px 3px; border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(221, 221, 221); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(221, 221, 221); border-top-left-radius: 3px 3px; border-top-right-radius: 3px 3px; border-top-style: solid; border-top-width: 1px; margin-bottom: 10px; margin-left: 10px; margin-right: 10px; margin-top: 10px; max-width: 96%; padding-top: 4px; text-align: center; width: 442px;">
<span class="Apple-style-span" style="color: black;"><img alt="ring" class="size-full wp-image-45" src="http://mheethaa15.files.wordpress.com/2009/01/ring.gif?w=450" style="border-bottom-style: none; border-bottom-width: 0px; border-color: initial; border-left-style: none; border-left-width: 0px; border-right-style: none; border-right-width: 0px; border-top-style: none; border-top-width: 0px; height: auto; margin-bottom: 0px; margin-left: auto; margin-right: auto; margin-top: 0px; max-width: 96%; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; width: auto;" title="ring" /></span><br />
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<span class="Apple-style-span" style="color: black;">ring</span></div>
</div>
<span class="Apple-style-span" style="color: black;">Topologi cincin adalah topologi jaringan dimana setiap titik terkoneksi ke dua titik lainnya, membentuk jalur melingkar membentuk cincin. Pada topologi cincin, komunikasi data dapat terganggu jika satu titik mengalami gangguan. Jaringan FDDI mengantisipasi kelemahan ini dengan mengirim data searah jarum jam dan berlawanan dengan arah jarum jam secara bersamaan.</span><br />
<span class="Apple-style-span" style="color: black;">Sumber :http://id.wikipedia.org/wiki/Topologi_cincin</span><br />
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<span class="Apple-style-span" style="color: black;"><span class="Apple-style-span" style="color: #b0b0b0;"></span></span><br />
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<span class="Apple-style-span" style="color: black;"><h2 id="post-34" style="font-family: 'Palatino Linotype', serif; font-size: 1.7em; line-height: 1.2; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 30px; text-decoration: none;">
<span class="Apple-style-span" style="color: black;">Topologi Mesh</span></h2>
<div class="entrytext">
<div class="wp-caption alignnone" id="attachment_43" style="background-color: #f3f3f3; border-bottom-color: rgb(221, 221, 221); border-bottom-left-radius: 3px 3px; border-bottom-right-radius: 3px 3px; border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(221, 221, 221); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(221, 221, 221); border-top-left-radius: 3px 3px; border-top-right-radius: 3px 3px; border-top-style: solid; border-top-width: 1px; margin-bottom: 10px; margin-left: 10px; margin-right: 10px; margin-top: 10px; max-width: 96%; padding-top: 4px; text-align: center; width: 385px;">
<span class="Apple-style-span" style="color: black;"><img alt="mesh" class="size-full wp-image-43" src="http://mheethaa15.files.wordpress.com/2009/01/mesh.gif?w=450" style="border-bottom-style: none; border-bottom-width: 0px; border-color: initial; border-left-style: none; border-left-width: 0px; border-right-style: none; border-right-width: 0px; border-top-style: none; border-top-width: 0px; height: auto; margin-bottom: 0px; margin-left: auto; margin-right: auto; margin-top: 0px; max-width: 96%; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; width: auto;" title="mesh" /></span><br />
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<span class="Apple-style-span" style="color: black;">mesh</span></div>
</div>
<span class="Apple-style-span" style="color: black;">Topologi jaringan ini menerapkan hubungan antar sentral secara penuh. Jumlah saluran harus disediakan untuk membentuk jaringan Mesh adalah jumlah sentral dikurangi 1 (n-1, n = jumlah sentral). Tingkat kerumitan jaringan sebanding dengan meningkatnya jumlah sentral yang terpasang. Dengan demikian disamping kurang ekonomis juga relatif mahal dalam pengoperasiannya.</span><br />
<span class="Apple-style-span" style="color: black;">Sumber : http://id.wikipedia.org/wiki/Topologi_mesh</span><br />
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<span class="Apple-style-span" style="color: black;">Topologi Tree (pohon)</span></h2>
<div class="entrytext">
<div class="wp-caption alignnone" id="attachment_40" style="background-color: #f3f3f3; border-bottom-color: rgb(221, 221, 221); border-bottom-left-radius: 3px 3px; border-bottom-right-radius: 3px 3px; border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(221, 221, 221); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(221, 221, 221); border-top-left-radius: 3px 3px; border-top-right-radius: 3px 3px; border-top-style: solid; border-top-width: 1px; margin-bottom: 10px; margin-left: 10px; margin-right: 10px; margin-top: 10px; max-width: 96%; padding-top: 4px; text-align: center; width: 278px;">
<span class="Apple-style-span" style="color: black;"><img alt="tree" class="size-full wp-image-40" src="http://mheethaa15.files.wordpress.com/2009/01/tree.gif?w=450" style="border-bottom-style: none; border-bottom-width: 0px; border-color: initial; border-left-style: none; border-left-width: 0px; border-right-style: none; border-right-width: 0px; border-top-style: none; border-top-width: 0px; height: auto; margin-bottom: 0px; margin-left: auto; margin-right: auto; margin-top: 0px; max-width: 96%; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; width: auto;" title="tree" /></span><br />
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<span class="Apple-style-span" style="color: black;">tree</span></div>
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<span class="Apple-style-span" style="color: black;">Topologi Jaringan Pohon (Tree) Topologi jaringan ini disebut juga sebagai topologi jaringan bertingkat. Topologi ini biasanya digunakan untuk interkoneksi antar sentral denganhirarki yang berbeda. Untuk hirarki yang lebih rendah digambarkan pada lokasi yang rendah dan semakin keatas mempunyai hirarki semakin tinggi. Topologi jaringan jenis ini cocok digunakan pada sistem jaringan komputer .</span><br />
<span class="Apple-style-span" style="color: black;">Pada jaringan pohon, terdapat beberapa tingkatan simpul (node). Pusat atau simpul yang lebih tinggi tingkatannya, dapat mengatur simpul lain yang lebih rendah tingkatannya. Data yang dikirim perlu melalui simpul pusat terlebih dahulu. Misalnya untuk bergerak dari komputer dengan node-3 kekomputer node-7 seperti halnya pada gambar, data yang ada harus melewati node-3, 5 dan node-6 sebelum berakhir pada node-7. Keungguluan jaringan model pohon seperti ini adalah, dapat terbentuknya suatu kelompok yang dibutuhkan pada setiap saat. Sebagai contoh, perusahaan dapat membentuk kelompok yang terdiri atas terminal pembukuan, serta pada kelompok lain dibentuk untuk terminal penjualan. Adapun kelemahannya adalah, apabila simpul yang lebih tinggi kemudian tidak berfungsi, maka kelompok lainnya yang berada dibawahnya akhirnya juga menjadi tidak efektif. Cara kerja jaringan pohon ini relatif menjadi lambat.</span><br />
<span class="Apple-style-span" style="color: black;">Sumber : http://id.wikipedia.org/wiki/Topologi_pohon</span><br />
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<span class="Apple-style-span" style="color: black;"><span class="Apple-style-span" style="color: #b0b0b0;"></span></span><br />
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<span class="Apple-style-span" style="color: black;"><h2 id="post-32" style="font-family: 'Palatino Linotype', serif; font-size: 1.7em; line-height: 1.2; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 30px; text-decoration: none;">
<span class="Apple-style-span" style="color: black;">Topologi Linier</span></h2>
<div class="entrytext">
<div class="wp-caption alignnone" id="attachment_38" style="background-color: #f3f3f3; border-bottom-color: rgb(221, 221, 221); border-bottom-left-radius: 3px 3px; border-bottom-right-radius: 3px 3px; border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(221, 221, 221); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(221, 221, 221); border-top-left-radius: 3px 3px; border-top-right-radius: 3px 3px; border-top-style: solid; border-top-width: 1px; margin-bottom: 10px; margin-left: 10px; margin-right: 10px; margin-top: 10px; max-width: 96%; padding-top: 4px; text-align: center; width: 330px;">
<span class="Apple-style-span" style="color: black;"><img alt="linier" class="size-full wp-image-38" src="http://mheethaa15.files.wordpress.com/2009/01/linier.jpg?w=450" style="border-bottom-style: none; border-bottom-width: 0px; border-color: initial; border-left-style: none; border-left-width: 0px; border-right-style: none; border-right-width: 0px; border-top-style: none; border-top-width: 0px; height: auto; margin-bottom: 0px; margin-left: auto; margin-right: auto; margin-top: 0px; max-width: 96%; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; width: auto;" title="linier" /></span><br />
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<span class="Apple-style-span" style="color: black;">linier</span></div>
</div>
<span class="Apple-style-span" style="color: black;">Jaringan komputer dengan topologi linier biasa disebut dengan topologi linier bus, layout ini termasuk layout umum. Satu kabel utama menghubungkan tiap titik koneksi (komputer) yang dihubungkan dengan konektor yang disebut dengan T Connector dan pada ujungnya harus diakhiri dengan sebuah terminator. Konektor yang digunakan bertipe BNC (British Naval Connector), sebenarnya BNC adalah nama konektor bukan nama kabelnya, kabel yang digunakan adalah RG 58 (Kabel Coaxial Thinnet). Installasi dari topologi linier bus ini sangat sederhana dan murah tetapi maksimal terdiri dari 5-7 Komputer.</span><br />
<span class="Apple-style-span" style="color: black;">Tipe konektornya terdiri dari</span><br />
<span class="Apple-style-span" style="color: black;">1. BNC Kabel konektor —> Untuk menghubungkan kabel ke T konektor.<br />2. BNC T konektor —> Untuk menghubungkan kabel ke komputer.<br />3. BNC Barrel konektor —> Untuk menyambung 2 kabel BNC.<br />4. BNC Terminator —> Untuk menandai akhir dari topologi bus.</span><br />
<span class="Apple-style-span" style="color: black;">Keuntungan dan kerugian dari jaringan komputer dengan topologi linier bus adalah :</span><br />
<span class="Apple-style-span" style="color: black;">* Keuntungan, hemat kabel, layout kabel sederhana, mudah dikembangkan, tidak butuh kendali pusat, dan penambahan maupun pengurangan terminal dapat dilakukan tanpa mengganggu operasi yang berjalan.<br />* Kerugian, deteksi dan isolasi kesalahan sangat kecil, kepadatan lalu lintas tinggi, keamanan data kurang terjamin, kecepatan akan menurun bila jumlah pemakai bertambah, dan diperlukan Repeater untuk jarak jauh.</span><br />
<span class="Apple-style-span" style="color: black;">Sumber : http://id.wikipedia.org/wiki/Topologi_linier</span><br />
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<br />
<b>Data</b> adalah catatan atas kumpulan fakta. Data merupakan bentuk jamak
dari <b>datum</b>, berasal dari bahasa latin yang berarti "sesuatu yang
diberikan". Dalam penggunaan sehari-hari data berarti suatu pernyataan
yang diterima secara apa adanya. Pernyataan ini adalah hasil pengukuran atau
pengamatan suatu variabel yang bentuknya dapat berupa angka, kata-kata, atau
citra.sedangkan database bisa dikatakan sebagai suatu kumpulan dari data yang
tersimpan dan diatur atau diorganisasikan sehingga data tersebut bisa diambil
atau dicari dengan mudah dan efisien. Sebagai contoh sederhana dari database
adalah buku telepon yang mungkin sering Anda lihat.<br />
Bagaimana halnya dengan database dengan sistem database dengan menggunakan
komputer? Hal tersebut sama saja seperti database yang sifatnya manual (seperti
contoh buku telepon di atas) hanya saja dengan adanya komputer maka informasi
yang ada di dalam database akan sangat mudah untuk di-update dan sangat cepat
untuk dicari. Software atau aplikasi yang bertugas untuk mengatur, menyimpan,
memodifikasi data disebut dengan software database engine dan lebih resminya
disebut dengan DBMS (Database Management System). Ada banyak sekali aplikasi
DBMS ini mulai yang berjalan di komputer personal (PC) sampai ke komputer skala
mainframe. Contoh-contoh dari aplikasi database engine misalnya seperti:<br />
SQL Server, dibuat oleh Microsoft.<br />
MS Access, dibuat oleh Microsoft.<br />
Oracle Database, dibuat oleh Oracle.<br />
MySQL, dibuat oleh MySQL AB.<br />
Firebird, dibuat oleh komunitas open source berdasarkan dari kode Interbase.<br />
PostgreSQL, dibuat oleh komunitas open source.<br />
DB2, dibuat oleh IBM.<br />
Masih banyak lagi sederet nama database engine yang ada di dunia ini. Anda bisa
mencarinya dengan keyword ‘database engine’ atau ‘database server’.<br />
Jika Anda bertanya “Apa saja sih aplikasi yang bisa menggunakan database?”,
wah jawabannya akan sangat banyak sekali, beberapa diantaranya adalah:<br />
Sistem perpustakaan yang berbasis komputer, pasti membutuhkan database yang
besar untuk merawat data buku yang dimilikinya.<br />
Sistem ATM (Automatic Teller Machine), pasti membutuhkan database yang besar
untuk mengambil dan meng-update data saldo uang misalnya.<br />
Sistem reservasi tiket pesawat, pasti membutuhkan database untuk menyimpan data
reservasi tiket.<br />
Sistem inventory, pasti membutuhkan database untuk menyimpan data inventory
termasuk updating data stok barang dan lain sebagainya.<br />
Contoh di atas hanyalah sebagian kecil dari aplikasi yang membutuhkan database
karena pada kenyataannya semua kegiatan bisnis yang dikomputerisasikan pasti
membutuhkan sistem database sebagai media penyimpanan. Database tersebut selain
digunakan untuk menyimpan data transaksi juga akan digunakan untuk menampilkan
laporan yang bisa digunakan pihak manajemen sebagai sumber untuk pengambilan
keputusan. Untuk sistem database yang lebih canggih malah sudah terdapat
fasilitas analisa data sehingga bisa memprediksi keadaan yang akan terjadi
berdasarkan data yang sudah ada sebelumnya<br />
<br />
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sumber : http://habeahan.wordpress.com/2008/04/16/apa-itu-database/</div>harisamthttp://www.blogger.com/profile/16356797918536550245noreply@blogger.com0tag:blogger.com,1999:blog-4775222027612200711.post-34401156742681665612012-04-11T00:41:00.000-07:002012-04-11T00:41:09.932-07:00Jaringan Komputer<div class="separator" style="clear: both; text-align: center;">
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<br />
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal">
<b><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Pelajaran Pada hari Sabtu
jam 14.40</span></b></div>
<div class="MsoNormal">
<b><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">DEFINISI SEDERHANA JARINGAN
KOMPUTER</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<b><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">TERMINOLOGI DAN LINGKUP </span></b><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Jaringan
computer adalah suatu bentuk aturan dan metode yang menghubungkan
(interkoneksi) berbagai macam device komputasi (sering disebut juga <i>end node</i>)
sehingga dapat berkomunikasi satu sama lain. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">– Terdiri dari device komputasi media transmisi (channel
komunikasi ) untuk mentrasnmisikan sinyal data dan kontrol, komunikasi
elektronik untuk routing/switching data dari sumber (source) ke tujuannya
(destination) dan termasuk perangkat lunak yang digunakannya. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">– Jaringan dapat melingkupi jaringan kecil sampai jaringan besar
yang dipisahkan secara geografis (LAN, MAN, WAN). </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -.25in; text-justify: inter-ideograph;">
<b><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">SIFAT JARINGAN KOMPUTER</span></b><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l9 level1 lfo1; text-autospace: none; text-indent: -.25in;">
<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Dapat
menghubungkan semua yang terhubung di dalamnya. </span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l9 level1 lfo1; text-autospace: none; text-indent: -.25in;">
<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Setiap
station (end node) memiliki alamat jaringan unik, untuk dapat terhubung
dibutuhkan pengetahuan alamat yang dituju, seperti nomor telepon. </span></div>
<div class="Default" style="margin-left: .5in;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<b><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">BLOK PENYUSUN JARINGAN KOMPUTER</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; text-autospace: none; text-indent: -.25in;">
<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1.
Terminal, Workstation, Komputer dan device lain (end nodes) </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; text-autospace: none; text-indent: -.25in;">
<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">2.
Media Transmisi ( untuk mentransmisi sinyal data dan sinyal kontrol) </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; text-autospace: none; text-indent: -.25in;">
<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">3.
Network electronics ( intermediate devices untuk routing data dari source ke
destination) </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; text-autospace: none; text-indent: -.25in;">
<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">4.
Perangkat lunak untuk mengontrol transmisi data. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; text-autospace: none; text-indent: -.25in;">
<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">5.
Standar Arsitektur Jaringan (Standar untuk mendukung interoperabilitas antara
kebutuhan perangkat yang berbeda yang dibuat oleh vendor yang berbeda) </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<b><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt;">1.
TERMINAL DAN WORKSTATION </span></b><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; text-autospace: none; text-indent: -.25in;">
<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">•
Device ini sebagai sumber data (source) maupun tujuan data (destination) dalam
network. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; text-autospace: none; text-indent: -.25in;">
<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">•
Contoh : </span></div>
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Personal computer </span></div>
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Terminal </span></div>
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Workstation </span></div>
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Komputer </span></div>
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Point of sale cash registers </span></div>
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Automatic teller machines</span></div>
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<b><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">2. MEDIA TRANSMISI </span></b><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
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<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Bagian ini
mentransmisikan sinyal elektronik maupun sinyal cahaya melalui media yang
berbeda-beda. Terdiri dari 2 macam, yaitu : </span></div>
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<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1.
Bounded Media : </span></div>
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Twisted pair wire </span></div>
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Co-axial cable </span></div>
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Fiber optic cables </span></div>
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Wave guides </span></div>
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<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">2.
Unbounded Media : </span></div>
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AM and FM radio </span></div>
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TV broadcasting </span></div>
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Satellite communication </span></div>
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Microwave radio </span></div>
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Infrared signals</span><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;"> </span></div>
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<b><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">3. NETWORK ELECTRONICS </span></b><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
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<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Device Network
electronic melayani berbagai macam fungsi termasuk proses routing atau
switching data dari source ke destination atau untuk menyediakan interface
antara media transmisi yang berbeda atau protocol komunikasi yang berbeda. </span></div>
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<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">- Bridges -
Concentrators </span></div>
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<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">- Routers - Front End
Processors </span></div>
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<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">- Private Branch -
Switches </span></div>
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<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>Exchange (PBX) - Hubs </span></div>
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<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>- Multiplexers - Gateways</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
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<b><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">4. PERANGKAT LUNAK </span></b><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
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<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">•
Perangkat lunak adalah bentuk nyata penerapan teknik implementasi end node pada
protokol yang mendefinisikan aturan, prosedur untuk inisiasi dan meletakkan
data pada terminal untuk siap ditansfer, menginterpretasikan bagaimana data
direpresentasikan dan saat ditransmisikan dan bagaimana suatu kesalahan (error)
ditangani </span></div>
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Perangkat lunak pada network electronics biasanya berfungsi khusus untuk
memastikan data ditransmisikan dari source ke destination. </span></div>
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<b><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">5. STANDAR ARSITEKTUR
JARINGAN </span></b><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
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<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">•
Interface: titik interaksi antara dua device, misalnya printer dan PC. </span></div>
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<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">•
Standar Interkoneksi : spesifikasi metode interfacing dua device, membuat
vendor tidak memerlukan pengetahuan yang dalam mengenai peralatan jaringan lain
jika dihubungkan dengan peralatannya, selama dalam frame yang telah ditentukan.
</span></div>
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<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">•
Arsitektur: blueprint dari standar jaringan yang terdiri dari pemilihan media,
media interface, metode encoding data, protokol transmisi, protocol routing,
dsb. </span></div>
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<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">• Dibutuhkan
untuk memastikan interoperabilitas antara berbagai jenis device dan peralatan
yang dibuat oleh berbagai vendor. </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Definisi</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Kumpulan
komputer dan periferal (printer, ploter, scanner, modem dll) yg terhubung satu
dengan lainnya melalui media komunikasi baik kabel atau tanpa kabel sehingga
dapat berkomunikasi. </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
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" /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: EN-US;">Paralel vs
Serial</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; mso-list: l20 level1 lfo3; tab-stops: list .5in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Untuk
kepentingan proses di dalam komputer, data di transfer dalam bentuk paralel.
Karena cara ini yg tercepat untuk memproses data.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; mso-list: l20 level1 lfo3; tab-stops: list .5in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Ketika
berkomunikasi dengan komputer lain, data di transfer dalam bentuk serial.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; mso-list: l20 level1 lfo3; tab-stops: list .5in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Jadi untuk
berkomunikasi dengan komputer lain, komputer pengirim mengkonversi data dari
bentuk paralel ke bentuk serial, setelah diterima, komputer penerima
mengkonversi data serial ke bentuk paralel.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify; text-justify: inter-ideograph;">
<img alt="" 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" /><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: EN-US;">Simplex vs
Duplex</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Berdasarkan
arah aliran datanya maka transfer data serial dapat dibedakan menjadi :</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.0in; mso-list: l41 level2 lfo4; tab-stops: list 1.0in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Simplex : data
serial yg ditransmisikan hanya satu arah. </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.5in; mso-list: l41 level3 lfo4; tab-stops: list 1.5in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Contoh : Satelit
cuaca yg mengirim data – data perubahan cuaca </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.0in; mso-list: l41 level2 lfo4; tab-stops: list 1.0in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Half duplex :
data serial yg<span style="mso-spacerun: yes;"> </span>ditransmisikan dua arah
tapi tidak secara simultan.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.5in; mso-list: l41 level3 lfo4; tab-stops: list 1.5in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Contoh :
Komunikasi HT </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.0in; mso-list: l41 level2 lfo4; tab-stops: list 1.0in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Full duplex :
data serial yg ditransmisikan dua arah secara simultan.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.5in; mso-list: l41 level3 lfo4; tab-stops: list 1.5in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Contoh :
Komunikasi telepon.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: EN-US;">Sinkron vs
Asinkron</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; mso-list: l14 level1 lfo5; tab-stops: list .5in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Berdasarkan cara
transmisinya maka transmisi data serial dibedakan menjadi:</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.0in; mso-list: l14 level2 lfo5; tab-stops: list 1.0in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Transmisi
sinkron yaitu : data dikirim dalam bentuk blok dengan kecepatan konstan. Awal
dan akhir blok ditandai dengan byte khusus (pola bit tertentu). </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.0in; mso-list: l14 level2 lfo5; tab-stops: list 1.0in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Transmisi
asinkron yaitu : data dikirim dalam bentuk karakter, tiap karakter memiliki 1 bit
untuk menandai awalnya dan 1 atau 2 bit untuk menandai akhirnya. Karena tiap
karakter bisa diidentifikasi awal dan akhirnya maka karakter ini bisa
ditransmisikan sewaktu – waktu. </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.5in; mso-list: l14 level3 lfo5; tab-stops: list 1.5in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Contoh :
Seseorang yg menekan keyboard sewaktu – waktu.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: EN-US;">Manfaat
Untuk Perusahaan</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; mso-list: l1 level1 lfo6; tab-stops: list .5in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Berbagi pakai
(Resource sharing).</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Seluruh
program, peralatan, khususnya data bisa digunakan oleh setiap orang yang ada
pada jaringan tanpa terpengaruh oleh lokasi resource dan pemakai.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; mso-list: l21 level1 lfo7; tab-stops: list .5in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Keandalan
tinggi.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Bila salah
satu komputer tidak dapat dipakai maka komputer lainnya dapat menggantikannya.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; mso-list: l13 level1 lfo8; tab-stops: list .5in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Menghemat biaya.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Komputer
berukuran kecil mempunyai rasio<span style="mso-spacerun: yes;">
</span>harga/kinerja yang lebih baik dibanding dengan komputer yang besar.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; mso-list: l10 level1 lfo9; tab-stops: list .5in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Skalabilitas.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Kemampuan
untuk meningkatkan kinerja sistem secara berangsur-angsur sesuai dengan beban
pekerjaan dengan hanya menambah sejumlah komputer.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; mso-list: l29 level1 lfo10; tab-stops: list .5in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Medium
komunikasi.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Sebuah jaringan
komputer mampu bertindak sebagai medium komunikasi yang baik bagi para pegawai
yang terpisah jauh. </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Dengan
menggunakan jaringan, dua orang atau lebih yang tinggal berjauhan akan lebih
mudah untuk bekerjasama menyusun laporan.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: EN-US;">Manfaat Untuk Umum</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; mso-list: l24 level1 lfo11; tab-stops: list .5in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Akses informasi
jarak jauh.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.0in; mso-list: l24 level2 lfo11; tab-stops: list 1.0in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Layanan
umum pemerintah</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"> untuk
mendapatkan informasi tentang cara membayar pajak, mendapatkan izin perdagangan
dan lain-lain.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.0in; mso-list: l24 level2 lfo11; tab-stops: list 1.0in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Institusi
keuangan</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"> yaitu dengan membayar
tagihan, mengelola rekening, menentukan portofolio secara elektronik.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.0in; mso-list: l24 level2 lfo11; tab-stops: list 1.0in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Surat kabar
online</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"> yg bersifat pribadi yang
memungkinkan seseorang memesan berita tertentu yang diperlukan.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.0in; mso-list: l24 level2 lfo11; tab-stops: list 1.0in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Perpustakaan
digital online</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"> yg memungkinkan
seseorang mencari buku-buku tertentu yg dibutuhkan.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.0in; mso-list: l24 level2 lfo11; tab-stops: list 1.0in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">World Wide
Web (WWW)</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"> yg berisi informasi tentang
seni, bisnis, memasak, kesehatan, sejarah, hobi, rekreasi, sains, olahraga,
perjalanan dan lain-lain.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; mso-list: l24 level1 lfo11; tab-stops: list .5in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Interaksi orang
ke orang.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.0in; mso-list: l24 level2 lfo11; tab-stops: list 1.0in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Email </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">yaitu pos elektronik yg telah dipakai oleh jutaan
orang. Tidak lama lagi akan muncul email yang berisi pesan-pesan audio dan
video seperti halnya pesan-pesan tekstual.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.0in; mso-list: l24 level2 lfo11; tab-stops: list 1.0in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Real time
email (chating)</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"> yaitu teknologi
yg memungkinkan pengguna berjauhan dapat berkomunikasi tanpa tertunda. Tidak
lama lagi akan muncul chating yang dapat saling bicara, mendengar dan melihat.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.0in; mso-list: l24 level2 lfo11; tab-stops: list 1.0in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Video
confrencing</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"> yaitu teknologi
yg memungkinkan pertemuan bersama sejumlah orang yang tinggal berjauhan
sehingga bisa saling bicara, mendengar dan melihat.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.0in; mso-list: l24 level2 lfo11; tab-stops: list 1.0in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">News group </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">yaitu teknologi yg memungkinkan sekelompok orang
bertukar pikiran membahas topik tertentu secara tertulis. Topik yang dibahas
mulai dari hal-hal yang bersifat humor hingga serius.<b> </b></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; mso-list: l43 level1 lfo12; tab-stops: 35.45pt; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Hiburan
interaktif.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 70.9pt; tab-stops: 1.0in; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Yaitu
teknologi yg memungkinkan pengguna memilih sendiri film atau acara yang
diinginkan (video on demand) dari negara manapun. Film-film menjadi interaktif.
Penonton dapat mengarahkan jalan cerita sesuai skenario alternatif yang
ditawarkan. Industri ini merupakan industri besar yg terus berkembang dan bisa
menjadi pesaing industri-industri sejenis yang menggunakan cara-cara lama.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; mso-list: l42 level1 lfo13; tab-stops: list .5in left 1.0in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Pertanyaan.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 70.9pt; tab-stops: 1.0in; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Selain
manfaat-manfaat<span style="mso-spacerun: yes;"> </span>yang telah dijelaskan
diatas, masalah-masalah apa saja yg timbul dengan majunya teknologi jaringan
komputer? (Buatlah jawaban anda dalam bentuk slide).</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 1.0in; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: EN-US;">Teknologi
Transmisi Jaringan</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 1.0in; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Teknologi
transmisi jaringan dapat dibedakan menjadi :</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; mso-list: l35 level1 lfo14; tab-stops: list .5in left 1.0in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Jaringan
Broadcast.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.0in; mso-list: l35 level2 lfo14; tab-stops: 1.0in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Jaringan yang
memiliki saluran komunikasi tunggal yg dipakai bersama-sama oleh semua komputer
yg ada pada jaringan. Data yg dikirim dalam jaringan ini berbentuk paket data
yg terdiri dari field alamat dan field data. Field alamat berisi keterangan
kepada siapa paket tersebut dikirim.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; mso-list: l35 level1 lfo14; tab-stops: list .5in left 1.0in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Jaringan Point
to Point.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.0in; mso-list: l35 level2 lfo14; tab-stops: 1.0in; text-align: justify; text-indent: -.25in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">Jaringan yg
terdiri dari hubungan pasangan individu beberapa komputer. Untuk pergi dari
sumber ke tujuan, suatu paket data harus melalui satu atau lebih
komputer-komputer perantara. Seringkali harus melalui banyak rute yg mungkin
berbeda jaraknya. Karena itu algoritma routing memegang peranan penting pada
jaringan point to point.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 1.0in; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 1.0in; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 1.0in; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 1.0in; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 1.0in; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 1.0in; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 1.0in; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 1.0in; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 1.0in; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: EN-US;">Klasifikasi
Jaringan</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 1.0in; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: EN-US;">Berdasarkan
luas cakupan kerjanya maka jaringan komputer dapat diklasifikasikan menjadi :</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 1.0in; text-align: justify; text-justify: inter-ideograph;">
<img alt="" src="data:image/png;base64,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" /><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US;">Metropolitan Area Network
(MAN)</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Luas area yg
diliput mencapai satu kota (± 10 km).</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l40 level1 lfo15; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Mampu
menyalurkan data dan suara dan dapat berhubungan dengan jaringan televisi
kabel.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Standar
teknologi transmisi yg digunakan adalah Distributed Queue Dual Bus (DQDB)
dengan nomor standar IEEE adalah 802.6.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">DQDB terdiri
dari dua bus (kabel) satu arah yg menghubungkan semua komputer.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Setiap bus mempunyai
sebuah head end yaitu perangkat untuk memulai aktivitas transmisi.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<td><br /></td>
<td><img alt="" 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" /></td>
</tr>
</tbody></table>
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"> </span>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<br clear="ALL" style="mso-ignore: vglayout;" />
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US;">Wide Area Network (WAN)</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l11 level1 lfo16; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Luas area yg
diliput mencapai satu negara bahkan satu benua<span style="mso-spacerun: yes;">
</span>(± 100 - 1000 km).</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l11 level1 lfo16; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Terdiri dari
host yg terhubung oleh sebuah subnet.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l11 level1 lfo16; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Host (end
system) adalah kumpulan komputer yg dipakai untuk menjalankan aplikasi.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l11 level1 lfo16; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Subnet adalah
kumpulan router dan saluran komunikasi yg bertugas membawa pesan dari satu host
ke host lainnya.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l11 level1 lfo16; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Subnet terdiri
dari dua komponen yaitu kabel transmisi dan elemen switching. </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l11 level1 lfo16; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Kabel transmisi
(sirkuit, kanal atau trunk) merupakan media untuk memindahkan bit-bit dari satu
komputer ke komputer lainnya.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l11 level1 lfo16; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Elemen switching
(router) dipakai untuk menghubungkan dua kabel transmisi atau lebih. Saat data
tiba di kabel penerima, router harus memilih kabel pengirim untuk meneruskan
data tsb.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l11 level1 lfo16; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 14.0pt;">Hampir semua subnet bekerja memakai prinsip store and forward yaitu
prinsip mengirim paket data melalui router perantara. Oleh router perantara
paket data tersebut diterima dalam keadaan lengkap, disimpan sampai saluran
output menjadi bebas kemudian baru diteruskan.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 14.0pt;"></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;"> </span><img alt="" 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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US;">Jaringan Tanpa Kabel</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Cikal bakal
jaringan tanpa kabel.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Tahun 1901
Seorang ahli fisika italia bernama Guglielmo Marconi berhasil meluncurkan
telegraf tanpa kabel menggunakan kode morse<span style="mso-spacerun: yes;">
</span>(titik dan strip).</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l2 level2 lfo17; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Banyaknya
pengguna notebook dan personal digital assitant (PDA) yg menginginkan untuk
berhubungan dengan komputer pusat.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Beberapa jenis
jaringan tanpa kabel yaitu :</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l2 level2 lfo17; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Menggunakan
telepon genggam yg memakai modem analog.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l2 level2 lfo17; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Cellular Digital
Packet Data (CDPD) layanan selular digital langsung.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l2 level1 lfo17; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Manfaat jaringan
tanpa kabel adalah bisa mewujudkan kantor portabel dll.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Kelemahan
jaringan tanpa kabel adalah.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l2 level2 lfo17; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Kemampuan
transmisi jauh lebih rendah daripada jaringan dengan kabel yaitu 1 – 2 Mbps.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l2 level2 lfo17; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Laju kesalahan
seringkali lebih besar.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l2 level2 lfo17; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Transmisi dari
komputer yg berbeda dapat mengganggu satu sama lain.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US;">Internetwork</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l8 level1 lfo18; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Adalah kumpulan
jaringan yg terinterkoneksi. </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l8 level1 lfo18; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Seringkali jaringan yg
satu tidak kompatibel dengan jaringan yg lain, untuk menghubungkan jaringan yg
tidak kompatibel tersebut dibutuhkan suatu komputer yang disebut gateway </span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l8 level1 lfo18; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Gateway adalah suatu
komputer yg bertugas menerjemahkan perangkat keras dan perangkat lunak yg
dibutuhkan untuk melakukan hubungan antar jaringan yg tidak kompatibel.</span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l8 level1 lfo18; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Bentuk internet
yg umum adalah kumpulan dari LAN yg dihubungkan oleh WAN. </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l8 level1 lfo18; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Subnet adalah
kumpulan router dan kabel komunikasi.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l8 level1 lfo18; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Kombinasi dari
subnet dan host membentuk jaringan </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<img alt="" 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" 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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US;">Hirarki Protokol</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Untuk mengurangi
kerumitan rancangan, suatu jaringan diorganisasi sebagai suatu tumpukan layer
atau level.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Jumlah, nama,
isi, dan fungsi setiap layer dapat berbeda dari jaringan satu ke jaringan
lainnya.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Layer n pada
sebuah mesin melakukan komunikasi dengan layer n pada mesin lainnya.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Hukum dan
konvensi yang dipakai dalam pembicaraan ini dikenal secara umum sebagai
protokol layer n.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Entity dari
layer yang bersesuaian pada mesin yang berlainan disebut peer.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Peerlah yang
berkomunikasi menggunakan protokol.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Antara setiap
layer yang berdekatan terdapat sebuah interface. </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Interface
menentukan operasi primitive dan layanan layer.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Himpunan layer
dan protokol disebut arsitektur komunikasi.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Daftar protokol
yang digunakan oleh suatu sistem , satu protokol satu layer disebut stack
protokol.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US;">Interface dan Layanan</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Elemen aktif
pada sebuah layer disebut entity.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l26 level1 lfo20; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Setiap entity
bisa berupa software (proses) bisa berupa hardware ( I/O chip). </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l26 level1 lfo20; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Entity-entity
yang ada pada layer yang sama pada mesin yang berbeda disebut peer entity. </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l26 level1 lfo20; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Entity pada
layer n melaksanakan sebuah layanan yang dipakai pada layer n+1.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l26 level1 lfo20; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Layanan-layanan
tersebut bisa dijumpai di SAP (Service Access Point).</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l26 level1 lfo20; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Setiap layanan
mempunyai alamat yang unik untuk mengidentifikasikan dirinya.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l26 level1 lfo20; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Pada interface tertentu, entity layer ke n+1 melintasi sebuah IDU
(Interface Data Unit) ke entity layer n melalui SAP seperti gambar berikut ini.</span></div>
<div class="MsoNormal" style="margin-left: 0.5in; text-indent: -0.25in;">
<br /></div>
<div class="MsoNormal" style="margin-left: 0.5in; text-indent: -0.25in;">
<br /></div>
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" 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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">IDU terdiri dari
sebuah SDU (Service Data Unit) dan beberapa informasi kontrol.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Untuk
mengirimkan SDU, entity layer n harus memecahnya menjadi beberapa bagian. </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Setiap bagian
diberi header dan dikirim sebagai PDU (Protocol Data Unit) yang terpisah. </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US;">Connection vs
Connectionlesss</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l27 level1 lfo22; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Layer memiliki
dua macam layanan bagi layer diatasnya : Connection-oriented dan Connectionless
.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Connection-oriented
service </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Layanan ini
mirip sistem telepon.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Pengguna membuat
koneksi.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Menggunakan
koneksi.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l27 level2 lfo22; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Menghentikan
koneksi.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l27 level1 lfo22; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Connectionless
service </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l27 level2 lfo22; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Layanan ini
mirip pengiriman pos. </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l27 level2 lfo22; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Setiap pesan
mempunyai alamat dituju.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l27 level2 lfo22; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Mempunyai route
yg berdiri sendiri.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l27 level1 lfo22; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Layanan disebut
andal bila layanan tersebut tidak pernah kehilangan data.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; margin-left: 99.35pt; width: 331px;">
<tbody>
<tr style="height: 19.75pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border-bottom: 1.0pt; border-color: black; border-left: 2.25pt; border-right: 1.0pt; border-style: solid; border-top: 2.25pt; height: 19.75pt; padding: .05in .1in .05in .1in; width: 120.5pt;" valign="top" width="161">
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Layanan </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 2.25pt; border-top: solid black 2.25pt; height: 19.75pt; mso-border-left-alt: solid black 1.0pt; padding: .05in .1in .05in .1in; width: 127.55pt;" valign="top" width="170">
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Contoh</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
</td>
</tr>
<tr style="height: 33.95pt; mso-yfti-irow: 1;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 2.25pt; border-right: solid black 1.0pt; border-top: none; height: 33.95pt; mso-border-top-alt: solid black 1.0pt; padding: .05in .1in .05in .1in; width: 120.5pt;" valign="top" width="161">
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Reliable Message stream</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 2.25pt; border-top: none; height: 33.95pt; mso-border-left-alt: solid black 1.0pt; mso-border-top-alt: solid black 1.0pt; padding: .05in .1in .05in .1in; width: 127.55pt;" valign="top" width="170">
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Sequence of pages</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
</td>
</tr>
<tr style="height: 33.9pt; mso-yfti-irow: 2;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 2.25pt; border-right: solid black 1.0pt; border-top: none; height: 33.9pt; mso-border-top-alt: solid black 1.0pt; padding: .05in .1in .05in .1in; width: 120.5pt;" valign="top" width="161">
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Reliable Byte stream</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 2.25pt; border-top: none; height: 33.9pt; mso-border-left-alt: solid black 1.0pt; mso-border-top-alt: solid black 1.0pt; padding: .05in .1in .05in .1in; width: 127.55pt;" valign="top" width="170">
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Remote login</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
</td>
</tr>
<tr style="height: 23.0pt; mso-yfti-irow: 3;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 2.25pt; border-right: solid black 1.0pt; border-top: none; height: 23.0pt; mso-border-top-alt: solid black 1.0pt; padding: .05in .1in .05in .1in; width: 120.5pt;" valign="top" width="161">
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Unreliable Connection</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 2.25pt; border-top: none; height: 23.0pt; mso-border-left-alt: solid black 1.0pt; mso-border-top-alt: solid black 1.0pt; padding: .05in .1in .05in .1in; width: 127.55pt;" valign="top" width="170">
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Digitized voice</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
</td>
</tr>
<tr style="height: 22.8pt; mso-yfti-irow: 4;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 2.25pt; border-right: solid black 1.0pt; border-top: none; height: 22.8pt; mso-border-top-alt: solid black 1.0pt; padding: .05in .1in .05in .1in; width: 120.5pt;" valign="top" width="161">
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Unreliable Datagram</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 2.25pt; border-top: none; height: 22.8pt; mso-border-left-alt: solid black 1.0pt; mso-border-top-alt: solid black 1.0pt; padding: .05in .1in .05in .1in; width: 127.55pt;" valign="top" width="170">
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Electronic junk mail</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
</td>
</tr>
<tr style="height: 28.6pt; mso-yfti-irow: 5;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 2.25pt; border-right: solid black 1.0pt; border-top: none; height: 28.6pt; mso-border-top-alt: solid black 1.0pt; padding: .05in .1in .05in .1in; width: 120.5pt;" valign="top" width="161">
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Acknwoledge datagram</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 2.25pt; border-top: none; height: 28.6pt; mso-border-left-alt: solid black 1.0pt; mso-border-top-alt: solid black 1.0pt; padding: .05in .1in .05in .1in; width: 127.55pt;" valign="top" width="170">
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Registered mail</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
</td>
</tr>
<tr style="height: .9pt; mso-yfti-irow: 6; mso-yfti-lastrow: yes;">
<td style="border-bottom: solid black 2.25pt; border-left: solid black 2.25pt; border-right: solid black 1.0pt; border-top: none; height: .9pt; mso-border-top-alt: solid black 1.0pt; padding: .05in .1in .05in .1in; width: 120.5pt;" valign="top" width="161">
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Request-reply</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
</td>
<td style="border-bottom: solid black 2.25pt; border-left: none; border-right: solid black 2.25pt; border-top: none; height: .9pt; mso-border-left-alt: solid black 1.0pt; mso-border-top-alt: solid black 1.0pt; padding: .05in .1in .05in .1in; width: 127.55pt;" valign="top" width="170">
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Database query</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US;">Operasi Primitif</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l7 level1 lfo23; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Sebuah layanan
memiliki operasi primitif.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l7 level1 lfo23; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Operasi<span style="mso-spacerun: yes;"> </span>primitif terdiri dari empat kelas yaitu </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<table align="left" border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; margin-left: 6.75pt; margin-right: 6.75pt; width: 473px;">
<tbody>
<tr style="height: 40.65pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border-bottom: 1.0pt; border-color: black; border-left: 2.25pt; border-right: 1.0pt; border-style: solid; border-top: 2.25pt; height: 40.65pt; padding: .05in .1in .05in .1in; width: 63.1pt;" valign="top" width="84">
<div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-left: center; mso-element-top: 186.75pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Primitif </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 2.25pt; border-top: solid black 2.25pt; height: 40.65pt; mso-border-left-alt: solid black 1.0pt; padding: .05in .1in .05in .1in; width: 291.3pt;" valign="top" width="388">
<div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-left: center; mso-element-top: 186.75pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Arti</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
</td>
</tr>
<tr style="height: 32.65pt; mso-yfti-irow: 1;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 2.25pt; border-right: solid black 1.0pt; border-top: none; height: 32.65pt; mso-border-top-alt: solid black 1.0pt; padding: .05in .1in .05in .1in; width: 63.1pt;" valign="top" width="84">
<div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-left: center; mso-element-top: 186.75pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Request</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 2.25pt; border-top: none; height: 32.65pt; mso-border-left-alt: solid black 1.0pt; mso-border-top-alt: solid black 1.0pt; padding: .05in .1in .05in .1in; width: 291.3pt;" valign="top" width="388">
<div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-left: center; mso-element-top: 186.75pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Suatu entity meminta layanan untuk mengerjakan
sesuatu</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
</td>
</tr>
<tr style="height: .5in; mso-yfti-irow: 2;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 2.25pt; border-right: solid black 1.0pt; border-top: none; height: .5in; mso-border-top-alt: solid black 1.0pt; padding: .05in .1in .05in .1in; width: 63.1pt;" valign="top" width="84">
<div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-left: center; mso-element-top: 186.75pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Indication</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 2.25pt; border-top: none; height: .5in; mso-border-left-alt: solid black 1.0pt; mso-border-top-alt: solid black 1.0pt; padding: .05in .1in .05in .1in; width: 291.3pt;" valign="top" width="388">
<div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-left: center; mso-element-top: 186.75pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Suatu entity perlu diinformasikan mengenai suatu
kejadian</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
</td>
</tr>
<tr style="height: .5in; mso-yfti-irow: 3;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 2.25pt; border-right: solid black 1.0pt; border-top: none; height: .5in; mso-border-top-alt: solid black 1.0pt; padding: .05in .1in .05in .1in; width: 63.1pt;" valign="top" width="84">
<div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-left: center; mso-element-top: 186.75pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Response</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 2.25pt; border-top: none; height: .5in; mso-border-left-alt: solid black 1.0pt; mso-border-top-alt: solid black 1.0pt; padding: .05in .1in .05in .1in; width: 291.3pt;" valign="top" width="388">
<div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-left: center; mso-element-top: 186.75pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Suatu entity ingin memberi tanggapan terhadap suatu
kejadian.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
</td>
</tr>
<tr style="height: 30.0pt; mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="border-bottom: solid black 2.25pt; border-left: solid black 2.25pt; border-right: solid black 1.0pt; border-top: none; height: 30.0pt; mso-border-top-alt: solid black 1.0pt; padding: .05in .1in .05in .1in; width: 63.1pt;" valign="top" width="84">
<div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-left: center; mso-element-top: 186.75pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Confirm</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Tanggapan terhadap permintaan sebelumnya talah
kembali </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Primitif dapat memiliki
parameter. Contoh :</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Parameter
Connect.Request adalah : tujuan koneksi, layanan yg diminta, ukuran pesan
maksimum.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Parameter
Connect.Indication adalah : identitas pemanggil, layanan yg diminta, ukuran
pesan maksimum.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Parameter
Connect.Confirm adalah : Usulan ulang ukuran pesan maksimum.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US;">Contoh Operasi Primitif</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Connect.request
– Meminta koneksi untuk dimulai.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Connect.indication
– Signal entity yang dipanggil.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Connect.response
– Penerima menerima atau menolak panggilan.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Connect.confirm
– Memberitahukan pemanggil koneksi diterima.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Data.request –
Meminta data untuk dikirim.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Data.indication
– Signal sampainya data.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Disconnect.request
– Meminta koneksi untuk diputus.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Disconnect.indication
– Signal peer tentang permintaan.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US;">Perbedaan Layanan dgn Protokol</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Layanan adalah
himpunan operasi primitif yang disediakan sebuah layer bagi layer yang berada
diatasnya.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Sama halnya
dengan obyek pada sebuah bahasa OOP. Layanan menentukan operasi apa saja yang
bisa dilakukan pada obyek tersebut.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Tapi layanan
tidak bisa menentukan bagaimana operasi tersebut dilakukan.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Layanan
berhubungan dengan interface yang berada diantara dua layer.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Protokol adalah
sejumlah aturan yang mengatur format dan arti sebuah frame, paket atau pesan
yang dikirim dari peer entity pengirim kepada peer entity penerima.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Entity
menggunakan protokol agar dapat mengimplementasikan layanan-layanannya.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Entity bebas
mengubah protokolnya dengan alasan tertentu.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US;">MODEL REFERENSI TCP/IP</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Pengertian</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Adalah arsitektur protokol untuk mengatur komunikasi data
di internet yg terdiri dari lima lapisan.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Kelima lapisan
itu adalah :</span></div>
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r0wUyKRSFxfX5fL5Zubm1wud3p6mkwmBUE4PDzsdrvpdHq1WuVyuc1mE4/Hz87O6vW6IAh6vd5ms41GI3Dq9/sbjUYulysWiwqFolarJZPJyWSSTCb7/X4+n2cYJp1OD4fDg4ODaDTK87xCoSgUCqVSqdPpFItFhmESiUQmk4E69N/SuQ/dEOL0ZrOZYRiO4yiKisfj0+m0VquRJIm/XesokUi0Wi2SJAmCgIlVhUIBblA4jhuNRrjJIAhisVgikYjb7fZ6vRDRdzgc4Mhut8OyHWazGeZR2O12mHfi9XrdbrfNZuN5nuM4WEMFtvxmnGIYdnviLcTmIcDvdDqbzSb8KGb7xbEU5PwBWBsKezuNF5oVF0WAhwWYDgDDIxhLiYMwca0FDMPExcjFDWBc9S2NT+9CnMP7hbP9n4OvxSkm9ZoHT8hX5PQ/Btmp9MhOpUd2Kj2yU+l5jFM5L/Vx0un0w/JSNzc3f/zjH/9L5g5+97vfKRSKh9U/vbm52d3d/f777/9H5kP86U9/Ojg4mE6nD85J6/V6ncwdJBIJ+R4lMfJ9X3pkp9IjO5Ue2an0yE6lR3YqPbJT6ZGdSo/sVHokc6rRaO4TMYR6Zw/6iFAa9tG7i9xVW1ny78GkcYqi6OHh4X2+E/f5fMTbgr33AUXRg4ODQCAAP7pcLt2j0gxQivHo6OidfVEU1el0UL/2oW3ehTRO1Wo1wzDxeFzsCPC9PGQZxZrFKIpCVVOxpB70EXhXLFUMZf2gHY1GU6/X37x5Y7fbURSFOpHwRby4I3xfLzYo1lO+fd5AmLLVaol7wVf/u7u78KkwDIMWoEGxkduF/qBYM2zzkQzA53KaTCZ5ni+Xy2azGXJh5XJZr9eHw2GCIMLhcK1WKxaLer3e7/fzPM+y7OHhYSKRyOfz9Xrd7/dDAVq9Xr9arWazWaFQ0Gg0giAYjcZoNHp0dOT1emu1WrVaNRgMBwcHHMeVy2WoB85xHMuyNptN/N8Gp41G4+DggGVZnucDgYDX62UYhiTJcDhss9mgGnK1WiUIwmq1npyclEqlaDRqNptpmuZ5Hgor5/P5k5MTiqJwHP+gVsmcQuYLrqp2u73T6cTj8dVqlc/n//KXv7AsO5lMSqXSYDBwuVzr9RpSSsFgsNFopNNpQRDq9fpyuWy32ycnJ6enpziOq9XqcDjc6XQ8Ho8gCDiO93q9TCbTbrctFstisaBput1uh8PhVqtF03Sz2czn81DsmOd5iqKgq0JHBqf5fB4K885mM57nz87OstnsaDQKh8OvXr3KZrOr1QoOwfP8eDyeTqfQJyCmybLs5eUlSZLb7dbj8XzwAi29UwzDcBwPhUKQl4M4J4ZhLper2+1C0A5CZPl83mAwuN1uqB3bbrd7vd7BwYFWq4Wa3hqNptlsgrsXL14cHR2NRqOff/45FAqpVCqO40ajUbFYtNls2+0WnPb7fYqiJpMJwzBiP4UrjNvtbjQacN50Op3FYsGybCqVgl9VJBJpNps7OzupVAoqCWMYZrfbu92u2WzOZDKtVmu9XtM0nc/nf/zxR47jIpHIZ3caiUQUCsXu7q7H4zk7O4PeB+lGDMP8fn+n0+l2uzabzWg0+ny+2WxGkuRisSgWizzPt9vt26WKoQ7GarUqFArJZHI4HJZKpV6vVy6XO50OBNDcbvdoNCqVSsvlMp/PZzKZSCRiMBgcDker1eJ5HlJT+Xze4XA4nc5WqwU1kbPZ7HQ6ZVk2Ho8bDAZwynGcUqmEOuyCIOh0OugHPM/3ej0oxEzTdCaT2dvb4zguHA5/RqfQa/r9fjabTaVS0Wj07OysWCxeXV1Vq9Xr6+tWqzWbzVKpVK/Xg19+rVZbLBapVGq9XpfL5eVy2ev1BoPB/v6+wWAYjUY6ne74+Hg8HqtUKoVC4fP5FovFeDw2GAzdbjeTyfA8X6/X5/N5Mpms1WqNRqPdblMUBVeV4XDIMAzky2iaXiwWEMjudrvNZrPZbG42m5OTk1QqBZWRIS2tVCopiioUCgzDdLvd2WwmCEKr1ep0OjzPX15eMgxDUdTe3h7P85+3nyII4na7oQR7Pp83mUyxWCyfz4fDYZ/PNx6P8/l8PB7HMAxq4DscjnK5HIvFoP+WSqXj42OPxwPv6nS6YDCIYZjT6fR4PHD+6vX6WCwWiURwHLdarYFAwGazlUqlVCql1WqNRmM+n89ms3q9HmocZ7NZsYy/TqcjSRIimFartVQqJRKJYDAIKUkcxwOBgMVigeuj3W53Op3RaBQWEYDLEZwroVDI5XJBSX+Px3NX9X7JxvziGEVc8wGAMwuGJmICUix/fDsNCQlIsVQx9u9ljiErKe5+u4byO2MpcegjjqXEnOXtQ8MRYRsYMInpSRi0dbtdiASL813E5CX2Nov5vlApnd6FVqu1WCzf1rMs1OgOBoO35xzdny/xvP/QGXlfA2Ie+GusJf//ENmp9MhOpUd2Kj2yU+mRnUqP7FR6ZKfSIzuVHtmp9DzG6cHBgZzp/QiPyfRqNJpnz579IHMHdrt9Nps9LM//3Xff/VbmDn7zm9/88MMPD5sjAXN5jEajQeYOHjyXR75HfRL5vi89slPpkZ1Kj+xUemSn0iM7lR7ZqfTITqVHdio9T+D0PikEyDk9tFnkLe/vjt7iYR/34TyB0/vsi+O47lP1kd9vliAIeOKGv7n9wgYfzRd1CjkkhmG0Wq2YtoVAGfQvMVzmcDiOj48h6SgGbMQtYS+xNB+GYWq1Gkp69no9QRCi0WgymdTpdLCLWq2GooeQDPxIfEwSvrRTs9k8Go3EJDyKopBN1Ol0BEGYzWan04njOEEQBwcHCILYbDZ4FypHut1uo9Go0+n29/ePjo7EtKJarWZZFtKQBoOBIAibzYZhmNFodLlcRqORIAij0VgqlUiShKak9XibJ3A6GAzAKYqiJEnOZrPJZFKv10ul0na7nU6nzWYzEomUSqVgMAjvsiwbCAROT0/7/T7kF8/PzweDwcXFBUTvIKidy+UODg4sFovRaGy1WoeHh5PJpNvtjsfjZDJZLBYpikqlUpVKhSTJz3dhfUqnGIb5/X6n0wmxbp7nm82mTqebTqflcrlarZIkCRV6g8Gg0+n0+XzBYPDi4qJSqQyHQwRBoNgxTAJiGGa1WnW73VarZbPZ+v2+x+PZbrfJZBIuBTRNkyR5dnbWbrex+90qH8cTOO33+9jbeX9QR1YQhNlsxrJsLBbb2dnheZ5hGIZhUBSlKGo8HlcqFa/XOx6Pe73eZrMpl8ulUmlnZyeXy5EkCRdNcZIGlP0cDAYGgyEQCPR6vW63m0qlqtUqRVHb7bbX6901DUcSnsDpZDIxm81wjVssFnA+rlarWq02HA6dTud8Ps/lchzHOZ3ORCIRjUZnsxmE6j0ez9XVFU3TNE3v7u6WSiWKosApy7KJRALuPwaDYTgcHh4eUhTlcDhWqxXsks/n0+k0x3Ew20pym8CXdkoQxGQyGQwGgiAkk8l0Og2XPOib6/V6PB5nMhm3253NZq1W63Q6nc1m6XTa7/dPJpN+v9/r9dLpdCaTUSqViUTi+PgYBgwkSQaDQRgVEATBMIzJZGo0GrPZrFarBYPBTCYTi8XC4bDVauV5/kFTNB/EfZy+ePFCyvGpTqczGAxw+9ZoNHq9HsMwuCCm02kouI1hmFarRRBEq9Xq9XoYNul0OjhntVotfADxxTuv4Ue4DRIEAaK1b0EQBMfxz/co+EmnP//8s/RryIhPO9jbJWWgqrbL5bo9KQL79xVdxAck8XHo9nPRO89It3dH/x3sc96gsE85ffHixXa7/dvf/vYlnvfvOVv96+cjTi8vLy8uLv7617/+6y3y31DuxV1OLy8v1+v1baGy0/vyQadXV1ebzUY85WWnD+N9p9fX1x8UKju9L+84vbq6Oj8///vf//6+UNnpfbntFE75u4TKTu+L6PSTQmWn9wWcwjX0H//4x0eEyk7vSzQahXHoJ4X+S8yfwgqNJpk7gKXw/vnPf35S6P85ffPmTaFQgL9iyHyQer3+wWHTnU5lpEV2Kj3/C95dyd467QuEAAAAAElFTkSuQmCC" 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href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHEAAAC+CAIAAACNonfmAAAaT0lEQVR4nO2d2XPaWL7H54+dmYe5D1P3qadqam4/dKZjbBZJCAQYAwazr2ZHiB0tRuyLWM1isLGduDOpTs32Mvfhd6PyJHFiu5U4mavPQxcO0hH98ZF0ZL7nd371Lxmp+dU9t3vz5s319fULmTu4uLh48+bNA5ze3Nz4fL79/X2zzIcgCCIUCm02m/s6ffnypdvttlgsJpkPodfr3W73drt99erVvZy+ePEChBIyH0Kr1TqdztFo9Pr165cvX37a6dXVlcvlkoXeBQgVBOH8/Pzm5ubTTq+urpxOpyz0LrRarcvlGg6H6/V6uVx+2unl5eXR0dHBwcFTf/KvFBA6Go1A6KedXl5eOhwOWehd4DjudrtvC/2E0+12Kwv9CDiOezye0Wh0dna2vMWdTi8uLmShH0Gr1Xo8nvF4/I7QO52en5/LQj+CVqv1er3j8fj2Kf8xp5vNxm63y3f5u9DpdD6fbzKZfFDoB5y+efPm4OBAp9MhMh9CrVZbrdZ3bkqfcPry5UuCIBAE0cjcwfHx8WKxWK1W93X6008/7e/va7VaTOYOotHofD6XnUqJ7FR6ZKfSIzuVHtmp9MhOpUd2Kj2yU+mRnUqP7FR6nsApgiAoit5ns0e0/MG94Ijifz/HoW/zBE4JgsBx/OPbaLXahx4FRVGdTkcQxPu/MDji/v4+juMEQdzn0Pc/7vt8aacoitZqNZfLJfYFtVqtVCrVajWKomq1WqVSqVQqHMeTyaRerxffxTBMo9EolUqVSiVuqVQqxXYQBGm32+fn5ziO325Ko9GcnJx4vd5YLHZ0dNRoNOBdFEVvNyi+JggimUx+8rf+dTlttVputxtcIAji8XhIkvR6vQRBuN3uRCLh8XgwDHO5XFqt9ujoKJPJwO/AZrNlMplwOKzX651OZygUSiQSBoMBzuj9/f3NZrPdbr1eL4qiLpcrHA5HIhEEQZrNps/nOzw8PDo66vV6KIr6fD69Xi82qNVqLRZLOp32+/06nc7pdP6SE/EJnDabTXCKIIjb7Z5OpzRNr1ardDr9008/tVqts7OzcDjc6XQcDsdyuWRZdjKZ+Hw+QRAYhlksFhRFbTabbrd7enrK8zz0u3g83m63KYriOA7H8e12KwjCYrEgSbJWqwWDwU6n4/V6G41GKpXiOM5qtQ6HQ5Zll8slSZLD4ZDn+el0Go/He72eTqe7z0X/q3OKoqjJZAoEAvF4fLPZVCqV+Xyu0WgKhUKtVmu32w6HY7VaVavVWCy2v7/v8/kikcjp6enJyclkMtnf37fZbIIgYBim0Wj6/X673c7lcufn52azebFYWK1Wl8s1GAzq9XowGOx2uy6X6/Lycr1em0wmHMf9fn8kEpnP5wzDCILA83wikXA6nYPB4NtzenR0BBcvj8czm804jlsul+VyudlsKhSKWCzG83yn0zEajXa7nWGY6XQaDAYFQajX67PZjGXZdruN47jFYun1ehiGmUymzWZTr9c5jru4uAiHw71eD+42g8Gg0WhAP3W5XOfn54IgBINBo9E4Go0ajcZsNisWiyaTqVgszmazVCr17fXTXq+XTqePjo6sVms+n59Op36///Lyslwuv3z5MhaLTSYTkiQHg8Hh4SHP88FgcLFYFIvF9Xrt9/vn83m9Xh8MBnBBHA6HGo0mk8n0+/29vT2FQpHP57vd7vn5ebFYrNfrNE03m81wODwYDPx+f6fTcTqd0+k0Go1uNptAIDCfz1mWrVQqx8fHo9GoUqkIgvCNOc1ms91ut9PpcBxns9mazWaz2aRpOplMzufzbrdbLpcJgshmswRBUBQ1GAxKpZLJZKJputvtsiwbjUYzmQyO4yaTKZvNIgiSTCYjkYhGo4FbGU3Ti8Wi0+nU63WDwZBMJh0ORyaTOTw8zGQyCIJQFOX3+yuVSrfb5TguGAweHx8LgnBycmK1WrPZLAwevg2n2NuROYqicL9Wq9UajWZvb8/lcrXbbbVaLQ504OYD24hbqlQq+IYRfkPw4vZoX6PR6PX64XCo0+lgYzgcNHj79TsNajQaOBC0+WiewCl6C/FHBEFMJpPf7xd7xwdffOTd2+3jOB4Khd7pa+Lh3v8k77T/6B4KfEXP+9BxpGpNpVJJ1dRD+Yqc/scgO5Ue2an0yE6lR3YqPbJT6ZGdSo/sVHpkp9IjO5Ue2an0yE6lR3YqPY9xCvNOcJk7iMfjD3aKYdjOzs5zmTtwuVyz2ewBTm9ubr777rvfytzBr3/962fPno1Go4f1U7PZLJ/7H+Ex5758j/oIWq02FovJTiVGHktJj+xUemSn0iM7lR7ZqfTITqXnCzm9TwJJDD/dExRFIX4u5scf9JE+2fijZ0p8Cac4jjscjo/vgqKowWBwuVz3bBNFUYIgEolELBaLxWKJRMJkMkmlFRo3m82Pa/CzO0VR1Gg0DgYDcUYIgiB7e3u7u7swgWFvb29vb0+pVEIGTXwX0n1KpXJ3dxfmQiiVSthYzFhXKpXZbDafz6vVqtFoVCgUEAvc3d3d3d2FzB60AIE9aBnye+JrDMNUKhV8HhRFIcTq9/tLpZJSqfx6nQqCAE7hx0KhwHFcIBCAWChN036/32AweL1evV6fzWZZlvX5fFqtNp1OcxyXSCQsFksymSyVSoVCAeZFoCi6s7OTTCaz2eyzZ888Hk+lUgmHw263m2GYSqVitVqPj48zmQzLsi6XC5LQNE3b7Xafz5fNZhmGsdvtGo0mHA7D59Hr9blcLpfL0TS9Xq8tFssjuuqX7qcIguRyuXq9XqlUlstltVq9ubmpVqur1SqRSDSbzUQiAf/ebrcjkUiv18tms5vNJp/Pv3r1qlgsbjYbkiTF2T0kSRYKBYVCUa/XN5tNIpHodru5XG40GvE8v1gser1es9kcjUYMw4zHY47jaJru9XqbzaZWq02nU7fbvV6vGYY5OzuLRCKvX78ul8vlcnk6nT7uevKlnaIour+/n0gkeJ7fbDbVarVare7s7NRqNZqma7Wax+OZz+e1Ws3v9xMEEYlEqtXqxcVFpVJpt9sKhSKVSpVKpXec7u7uMgyTSqX29vacTidFUbPZrN1u9/t9i8WC43i/389kMhAzt9vtjUYjHo+rVCoIm1er1efPn7MsW61WB4OBSqUKBoM0TX/V536/34dLlVKpZFl2MBhQFLVYLKrVarFYfP78Oc/zNE3X63WtVmuz2fL5PKT65/N5Op0+PT2tVCocx+3t7aVSqWKx+L5TmqaPj49xHF8ul5VKpdFotFqtbrdrMpkMBsNgMDCZTDDjotfrNRqNUCikVqvBKU3Tz58/ZximWq22Wi24GjAM81U7PTs7y+VymUzG6/W22+1Op8Oy7IsXLyqVyvX1NU3Ts9ns+Pi41WpB0UCYa1IsFufzeT6fv7m5oWm60WgolcpsNlupVESnuVyuXC4rFAqO4+LxOEEQ2+22UCjM5/PBYCAIgtlsNhgMgiCQJNnv9+v1eqfTgVlYtVptMBjY7fazszOWZVerVTQaFQQBQZBQKLRarfb397/Scx/HcYqiGIZhGCYajVqt1mq1SlFUJBIpFAowKcLlchkMhlAopNVqM5kMwzAul4sgiGKxWCwW4/G4x+Px+/0ajcbhcNyeBnh0dORyudRqtdfrPTw8RBAkEonAdSAQCMCkP51OF4lETCZTPp+nadpisZycnPA8X6lULBaLWq0OhUIsywYCAbjawKCiUCjYbLZHjFK/0Jh/7y3ijAilUrmzs5PNZjOZzPPnz2HkBKOZd0Y/sDEMkjAMg5GQ2DL8qNVqoWUMw1QqFewC802ho8FECLG1Wq3mdrsVCsX7YykIrcPGjxv2P+WzKYqiUF5d2keg+xzXarXCgOxztP/Ez/t3zbj/3MBcns/UuPw3FOmRnUqP7FR6ZKfSIzuVHtmp9MhOpUd2Kj2yU+mRnUrPY5zCagd6mTuAIiQPy/T++c9//sMf/vCdzB3o9frJZPIwp99///1/y9zB73//e41GMx6PH3buwx/KvuwaIt8SqVRKXkdCYuT7vvTITqVHdio9slPpkZ1Kj+xUemSn0iM7lR7ZqfQ8gdN7rnnw0CKkH0zgPyKQ8UuS/MATOIVp1R/fRqvV2u12/N5F8lEU1ev1769VYDKZHrpwgl6v/4Wxny/tFEXRer1+e80DiIxBRkycR4LjeDQahUK78C6GYRDCh2w/5MvEmBjU+ed5Hv4dGsEwDGof317bAN69vRl0TPhHtVodi8VSqdQvKZ/6BE5vr3mAYVgoFCqVSuFw2GQyhUKhbDYLixB4PB4cx30+X7FYDAQCsIxBsVhMJpMGgyEYDMbj8VwuBxE2BEGg9r7Vag2Hw7lcLhQKmUym7XabSCSMRiNFUdFoFMOwQCAA6xwEAgGSJBOJBIZhBoOBoqhYLIYgCMdxk8lEr9d/M/Wk31nzwOv1TiYTqGlOkuTr169rtdp6vYaFB5xO5/n5eaVSgVryw+GwWCwul8tisXhxcdFutyeTSavVggrQXq/35OQkm81eX18zDLPdbsPh8Hq9TiaTrVarXq8Ph8NEIjGZTCaTCcdxL1++pGl6u90eHx/X6/VGozEcDuPxeLVaHY1G36pTDMMIgggEAhRFnZ+fl8vlyWSiUqmy2SyseWC322GliFgsZjAYPB5POp1eLpcnJyfD4dBoNFoslsFggGHYbac0Tf/4448nJyfxeLzValmt1qurK4qims1mv9/v9/uHh4dQrn9nZ4eiKJgvkMvlms1mp9OBiSzf2LnfbDYdDgfEa4PB4OnpaaFQgMQ+zIKAGRSw5oHFYslms6enp9FodDKZVKvV4XDIcVy73dbpdLDmgVarFZ2SJJnNZhUKBU3T8Xi80+kcHh5ut9tKpVIqleLxOCT8I5EITdMKhYIkyWq1CqtYlEqlSCSSyWQoivqWnCII0u/3y+VyOBz2er0wUyKRSFxfX5fL5Zubm1wud3p6mkwmBUE4PDzsdrvpdHq1WuVyuc1mE4/Hz87O6vW6IAh6vd5ms41GI3Dq9/sbjUYulysWiwqFolarJZPJyWSSTCb7/X4+n2cYJp1OD4fDg4ODaDTK87xCoSgUCqVSqdPpFItFhmESiUQmk4E69N/SuQ/dEOL0ZrOZYRiO4yiKisfj0+m0VquRJIm/XesokUi0Wi2SJAmCgIlVhUIBblA4jhuNRrjJIAhisVgikYjb7fZ6vRDRdzgc4Mhut8OyHWazGeZR2O12mHfi9XrdbrfNZuN5nuM4WEMFtvxmnGIYdnviLcTmIcDvdDqbzSb8KGb7xbEU5PwBWBsKezuNF5oVF0WAhwWYDgDDIxhLiYMwca0FDMPExcjFDWBc9S2NT+9CnMP7hbP9n4OvxSkm9ZoHT8hX5PQ/Btmp9MhOpUd2Kj2yU+l5jFM5L/Vx0un0w/JSNzc3f/zjH/9L5g5+97vfKRSKh9U/vbm52d3d/f777/9H5kP86U9/Ojg4mE6nD85J6/V6ncwdJBIJ+R4lMfJ9X3pkp9IjO5Ue2an0yE6lR3YqPbJT6ZGdSo/sVHokc6rRaO4TMYR6Zw/6iFAa9tG7i9xVW1ny78GkcYqi6OHh4X2+E/f5fMTbgr33AUXRg4ODQCAAP7pcLt2j0gxQivHo6OidfVEU1el0UL/2oW3ehTRO1Wo1wzDxeFzsCPC9PGQZxZrFKIpCVVOxpB70EXhXLFUMZf2gHY1GU6/X37x5Y7fbURSFOpHwRby4I3xfLzYo1lO+fd5AmLLVaol7wVf/u7u78KkwDIMWoEGxkduF/qBYM2zzkQzA53KaTCZ5ni+Xy2azGXJh5XJZr9eHw2GCIMLhcK1WKxaLer3e7/fzPM+y7OHhYSKRyOfz9Xrd7/dDAVq9Xr9arWazWaFQ0Gg0giAYjcZoNHp0dOT1emu1WrVaNRgMBwcHHMeVy2WoB85xHMuyNptN/N8Gp41G4+DggGVZnucDgYDX62UYhiTJcDhss9mgGnK1WiUIwmq1npyclEqlaDRqNptpmuZ5Hgor5/P5k5MTiqJwHP+gVsmcQuYLrqp2u73T6cTj8dVqlc/n//KXv7AsO5lMSqXSYDBwuVzr9RpSSsFgsNFopNNpQRDq9fpyuWy32ycnJ6enpziOq9XqcDjc6XQ8Ho8gCDiO93q9TCbTbrctFstisaBput1uh8PhVqtF03Sz2czn81DsmOd5iqKgq0JHBqf5fB4K885mM57nz87OstnsaDQKh8OvXr3KZrOr1QoOwfP8eDyeTqfQJyCmybLs5eUlSZLb7dbj8XzwAi29UwzDcBwPhUKQl4M4J4ZhLper2+1C0A5CZPl83mAwuN1uqB3bbrd7vd7BwYFWq4Wa3hqNptlsgrsXL14cHR2NRqOff/45FAqpVCqO40ajUbFYtNls2+0WnPb7fYqiJpMJwzBiP4UrjNvtbjQacN50Op3FYsGybCqVgl9VJBJpNps7OzupVAoqCWMYZrfbu92u2WzOZDKtVmu9XtM0nc/nf/zxR47jIpHIZ3caiUQUCsXu7q7H4zk7O4PeB+lGDMP8fn+n0+l2uzabzWg0+ny+2WxGkuRisSgWizzPt9vt26WKoQ7GarUqFArJZHI4HJZKpV6vVy6XO50OBNDcbvdoNCqVSsvlMp/PZzKZSCRiMBgcDker1eJ5HlJT+Xze4XA4nc5WqwU1kbPZ7HQ6ZVk2Ho8bDAZwynGcUqmEOuyCIOh0OugHPM/3ej0oxEzTdCaT2dvb4zguHA5/RqfQa/r9fjabTaVS0Wj07OysWCxeXV1Vq9Xr6+tWqzWbzVKpVK/Xg19+rVZbLBapVGq9XpfL5eVy2ev1BoPB/v6+wWAYjUY6ne74+Hg8HqtUKoVC4fP5FovFeDw2GAzdbjeTyfA8X6/X5/N5Mpms1WqNRqPdblMUBVeV4XDIMAzky2iaXiwWEMjudrvNZrPZbG42m5OTk1QqBZWRIS2tVCopiioUCgzDdLvd2WwmCEKr1ep0OjzPX15eMgxDUdTe3h7P85+3nyII4na7oQR7Pp83mUyxWCyfz4fDYZ/PNx6P8/l8PB7HMAxq4DscjnK5HIvFoP+WSqXj42OPxwPv6nS6YDCIYZjT6fR4PHD+6vX6WCwWiURwHLdarYFAwGazlUqlVCql1WqNRmM+n89ms3q9HmocZ7NZsYy/TqcjSRIimFartVQqJRKJYDAIKUkcxwOBgMVigeuj3W53Op3RaBQWEYDLEZwroVDI5XJBSX+Px3NX9X7JxvziGEVc8wGAMwuGJmICUix/fDsNCQlIsVQx9u9ljiErKe5+u4byO2MpcegjjqXEnOXtQ8MRYRsYMInpSRi0dbtdiASL813E5CX2Nov5vlApnd6FVqu1WCzf1rMs1OgOBoO35xzdny/xvP/QGXlfA2Ie+GusJf//ENmp9MhOpUd2Kj2yU+mRnUqP7FR6ZKfSIzuVHtmp9DzG6cHBgZzp/QiPyfRqNJpnz579IHMHdrt9Nps9LM//3Xff/VbmDn7zm9/88MMPD5sjAXN5jEajQeYOHjyXR75HfRL5vi89slPpkZ1Kj+xUemSn0iM7lR7ZqfTITqVHdio9T+D0PikEyDk9tFnkLe/vjt7iYR/34TyB0/vsi+O47lP1kd9vliAIeOKGv7n9wgYfzRd1CjkkhmG0Wq2YtoVAGfQvMVzmcDiOj48h6SgGbMQtYS+xNB+GYWq1Gkp69no9QRCi0WgymdTpdLCLWq2GooeQDPxIfEwSvrRTs9k8Go3EJDyKopBN1Ol0BEGYzWan04njOEEQBwcHCILYbDZ4FypHut1uo9Go0+n29/ePjo7EtKJarWZZFtKQBoOBIAibzYZhmNFodLlcRqORIAij0VgqlUiShKak9XibJ3A6GAzAKYqiJEnOZrPJZFKv10ul0na7nU6nzWYzEomUSqVgMAjvsiwbCAROT0/7/T7kF8/PzweDwcXFBUTvIKidy+UODg4sFovRaGy1WoeHh5PJpNvtjsfjZDJZLBYpikqlUpVKhSTJz3dhfUqnGIb5/X6n0wmxbp7nm82mTqebTqflcrlarZIkCRV6g8Gg0+n0+XzBYPDi4qJSqQyHQwRBoNgxTAJiGGa1WnW73VarZbPZ+v2+x+PZbrfJZBIuBTRNkyR5dnbWbrex+90qH8cTOO33+9jbeX9QR1YQhNlsxrJsLBbb2dnheZ5hGIZhUBSlKGo8HlcqFa/XOx6Pe73eZrMpl8ulUmlnZyeXy5EkCRdNcZIGlP0cDAYGgyEQCPR6vW63m0qlqtUqRVHb7bbX6901DUcSnsDpZDIxm81wjVssFnA+rlarWq02HA6dTud8Ps/lchzHOZ3ORCIRjUZnsxmE6j0ez9XVFU3TNE3v7u6WSiWKosApy7KJRALuPwaDYTgcHh4eUhTlcDhWqxXsks/n0+k0x3Ew20pym8CXdkoQxGQyGQwGgiAkk8l0Og2XPOib6/V6PB5nMhm3253NZq1W63Q6nc1m6XTa7/dPJpN+v9/r9dLpdCaTUSqViUTi+PgYBgwkSQaDQRgVEATBMIzJZGo0GrPZrFarBYPBTCYTi8XC4bDVauV5/kFTNB/EfZy+ePFCyvGpTqczGAxw+9ZoNHq9HsMwuCCm02kouI1hmFarRRBEq9Xq9XoYNul0OjhntVotfADxxTuv4Ue4DRIEAaK1b0EQBMfxz/co+EmnP//8s/RryIhPO9jbJWWgqrbL5bo9KQL79xVdxAck8XHo9nPRO89It3dH/x3sc96gsE85ffHixXa7/dvf/vYlnvfvOVv96+cjTi8vLy8uLv7617/+6y3y31DuxV1OLy8v1+v1baGy0/vyQadXV1ebzUY85WWnD+N9p9fX1x8UKju9L+84vbq6Oj8///vf//6+UNnpfbntFE75u4TKTu+L6PSTQmWn9wWcwjX0H//4x0eEyk7vSzQahXHoJ4X+S8yfwgqNJpk7gKXw/vnPf35S6P85ffPmTaFQgL9iyHyQer3+wWHTnU5lpEV2Kj3/C95dyd467QuEAAAAAElFTkSuQmCC" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l31 level2 lfo27; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Lapisan fisik </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l31 level2 lfo27; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Lapisan akses
jaringan </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l31 level2 lfo27; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Lapisan Internet</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l31 level2 lfo27; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Lapisan
transport</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l31 level2 lfo27; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Lapisan aplikasi
</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US;">Sejarah TCP/IP</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l3 level1 lfo28; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Pada tahun 1969
DARPA (Defence Advance Research Project Agency) mendanai sebuah riset untuk
membangun jaringan komunikasi data antar komputer.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l3 level1 lfo28; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Tujuan riset ini
adalah membuat aturan komunikasi data antar komputer.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l3 level1 lfo28; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Riset ini sukses
melahirkan ARPANET dengan protokol komunikasi data yg disebut NCP (Network
Comunication Protocol).</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l3 level1 lfo28; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Ukuran ARPANET
semakin lama semakin besar sehingga NCP tidak sanggup menampung banyak node
komputer. </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l3 level1 lfo28; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">DARPA kemudian
mendanai pembuatan protokol komunikasi yg lebih canggih.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l3 level1 lfo28; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Tahun 1982
Departemen pertahanan Amerika menyatakan TCP/IP menjadi standard untuk
jaringan.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in;">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US;">Lapisan Akses Jaringan </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l25 level1 lfo29; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Layer ini
bertanggung jawab mengirim<span style="mso-spacerun: yes;"> </span>dan menerima
data dari media fisik .</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l25 level1 lfo29; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Media fisik
dapat berupa kabel, serat optik atau gelombang radio.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l25 level1 lfo29; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Layer ini
menerjemahkan sinyal listrik menjadi data digital yg dimengerti komputer.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l25 level1 lfo29; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Contoh : LLC,
ARP, RARP, SNAP</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US;">Lapisan Internet</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l33 level1 lfo30; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Layer ini
bertanggung jawab mengatur pengiriman paket agar sampai ke tujuan.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l33 level1 lfo30; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Cara pengiriman
paket pada layer ini bisa dianalogikan dengan pengiriman surat melalui pos.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l33 level1 lfo30; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Pengiriman
lapisan internet bersifat :</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l33 level2 lfo30; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Unreliable –
protokol ini tidak menjamin pengiriman sampai ke tujuan.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l33 level2 lfo30; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Connectionless –
pengirim dan penerima tidak memberitahukan terlebih dahulu.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l33 level2 lfo30; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Datagram
delivery service – paket data yg dikirim independen dengan paket data yg lain.
Artinya jalur yg ditempuh untuk sampai ke tujuan bisa berbeda.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l33 level1 lfo30; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Contoh protokol
pada layer ini adalah IP, OSPF, IGRP, RIP</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US;">Lapisan Transport</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l39 level1 lfo31; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Layer ini
bertanggung jawab mengatur arus data antara dua host untuk keperluan aplikasi
di atasnya.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Contoh protokol pada layer
ini yaitu TCP dan UDP.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US;">Lapisan Aplikasi</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l16 level1 lfo32; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Layer ini berisi
semua protokol tingkat tinggi.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l16 level1 lfo32; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Contoh : Telnet,
FTP, SMTP, DNS</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US;">Pengertian</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l37 level1 lfo33; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Adalah model
konseptual suatu arsitektur protokol yg dikembangkan oleh International
Standard Organization (ISO) pada tahun 1984. Terdiri dari tujuh lapisan. Masing
– masing lapisan memiliki fungsi tertentu.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l37 level1 lfo33; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Ketujuh lapisan
itu adalah :</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l37 level2 lfo33; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Lapisan fisik </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l37 level2 lfo33; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Lapisan data
link</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l37 level2 lfo33; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Lapisan network</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l37 level2 lfo33; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Lapisan
transport</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l37 level2 lfo33; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Lapisan sesi </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l37 level2 lfo33; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Lapisan
presentasi </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l37 level2 lfo33; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Lapisan aplikasi</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US;">Model Referensi OSI</span></div>
<div class="MsoNormal">
<img alt="" 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<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US;">Tujuan Model OSI</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l17 level1 lfo34; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Mengurangi
kompleksitas sistem.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l17 level1 lfo34; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Membuat
standardisasi komponen jaringan </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l17 level1 lfo34; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Memfasilitasi
rekayasa modular.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l17 level1 lfo34; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Membuat
teknologi yg interoperabel.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l17 level1 lfo34; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Mempercepat
proses evolusi teknologi jaringan.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l17 level1 lfo34; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Memudahkan untuk
dipelajari.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US;">Prinsip Layer OSI</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l32 level1 lfo35; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Sebuah layer
harus dibuat bila diperlukan tingkat abstraksi yang berbeda </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l32 level1 lfo35; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Setiap layer
harus memiliki fungsi-fungsi tertentu </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l32 level1 lfo35; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Fungsi setiap
layer harus dipilih dengan teliti sesuai dengan ketentuan protokol berstandar
internasional </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l32 level1 lfo35; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Batas-batas
layer harus dipilih untuk meminimalkan aliran informasi yang melewati interface</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l32 level1 lfo35; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Jumlah layer
harus cukup banyak, sehingga fungsi-fungsi yang berbeda tidak perlu disatukan
dalam satu layer diluar keperluannya.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l32 level1 lfo35; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Jumlah layer
juga harus diusahakan sesedikit mungkin sehingga pemakaian arsitektur jaringan
tidak menjadi sulit </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US;">Lapisan Fisik (Physical
Layer)</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l4 level1 lfo36; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Layer ini
bertanggung jawab menangani </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l4 level2 lfo36; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Sinyal<span style="mso-spacerun: yes;"> </span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l4 level2 lfo36; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Media transmisi.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l4 level1 lfo36; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Fungsi layer ini
untuk mengatur hal – hal sbb:</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l4 level2 lfo36; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Karakteristik
voltase utk menyatakan nilai 1 dan 0.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l4 level2 lfo36; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Timing perubahan
voltase.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l4 level2 lfo36; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Kecepatan data.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l4 level2 lfo36; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Jarak transmisi
maksimum.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l4 level2 lfo36; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Konektor fisik.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l4 level1 lfo36; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Layer ini
memproses data dalam bentuk bit.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US;">Lapisan Jalur Data (Data
Link Layer)</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l18 level1 lfo37; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Layer ini
bertanggung jawab menangani </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l18 level2 lfo37; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">frame<span style="mso-spacerun: yes;"> </span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l18 level2 lfo37; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">pengendalian
akses media.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l18 level1 lfo37; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Fungsi layer ini
untuk mengatur hal – hal sbb :</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l18 level2 lfo37; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Addressing</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l18 level2 lfo37; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Network topology</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l18 level2 lfo37; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Network access</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l18 level2 lfo37; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Error
notification</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l18 level2 lfo37; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Ordered delivery
frame</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l18 level2 lfo37; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Flow control</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US;">Lapisan Jaringan (Network
Layer)</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l23 level1 lfo38; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Layer ini
bertanggung jawab menangani, </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l23 level2 lfo38; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Sambungan
(koneksi)</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l23 level2 lfo38; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Jalur </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>antara dua host yg terpisah secara geografis.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l22 level1 lfo39; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Fungsi layer ini
adalah untuk mengatur hal – hal sbb :</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l22 level2 lfo39; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Path selection</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l22 level2 lfo39; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Routing</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l22 level2 lfo39; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Addressing</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l22 level2 lfo39; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Congestion
(Pengendalian kemacetan)</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l22 level1 lfo39; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Salah satu
protokol yg berfungsi pada lapisan ini adalah Internet protocol (IP).</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US;">Lapisan Transport (Transport
Layer)</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l0 level1 lfo40; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Layer ini
bertanggung jawab menangani </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo40; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Kualitas servis </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo40; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Reliability
(keandalan)</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l0 level1 lfo40; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Fungsi layer ini
untuk mengatur hal – hal sbb :</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo40; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Addressing</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo40; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Sinkronisasi
koneksi </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo40; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Pengendalian
arus (flow control)</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo40; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Multiplexing</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo40; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Error checking
dan recovery</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l0 level1 lfo40; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Protokol yg
berfungsi pada lapisan ini adalah </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo40; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Transmission
Control Protocol (TCP).</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo40; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">User Datagram
Protocol (UDP)</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US;">Lapisan Sesi ( Session
Layer)</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l15 level1 lfo41; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Layer ini
bertanggung jawab membuka, mengatur dan menutup suatu sesi antar aplikasi –
aplikasi.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l15 level1 lfo41; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Fungsi layer ini
untuk mengatur hal – hal sbb :</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l15 level2 lfo41; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Manajemen token</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l15 level2 lfo41; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Sinkronisasi </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l15 level1 lfo41; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Contoh protokol
– protokol yg berfungsi pada sesi ini adalah :</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l15 level2 lfo41; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">NFS</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l15 level2 lfo41; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">NETBEUI</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l15 level2 lfo41; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">RPC</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l15 level2 lfo41; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">AppleTalk
Session Protocol</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Digital Network Architecture
Session Control Program</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US;">Lapisan Presentasi
(Presentation Layer)</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l38 level1 lfo42; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Layer ini
bertanggung jawab menangani format dan penyajian data :</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l38 level2 lfo42; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Alfanumerik </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l38 level2 lfo42; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Gambar </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l38 level2 lfo42; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Suara </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l38 level1 lfo42; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Fungsi layer ini
untuk mengatur hal – hal sbb :</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l38 level2 lfo42; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Menerjemahkan
format data</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l38 level2 lfo42; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Enkripsi data</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l38 level2 lfo42; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Kompresi data</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l38 level1 lfo42; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Format data yg
dapat dilayani layer ini adalah :</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l38 level2 lfo42; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">PICT<span style="mso-tab-count: 2;"> </span>– JPEG<span style="mso-tab-count: 2;"> </span> – MPEG</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l38 level2 lfo42; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">TIFF<span style="mso-tab-count: 2;"> </span>– MIDI<span style="mso-tab-count: 2;"> </span> – Quick Time</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US;">Lapisan Aplikasi
(Application Layer)</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l28 level1 lfo43; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Layer ini adalah
layer yg berinteraksi dengan user. </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l28 level1 lfo43; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Layer ini
bertanggung jawab mendukung komunikasi antar komponen aplikasi.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l28 level1 lfo43; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Fungsi layer ini
untuk mengatur hal – hal sbb :</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l28 level2 lfo43; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Mengidentifikasi
partner komunikasi.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l28 level2 lfo43; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Menentukan
sumber daya yg bisa digunakan.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l28 level2 lfo43; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Sinkronisasi
komunikasi.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l28 level2 lfo43; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Mengendalikan
integritas data.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l28 level1 lfo43; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Protokol yg
berfungsi pada lapisan ini adalah,</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l28 level2 lfo43; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">FTP<span style="mso-tab-count: 2;"> </span> – SNMP<span style="mso-tab-count: 2;"> </span> – Telnet </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l28 level2 lfo43; tab-stops: list 1.0in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">–<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">SMTP<span style="mso-tab-count: 2;"> </span> – DNS</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US;">OSI dan Impelementasinya</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<img alt="" 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" /><br /><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US;">Enkapsulasi Data Model OSI</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Lapisan
aplikasi<span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 2;"> </span>data = data + AH<span style="mso-tab-count: 3;"> </span>Data
Stream</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Lapisan
presentasi<span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 2;"> </span>data = data + PH<span style="mso-tab-count: 3;"> </span>Data
Stream</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Lapisan sesi<span style="mso-tab-count: 3;"> </span>data = data + SH<span style="mso-tab-count: 3;"> </span>Data Stream</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Lapisan
transport<span style="mso-tab-count: 2;"> </span>data = data +
TH<span style="mso-tab-count: 3;"> </span>Segment</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Lapisan network<span style="mso-tab-count: 2;"> </span>data = data + NH<span style="mso-tab-count: 3;"> </span>Packet</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l34 level1 lfo44; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Lapisan data
link <span style="mso-tab-count: 2;"> </span>data = DH + data
+ DT<span style="mso-tab-count: 2;"> </span>Frame</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l34 level1 lfo44; tab-stops: list .5in; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;">Lapisan Fisik<span style="mso-tab-count: 3;"> </span>data = data<span style="mso-tab-count: 4;"> </span>Bits</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>harisamthttp://www.blogger.com/profile/16356797918536550245noreply@blogger.com0tag:blogger.com,1999:blog-4775222027612200711.post-81326719858996831002012-04-07T04:41:00.001-07:002012-04-07T04:41:42.457-07:00OSI layer dan Fungsi-fungsinya<strong>I. PENGERTIAN</strong><br />
Masalah utama dalam komunikasi antar komputer dari vendor yang
berbeda adalah karena mereka mengunakan protocol dan format data yang
berbeda-beda. Untuk mengatasi ini, International Organization for
Standardization (ISO) membuat suatu arsitektur komunikasi yang dikenal
sebagai Open System Interconnection (OSI) model yang mendefinisikan
standar untuk menghubungkan komputer-komputer dari vendor-vendor yang
berbeda.<img alt="" height="1" src="http://disconnected32.wordpress.com/DOCUME%7E1/ADMINI%7E1/LOCALS%7E1/Temp/msohtml1/01/clip_image001.gif" width="1" /><br />
<span id="more-94"></span>Model-OSI tersebut terbagi atas 7 layer,
dan layer kedua juga memiliki sejumlah sub-layer (dibagi oleh Institute
of Electrical and Electronic Engineers (IEEE)). Perhatikan tabel
berikut:<br />
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="width: 441px;">
<tbody>
<tr>
<td style="padding: 0; width: 24pt;" width="32">
<div align="right" style="text-align: right;">
<strong>7th</strong></div>
</td>
<td style="padding: 0; width: 167.25pt;" width="223">
<div class="MsoNormal">
<strong>- Layer : Application</strong></div>
</td>
<td style="padding: 0; width: 140.25pt;" width="187">
<div class="MsoNormal">
<strong>Services</strong></div>
</td>
</tr>
<tr>
<td style="padding: 0; width: 24pt;" width="32">
<div align="right" style="text-align: right;">
<strong>6th</strong></div>
</td>
<td style="padding: 0; width: 167.25pt;" width="223">
<div class="MsoNormal">
<strong>- Layer : Presentation</strong></div>
</td>
<td style="padding: 0; width: 140.25pt;" width="187">
<div class="MsoNormal">
<strong>Services</strong></div>
</td>
</tr>
<tr>
<td style="padding: 0; width: 24pt;" width="32">
<div align="right" style="text-align: right;">
<strong>5th</strong></div>
</td>
<td style="padding: 0; width: 167.25pt;" width="223">
<div class="MsoNormal">
<strong>- Layer : Session</strong></div>
</td>
<td style="padding: 0; width: 140.25pt;" width="187">
<div class="MsoNormal">
<strong>Communications</strong></div>
</td>
</tr>
<tr>
<td style="padding: 0; width: 24pt;" width="32">
<div align="right" style="text-align: right;">
<strong>4th</strong></div>
</td>
<td style="padding: 0; width: 167.25pt;" width="223">
<div class="MsoNormal">
<strong>- Layer : Transport</strong></div>
</td>
<td style="padding: 0; width: 140.25pt;" width="187">
<div class="MsoNormal">
<strong>Communications</strong></div>
</td>
</tr>
<tr>
<td style="padding: 0; width: 24pt;" width="32">
<div align="right" style="text-align: right;">
<strong>3rd</strong></div>
</td>
<td style="padding: 0; width: 167.25pt;" width="223">
<div class="MsoNormal">
<strong>- Layer : Network</strong></div>
</td>
<td style="padding: 0; width: 140.25pt;" width="187">
<div class="MsoNormal">
<strong>Communications</strong></div>
</td>
</tr>
<tr>
<td style="padding: 0; width: 24pt;" width="32">
<div align="right" style="text-align: right;">
<strong>2nd</strong></div>
</td>
<td style="padding: 0; width: 167.25pt;" width="223">
<div class="MsoNormal">
<strong>- Layer : Data-link</strong></div>
</td>
<td style="padding: 0; width: 140.25pt;" width="187">
<div class="MsoNormal">
<strong>Physical connections</strong></div>
</td>
</tr>
<tr>
<td style="padding: 0; width: 24pt;" width="32">
<div align="right" style="text-align: right;">
<strong>1st</strong></div>
</td>
<td style="padding: 0; width: 167.25pt;" width="223">
<div class="MsoNormal">
<strong>- Layer : Physical</strong></div>
</td>
<td style="padding: 0; width: 140.25pt;" width="187">
<div class="MsoNormal">
<strong>Physical connections</strong></div>
</td>
</tr>
</tbody>
</table>
<div align="center" style="text-align: center;">
Tabel MODEL OSI</div>
Layer-layer tersebut disusun sedemikian sehingga perubahan pada satu
layer tidak membutuhkan perubahan pada layer lain. Layer teratas (5, 6
and 7) adalah lebih cerdas dibandingkan dengan layer yang lebih rendah;
Layer Application dapat menangani protocol dan format data yang sama
yang digunakan oleh layer lain, dan seterusnya. Jadi terdapat perbedaan
yang besar antara layer Physical dan layer Application.<br />
<strong>II. FUNGSI LAYER</strong><br />
1. Layer Physical<br />
Ini adalah layer yang paling sederhana; berkaitan dengan electrical
(dan optical) koneksi antar peralatan. Data biner dikodekan dalam bentuk
yang dapat ditransmisi melalui media jaringan, sebagai contoh kabel,
transceiver dan konektor yang berkaitan dengan layer Physical. Peralatan
seperti repeater, hub dan network card adalah berada pada layer ini.<br />
2. Layer Data-link<br />
Layer ini sedikit lebih “cerdas” dibandingkan dengan layer physical,
karena menyediakan transfer data yang lebih nyata. Sebagai penghubung
antara media network dan layer protocol yang lebih high-level, layer
data link bertanggung-jawab pada paket akhir dari data binari yang
berasal dari level yang lebih tinggi ke paket diskrit sebelum ke layer
physical. Akan mengirimkan frame (blok dari data) melalui suatu network.
Ethernet (802.2 & 802.3), Tokenbus (802.4) dan Tokenring (802.5)
adalah protocol pada layer Data-link.<br />
3. Layer Network<br />
Tugas utama dari layer network adalah menyediakan fungsi routing
sehingga paket dapat dikirim keluar dari segment network lokal ke suatu
tujuan yang berada pada suatu network lain. IP, Internet Protocol,
umumnya digunakan untuk tugas ini. Protocol lainnya seperti IPX,
Internet Packet eXchange. Perusahaan Novell telah memprogram protokol
menjadi beberapa, seperti SPX (Sequence Packet Exchange) & NCP
(Netware Core Protocol). Protokol ini telah dimasukkan ke sistem operasi
Netware. Beberapa fungsi yang mungkin dilakukan oleh Layer Network<br />
<ul type="disc">
<li class="MsoNormal">Membagi aliran data biner ke paket diskrit dengan panjang tertentu</li>
<li class="MsoNormal">Mendeteksi Error</li>
<li class="MsoNormal">Memperbaiki error dengan mengirim ulang paket yang rusak</li>
<li class="MsoNormal">Mengendalikan aliran</li>
</ul>
4. Layer Transport<br />
Layer transport data, menggunakan protocol seperti UDP, TCP dan/atau
SPX (Sequence Packet eXchange, yang satu ini digunakan oleh NetWare,
tetapi khusus untuk koneksi berorientasi IPX). Layer transport adalah
pusat dari mode-OSI. Layer ini menyediakan transfer yang reliable dan
transparan antara kedua titik akhir, layer ini juga menyediakan
multiplexing, kendali aliran dan pemeriksaan error serta memperbaikinya.<br />
5. Layer Session<br />
Layer Session, sesuai dengan namanya, sering disalah artikan sebagai
prosedur logon pada network dan berkaitan dengan keamanan. Layer ini
menyediakan layanan ke dua layer diatasnya, Melakukan koordinasi
komunikasi antara entiti layer yang diwakilinya. Beberapa protocol pada
layer ini: NETBIOS: suatu session interface dan protocol, dikembangkan
oleh IBM, yang menyediakan layanan ke layer presentation dan layer
application. NETBEUI, (NETBIOS Extended User Interface), suatu
pengembangan dari NETBIOS yang digunakan pada produk Microsoft
networking, seperti Windows NT dan LAN Manager. ADSP (AppleTalk Data
Stream Protocol). PAP (Printer Access Protocol), yang terdapat pada
printer Postscript untuk akses pada jaringan AppleTalk.<br />
6. Layer Presentation<br />
Layer presentation dari model OSI melakukan hanya suatu fungsi
tunggal: translasi dari berbagai tipe pada syntax sistem. Sebagai
contoh, suatu koneksi antara PC dan mainframe membutuhkan konversi dari
EBCDIC character-encoding format ke ASCII dan banyak faktor yang perlu
dipertimbangkan. Kompresi data (dan enkripsi yang mungkin) ditangani
oleh layer ini.<br />
7. Layer Application<br />
Layer ini adalah yang paling “cerdas”, gateway berada pada layer ini.
Gateway melakukan pekerjaan yang sama seperti sebuah router, tetapi ada
perbedaan diantara mereka. Layer Application adalah penghubung utama
antara aplikasi yang berjalan pada satu komputer dan resources network
yang membutuhkan akses padanya. Layer Application adalah layer dimana
user akan beroperasi padanya, protocol seperti FTP, telnet, SMTP, HTTP,
POP3 berada pada layer Application.<br />
<strong>III. KOMPONEN JARINGAN DAN PROTOKOL LAYER</strong><br />
<ol type="1">
<li class="MsoNormal">Layer 1 – Physical</li>
</ol>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable">
<tbody>
<tr>
<td style="padding: 0; width: 191.25pt;" valign="top" width="255">
<div class="MsoNormal">
Network components:</div>
<ul type="disc">
<li class="MsoNormal">Repeater</li>
</ul>
<ul type="disc">
<li class="MsoNormal">Multiplexer</li>
</ul>
<ul type="disc">
<li class="MsoNormal">Hubs(Passive and Active)</li>
</ul>
<ul type="disc">
<li class="MsoNormal">TDR</li>
</ul>
<ul type="disc">
<li class="MsoNormal">Oscilloscope</li>
</ul>
<ul type="disc">
<li class="MsoNormal">Amplifier</li>
</ul>
</td>
<td style="padding: 0; width: 210pt;" valign="top" width="280">
<div class="MsoNormal">
Protocols:</div>
<ul type="disc">
<li class="MsoNormal">IEEE 802 (Ethernet standard)</li>
<li class="MsoNormal">IEEE 802.2 (Ethernet standard)</li>
<li class="MsoNormal">ISO 2110</li>
<li class="MsoNormal">ISDN</li>
</ul>
</td>
</tr>
</tbody>
</table>
<ol type="1">
<li class="MsoNormal">Layer 2 – Datalink</li>
</ol>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable">
<tbody>
<tr>
<td style="padding: 0; width: 191.25pt;" valign="top" width="255">
<div class="MsoNormal">
Network components:</div>
<ul type="disc">
<li class="MsoNormal">Bridge</li>
</ul>
<ul type="disc">
<li class="MsoNormal">Switch</li>
</ul>
<ul type="disc">
<li class="MsoNormal">ISDN Router</li>
</ul>
<ul type="disc">
<li class="MsoNormal">Intelligent Hub</li>
</ul>
<ul type="disc">
<li class="MsoNormal">NIC</li>
</ul>
<ul type="disc">
<li class="MsoNormal">Advanced Cable Tester</li>
</ul>
</td>
<td style="padding: 0; width: 210pt;" valign="top" width="280">
<div class="MsoNormal">
Protocols:</div>
Media Access Control:<br />
Communicates with the adapter card<br />
Controls the type of media being used:<br />
<ul type="disc">
<li class="MsoNormal">802.3 CSMA/CD (Ethernet)</li>
<li class="MsoNormal">802.4 Token Bus (ARCnet)</li>
<li class="MsoNormal">802.5 Token Ring</li>
<li class="MsoNormal">802.12 Demand Priority</li>
</ul>
Logical Link Control<br />
<ul type="disc">
<li class="MsoNormal">error correction and flow control</li>
<li class="MsoNormal">manages link control and defines SAPs</li>
</ul>
802.2 Logical Link Control</td>
</tr>
</tbody>
</table>
3. Layer 3 (Network)<br />
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable">
<tbody>
<tr>
<td style="padding: 0; width: 191.25pt;" valign="top" width="255">
<div class="MsoNormal">
Network components:</div>
<ul type="disc">
<li class="MsoNormal">Brouter</li>
</ul>
<ul type="disc">
<li class="MsoNormal">Router</li>
</ul>
<ul type="disc">
<li class="MsoNormal">Frame Relay Device</li>
</ul>
<ul type="disc">
<li class="MsoNormal">ATM Switch</li>
</ul>
<ul type="disc">
<li class="MsoNormal">Advanced Cable Tester</li>
</ul>
</td>
<td style="padding: 0; width: 210pt;" valign="top" width="280">
<div class="MsoNormal">
Protocols:</div>
<ul type="disc">
<li class="MsoNormal">IP; ARP; RARP, ICMP; RIP; OSFP;</li>
<li class="MsoNormal">IGMP;</li>
<li class="MsoNormal">IPX</li>
<li class="MsoNormal">NWLink</li>
<li class="MsoNormal">NetBEUI</li>
<li class="MsoNormal">OSI</li>
<li class="MsoNormal">DDP</li>
<li class="MsoNormal">DECnet</li>
</ul>
</td>
</tr>
</tbody>
</table>
4. Layer 4 – Transport<br />
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable">
<tbody>
<tr>
<td style="padding: 0; width: 191.25pt;" valign="top" width="255">
<div class="MsoNormal">
Network components:</div>
<ul type="disc">
<li class="MsoNormal">Gateway</li>
</ul>
<ul type="disc">
<li class="MsoNormal">Advanced Cable Tester</li>
</ul>
<ul type="disc">
<li class="MsoNormal">Brouter</li>
</ul>
</td>
<td style="padding: 0; width: 210pt;" valign="top" width="280">
<div class="MsoNormal">
Protocols:</div>
<ul type="disc">
<li class="MsoNormal">TCP, ARP, RARP;</li>
<li class="MsoNormal">SPX</li>
<li class="MsoNormal">NWLink</li>
<li class="MsoNormal">NetBIOS / NetBEUI</li>
</ul>
<ul type="disc">
<li class="MsoNormal">ATP</li>
</ul>
</td>
</tr>
</tbody>
</table>
5. Layer 5 – Session<br />
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable">
<tbody>
<tr>
<td style="padding: 0; width: 191.25pt;" valign="top" width="255">
<div class="MsoNormal">
Network components:</div>
<ul type="disc">
<li class="MsoNormal">Gateway</li>
</ul>
</td>
<td style="padding: 0; width: 210pt;" valign="top" width="280">
<div class="MsoNormal">
Protocols:</div>
<ul type="disc">
<li class="MsoNormal">NetBIOS</li>
<li class="MsoNormal">Names Pipes</li>
<li class="MsoNormal">Mail Slots</li>
</ul>
<ul type="disc">
<li class="MsoNormal">RPC</li>
</ul>
</td>
</tr>
</tbody>
</table>
<ol type="1">
<li class="MsoNormal">Layer 6 – Presentation</li>
</ol>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable">
<tbody>
<tr>
<td style="padding: 0; width: 191.25pt;" valign="top" width="255">
<div class="MsoNormal">
Network components:</div>
<ul type="disc">
<li class="MsoNormal">Gateway</li>
</ul>
<ul type="disc">
<li class="MsoNormal">Redirector</li>
</ul>
</td>
<td style="padding: 0; width: 210pt;" valign="top" width="280">
<div class="MsoNormal">
Protocols:</div>
<ul type="disc">
<li class="MsoNormal">None</li>
</ul>
</td>
</tr>
</tbody>
</table>
<ol type="1">
<li class="MsoNormal">Layer 7 – Application</li>
</ol>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable"><tbody>
<tr><td style="padding: 0; width: 191.25pt;" valign="top" width="255">
<div class="MsoNormal">
Network components:</div>
<ul type="disc">
<li class="MsoNormal">Gateway</li>
</ul>
</td>
<td style="padding: 0; width: 210pt;" valign="top" width="280">
<div class="MsoNormal">
Protocols:</div>
<ul type="disc">
<li class="MsoNormal">DNS; FTP</li>
<li class="MsoNormal">TFTP; BOOTP</li>
<li class="MsoNormal">SNMP; RLOGIN</li>
<li class="MsoNormal">SMTP; MIME;</li>
<li class="MsoNormal">NFS; FINGER</li>
<li class="MsoNormal">TELNET; NCP</li>
<li class="MsoNormal">APPC; AFP</li>
<li class="MsoNormal">SMB</li>
</ul>
</td></tr>
</tbody></table>harisamthttp://www.blogger.com/profile/16356797918536550245noreply@blogger.com0tag:blogger.com,1999:blog-4775222027612200711.post-81265667414665843012012-04-07T04:38:00.002-07:002012-04-07T04:38:18.279-07:00Perbedaan stright dan cross<h3 class="post-title entry-title">
PERBEDAAN KABEL JENIS CROSS DAN STRAIGHT.doc
</h3>
<div class="post-header">
</div>
PERBEDAAN KABEL JENIS CROSS DAN STRAIGHT<br /><br />1.Kabel Straight<br /> <br />
Kabel Straight digunakan pada saat ingin menghubungkan
antara computer dan hub ataupun sebaliknya.Dengan kata lain metode ini
digunakan ketika kita akan menghubungkan 2 komputer ataupun lebih,tapi
melalui perantara seperti hub ataupun switch.Sebenarnya susunan kabel
straight tidak harus persis seperti dibawah ini, susunanya warna bisa
ditukar sesuai selera anda. Susunan warna dibawah ini merupakan standar
yang sering digunakan di Indonesia.<br /><br />Susunan Kabel Straight adalah:<br /><br /> <br /> 1.Putih Orange <br /> 2. Orange<br /> 3. Putih Hijau<br /> 4.Biru<br /> 5.Putih Biru<br /> 6.Hijau<br /> 7.Putih Cokelat<br /> 8.Cokelat<br /><br /> Seperti Gambar Dibawah Ini :<br /><br /><img height="300" src="http://img228.imageshack.us/img228/6386/535pinstraight.gif" width="300" /><br /><br /><br /><br /><br /><br /><br />2.Kabel Cross<br /> <br />
Kabel cross digunakan pada saat kita mau menyambungkan
computer ke computer laen,atau kabel ini ini digunakan kalau kita mau
menghubungkan 2 komputer atau hub ke hub, dengan kata lain kabel cross
di gunakan untuk menyambungkan dua perangkat jaringan yang
sama.perbedaan kabel cross dari kabel straight cuma terletak dari kabel
nomer 1 dan 3 dan 2 dan 6, kita tinggal menukar saja kedua kabel itu.<br /><br /> Susunan kabel cross adalah:<br /> <br /><br />1.Putih Hijau<br />2.Hijau <br /> 3.Putih Orange<br />4.Biru <br />5.Putih Biru<br />6.Orange<br />7.Putih Cokelat <br /> 8.Cokelat <br /><br /> Seperti Gambar Dibawah Ini:<br /><br /><img src="http://img228.imageshack.us/img228/7100/urutankabel1.jpg" /><br /><br /> <br /><br />
Sebenarnya masih ada satu lagi susunan kabel yaitu Rollover, karena
jarang digunakan jadi saya tidak membahasnya di blog ini.Memang hal ini
bagi sebagian orang adalah gampang,tapi jangan salah,bagi sebagian orang
hal ini adalah sulit termasuk saya,he………<br />Inget kadang hal yang kecil
itulah yang bisa membuat kita lupa.Jadi pesan saya jangan pernah
menyepelekan suatu masalah.karena semua masalah baik itu kecil ataupun
besar tetaplah masalah.harisamthttp://www.blogger.com/profile/16356797918536550245noreply@blogger.com0tag:blogger.com,1999:blog-4775222027612200711.post-632440171539168162012-04-07T04:35:00.000-07:002012-04-07T04:35:12.328-07:00<span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 8pt;"></span><br />
<span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 8pt;"><a href="http://2.bp.blogspot.com/-hzSTiLWuv50/T4AlygNBrzI/AAAAAAAAABU/hqOYno2eaPg/s1600/peer+to+peer+design.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="http://2.bp.blogspot.com/-hzSTiLWuv50/T4AlygNBrzI/AAAAAAAAABU/hqOYno2eaPg/s320/peer+to+peer+design.png" width="320" /></a>Peer
artinya rekan sekerja. Peer-to-peer network adalah jaringan komputer
yang terdiri dari beberapa komputer (biasanya tidak lebih dari 10
komputer dengan 1-2 printer). Dalam sistem jaringan ini yang diutamakan
adalah penggunaan program, data dan printer secara bersama-sama. Pemakai
komputer bernama Dona dapat memakai program yang dipasang di komputer
Dino, dan mereka berdua dapat mencetak ke printer yang sama pada saat
yang bersamaan. </span><br />
<span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 8pt;">
Sistem jaringan ini juga dapat dipakai di rumah. Pemakai komputer
yang memiliki komputer ‘kuno’, misalnya AT, dan ingin memberli komputer
baru, katakanlah Pentium II, tidak perlu membuang komputer lamanya. Ia
cukup memasang netword card di kedua komputernya kemudian dihubungkan
dengan kabel yang khusus digunakan untuk sistem jaringan. Dibandingkan
dengan ketiga cara diatas, sistem jaringan ini lebih sederhana sehingga
lebih mudah dipejari dan dipakai.</span><br />
<span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 8pt;"><br />
</span>harisamthttp://www.blogger.com/profile/16356797918536550245noreply@blogger.com0tag:blogger.com,1999:blog-4775222027612200711.post-28853222663893846222012-04-06T07:15:00.000-07:002012-04-06T07:15:07.688-07:00client server<div id="siteSub"><a href="http://2.bp.blogspot.com/-VdhjH2hBU_c/T376Nmi8YsI/AAAAAAAAABM/_Jo-kbfpHVc/s1600/468px-Client-server-model.svg.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="138" src="http://2.bp.blogspot.com/-VdhjH2hBU_c/T376Nmi8YsI/AAAAAAAAABM/_Jo-kbfpHVc/s320/468px-Client-server-model.svg.png" width="320" /></a>Dari Wikipedia bahasa Indonesia, ensiklopedia bebas</div><div id="contentSub"><div class="flaggedrevs_short plainlinks noprint" id="mw-fr-revisiontag"><img alt="Perubahan tertunda ditampilkan di halaman ini" class="flaggedrevs-icon" src="http://bits.wikimedia.org/w/extensions-1.19/FlaggedRevs/frontend/modules/img/1.png" title="Perubahan tertunda ditampilkan di halaman ini" /><b><a href="http://id.wikipedia.org/wiki/Bantuan:Validasi_halaman" title="Bantuan:Validasi halaman">Belum Diperiksa</a></b></div></div><div class="mw-jump" id="jump-to-nav"> Langsung ke: <a href="http://id.wikipedia.org/wiki/Klien-server#mw-head">navigasi</a>, <a href="http://id.wikipedia.org/wiki/Klien-server#p-search">cari</a> </div><b>Klien-server</b> atau <b>client-server</b> merupakan sebuah paradigma dalam <a href="http://id.wikipedia.org/wiki/Teknologi_informasi" title="Teknologi informasi">teknologi informasi</a> yang merujuk kepada cara untuk mendistribusikan aplikasi ke dalam dua pihak: pihak klien dan pihak server.<br />
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 <i>front-end</i>, sementara komponen server disebut sebagai <i>back-end</i>. 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 <i>request</i> 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.<br />
Sebuah contoh dari aplikasi client/server sederhana adalah aplikasi web yang didesain dengan menggunakan <a href="http://id.wikipedia.org/wiki/Active_Server_Pages" title="Active Server Pages">Active Server Pages</a> (ASP) atau <a href="http://id.wikipedia.org/wiki/PHP" title="PHP">PHP</a>. Skrip PHP atau ASP akan dijalankan di dalam web server (<a href="http://id.wikipedia.org/wiki/Apache_HTTP_Server" title="Apache HTTP Server">Apache</a> atau <a href="http://id.wikipedia.org/wiki/Internet_Information_Services" title="Internet Information Services">Internet Information Services</a>), sementara skrip yang berjalan di pihak klien akan dijalankan oleh <i><a class="mw-redirect" href="http://id.wikipedia.org/wiki/Web_browser" title="Web browser">web browser</a></i> pada komputer klien. Klien-server merupakan penyelesaian masalah pada software yang menggunakan database sehingga setiap komputer tidak perlu diinstall database, dengan metode klien-server database dapat diinstal pada suatu komputer sebagai server dan aplikasinya diinstal pada client.harisamthttp://www.blogger.com/profile/16356797918536550245noreply@blogger.com0