tag:blogger.com,1999:blog-30946406789641157952024-03-13T05:19:22.029-07:00"GORESAN INDAH DAN BERKESAN"MARI BELAJAR DAN BERBAGI ILMU...!Anonymoushttp://www.blogger.com/profile/09935869245337662516noreply@blogger.comBlogger67125tag:blogger.com,1999:blog-3094640678964115795.post-87143065080384869922013-04-05T21:35:00.002-07:002013-04-05T21:35:59.214-07:00ACTIVITY DIAGRAM<div class="separator" style="clear: both; text-align: center;">
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Activity Diagram</div>
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Activity Diagram adalah representasi grafis dari workflow kegiatan atau tindakan yang dipilihan, iterasi dan konkurensi. Dalam Unified Modeling Language, activity diagram dapat digunakan untuk menggambarkan bisnis dan operasional langkah demi langkah alur kerja komponen dalam sistem. Sebuah activity diagram dapat menunjukkan aliran kontrol keseluruhan. </div>
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<a href="http://3.bp.blogspot.com/-BgCTNROaRY4/UV-l3zB8U2I/AAAAAAAAAWs/WfoNKnRTCxE/s1600/ActivityDiagram.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="312" src="http://3.bp.blogspot.com/-BgCTNROaRY4/UV-l3zB8U2I/AAAAAAAAAWs/WfoNKnRTCxE/s320/ActivityDiagram.png" width="320" /></a></div>
<br /><br /> Anonymoushttp://www.blogger.com/profile/09935869245337662516noreply@blogger.com2tag:blogger.com,1999:blog-3094640678964115795.post-26759732893080082762013-04-02T22:08:00.000-07:002013-04-05T21:37:37.532-07:00KONVERSI ANALOG KE DIGITAL<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span>KONVERSI ANALOG KE DIGITAL</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;">1.1.1
Fenomena Analog dan Fenomena Diskrit.</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></b></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;">Suatu
bentuk dari komunikasi elektronik yang merupakan proses pengiriman informasi
pada gelombang elektromagnetik, dan bersifat<span style="mso-spacerun: yes;">
</span>variable dan berkelanjutan<span style="mso-spacerun: yes;"> </span>atau
disebut juga<span style="mso-spacerun: yes;"> </span>dengan sistem analog.
Contoh sinyal gambar pada televisi, suara pada radio yang dikirim secara
berkesinambungan. Sedangkan sistem diskrit adalah sistem penganturan dengan
mengamati waktu<span style="mso-spacerun: yes;"> </span>secara periodik tidak
kontinu</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;">Fenomena
konversi secara terus menerus seperti gambar, suara, dan video menjadi
representasi diskrit yang dapat ditangani oleh komputer disebut konversi<span style="mso-spacerun: yes;"> </span>analog ke digital<i style="mso-bidi-font-style: normal;">. </i><span class="hps"><span style="mso-bidi-font-style: italic;">Keuntungan
data digital dan<span style="mso-spacerun: yes;"> </span>data analaog :</span></span></span></div>
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<span class="hps"><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;">Data
analog</span></span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;"> <span class="hps"><span style="mso-spacerun: yes;"> </span>dengan</span> <span class="hps">nilai</span> <span class="hps">tak terbatas yang</span> <span class="hps">dapat</span> <span class="hps">berjalan lancar</span> <span class="hps">dan terus menerus</span> <span class="hps">akan</span> <span class="hps">lebih tepat</span> <span class="hps">dan
memberikan</span> <span class="hps">kualitas yang lebih baik</span> <span class="hps">dalam foto</span>, <span class="hps">musik</span>, <span class="hps">dan
video</span>. <span class="hps">Tapi sebagai</span> <span class="hps">media penyimpanan</span>
<span class="hps">memiliki tingkatan dalam ukuran</span> <span class="hps">dan
saluran</span> <span class="hps">komunikasi memiliki</span> <span class="hps">tingkatan
<span style="mso-spacerun: yes;"> </span>pada</span> <span class="hps">data rate</span>,
<span class="hps">sehingga di mungkinkan </span><span style="mso-spacerun: yes;"> </span><span class="hps">untuk meningkatkan</span> <span class="hps">resolusi</span> <span class="hps">gambar digital</span>, <span class="hps">audio,</span> <span class="hps">dan video</span>. <span class="hps">Ini</span>
<span class="hps">berarti bahwa</span> <span class="hps">gambar</span> <span class="hps">digital</span> <span class="hps">dan audio</span> <span class="hps">sekarang
dapat</span> <span class="hps">ditangkap dengan </span><span style="mso-spacerun: yes;"> </span><span class="hps">detail dan halus</span>. <span class="hps">Data digital</span> <span class="hps">juga memiliki</span> <span class="hps">keuntungan</span> <span class="hps">dengan</span> <span class="hps">cara <span style="mso-spacerun: yes;"> </span>gambar dan suara</span> <span class="hps">dikomunikasikan</span>.
<span class="hps">Analog</span> <span class="hps">komunikasi data</span> <span class="hps">yang lebih</span> <span class="hps">rentan terhadap</span> <span class="hps">gangguan</span> <span class="hps">dari pada yang</span> <span class="hps">digital</span>, <span class="hps">sehingga</span> <span class="hps">kehilangan</span>
<span class="hps">beberapa</span> <span class="hps">kualitas</span> <span class="hps">dalam transmisi</span>. <span class="hps">Dengan</span> <span class="hps">data digital</span>, <span class="hps">yang</span> <span class="hps">dikomunikasikan</span>
<span class="hps">seluruhnya</span> <span class="hps">sebagai</span> <span class="hps">urutan</span> <span class="hps">0s dan</span> <span class="hps">1s</span>,
<span class="hps">error-correcting</span> <span class="hps">strategi</span> <span class="hps">dapat digunakan untuk</span> <span class="hps">memastikan</span> <span class="hps">bahwa data yang</span> <span class="hps">diterima dan diinterpretasikan</span>
<span class="hps">dengan benar</span>. <span class="hps">Selain itu</span>, <span class="hps">data digital</span> <span class="hps">dapat</span> <span class="hps">dikomunikasikan</span>
<span class="hps">lebih kompak</span> <span class="hps">dibandingkan</span> <span class="hps">analog</span>. </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;">1.2.2
Gambar dan Data Suara Direpresentasikan sebagai Fungsi dan Bentuk gelombang.</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;">Dua
media utama di media digital dalah gambar dan suara.Gamabar dan suara adalah
utama dalam arti bahwa keduanya dikombinasikan untuk menghasilkan video. Kedua
gambar dan suara dapat direpresentasikan sebagai fungsi, dan kita dapat
memvisualisasikan fungsi tersebut dengan cara grafik yang berhubungan.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;">Misalnya
suara adalah fungsi satu dimensi yaitu, fungsi dengan satu variabel sebagai
masukan. Jika kita berpikir tentang suara sebagai fenomena terus menerus, maka
kita dapat memodelkansebagai fungsi kontinu y = f (x) di mana x adalah waktu
dan y adalah amplitudo tekanan udara.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;">Gelombang
suara bergerak bolak-balik dari kiri ke kanan, ke arah yang sama di mana
gelombang yang memancar keluar dari string. Gelombang jenis ini disebut
gelombang longitudinal. Gelombang Logitudinal didefinisikan sebagai gelombang
di mana gerakan partikel individu sejajar dengan arah di mana energi sedang
diangkut. Suara merupakan gelombang mekanik longitudinal.Periode gelombang
adalah jumlah waktu yang dibutuhkan untuk satu siklus untuk menyelesaikan. </span></div>
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<i><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;">T
= 1 / F dan<span style="mso-spacerun: yes;"> </span>F = 1 / T</span></i></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;">Ketinggian gelombang disebut amplitudo. Terlepas
dari media, konversi analog ke digital membutuhkan dua langkah yaitu :</span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><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: 10.0pt; line-height: 115%;">Sampling , memilih titik-titik diskrit
di mana untuk mengukur fenomena kontinyu (yang kita juga akan memanggil
sinyal). Dalam kasus gambar, titik-titik sampel yang merata dipisahkan dalam
ruang. Dalam kasus suara, titik-titik sampel yang merata terpisah dalam waktu.
Jumlah sampel yang diambil per satuan waktu atau ruang unit disebut sampling
rate</span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><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: 10.0pt; line-height: 115%;">kuantisasi, mensyaratkan bahwa setiap
sampel diwakili dalam sejumlah tetap bit, disebut ukuran sampel, atau, sama,
kedalaman bit. Kedalaman bit membatasi presisi dengan setiap sampel dapat
diwakili.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0pt; text-align: left;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi;">1.2.3<span style="letter-spacing: 3.2pt;"> </span><span style="letter-spacing: .05pt;">Samp</span>li<span style="letter-spacing: .05pt;">n</span>g<span style="letter-spacing: -.5pt;"> </span><span style="letter-spacing: .05pt;">an</span>d<span style="letter-spacing: -.2pt;"> </span><span style="letter-spacing: .05pt;">A</span>li<span style="letter-spacing: .05pt;">as</span>i<span style="letter-spacing: .05pt;">ng.</span></span></b></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;">Pada setiap blok sampel, kamera digital
mendeteksi warna objek yang sedang difoto, merekam informasi dalam pixel,
singkatan dari elemen gambar. Untuk menciptakan adegan dari sampel yang diambil
di setiap blok sampel, dengan ekstrapolasi Anda bisa berasumsi bahwa seluruh
blok adalah warna sampel. Aliasing dalam gambar digital muncul dari
undersampling dan menghasilkan gambar yang tidak sesuai dengan sumber aslinya <span style="mso-spacerun: yes;"> </span>mungkin akan kabur atau memiliki pola palsu.</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;">Situasi
serupa dapat terjadi ketika<span style="mso-spacerun: yes;"> </span>ada sampel
gelombang audio. Gelombang suara dapat diwakili oleh gelombang sinus. Ini
adalah nada murni dengan frekuensi 637 Hz. Secara umum, <i style="mso-bidi-font-style: normal;">aliasing</i> adalah situasi di mana satu hal mengambil bentuk atau
identitas lain. Aliasing dalam gambar digital memanifestasikan dirinya sebagai
kurangnya kejelasan, atau pola dalam gambar digital yang tidak ada dalam bahasa
aslinya, dalam teks, itu muncul sebagai tepi bergerigi pada surat yang
seharusnya menjadi lancar, dan dalam audio digital, menghasilkan frekuensi
suara yang tidak ada dalam bahasa aslinya.</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0pt; text-align: left;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt;">1.2.4<span style="letter-spacing: 3.2pt;"> </span><span style="letter-spacing: .05pt;">Q</span>u<span style="letter-spacing: .05pt;">a</span>ntiz<span style="letter-spacing: .05pt;">at</span>ion,<span style="letter-spacing: -.75pt;"> </span><span style="letter-spacing: .05pt;">Q</span>u<span style="letter-spacing: .05pt;">a</span>ntiz<span style="letter-spacing: .05pt;">a</span>tion<span style="letter-spacing: -.7pt;"> </span><span style="letter-spacing: .05pt;">E</span>rro<span style="letter-spacing: .05pt;">r</span>,<span style="letter-spacing: -.3pt;"> </span>and<span style="letter-spacing: -.25pt;"> </span>Signal-to-<span style="letter-spacing: .05pt;">N</span>oise<span style="letter-spacing: -.9pt;"> </span><span style="letter-spacing: .05pt;">R</span>atio.</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0pt; text-align: left;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt;"><br /></span></b></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;">Langkah kedua dalam konversi analog ke digital
adalah kuantisasi. Kita telah melihat bahwa sampel harus diambil pada
titik-titik diskrit dalam waktu atau ruang. Untuk gambar digital, sampel
masing-masing mewakili warna pada titik diskrit dalam dua dimensi citra. Jumlah
warna yang mungkin ditentukan oleh jumlah bit yang digunakan untuk mewakili
setiap sampel yaitu, ukuran sampel atau kedalaman bit .Untuk audio digital,
sampel masing-masing mewakili amplitudo gelombang suara pada diskrit titik
waktu. Ukuran sampel yang umum adalah delapan atau 16 bit. Stereo kualitas CD
audio digital menggunakan 16 bit per sampel di masing-masing dua saluran
stereo, dengan total 32 bit per sampel.</span><span style="font-size: 10.0pt; line-height: 115%;"> </span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;">Jumlah
kesalahan tersirat dalam kedalaman bit yang dipilih dapat diukur dari segi
rasio signal-to-noise (SNR).Signal-to-noise rasio secara umum dapat
didefinisikan sebagai rasio dari konten yang bermakna dari sinyal terhadap
kebisingan yang terkait. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;">Definisi yang lebih
tepat dari sinyal-to-noise ratio bervariasi sesuai dengan konteks</span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><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: 10.0pt; line-height: 115%;">Dalam komunikasi data analog, rasio signal-to-noise
didefinisikan sebagai rasio dari daya rata-rata dalam sinyal versus kekuasaan
di tingkat kebisingan. Penggunaan SNR istilah berlaku untuk sinyal tertentu.
SNR tergantung pada real-time kondisi.</span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><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: 10.0pt; line-height: 115%;">Untuk gambar digital atau suara, rasio
signal-to-noise didefinisikan sebagai rasio dari nilai sampel maksimum versus
kesalahan kuantisasi maksimum. Setiap sinyal dikodekan dengan kedalaman bit
yang diberikan akan memiliki rasio yang sama. Hal ini juga dapat disebut </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Arial; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-bidi;">signal-to-quantization-noise ratio </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi;">(<span style="mso-bidi-font-style: italic; mso-bidi-font-weight: bold;">SQNR</span>).</span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0pt; text-align: left;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; letter-spacing: .05pt; mso-bidi-font-style: italic;">1</span></b><b><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-bidi-font-style: italic;">.3 <span style="letter-spacing: 1.45pt;"><span style="mso-spacerun: yes;"> </span></span><span style="letter-spacing: .05pt;">Dat</span>a<span style="letter-spacing: -.25pt;"> </span><span style="letter-spacing: .05pt;">Storag</span>e.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0pt; text-align: left;">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;">Dengan
media digital yang ada saat ini, kita diharuskan mampu menangani masalah dengan
data yang jumlahnya besar. Dilihat dari ukuran data media digital yang ada saat
ini baik itu berupa gambar, audio, dan file video yang begitu marak dan
pastinya memiliki kapasitas data yang besar sehingga mengaharuskan kita untuk
menemukan cara menggunakan media digital tersebut dengan data yang ringan.
Salah satu caranya adalah dengan meng kompresi data media digital tersebut.
Ketika kita berbicara mengenai media digital kita juga tidak luput dari salah
satu komponen media digital tersebut yaitu RGB atau satuan acuan warna yang
digunakan untuk menentukan kapasitas data suatu media digital.</span></div>
<br />Anonymoushttp://www.blogger.com/profile/09935869245337662516noreply@blogger.com1tag:blogger.com,1999:blog-3094640678964115795.post-40210002399942903602013-03-31T21:09:00.003-07:002013-03-31T21:09:35.445-07:00BERSEPEDA<br />
<div style="background: white; line-height: 16.5pt; margin-bottom: .0001pt; margin: 0cm; text-align: justify; vertical-align: baseline;">
<span style="color: #444444; font-family: "Arial","sans-serif"; font-size: 9.0pt;">Mendekati awal buan April, di
saat sedang banyak banyaknya tugas, kemarin (23/3) saya dan keluarga ingin sekadar melepas penat dengan mengadakan
bersepeda santai jelajah pedesaan di Kabupaten Bantul. </span><em><span style="border: none windowtext 1.0pt; color: #444444; font-family: "Georgia","serif"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-border-alt: none windowtext 0cm; padding: 0cm;">Rute</span></em><span class="apple-converted-space"><span style="color: #444444; font-family: "Arial","sans-serif"; font-size: 9.0pt;"> </span></span><span style="color: #444444; font-family: "Arial","sans-serif"; font-size: 9.0pt;">yang
dipilih yakni menjelajahi jalan-jalan pedesaan dari Jalan Imogiri menuju pedesaan yang ada di kabupaten
bantul. Sebuah </span><em><span style="border: none windowtext 1.0pt; color: #444444; font-family: "Georgia","serif"; font-size: 9.0pt; mso-bidi-font-family: Arial; mso-border-alt: none windowtext 0cm; padding: 0cm;">rute</span></em><span class="apple-converted-space"><span style="color: #444444; font-family: "Arial","sans-serif"; font-size: 9.0pt;"> </span></span><span style="color: #444444; font-family: "Arial","sans-serif"; font-size: 9.0pt;">yang awalnya saya pikir cukup panjang dan
melelahkan, karena jika dihitung-hitung . kami akan menempuh perjalanan kurang
lebih 30 kilometer.<span class="apple-converted-space"> Selama perjalan kami
berhenti di desa giriloyo dimana desa tersebut terkenal dengan sentra batiknya.Demikian
pengalan bersepeda yang saya alami... :D<o:p></o:p></span></span></div>
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<span style="color: #444444; font-family: "Arial","sans-serif"; font-size: 9.0pt;"><span class="apple-converted-space"><br /></span></span></div>
<div style="background: white; line-height: 16.5pt; margin-bottom: .0001pt; margin: 0cm; text-align: justify; vertical-align: baseline;">
<span style="color: #444444; font-family: "Arial","sans-serif"; font-size: 9.0pt;"><span class="apple-converted-space"><br /></span></span></div>
<div style="background-color: white; background-position: initial initial; background-repeat: initial initial; line-height: 16.5pt; margin: 0cm 0cm 0.0001pt; text-align: center; vertical-align: baseline;">
<span class="apple-converted-space"><span style="color: #444444; font-family: "Arial","sans-serif"; font-size: 9.0pt;">“Yang penting
sehat dan kebersamaan keluarga”</span></span><span style="color: #444444; font-family: "Arial","sans-serif"; font-size: 9.0pt;"><o:p></o:p></span></div>
Anonymoushttp://www.blogger.com/profile/09935869245337662516noreply@blogger.com1tag:blogger.com,1999:blog-3094640678964115795.post-62670991478929152172013-03-31T05:22:00.002-07:002013-03-31T05:25:23.178-07:00DESAIN COVER MAJALAHIni proyek 2 menggunakan Corel Draw X5 ....mohon penilaiannya...:D<br />
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<br />Anonymoushttp://www.blogger.com/profile/09935869245337662516noreply@blogger.com1tag:blogger.com,1999:blog-3094640678964115795.post-72534884864757646622013-03-31T05:12:00.001-07:002013-03-31T05:14:29.114-07:00MARS MUHAMMADIYAH<div style="text-align: center;">
<span style="font-family: Verdana, sans-serif; font-size: x-small;"><span style="line-height: 17.28125px;">SANG SURYA</span></span></div>
<div style="text-align: center;">
<span style="font-family: Verdana, sans-serif; font-size: x-small;"><span style="line-height: 17.28125px;"><br /></span></span></div>
<div style="text-align: center;">
<span style="font-family: Verdana, sans-serif; font-size: x-small;"><span style="line-height: 17.28125px;"><br /></span></span></div>
<span style="background-color: white; font-family: Verdana, sans-serif; font-size: x-small; line-height: 17.28125px; text-align: justify;">Sang Surya Telah Bersinar<br />Shahadat Dua Melingkar<br />Warna Yang Hijau Berseri<br />Membuatku Rela Hati<br /><br />Yaa Allah Tuhan Rabbiku<br />Muhammad Junjunganku<br />Al Islam Agamaku<br />Muhammadiyah Gerakanku<br /> </span><br />
<span style="background-color: white; font-family: Verdana, sans-serif; font-size: x-small; line-height: 17.28125px; text-align: justify;">Di Timur fajar Cerah Gemerlapan<br />Mengusik Kabut Hitam<br />Menggugah Kaum Muslimin<br />Tinggalkan Peraduan<br /><br />Lihatlah Matahari Telah Tinggi<br />Di Ufuk Timur Sana<br />Seruan Illahi Rabbi<br />Samina Wa Atthona<br /><br />Yaa Allah Tuhan Rabbiku<br />Muhammad Junjunganku<br />Al Islam Agamaku<br />Muhammadiyah Gerakanku</span><br />
<span style="background-color: white; font-family: Verdana, sans-serif; font-size: x-small; line-height: 17.28125px; text-align: justify;"><br /></span>
<span style="background-color: white; font-family: Verdana, sans-serif; font-size: x-small; line-height: 17.28125px; text-align: justify;"><br /></span>
<span style="background-color: white; font-family: Verdana, sans-serif; font-size: x-small; line-height: 17.28125px; text-align: justify;"><a href="http://www.4shared.com/mp3/PRDo_YeM/rossa_-_sang_surya__sang_pence.html?" target="_blank">DOWNLOAD MP3NYA</a></span>Anonymoushttp://www.blogger.com/profile/09935869245337662516noreply@blogger.com0tag:blogger.com,1999:blog-3094640678964115795.post-43168304419205219612013-03-31T03:39:00.000-07:002013-03-31T04:58:18.248-07:00PENGALAMAN PENELITIAN PERTAMA<div style="font-family: inherit; text-align: justify;">
<b>PENGALAMAN PENELITIAN PERTAMA </b></div>
<div style="font-family: inherit; text-align: justify;">
<br /></div>
<div style="font-family: inherit;">
</div>
<div style="font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify; text-indent: 36pt;">
Dulu, sekitar awal SMA setiap siswa siswi harus mempunyai pengalaman
meneliti. Di ruang perpustakaan wali kelas
dan seorang pendamping penelitian yang berjilbab memberikan tugas penelitian disebuah sentra
kerajinan patung primitif di Kabupaten Bantul. Ketika diruang perpustakaan tersebut
wali kelas memanggil tujuh orang nama termasuk saya. Hal ini membuat saya
bingung untuk apa saya di panggil. Ternyata saya dan enam orang lainnya
ditunjuk sebagai ketua kelompok yang telah di bentuk oleh pendamping penelitian
kami. Karena saya tidak dapat memilih lagi maka saya bersedia untuk menjadi
ketua kelompok dari Kelompok dua. Wali kelas kami bilang bahwa setia ketua
kelompok harus bertanggung jawab terhadap kelompok dan tugas kelompoknya.
Setelah itu pendamping penelitian kami
membagi tugas setiap kelompok , kelompok saya mendapat tugas meneliti limbah
yang dihasilkan dari pembuatan patung primitif. Karena waktu itu wali kelas dan
pembimbing penelitian sedang buru-buru Karena
ada rapat , maka saya dan teman satu kelas pun dipersilahkan pulang untuk
mempersiapkan penelitian buat minggu depan.</div>
<div style="font-family: inherit; text-align: justify;">
</div>
<div style="font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify; text-indent: 36pt;">
Satu minggu kemudian, tiba saatnya penelitian masal yang
diadakan oleh SMA saya . saya dan teman satu kelas berangkat dari sekolah
dengan menggunakan bus. Sekitar tiga puluh menit menempuh perjalanan ahirnya tiba
di sentra kerajinan petung primitive yang terdapat di Kabupaten Bantul. Saya
dan kelompok serta teman teman yang lain pun bergegas meneliti Setelah seharian
di sentra kerajinan patung primitif, wali kelas kami pun menghimabu agar segera
naik ke bus dikarena acara akan di
lanjutkan di sekolah. Sesampainya di sekolah acara pun dilanjutkan shring.
Sekitar satu jam acara sharing selesai saya pun langsung bergegas pulang </div>
<div style="font-family: inherit; text-align: justify;">
</div>
<div style="font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify; text-indent: 36pt;">
Bebarapa hari kemudian, tiba-tiba ada sms yang masuk ke hp saya.Ternyata
teman satu kelompok penelitian saya. Di sms itu tertulis bahwa ia mengajak
mengerjakan laporan penelitian .Dia bertanya , dimana kira-kira mau ngerjain.
Dia sendiri juga menyarankan di Taman sekolah. Ahirnya saya dan teman-teman
satu kelompok janji ketemu esok siangnya.</div>
<div style="font-family: inherit; text-align: justify;">
</div>
<div style="font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify; text-indent: 36pt;">
Esok siangnya, saya pergi ke taman sekolah. Dua teman dari
kelompok saya telat beberapa menit dari waktu perjanjian. Saya pun menyerahkan data dari penelitian untuk di
bahas. Singkat cerita hasil dari laporan penelitian kami yang sudah tersusun rapi
dan sudah di bukukan sekarang tersimpan rapi di perpustakaan SMA. Terimakasih….</div>
Anonymoushttp://www.blogger.com/profile/09935869245337662516noreply@blogger.com0tag:blogger.com,1999:blog-3094640678964115795.post-41575774878622496732013-01-20T03:38:00.005-08:002013-03-31T04:09:22.990-07:00SOAL ILMU PENDIDIKAN<ul style="direction: ltr; margin-bottom: 0in; margin-left: 0.0118in; margin-top: 0in; unicode-bidi: embed;"><div lang="en-US" style="font-size: 12pt; margin: 0in 0in 0in 0.75in; text-align: justify;">
<span style="font-size: 12pt;"> </span></div>
<div lang="en-US" style="font-size: 12pt; margin: 0pt 0pt 10pt; text-align: justify;">
<span style="font-weight: bold;">URGENSI MEMAHAMI HAKEKAT MANUSIA</span></div>
<ol style="direction: ltr; font-family: Calibri; font-size: 11pt; margin-bottom: 0in; margin-left: 0.375in; margin-top: 0in; unicode-bidi: embed;" type="1">
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="1"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Pengertian Manusia menurut pola pemikiran biologis adalah ….</span></li>
<ol style="direction: ltr; font-size: 11pt; margin-bottom: 0in; margin-left: 0.375in; margin-top: 0in; unicode-bidi: embed;" type="a">
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="1"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Manusia adalah makhluk yang pandai bertanya , bahkan mempertanyakan dirinya sendiri, kebredaan dan kedudukannya.</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Maunusia adalah makhluk multi dimensional.</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt; font-weight: bold;">Manusia sebagai pusat kegiatan intern yang menggunakan bentuk lahiriah tubuhnya untuk mengekspresikandiri dalam komunikasi dalam sesamanya.</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Manusia yang hidup dalam suatu alam yang sacral penuh dengan nilai-nilai religious.</span></li>
</ol>
</ol>
<div lang="en-US" style="font-size: 12pt; margin: 0in 0in 0in 0.75in; text-align: justify;">
<br /></div>
<ol style="direction: ltr; font-family: Calibri; font-size: 11pt; margin-bottom: 0in; margin-left: 0.375in; margin-top: 0in; unicode-bidi: embed;" type="1">
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="2"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Dibawah ini merupakan wujud sifat hakekat manusia, kecuali ….</span></li>
<ol style="direction: ltr; font-size: 11pt; margin-bottom: 0in; margin-left: 0.375in; margin-top: 0in; unicode-bidi: embed;" type="a">
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="1"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Kemampuan menyadari diri</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt; font-weight: bold;">Rendah hati dan berwibawa</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Tanggung jawab</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Kemampuan menghayati kebahagian</span></li>
</ol>
</ol>
<div lang="en-US" style="font-size: 12pt; margin: 0in 0in 0in 0.75in; text-align: justify;">
<br /></div>
<ol style="direction: ltr; font-family: Calibri; font-size: 11pt; margin-bottom: 0in; margin-left: 0.375in; margin-top: 0in; unicode-bidi: embed;" type="1">
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="3"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Dibawah ini beberapa rumusan dan definisi lain dari manusia, kecuali ….</span></li>
<ol style="direction: ltr; font-size: 11pt; margin-bottom: 0in; margin-left: 0.375in; margin-top: 0in; unicode-bidi: embed;" type="a">
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="1"><span style="font-family: 'Times New Roman'; font-size: 12pt; font-weight: bold;">Homo educandum</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Homo ecomomicus</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Homo sapiens</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Animal educandum</span></li>
</ol>
</ol>
<div lang="en-US" style="font-size: 12pt; margin: 0in 0in 0in 0.75in; text-align: justify;">
<br /></div>
<ol style="direction: ltr; font-family: Calibri; font-size: 11pt; margin-bottom: 0in; margin-left: 0.375in; margin-top: 0in; unicode-bidi: embed;" type="1">
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="4"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Tokoh-tokoh yang berpengaruh dalam pola pemikiran psikologi yang membahas pengertian manusia yaitu ….</span></li>
<ol style="direction: ltr; font-size: 11pt; margin-bottom: 0in; margin-left: 0.375in; margin-top: 0in; unicode-bidi: embed;" type="a">
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="1"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Erich Rothacker, Ernst Cassirer, Aristoteles</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Cassirer, Ludwig Binswanger, Erich Fromm</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt; font-weight: bold;">Ludwig Binswanger, Erwin Straus, Erich Fromm</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Erich Fromm, Aristoteles, Eliade</span></li>
</ol>
</ol>
<div style="font-size: 12pt; margin: 0in 0in 0in 0.75in; text-align: justify;">
<br /></div>
<ol style="direction: ltr; font-family: Calibri; font-size: 11pt; margin-bottom: 0in; margin-left: 0.375in; margin-top: 0in; unicode-bidi: embed;" type="1">
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="5"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Yang termasuk dalam dimensi-dimensi kemanusian adalah ….</span></li>
<ol style="direction: ltr; font-size: 11pt; margin-bottom: 0in; margin-left: 0.375in; margin-top: 0in; unicode-bidi: embed;" type="a">
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="1"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Dimensi Keindividualan</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Dimensi Kemoralan</span></li>
</ol>
<ol style="direction: ltr; font-size: 11pt; margin-bottom: 0in; margin-left: 0.375in; margin-top: 0in; unicode-bidi: embed;" type="a">
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="3"><span style="font-family: 'Times New Roman'; font-size: 12pt; font-weight: bold;">Jawaban A dan B benar</span></li>
</ol>
<ol style="direction: ltr; font-size: 11pt; margin-bottom: 0in; margin-left: 0.375in; margin-top: 0in; unicode-bidi: embed;" type="a">
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="4"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Semua jawaban benar</span></li>
</ol>
</ol>
<div lang="en-US" style="font-size: 12pt; margin: 0in 0in 0in 0.75in; text-align: justify;">
<br /></div>
<ol style="direction: ltr; font-family: Calibri; font-size: 11pt; margin-bottom: 0in; margin-left: 0.375in; margin-top: 0in; unicode-bidi: embed;" type="1">
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="6"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Manusia adalah makhluk yang monopluratis atau manusia yang memiliki banyak unsur kodrat tetapi meurpakan satu kesatuan yang utuh, pengertian tersebut menurut ahli ….</span></li>
<ol style="direction: ltr; font-size: 11pt; margin-bottom: 0in; margin-left: 0.375in; margin-top: 0in; unicode-bidi: embed;" type="a">
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="1"><span style="font-family: 'Times New Roman'; font-size: 12pt; font-weight: bold;">Notonagoro</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Soerjanto Poespowardojo</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Tirta Raharja</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Jawaban B dan C benar</span></li>
</ol>
</ol>
<div lang="en-US" style="font-size: 12pt; margin: 0in 0in 0in 0.75in; text-align: justify;">
<br /></div>
<ol style="direction: ltr; font-family: Calibri; font-size: 11pt; margin-bottom: 0in; margin-left: 0.375in; margin-top: 0in; unicode-bidi: embed;" type="1">
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="7"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Pengertian Manusia menurut pandangan Frued adalah ….</span></li>
<ol style="direction: ltr; font-size: 11pt; margin-bottom: 0in; margin-left: 0.375in; margin-top: 0in; unicode-bidi: embed;" type="a">
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="1"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Manusia sebagai pusat kegiatan intern yang menggunakan bentuk tubuh lahiriahnya untuk mengekpresikan diri dalam komunikasi sesamanya.</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Manusia itu rasional, tersosialisasikan dan dapat menentukan nasibnya sendiri</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Manusia tidak rasional, tidak terosialisasikan dan tidak memiliki control tehadap nasibnya sendiri</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt; font-weight: bold;">Manusia digerakkan oleh dorongan-dorongan dari dalam dirinya yang bersifat instinktif</span></li>
</ol>
</ol>
<div lang="en-US" style="font-size: 12pt; margin: 0in 0in 0in 0.75in; text-align: justify;">
<br /></div>
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<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="8"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Menurut Soerjono Poespowardojo, untuk memahami manusia bukan dari kacamata seseorang seorang antorpolog melainkan dari….</span></li>
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<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="1"><span style="font-family: 'Times New Roman'; font-size: 12pt; font-weight: bold;">Interpretasi perorangan</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Seorang biolog</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Seorang psikolog</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Pakar sosial-budaya</span></li>
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<ol style="direction: ltr; font-family: Calibri; font-size: 11pt; margin-bottom: 0in; margin-left: 0.375in; margin-top: 0in; unicode-bidi: embed;" type="1">
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="9"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Monopluralis menurut Notonegoro adalah….</span></li>
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<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="1"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Manuasia terdiri dari dua unsur, tetapi merupakan satu kesatuan.</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Sebagai makhluk pribadi berdiri sendiri sekaligus sebagai makhluk Tuhan</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt; font-weight: bold;">Memiliki banyak unsur kodrat, tetapi merupakan satu kesatuan yang utuh.</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Manusia terdiri dari unsur individual dan unsur social, tetapi merupakan satu kesatuan yang untuh.</span></li>
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<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="10"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Dilihat dari susunannya manusia sebagai makhluk monodualis, yaitu…</span></li>
<ol style="direction: ltr; font-size: 11pt; margin-bottom: 0in; margin-left: 0.375in; margin-top: 0in; unicode-bidi: embed;" type="a">
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="1"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Manusia terdiri dari banyak unsur kodrat yang merupakan satu kesatuan yang utuh.</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt; font-weight: bold;">Manusia terdiri dari dua unsur yakni unsur raga dan unsur jiwa, tetapi merupakan satu kesatuan yang utuh.</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Manusia terdiri dari unsur individual dan unsur social, tetapi merupakan satu kesatuan yang untuh.</span></li>
<li lang="en-US" style="margin: 0pt 0pt 10pt; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Sebagai makhluk pribadi berdiri sendiri sekaligus sebagai makhluk Tuhan</span></li>
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<span style="font-weight: bold;">ARTI PENDIDIKAN DAN BATAS-BATAS PENDIDIKAN</span></div>
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<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="1"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Pendidikan adalah rekonstruksi atau reorganisasi pengalaman yang menambah makna pengalaman, dan yang menambah kemampuan untuk mengarahkan pengalaman selanjutnya. Merupaka pengertian pendidikan menurut...</span></li>
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<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="1"><span style="font-family: 'Times New Roman'; font-size: 12pt;">John S. Brubacher</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Suroso Prawiroharjo</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt; font-weight: bold;">John Dewey</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Raka Jon</span></li>
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<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="2"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Dibawah ini merupakan Unsur-unsur Esensial yang tercakup dalam pengertian pendidikan , kecuali….</span></li>
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<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="1"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Pembinaan, pengembangan kemampuan</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Hubungan antara dua pihak( pendidik dan peserta didik) </span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Dilakukan diberbagai lingkungan</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt; font-weight: bold;">Dilakukan dengan tegas dan disiplin</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Rekonstruksi atau reorganisasi pengalaman yang menambah makna pengalaman</span></li>
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<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="3"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Proses di mana potensi-potensi, kemampuan-kemampuan, kapasitas-kapasitas manusia yang mudah dipengaruhi oleh kebiasaan-kebiasaan, disempurnakan dengan kebiasaan-kebiasaan yang baik, dengan alat yang disusun dengan sedemikian rupa, dan digunakan manusia untuk menolong orang lain atau diri sendiri dalam mencapai tujuan yang ditetapkan disebut dengan...</span></li>
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<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="1"><span style="font-family: 'Times New Roman'; font-size: 12pt; font-weight: bold;">Pendidikan</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Pendidik</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Inovasi</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Adaptasi</span></li>
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<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="4"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Pengertian pendidikan menurut Suroso Prawiroharjo adalah...</span></li>
<ol style="direction: ltr; font-size: 11pt; margin-bottom: 0in; margin-left: 0.375in; margin-top: 0in; unicode-bidi: embed;" type="a">
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="1"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Rekonstruksi atau reorganisasi pengalaman yang menambah makna pengalaman</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt; font-weight: bold;">Bantuan pendidik untuk membuat peserta didik dewasa</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Proses di mana potensi-potensi, kemampuan-kemampuan, kapasitas-kapasitas manusia yang mudah dipengaruhi oleh kebiasaan-kebiasaan</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Usaha sadar atau dan terencana untuk mewujudkan suasana belajar dan proses pembelajaran agar peserta didik secara aktif mengembangkan potensi dirinya</span></li>
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<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="5"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Membentuk pribadi-pribadi yang beriman dan bertaqwa kepada Tuhan Yang Maha Esa, memiliki kepercayaan diri, Melestarikan nilai-nilai yang dijunjung tinggi oleh masyarakat. Tiga hal tersebut merupakan bagian dari...</span></li>
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<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="1"><span style="font-size: 12pt; font-weight: bold;">Batas Pendidikan</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Tantangan pendidikan pada peserta didik.</span></li>
<li style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span lang="en-US" style="font-family: 'Times New Roman'; font-size: 12pt;">Unsur </span><span lang="id" style="font-family: 'Times New Roman'; font-size: 12pt;">–</span><span lang="en-US" style="font-family: 'Times New Roman'; font-size: 12pt;"> unsur pendidikan.</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Kegunaan atau Tujuan pendidikan.</span></li>
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<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="6"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Manusia memiliki perbedaan kemampuan,bakat, minat, motivasi, watak, ketahanan, semangat. Hal tersebut termasuk batasan batasan pendidik pada...</span></li>
<ol style="direction: ltr; font-size: 11pt; margin-bottom: 0in; margin-left: 0.375in; margin-top: 0in; unicode-bidi: embed;" type="a">
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="1"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Lingkungan dan Sarana Pendidikan</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Pendidik</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt; font-weight: bold;">Peserta didik</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Waktu pendidik</span></li>
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<ol style="direction: ltr; font-family: Calibri; font-size: 11pt; margin-bottom: 0in; margin-left: 0.375in; margin-top: 0in; unicode-bidi: embed;" type="1">
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="7"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Pendidikan adalah usaha sadar atau dan terencana untuk mewujudkan suasana belajar dan proses pembelajaran agar peserta didik secara aktif mengembangkan potensi dirinya untuk mempunyai kekuatan spiritual keagamaan, pengendalian diri, kepribadian, kecerdasan, akhlak mulia, serta ketrampilan yang diperlukan dirinya, masyarakat, bangsa dan negara. Merupakan pengertian pendidikan menurut ...</span></li>
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<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="1"><span style="font-family: 'Times New Roman'; font-size: 12pt;">UU No. 20 tahun 2003</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Suroso Prawiroharjo</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt; font-weight: bold;">John Dewey</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Raka Jon</span></li>
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<ol style="direction: ltr; font-family: Calibri; font-size: 11pt; margin-bottom: 0in; margin-left: 0.375in; margin-top: 0in; unicode-bidi: embed;" type="1">
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="8"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Bantuan pendidik untuk membuat peserta didik dewasa. Merupakan pengertian merupakan pengertian pendidikan menurut...</span></li>
<ol style="direction: ltr; font-size: 11pt; margin-bottom: 0in; margin-left: 0.375in; margin-top: 0in; unicode-bidi: embed;" type="a">
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="1"><span style="font-family: 'Times New Roman'; font-size: 12pt;">John S. Brubacher</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt; font-weight: bold;">Suroso Prawiroharjo</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">John Dewey</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Raka Jon</span></li>
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<div lang="en-US" style="font-size: 12pt; margin: 0in 0in 0in 0.75in; text-align: justify;">
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<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="9"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Berikut ini yang bukan merupakan tantangan batasan-batasan pendidik adalah...</span></li>
<ol style="direction: ltr; font-size: 11pt; margin-bottom: 0in; margin-left: 0.375in; margin-top: 0in; unicode-bidi: embed;" type="a">
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="1"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Tantangan Batas-batas Pendidikan pada peserta didik,</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Tantangan Batas-batas Pendidikan pada pendidik.</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Tantangan Batas-batas Pendidikan Lingkungan dan sarana pendidik.</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt; font-weight: bold;">Tantangan Batas-batas Pendidikan pada waktu</span></li>
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<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="10"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Berikut ini yang merupakan ilmuan yang bergerak dalam bidang pendidikan adalah...</span></li>
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<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;" value="1"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Suroso Prawiroharjo</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">John Dewey</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt;">Jawaban A dan B salah</span></li>
<li lang="en-US" style="margin-bottom: 0px; margin-top: 0px; text-align: justify; vertical-align: middle;"><span style="font-family: 'Times New Roman'; font-size: 12pt; font-weight: bold;">Jawaban A dan B Benar</span></li>
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<b><a href="http://uny.ac.id/" target="_blank">Universitas Negeri Yogyakarta</a></b></div>
Anonymoushttp://www.blogger.com/profile/09935869245337662516noreply@blogger.com2tag:blogger.com,1999:blog-3094640678964115795.post-69212368117419719902013-01-15T23:31:00.001-08:002013-03-31T03:49:25.103-07:00PENDIDIDKAN SEBAGAI SISTEM<br />
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<table border="1" cellpadding="0" cellspacing="0" style="border-collapse: collapse; border-color: #A3A3A3; border-style: solid; border-width: 1pt; direction: ltr;" valign="top">
<tbody>
<tr>
<td style="border-color: #A3A3A3; border-style: solid; border-width: 1pt; padding: 4pt 4pt 4pt 4pt; vertical-align: top; width: 1.6034in;"><div style="font-size: 11pt; margin: 0in;">
Sistem </div>
</td>
<td style="border-color: #A3A3A3; border-style: solid; border-width: 1pt; padding: 4pt 4pt 4pt 4pt; vertical-align: top; width: 6.7652in;"><div style="font-size: 11pt; margin: 0in;">
Susunan yang membagun suatu objek./ ketrkaitan antara komponen
satu dengan komponen yang lain yang bekerja sama dan tidak dapat dipiahkan.</div>
</td>
</tr>
<tr>
<td style="border-color: #A3A3A3; border-style: solid; border-width: 1pt; padding: 4pt 4pt 4pt 4pt; vertical-align: top; width: 1.6034in;"><div style="font-size: 11pt; margin: 0in;">
Contohnya</div>
</td>
<td style="border-color: #A3A3A3; border-style: solid; border-width: 1pt; padding: 4pt 4pt 4pt 4pt; vertical-align: top; width: 6.7652in;"><div style="font-size: 11pt; margin: 0in;">
Pada tubuh manusia yang salingmembutuhkan.</div>
</td>
</tr>
<tr>
<td style="border-color: #A3A3A3; border-style: solid; border-width: 1pt; padding: 4pt 4pt 4pt 4pt; vertical-align: top; width: 1.6034in;"><div style="font-size: 11pt; margin: 0in;">
sistem menurut orang awam </div>
</td>
<td style="border-color: #A3A3A3; border-style: solid; border-width: 1pt; padding: 4pt 4pt 4pt 4pt; vertical-align: top; width: 6.7652in;"><div style="font-size: 11pt; margin: 0in;">
Cara, kiat, metode, strategi.</div>
</td>
</tr>
</tbody></table>
</div>
<div style="font-size: 11pt; margin: 0in;">
<br /></div>
<div style="font-size: 11pt; margin: 0in;">
Sistem
berasal dari bahasa yunani yang berarti berdiri bersama.</div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
Pengertian Sistem :</div>
<div style="direction: ltr;">
<table border="1" cellpadding="0" cellspacing="0" style="border-collapse: collapse; border-color: #A3A3A3; border-style: solid; border-width: 1pt; direction: ltr;" valign="top">
<tbody>
<tr>
<td style="border-color: #A3A3A3; border-style: solid; border-width: 1pt; padding: 4pt 4pt 4pt 4pt; vertical-align: top; width: 1.2812in;"><div style="font-size: 11pt; margin: 0in;">
Roger.A Kaufman </div>
</td>
<td style="border-color: #A3A3A3; border-style: solid; border-width: 1pt; padding: 4pt 4pt 4pt 4pt; vertical-align: top; width: 7.0875in;"><div style="font-size: 11pt; margin: 0in;">
Jumlah keseluruhan dari bagian bagian yang bekerja secara
indepent dan bekerja bersama untuk mencapai hasil yang dikehendaki.</div>
</td>
</tr>
<tr>
<td style="border-color: #A3A3A3; border-style: solid; border-width: 1pt; padding: 4pt 4pt 4pt 4pt; vertical-align: top; width: 1.2812in;"><div style="font-size: 11pt; margin: 0in;">
Notonegoro </div>
</td>
<td style="border-color: #A3A3A3; border-style: solid; border-width: 1pt; padding: 4pt 4pt 4pt 4pt; vertical-align: top; width: 7.0875in;"><div style="font-size: 11pt; margin: 0in;">
Suatu rangkaian kesuluruhan kebutuhan kesatuan.</div>
</td>
</tr>
</tbody></table>
</div>
<div style="font-size: 11pt; margin: 0in;">
<br /></div>
<div style="font-size: 11pt; margin: 0in;">
Websters
thridnew international dictionary :</div>
<div style="font-size: 11pt; margin: 0in;">
Sistem
suatu rangkaian keseluruhan kebutuhan kesatuan dari komponen komponen yang
saling berinteraksi atau interdependensi dalam menla mencapai tujuan.</div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<br /></div>
<div style="font-size: 11pt; margin: 0in;">
Unsur
unsur sistem</div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<br /></div>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="circle">
<li style="margin-bottom: 0px; margin-top: 0px; vertical-align: middle;"><span style="font-size: 11pt;">Ada satu kesatuan
organisasi</span></li>
<li style="margin-bottom: 0px; margin-top: 0px; vertical-align: middle;"><span style="font-size: 11pt;">Adanya komonen yang
saling membentuk kesatuan organis</span></li>
</ul>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="circle">
<li style="margin-bottom: 0px; margin-top: 0px; vertical-align: middle;"><span style="font-size: 11pt;">Adanyaa hubungan
keterkaitan antara komponen satu dengan yang lain maupun antara komponen
dengan keseluruhan</span></li>
</ul>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="circle">
<li style="margin-bottom: 0px; margin-top: 0px; vertical-align: middle;"><span style="font-size: 11pt;">adanya gerak atau
dinamika</span></li>
<li style="margin-bottom: 0px; margin-top: 0px; vertical-align: middle;"><span style="font-size: 11pt;">adanya tujuan yg
ingin dicapaing </span></li>
</ul>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<br /></div>
<div style="font-size: 11pt; margin: 0in;">
Telaah
filosofi tentang sistem.</div>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="circle">
<li style="margin-bottom: 0px; margin-top: 0px; vertical-align: middle;"><span style="font-size: 11pt;">Keberadaan sistem
sebearnya merupakan suatu yang bersifat alamiah dan bersifat kodrat (
given) </span></li>
</ul>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="circle">
<li style="margin-bottom: 0px; margin-top: 0px; vertical-align: middle;"><span style="font-size: 11pt;">Ada unit kehidupan
sistemik dengan bentuk paling besar dan dengan cakupan paling luas yang
disebut makro sistem</span></li>
</ul>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="circle">
<li style="margin-bottom: 0px; margin-top: 0px; vertical-align: middle;"><span style="font-size: 11pt;">Sebaliknya ada yang
paling kecil dan cakupn paling sempit yg disebut mikro sistem.</span></li>
</ul>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<br /></div>
<div style="font-size: 11pt; margin: 0in;">
Tantangan
Sistem Pendidikan</div>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="disc">
<li style="margin-bottom: 0px; margin-top: 0px; vertical-align: middle;"><span style="font-size: 11pt;">kemampuan untuk
mengetahui pola" perubahan dan kecenderungan yg sedang berjalan</span></li>
<li style="margin-bottom: 0px; margin-top: 0px; vertical-align: middle;"><span style="font-size: 11pt;">kekampuan untuk
menyusun gambaran tentang dampak yg akan ditimbulkan oleh kecenderungan yg
sdang berjalan tadi</span></li>
<li style="margin-bottom: 0px; margin-top: 0px; vertical-align: middle;"><span style="font-size: 11pt;">kemampuan untuk
menyusun program penyesuaian diri yang akan ditempuhnya dalam jangka waktu
tertentu</span></li>
</ul>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<br /></div>
<div style="font-size: 11pt; margin: 0in;">
Perkembangan
Teori Sistem</div>
<ol style="direction: ltr; font-size: 11pt; margin-bottom: 0in; margin-left: 0.375in; margin-top: 0in; unicode-bidi: embed;" type="1">
<li style="margin-bottom: 0px; margin-top: 0px; vertical-align: middle;" value="1"><span style="font-size: 11pt;">pertama, sistem sbg skedar kesaluruhan dan bagian, teori
yg paling tua.</span></li>
<li style="margin-bottom: 0px; margin-top: 0px; vertical-align: middle;"><span style="font-size: 11pt;">kedua, sistem
skedar kaitan itu sendiri dgn lingkungan.</span></li>
</ol>
<ol style="direction: ltr; font-size: 11pt; margin-bottom: 0in; margin-left: 0.375in; margin-top: 0in; unicode-bidi: embed;" type="1">
<li style="margin-bottom: 0px; margin-top: 0px; vertical-align: middle;" value="3"><span style="font-size: 11pt;">ketiga, sistem sbg identitas, sistem tdk pasif melainkan
proaktif dgn lingkungan.</span></li>
</ol>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<br /></div>
<div style="font-size: 11pt; margin: 0in;">
Tipe
Sistem</div>
<ol style="direction: ltr; font-size: 11pt; margin-bottom: 0in; margin-left: 0.375in; margin-top: 0in; unicode-bidi: embed;" type="1">
<li style="margin-bottom: 0px; margin-top: 0px; vertical-align: middle;" value="1"><span style="font-size: 11pt;">Biologika, mempertahankan kelangsungan hidup, unit yg
paing penting adalah cell</span></li>
<li style="margin-bottom: 0px; margin-top: 0px; vertical-align: middle;"><span style="font-size: 11pt;">Psychological,
mencari dan menemukan mengapa sistem itu ada, unit yg paling penting
adalah thought</span></li>
<li style="margin-bottom: 0px; margin-top: 0px; vertical-align: middle;"><span style="font-size: 11pt;">Sosial, meneguhkan
makna akan keberadaan sistem</span></li>
</ol>
<br />
<br />
<br />Anonymoushttp://www.blogger.com/profile/09935869245337662516noreply@blogger.com0tag:blogger.com,1999:blog-3094640678964115795.post-45503377308504134392013-01-07T16:07:00.001-08:002013-03-31T03:49:54.497-07:00ISI METODE ALAT LINGKUNGAN PENDIDIK<br />
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
Kurikulum menurut UU
no 2 tahun 1989</div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
Seperangkat rencana
dan pengaturan mengenai tujuan, isi dan bahan pelajaran serta cara yang
digunakan sebagai pedoman penyelenggaraan kegiatan pembelajaran untuk mencapai
tujuan pendidikan</div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<br /></div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
Kurikulum
menuerut no 20 tahun 2003</div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
Seperangkat
pelajaran serta mengenai isi dan bahan pelajaran serta cara yang digunakan
sebagai pedoman penyelenggaraan kegiatan belajar mengajar</div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<br /></div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<br /></div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
Kata kunci
pengertian kurikulum</div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<br /></div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
Seperangkat recana :</div>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="circle">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Pengaturan mengenai isi dan
bahan ajar</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Pengaturan mengenai cara yang
digunakan</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Sebagai pedoman kegiatan
belajar mengejar</span></li>
</ul>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="circle">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Untuk mencapai tujuan</span></li>
</ul>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<br /></div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
Kurikulum dari
sprektif sejarah</div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
Pada Yunanikuno isi
pendidikan dipilih berdasarkan pertimbanagan fungsional artinya yang dijarkan
memang betul betul bermanfaat nyata dalam kehidupan, sehingga materinya
meliputi pendidik kewajiban dan pendidikan jasmani.</div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<br /></div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
Di indonesia </div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
Pada zamaan belanda
:</div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
Membaca, menulis,
dan berhitung yang dikenal thee R</div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<br /></div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
Pada zama jepang :</div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
Membaca, menulis dan
berhitung dan ditambah senam dan dilatih kemiliteran.</div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<br /></div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
Materi pendidikan </div>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="circle">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Pendidikan nilai.</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Pengetahuan</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Keterampilan</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Pendidikan Humaniora</span></li>
</ul>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="circle">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Pendidikan Kewarganegaraan</span></li>
</ul>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<br /></div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
Prinsi
pengenmbanagan kurikulum</div>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="circle">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Berpusat pada potensi,
perkembanagan, kebutuhan dan kepentingan peserta didik dan lingkungannya</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Beragam dan terpadu</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Tanggap terpadu perkembang
IPTEKS</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Relevan denga kebutuhan
kehidupan</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Menyeluruh dan
berkesinambungan</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Belajar sepanjang Hayat</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Seimbang antara kepentingan
nasional dan daerah</span></li>
</ul>
<div style="font-family: Calibri; font-size: 11.0pt; margin-left: .375in; margin: 0in;">
<br /></div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
Cakup isis Kurikulum
(PP no 19 tahun 2005 )</div>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="circle">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Kelompok mata pelajaran agama
dan akhlak mulia</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Kelompok mata pelajaran
kewarganegaraan dan keperibadian</span></li>
</ul>
<div style="font-family: Calibri; font-size: 11.0pt; margin-left: .375in; margin: 0in;">
<br /></div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<br /></div>
Anonymoushttp://www.blogger.com/profile/09935869245337662516noreply@blogger.com0tag:blogger.com,1999:blog-3094640678964115795.post-11960172388376894792013-01-01T09:02:00.002-08:002013-03-31T04:10:39.535-07:00INOVASI PENDIDIK<br />
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
MAKNA INOVASI</div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<br /></div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
Pembaharuan :
inovasi, reformasi, dan perubahan.</div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
Inovasi : invention dan discovery</div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<br /></div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
Invention :
hasil karya manusia yang benar benar baru.</div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
Discovery :
Hasil karya manusia yang berupa penemuan yang sebenarnya telah ada.</div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
Inovasi :
usaha menemukan benda baru dengan
jalan melakukan invention dan discovery</div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<br /></div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
Inovasi : penemuan yang dapat berupa ide,
barang ataua metode yang diamati sebagai
suatau yang baru bagi seseorang atau
masyarakat.</div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
Inovasi : hasil karya manusia yang dilakukn
dengan tujuan tertentu</div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<br /></div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
PROBLEM PENDIDIKAN</div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<br /></div>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="circle">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Pembaharuan pendidikan ,
diakibatkan adanaya problem pendidikan.</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Pembaharuan pendidikan
merupakan upaya untuk mengatasi problem pendidikan.</span></li>
</ul>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<br /></div>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="circle">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Sumber problem pendidikan.</span></li>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="disc">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Perjalanan kehidupan suatu
bangsa mengalami lika liku yang beraneka ragam.</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Adanaya tuntutan yang lebih tinggi.</span></li>
</ul>
</ul>
<div style="font-family: Calibri; font-size: 11.0pt; margin-left: .75in; margin: 0in;">
<br /></div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
INOVASI PENDIDIKAN</div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<br /></div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
Inovasi pendidikan :
perbaikan yang terencana dalam suatu sistem pendidikanyang ditujukan pada
pelaksanaan pendidikan , pemanfaatan sumber belajar yang tuuannya peningkatan
hasil belajar belajar.</div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<br /></div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
Latar belakanag
inovasi pendidikan.</div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
Timbulnya kondisi
yang selama ini belum pernah diadapi shg perlu cara baru mengatasinya.</div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<br /></div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
PERMASALAHAN
PENDIIKAN</div>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="disc">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Pemerataan pendidikan.</span></li>
</ul>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="disc">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Daya tampung pendidikan </span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Relevansi pendidikan.</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Kualitas pendidikan.</span></li>
</ul>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="disc">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Efisiensi dan
efektivitas pendidikan.</span></li>
</ul>
Anonymoushttp://www.blogger.com/profile/09935869245337662516noreply@blogger.com0tag:blogger.com,1999:blog-3094640678964115795.post-5909711480951167992013-01-01T08:56:00.002-08:002013-03-31T03:50:43.591-07:00PESERTA DIDIK<br />
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<span style="font-weight: bold;">Pengertian Peserta Didik:</span></div>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="disc">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Anggota masyarakat yang
berusaha mnegembangkan diri lewat proses pendidikan</span></li>
</ul>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<br /></div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<br /></div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<span style="font-weight: bold;">Peserta Didik Sebagai Pesona</span> </div>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="disc">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Makhluk yang tidak lagi
sebagai objek yang non pribadi, tetapi subjek otonom, memiliki motivasi, hasrat, ambisi,
ekspresi, cita-cita, mampu merasakan kesedihan, senang, marah, dsb</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Ciri khas peserta didik yang
harus dipahami pendidik :</span></li>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="circle">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Individu yang memiliki
potensi fisik dan psikis yang khas</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Individu yang sedang
berkembang</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Individu yang membutuhkan
bimbingan individual dan perlakuan manusiawi</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Individu yang memiliki
kemampuan untuk mandiri</span></li>
</ul>
</ul>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<br /></div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<span style="font-weight: bold;">Hakekat Kodrat Peserta Didik SebagaiManusia</span></div>
<div style="font-family: Calibri; font-size: 11.0pt; margin-left: 1.875in; margin: 0in;">
Kedudukan
Kodrat</div>
<div style="direction: ltr;">
<table border="1" cellpadding="0" cellspacing="0" style="border-collapse: collapse; border-color: #A3A3A3; border-style: solid; border-width: 1pt; direction: ltr; margin-left: .7076in;" valign="top">
<tbody>
<tr>
<td style="border-color: #A3A3A3; border-style: solid; border-width: 1pt; padding: 4pt 4pt 4pt 4pt; vertical-align: top; width: 1.5097in;"><div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
Makhluk Berdiri
Sendiri</div>
</td>
<td style="border-color: #A3A3A3; border-style: solid; border-width: 1pt; padding: 4pt 4pt 4pt 4pt; vertical-align: top; width: .6673in;"><div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<br /></div>
</td>
<td style="border-color: #A3A3A3; border-style: solid; border-width: 1pt; padding: 4pt 4pt 4pt 4pt; vertical-align: top; width: .6673in;"><div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<br /></div>
</td>
<td style="border-color: #A3A3A3; border-style: solid; border-width: 1pt; padding: 4pt 4pt 4pt 4pt; vertical-align: top; width: .6673in;"><div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<br /></div>
</td>
<td style="border-color: #A3A3A3; border-style: solid; border-width: 1pt; padding: 4pt 4pt 4pt 4pt; vertical-align: top; width: 1.3347in;"><div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
Makhluk Bertuhan </div>
</td>
</tr>
</tbody></table>
</div>
<div style="font-family: Calibri; font-size: 11.0pt; margin-left: .75in; margin: 0in;">
<br /></div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<span style="font-weight: bold;">Pertumbuhan dan Perkembangan Peserta Didik</span></div>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="disc">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Usia perkembangan (Sutari
Imam Barnadib)</span></li>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="circle">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Usia kronologis</span></li>
</ul>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="circle">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Usia kejasmanian</span></li>
</ul>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="circle">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Usia Anatomis</span></li>
</ul>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="circle">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Usia kejiwaan</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Usia pengalaman</span></li>
</ul>
</ul>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="disc">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Asas perkembangan peserta
didik</span></li>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="circle">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Tubuhnya selalu berkembang </span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Anak dilahirkan dalam
keadaan tidak berdaya</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Anak membutuhkan pertolongan
dan perlindungan serta membutuhkan pendidikan</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Anak mempunyai daya
berekspresi</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Anak mempunyai dorongan
untuk mencapai emansipasi dengan orang lain</span></li>
</ul>
</ul>
<div style="font-family: Calibri; font-size: 11.0pt; margin-left: .375in; margin: 0in;">
<br /></div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
Evolusi -->
perkembangan pada awal</div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
Involusi -->
perkembangan pada akhir</div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<br /></div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<span style="font-weight: bold;">Teori Perkembangan Peserta Didik</span></div>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="disc">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Teori Nativisme
(Schopenhauer)</span></li>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="circle">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Pertumbuhan dan perkembangan
individu semata</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Ditentukan oleh faktor
pembawaan</span></li>
</ul>
</ul>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="disc">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Teori Empirisme (John Locke)</span></li>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="circle">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Perkembangan manusia
tergantung pengalaman</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Pembawaan tidak penting
dikenal dengan teori Tabula Rasa</span></li>
</ul>
</ul>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="disc">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Teori Naturalisme (J.J
Rousseau)</span></li>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="circle">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Anak lahir sudah memiliki
potensi baik jika menjadi jahat karena lingkungan</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Karena lingkungan</span></li>
</ul>
</ul>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="disc">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Teori Konvergensi (W.Sterm)</span></li>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="circle">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Perkembangan manusia selain
dipengaruhi pembawaan juga pengalaman</span></li>
</ul>
</ul>
<div style="font-family: Calibri; font-size: 11.0pt; margin-left: .375in; margin: 0in;">
<br /></div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<span style="font-weight: bold;">Teori Perkembangan Fisik</span></div>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="disc">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Perkembangan fisik mencakup
berat badan, tinggi badan, termasuk perkembangan motorik mengikuti 8 pola
umum, yaitu :</span></li>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="circle">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Continuity</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Uniform sequence</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Maturity</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">From general to specified
process</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Dari reflek bawaan ke arah
terkoordinasi</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Chepalocau</span></li>
</ul>
</ul>
<div style="font-family: Calibri; font-size: 11.0pt; margin-left: .75in; margin: 0in;">
<br /></div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<span style="font-weight: bold;">Teori Perkembangan Intelektual</span></div>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="disc">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Tokohnya Jean Piaget, membagi
perkembangan intelektual peserta didik menjadi 4 tahap :</span></li>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="circle">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Tahap sensori motor (0.0 -
2.0) : tahap berfikir melalui gerakan dan perbuatan</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Tahap pra-operasional (2.0 -
7.0) : cirinya skema berfikir masih terbatas, suka meniru</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Tahap operasional konkrit
(7.0 - 11.0) : mulai memahami aspek kumulatif materi</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Tahap operasional formal
(11.0 - 14.0) : anak telah memiliki kemampuan mengkoordinasi dua ragam
kemampuan kognitif</span></li>
</ul>
</ul>
<div style="font-family: Calibri; font-size: 11.0pt; margin-left: .375in; margin: 0in;">
<br /></div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<span style="font-weight: bold;">Teori Perkembangan Mental</span></div>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="disc">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Tokohnya Lev Vygotsky, yang
menyatakan bahwa siswa membentuk pengetahuan, yaitu apa yang diketahui
siswa bukanlah hasil copy dari apa yang mereka temukan di lingkungan,
tetapi sebagai hasil dari pikiran dan kegiatan siswa sendiri melalui
bahasa</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Sumbangan terbesar dari
Vygotsky, dalam pembelajaran adalah konsep Zone of Proximal Development
dan Scaffolding</span></li>
</ul>
<div style="font-family: Calibri; font-size: 11.0pt; margin-left: .375in; margin: 0in;">
<br /></div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<span style="font-weight: bold;">Teori Perkembangan Moral</span></div>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="disc">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Menurut John Dewey,
perkembangan moral peserta didik, dibagi 3, yaitu :</span></li>
<ul style="direction: ltr; margin-bottom: 0in; margin-left: .375in; margin-top: 0in; unicode-bidi: embed;" type="circle">
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Tahap premoral atau
preconventional</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Tahap conventional</span></li>
<li style="margin-bottom: 0; margin-top: 0; vertical-align: middle;"><span style="font-family: Calibri; font-size: 11.0pt;">Tahap </span></li>
</ul>
</ul>
<div style="font-family: Calibri; font-size: 11.0pt; margin-left: .75in; margin: 0in;">
<br /></div>
<div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;">
<br /></div>
Anonymoushttp://www.blogger.com/profile/09935869245337662516noreply@blogger.com0tag:blogger.com,1999:blog-3094640678964115795.post-75913205759828665462012-12-29T20:13:00.002-08:002013-03-31T03:54:28.355-07:00ADA ADA AJA...Sekarang ini marak kata kata yang berhubungan dengan teknologi diplesetkan dengan kata kata yang berkaitan dengan cinta diantaranya<br />
<br />
<br />
<ul>
<li>PHP ( Hpertext Preprocessor) diplesetkan menjadi Pemberi Harapan Palsu.</li>
<li>DCT ( Discrate Cosine Transform) diplesetkan menjadi Disaat Cinta Tiba</li>
<li>HTML ( Hyper Text Makrup Languange ) diplesetkan menjadi Hubungan Tanpa------------*sensor</li>
<li>CMS ( Content Management System) diplestkan menjadi Cemburu Melihatnya Selingkuh</li>
<li>CMD ( Commad Prompt ) diplesetkan menjadi Calon Mantu Dambaan</li>
<li>CLCP ( Computer Literate Certiefied Profesional ) diplesetkan menjadi Coba Lamar Calon Pendamping</li>
<li>CSR ( Corporate Sociale Responsibility ) diplesetkan menjad Cinta Sejuta Rasa</li>
<li>IT ( Information Tecnology ) diplesetkan menjadi Indahnya Tatapanmu.</li>
<li>ICT ( Information and Comunication Technoloy )<span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px;"> </span>diplesetkan menjadi Ikatan Cinta Terlarang.</li>
</ul>
<br />
<br />
Ada...ada...aja.........Anonymoushttp://www.blogger.com/profile/09935869245337662516noreply@blogger.com0tag:blogger.com,1999:blog-3094640678964115795.post-41148708617003389832012-07-01T18:22:00.000-07:002013-03-31T03:55:37.175-07:00WISATA PEDESAAN<br />
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span style="font-size: 12pt; line-height: 150%;">Kebun buah sendiri merupakan wisata
alam dikawasan mangunan kami berempat dapat menikmati pemandangan yang sangat
indah dari Kebun Buah Mangunan yaitu Pantai Parangritis pada bagian selatan,
pemandangan Kota Bantul yang berada di bagian barat serta keelokan sungai
oyo yang sangat curam. Banyak populasi monyet yang juga terdapat di lokasi ini
yang dapat menjadi salah satu potensi wisata.</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span style="font-size: 12pt; line-height: 150%;">Wisata lain yang dapat kita lakukan
yaitu mengamati berbagai macam buah-buahan yang ditata dengan apik sesuai
dengan kondisi kemiringan bukit mangunan antara lain durian, mangga,
rambutan, jambu air, jeruk, sawo, duku, serta manggis. Di samping itu terdapat
pula buah-buahan lain yang jumlahnya relatif sedikit seperti matoa,
kelengkeng, jambu biji, cempedak dan belimbing. Untuk menambah kesejukan selain
tanaman buah-buahan terdapat pula tanaman jati, king grass, pagar hidup berupa
salak, magium dan pinus. Fasilitas yang dimiliki oleh kawasan wisata ini antara
lain Penginapan/homestay, Gedung Pertemuan, Kolam Renang. Pokoknya asikkk deh…</span><span style="font-family: Wingdings; font-size: 12pt; line-height: 150%;"></span><span style="font-size: 12pt; line-height: 150%;">sayangnya kami
kemarin berempat tidak masuk karena
enggak punya uang #kasihan banget ya….</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36pt;">
<span style="font-size: 12pt; line-height: 150%;">Setelah kami berempat merasa cukup
dengan melihat lihat pemandangan kebun buah mangunan kami berempat menuju hutan
pinus ( Cuma lewat heheheeh…) pengennya sih mampir buat foto – foto ( narsisnya
mucul..hahaha). Hutan pinus biasanya dijadikan tempat untuk </span><span style="font-size: 12pt; line-height: 150%;">foto model
ataupun tempet ngobrol gitu. banyak juga sih orang – orang pacaran disini, pada mojok gitu biasanya.
seru juga sepertinya kalo dicoba. hahaha'( Sayangnya aku enggak ngajak dia
hihihihih…)</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36pt;">
<span style="font-size: 12pt; line-height: 150%;">Sekian...... </span></div>
Anonymoushttp://www.blogger.com/profile/09935869245337662516noreply@blogger.com1tag:blogger.com,1999:blog-3094640678964115795.post-71005169662742710932012-06-28T20:47:00.001-07:002013-03-31T04:41:44.829-07:00LIBURAN<br />
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<div style="text-align: left;">
<span style="font-family: Calibri; font-size: 11pt;">Sudahkah anda pergi liburan ? kalau saya uda dong tadi habis UAS alGoritma langsung cabut…hahahaha</span></div>
<span style="font-family: 'Calibri'; font-size: 11pt;"></span><br />
<div style="text-align: left;">
<span style="font-family: Calibri; font-size: 11pt;">Karena saya sudah cerita sedikit tetang liburan saya , saya mau pamer photo sewaktu liburan dulu ah…….</span></div>
</div>
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<a href="http://2.bp.blogspot.com/-k275-Yo0xw4/T-0nES3GAJI/AAAAAAAAAQY/ibeaKYGLFLg/s1600/Foto0188.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://2.bp.blogspot.com/-k275-Yo0xw4/T-0nES3GAJI/AAAAAAAAAQY/ibeaKYGLFLg/s320/Foto0188.jpg" width="320" /></a></div>
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<a href="http://3.bp.blogspot.com/-IEfgb1P563k/T-0nMT_oCMI/AAAAAAAAAQg/vwDxwYaHAuA/s1600/Foto0187.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://3.bp.blogspot.com/-IEfgb1P563k/T-0nMT_oCMI/AAAAAAAAAQg/vwDxwYaHAuA/s320/Foto0187.jpg" width="320" /></a></div>
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<a href="http://2.bp.blogspot.com/-yHIpfPj4M9E/T-0nRvEGLjI/AAAAAAAAAQo/Gz-57yr0p6I/s1600/Foto0190.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://2.bp.blogspot.com/-yHIpfPj4M9E/T-0nRvEGLjI/AAAAAAAAAQo/Gz-57yr0p6I/s320/Foto0190.jpg" width="320" /></a></div>
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<a href="http://2.bp.blogspot.com/-FN4Ay3qc6lc/T-0nUAB99rI/AAAAAAAAAQw/7XfrIogaoh0/s1600/Foto0192.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://2.bp.blogspot.com/-FN4Ay3qc6lc/T-0nUAB99rI/AAAAAAAAAQw/7XfrIogaoh0/s320/Foto0192.jpg" width="320" /></a></div>
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<a href="http://4.bp.blogspot.com/-6iu8O6oL0c4/T-0nBKYStQI/AAAAAAAAAQQ/ZWoFweQqtWk/s1600/Foto0187.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://4.bp.blogspot.com/-6iu8O6oL0c4/T-0nBKYStQI/AAAAAAAAAQQ/ZWoFweQqtWk/s320/Foto0187.jpg" width="320" /></a></div>
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<a href="http://1.bp.blogspot.com/-DAxEBjYDqvI/T-0nWapJ9zI/AAAAAAAAAQ4/ODhYcgDdhT4/s1600/Foto0193.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://1.bp.blogspot.com/-DAxEBjYDqvI/T-0nWapJ9zI/AAAAAAAAAQ4/ODhYcgDdhT4/s320/Foto0193.jpg" width="320" /></a></div>
<br />
<span style="font-family: 'Calibri'; font-size: 11pt;"> </span><span style="font-family: 'Calibri'; font-size: 11pt;">saya mau pamer photo sewaktu liburan bersama okta, anjar, rasyid juga ah…….</span><br />
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<a href="http://1.bp.blogspot.com/-mj6zBg8QI1U/T-0nyqkS4oI/AAAAAAAAARA/Np9Fbob-83o/s1600/1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://1.bp.blogspot.com/-mj6zBg8QI1U/T-0nyqkS4oI/AAAAAAAAARA/Np9Fbob-83o/s320/1.jpg" width="320" /></a></div>
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Anonymoushttp://www.blogger.com/profile/09935869245337662516noreply@blogger.com0tag:blogger.com,1999:blog-3094640678964115795.post-75850888498149154422012-06-23T23:00:00.002-07:002012-06-23T23:01:28.767-07:000 KM nya Jogja<br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 36.0pt;">
16.00. Sederetan
angka ini menunjukkan waktu yang baru saja aku lihat di jam tanganku, dimana
waktu itu aku menyempatkan jalan berdua
dengan temanku popon (nama samaran).Kami sebenarnya tidak pikiran mau maen ke 0
km tapi ketika kami lewat ada pikiran untuk berhenti sekedar untuk ngobrol.</div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 36.0pt;">
Banyak muda-mudi
menghabiskan malam minggu di lesehan pinggir jalan tak kalah menariknya ketika
menghabiskan malam minggu di wisata dengan harga wahhhh….. Suasananya yang
membuat semua serasa menarik. Saat kita disana jangan khawatir kekuarangan
makan maupun minuman. Tinggal siapkan saja uang jajan. Jangan takut kena
kangker ( katong kering ) karena hampir semua jajanan ditempat ini murah
meriah.</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
Kunjunganku malam
itu kami akhiri sekitar jam 20.30 malam. Bukan waktu yang tepat sebenarnya
untuk pulang dimalam minggu ketika jalan-jalan ke 0 KM karena makin malam justru malah makin
rame.</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
Mau gimana lagi
karena bawa anak cewek dan jam 21.30 harus sampai di rumah ya kami memutaskan
untuk pulang dan mengahiri obrolan kami….</div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>Anonymoushttp://www.blogger.com/profile/09935869245337662516noreply@blogger.com0tag:blogger.com,1999:blog-3094640678964115795.post-81193965222503177332012-06-23T20:08:00.000-07:002012-06-23T20:08:00.104-07:00paper islam dan teknologi<!--[if !mso]>
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<br />
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="font-size: 16.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">PENDIDIKAN AGAMA
ISLAM</span></b></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">MENULIS
HURUF ARAB DI JERJARING SOSIAL DENGAN VIRTUAL KEYBOARD<span style="mso-bidi-font-weight: bold;"></span></span></b></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Laporan ini
dibuat guna memenuhi salah satu tugas mata kuliah pendidikan agama islam</span></b></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Dosen : Sun
Choirul Ummah. M.SI </span></b><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-no-proof: yes;"></span></div>
<div class="MsoNormal">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
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" /><br /><span style="font-size: 16.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">OLEH : </span></b></div>
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<u><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">ZeinSyahida
Kusuma Putra</span></u></div>
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<span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">11520241002</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">PENDIDIKAN TEKNIK INFORMATIKA 2011</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">FAKULTAS TEKNIK</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">UNIVERSITAS NEGERI YOGYAKARTA</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">2012</span></b></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Banyak<span style="mso-spacerun: yes;">
</span>berbagai macam sumber informasi yang tersedia , Namun sekarang ini<span style="mso-spacerun: yes;"> </span>sumber informasi yang diminati adalah
internet. Berbagai jaringan komputer dibelahan dunia ini mampu menyajikan
berbagai ragam informasi secara lengkap dan aktual, yang mencakup hampir
semua<span style="mso-spacerun: yes;"> </span>aspek kehidupan. <br />
<span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span>Penggunaan<span style="mso-spacerun: yes;"> </span>internet di Indonesia terus mengalami banyak
peningkatan. Manfaat internet salah satunya<span style="mso-spacerun: yes;">
</span>sebagai solusi untuk mengefisienkan berbagai kepentingan telah dirasakan
oleh banyak kalangan.<br />
<span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span>Perkembanagan
teknologi internet mencakup <span style="mso-spacerun: yes;"> </span>jejaraing
sosial dimana dengan jejaring sosial <span style="mso-spacerun: yes;"> </span>kita dapat memperluas hubungan teman atau
kenalan hingga dapat membentuk suatu komunitas yang besar dan dapat digunakan
media berbisnis</span></div>
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<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">Jejaring sosial adalah struktur sosial
yang terdiri dari elemen-elemen individual atau organisasi. Jejaring ini
menunjukan jalan dimana mereka berhubungan karena kesamaan sosialitas, mulai
dari mereka yang dikenal sehari-hari sampai dengan keluarga. Istilah ini
diperkenalkan oleh profesor J.A. Barnes di tahun 1954.</span></div>
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<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">Jejaring sosial adalah suatu struktur sosial
yang dibentuk dari simpul-simpul (yang umumnya adalah individu atau organisasi)
yang diikat dengan satu atau lebih tipe relasi spesifik seperti nilai, visi,
ide, teman, keturunan.</span></div>
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<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">Jejaring sosial sebenarnya bentuk baru
komunitas di Internet yang saling terhubung dengan cepat. Ini berbeda dengan
jejaring social lima tahun yang lalu yang mungkin lebih dikenal sebagai forum
diskusi , chat, messenger atau milis dimana pola komunikasinya terbatas hanya
dalam forum tersebut saja</span></div>
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<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Disebut
jejaring karena kemampuannya untuk saling terhubung dengan cepat antara satu
domain komunitas dengan komunitas lainnya. Misalnya, kalau kita gunakan tools
status di Plurk.com, maka status kita dapat didistribusikan ke facebook, tumblr,
twitter, multiply. Bahkan ada yang seolah-olah menjadi konsolidator semua
domain komunitas sehingga fungsinya lebih praktis</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="line-height: 115%; mso-bidi-font-size: 12.0pt;">MENULIS HURUF ARAB DI
JERJARING SOSIAL DENGAN VIRTUAL KEYBOARD</span></b></div>
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<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Login
ke account<span style="mso-spacerun: yes;"> </span>jejaring sosial yang anda
miliki.</div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.7pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -17.85pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Setelah
itu, buka jendela baru (pada<span style="color: black; mso-themecolor: text1;"> </span><a href="http://blog.fastncheap.com/tag/firefox/" target="_blank" title="firefox"><span style="color: black; mso-themecolor: text1; text-decoration: none; text-underline: none;">firefox</span></a> disebut New Tab) dan buka alamat beikut ini <a href="http://www.arabic-keyboard.org/" target="_blank"><strong><span style="color: windowtext; font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin; text-decoration: none; text-underline: none;">http://www.arabic-</span></strong></a><a href="http://blog.fastncheap.com/tag/keyboard/" title="keyboard"><b>keyboard</b></a><strong><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">.org</span></strong></div>
<div class="MsoListParagraph" style="line-height: 150%; margin: 0cm 0cm 0.0001pt 35.7pt; text-indent: -17.85pt;">
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<div class="MsoListParagraph" style="line-height: 150%; margin: 0cm 0cm 0.0001pt 35.7pt; text-align: center; text-indent: -17.85pt;">
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" 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<a href="http://blog.fastncheap.com/menulis-huruf-arab-di-facebook-dengan-virtual-keyboard/"><img alt="" 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/></a></div>
<div align="center" style="text-align: center;">
<br />
<span style="mso-no-proof: yes;"><br /></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Ketik
huruf sesuai dengan yang ingin.</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Setelah
selesai, lakukan copy dan paste di halaman account jejaring sosial <span style="mso-spacerun: yes;"> </span>anda.</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Anda
juga bisa menggunakan virtual keyboard yang lain pada alamat berikut ini <a href="http://arabic.speak7.com/arabic_keyboard.html" target="_blank"><strong><span style="color: windowtext; font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin; text-decoration: none; text-underline: none;">http://arabic.speak7.com/arabic_keyboard.html</span></strong></a></div>Anonymoushttp://www.blogger.com/profile/09935869245337662516noreply@blogger.com0tag:blogger.com,1999:blog-3094640678964115795.post-44640364590518624932012-06-22T20:18:00.001-07:002012-12-29T19:49:51.560-08:00Mie ayam jumbo<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
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<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
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<w:LsdException Locked="false" Priority="0" SemiHidden="false"
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<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
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UnhideWhenUsed="false" Name="Light Grid"/>
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UnhideWhenUsed="false" Name="Medium List 2"/>
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UnhideWhenUsed="false" Name="Medium Grid 3"/>
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UnhideWhenUsed="false" Name="Dark List"/>
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UnhideWhenUsed="false" Name="Colorful Shading"/>
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UnhideWhenUsed="false" Name="Colorful List"/>
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UnhideWhenUsed="false" Name="Colorful Grid"/>
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UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
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UnhideWhenUsed="false" Name="Light List Accent 1"/>
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UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
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UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
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mso-style-noshow:yes;
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<![endif]--><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;"> Waktu
itu menunjukan pukul <span style="mso-spacerun: yes;"> </span>14.00 ( Jumat)
rasyid datang kerumahku , dimana tujuan rasyid kerumahku tersebut untuk belajar
kelompok dikarenakan hari senin besok masih ada ujian mata kuliah algoritma.Namun
sesampainya rasyid dirumah, <span style="mso-spacerun: yes;"> </span>kami tidak
langsung belajar tapi kami ngobrol <span style="mso-spacerun: yes;"> </span>geje
( ngobrol ngalor ngidul enggak ada intinya ) hingga waktu menunjukan pukul
17.00, dimana dalam obrolan kami tadi juga membahas mie ayam.sambil ngobrol aku
sambil teringat di masa SMA<span style="mso-spacerun: yes;"> </span>waktu makan
mie ayam di jalan wonosari yang <span style="mso-spacerun: yes;"> </span>mie-nya
tu banyak banget<span style="mso-spacerun: yes;"> </span>terus harganya murah
banget<span style="mso-spacerun: yes;"> </span>. Mindsetku langsung
memerintahkan aku <span style="mso-spacerun: yes;"> </span>untuk <span style="mso-spacerun: yes;"> </span>pergi ke tempat mie ayam itu. Tanpa pikir
panjang aku langsung cabut dari <span style="mso-spacerun: yes;"> </span>rumah
bersama rasyid menuju jalan wonosari. Brm..brm.. aku suara motorku . Selama
perjalan aku<span style="mso-spacerun: yes;"> </span>terus <span style="mso-spacerun: yes;"> </span>mengingat tempatnya karena sudah agak lupa , tempatnya
kalo gak salah di jalan wonosari sebelum kids fun, setelah bangjo, dan gak jauh
dari jembatan, terus warungnya <span style="mso-spacerun: yes;"> </span>ada di
kanan jalan, dan ada grobaknya menghadap utara ( sekarang menghadap barat ).
Akhirnya motorku melewati jembatan, dan kecepatannya aku <span style="mso-spacerun: yes;"> </span>kurangi sambil liat ke arah kanan jalan. Tanpa
pikir panjang langsung menuju tempat mie ayam .Aku langsung memesan "Bu
mie ayam <span style="mso-spacerun: yes;"> </span>2 sama es <span style="mso-spacerun: yes;"> </span>jeruk 2 ",. Sekitar 15 menitan..jreng..jreng
…akhirnya mie ayamnya datang. Weks..kaget bener...banyak banget porsinya<span style="mso-spacerun: yes;"> </span>bisa 2 kali dari mie ayam di tempat lain nie .</span></div>
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<span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;"> Gak
usah banyak mikir, sekarang waktunya makaaaan...nyam…. nyam..nyam..uuueeennnaaakk
tenan ternyata baru setengah <span style="mso-spacerun: yes;"> </span>aku udah
ngrasain kenyang banget. Setelah 10 menit makan akhirnya waktunya bayar,
bayarnya brapa ya.. ? klo <span style="mso-spacerun: yes;"> </span>tebakanku sih
harganya udah naik <span style="mso-spacerun: yes;"> </span>pasti mahal yah
sekitar 10 ribuan lah..Dan ..."Bu mie ayam 2 <span style="mso-spacerun: yes;"> </span>sama es <span style="mso-spacerun: yes;"> </span>jeruk 2 berapa". Ibunya :"Mie ayam
sama jeruk..brarti <span style="mso-spacerun: yes;"> </span>13 ribu"....Weks
serius nih mie ayam sama es jeruk <span style="mso-spacerun: yes;"> </span>per
porsinya masa 6.500 murah banget, tapi ya sok cool aja gak usah keliatan seneng
banget. Akhirnya ak pulang dengan perut dan hati yang berbunga bunga , sekalian
hapalin jalan hahahaha…. </span></div>
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<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;"></span>Anonymoushttp://www.blogger.com/profile/09935869245337662516noreply@blogger.com0tag:blogger.com,1999:blog-3094640678964115795.post-35554599050783044832012-06-21T18:34:00.001-07:002013-03-31T03:57:08.745-07:00LAHIRNYA ZIERRA<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-ndUkGzqI5nQ/T-PLXfT-SMI/AAAAAAAAAQE/Pf1Z0k9teCc/s1600/jadi.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="203" src="http://2.bp.blogspot.com/-ndUkGzqI5nQ/T-PLXfT-SMI/AAAAAAAAAQE/Pf1Z0k9teCc/s400/jadi.jpg" width="400" /></a></div>
<br />
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Pada hari selasa yang begitu
cerah Saya pergi kekampus dengan naik
sepeda motor sesampainya dikampus saya langsung menuju di tempat duduk di depan jurusan sambil
menunggu dosen datang jam menujukan pukul
07.00 dan dosen pun datang dari jurusan menuju jurusan. Mata kuliah jam pertama
kali ini adalah pemrograman web dimana mata kuliah ini berlangsung sampai pukul
11.00. Pada mata kuliah pemrograman web ini lebih mengandalkan ke jiwa seni
kita.</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 36.0pt;">
Dalam
proses belajar kami semua diberi tugas
guna mencoba apa yang sudah di jelaskan pada labsheet ( panduan praktik ),
dimana kami pada waktu itu membahas bagaiman membuat paragraf dengan HTML dan
bagaiman membuat tampilan web agar tampak indah</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 36.0pt;">
Waktu
pun terus berjalan, jam untuk mata kuliah pemrograman web pun usai dan kami
akan mengikuti mata kuliah selanjutnya yaitu jaringan komputer. Dalam prose
belajar jaringan ini pun kami diberi tugas laporan yang dikerjakan secara
kelompok dimana waktu itu saya mendapat kelompok bersama arif, eka, rasyid. Disinilah
awal mula lahirnya nama zierra, nama zierra kami gunakan sebagai nama kelompok
kami karena merupakan singkatan dari nama kami berempat yaitu zein,
eka,rasyid,arif. Dimana zierra juga memiliki alamat blog yaitu di <a href="http://www.zierraku.blogspot.com/">www.zierraku.blogspot.com</a>.</div>
<span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;">Demikian cerita awal
mulaberdirinya zierra..maaf ya apabila ceritanya agak sedikit nglantur dan
ngawur…….hihihihihih</span><br />
<br />
<br />Anonymoushttp://www.blogger.com/profile/09935869245337662516noreply@blogger.com0tag:blogger.com,1999:blog-3094640678964115795.post-71379641072741645282012-06-21T17:54:00.002-07:002013-03-31T03:58:14.007-07:00SOAL JARINGAN KOMPUTER<!--[if gte mso 9]><xml>
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<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">C.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Jaringan dari komputer</span></div>
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<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l3 level1 lfo6; text-align: justify; text-autospace: none; text-indent: -21.3pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Topologi jaringan
komputer yang setiap komputernya dihubungkan melalui media perantara hub/switch
adalah ....</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l8 level1 lfo7; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">A.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Topologi Bus</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l8 level1 lfo7; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">B.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Topologi Ring</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l8 level1 lfo7; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">C.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Topologi Star</span></i></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l8 level1 lfo7; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">D.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Topologi Coaxial</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l8 level1 lfo7; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">E.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Topologi Workstation</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l3 level1 lfo6; text-align: justify; text-autospace: none; text-indent: -21.3pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Alamat IP 110.40.202.10
<span style="mso-spacerun: yes;"> </span>termasuk dalam kelas alamat IP ....</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l1 level1 lfo5; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<i style="mso-bidi-font-style: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">A.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></i><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Kelas A</span></i></b><i style="mso-bidi-font-style: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></i></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l1 level1 lfo5; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">B.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Kelas B</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l1 level1 lfo5; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">C.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Kelas C</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l1 level1 lfo5; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">D.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Kelas D</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l1 level1 lfo5; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">E.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Kelas E</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l3 level1 lfo6; text-align: justify; text-autospace: none; text-indent: -21.3pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Dibawah ini yang <span style="mso-spacerun: yes;"> </span>merupakan subnet mask untuk kelas B adalah <span style="mso-spacerun: yes;"> </span>.....</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l7 level1 lfo2; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">A.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">255.0.0.0</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l7 level1 lfo2; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">B.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">255.255.255.0</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l7 level1 lfo2; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">C.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">255.255.0.0</span></i></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l7 level1 lfo2; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">D.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">225.0.0.0</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l7 level1 lfo2; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">E.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">255.255.250.0</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l3 level1 lfo6; text-align: justify; text-autospace: none; text-indent: -21.3pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-latin;">Berikut ini<i> software </i></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">yang
dapat digunakan simulasikan jaringan komputer adalah ....</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l9 level1 lfo3; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">A.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Packet Tracer</span></i></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l9 level1 lfo3; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">B.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Packet Software</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l9 level1 lfo3; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">C.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Design Software</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l9 level1 lfo3; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">D.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Simulation Software</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l9 level1 lfo3; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-size: 13.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">E.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Packet Data</span><span style="font-size: 13.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 42.55pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 11.45pt;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l3 level1 lfo6; text-align: justify; text-autospace: none; text-indent: -21.3pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Apakah
kepanjangan dari ISP ?</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l6 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">A.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Internet Service Protocol </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l6 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">B.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Internet Sharing Protocol</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l6 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">C.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Internet Server Protocol </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l6 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">D.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Internet Service Provider</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l6 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<i style="mso-bidi-font-style: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">E.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></i><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Internet
Server Provider</span></i></b><i style="mso-bidi-font-style: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></i></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l3 level1 lfo6; text-indent: -21.3pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Jaringan yang
mencakup daerah geografis yang luas, mencakup sebuah negara atau benua disebut
…</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 2.0cm; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l2 level2 lfo8; text-indent: -21.25pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">WAN</span></i></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 2.0cm; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l2 level2 lfo8; text-indent: -21.25pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">LAN</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 2.0cm; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l2 level2 lfo8; text-indent: -21.25pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">WLAN</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 2.0cm; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l2 level2 lfo8; text-indent: -21.25pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">MAN</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 2.0cm; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l2 level2 lfo8; text-indent: -21.25pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Internet</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 2.0cm; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 1.0cm; margin-right: 0cm; margin-top: 0cm; text-indent: -1.0cm;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">8.<span style="mso-spacerun: yes;">
</span>Apabila kita sering menggunakan e – mail dan akan melampirkan file pada
email yang akan<span style="mso-spacerun: yes;"> </span>dikirim , maka kita<span style="mso-spacerun: yes;"> </span>menggunakan pilihan …</span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 49.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo9; text-indent: -14.2pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">A.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Attachment</span></i></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 49.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo9; text-indent: -14.2pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">B.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">To</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 49.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo9; text-indent: -14.2pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">C.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Cc</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 49.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo9; text-indent: -14.2pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">D.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Bcc</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 49.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo9; text-indent: -14.2pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">E.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Send</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 49.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l2 level3 lfo8; text-indent: -21.3pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">9.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Kabel UTP memili
kaki pin sebanyak….</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo10; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">A.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">6</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo10; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">B.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">4</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo10; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">C.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">8</span></i></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo10; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">D.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">5</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo10; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">E.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">2</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-indent: -21.3pt;">
10.<span style="mso-spacerun: yes;">
</span>Alamat IP yang digunakan untuk menandai setiap komputer di internet
terdiri dari 4 deretan angka yang dipisahkan oleh tanda ...</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 49.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-spacerun: yes;">
</span>A. koma</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<i style="mso-bidi-font-style: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">B<b style="mso-bidi-font-weight: normal;">. titik</b></span></i></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">C. titik koma</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">D. tanya</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">E. arterisk</span></div>
<div class="MsoListParagraphCxSpLast">
<br /></div>
Anonymoushttp://www.blogger.com/profile/09935869245337662516noreply@blogger.com0tag:blogger.com,1999:blog-3094640678964115795.post-62731983201921953442012-06-16T08:33:00.000-07:002013-03-31T03:47:04.765-07:00MATERI ORGANISASI SISTEN KOMPUTER ini materi OSK ( Organisasi Sistem Komputer )
<br />
<br />
<a href="http://www.mediafire.com/?ks86bt7zcuitp06" target="_blank">MATERI OSK</a><br />
<br />
pswd : namaku<br />
<br />Anonymoushttp://www.blogger.com/profile/09935869245337662516noreply@blogger.com2tag:blogger.com,1999:blog-3094640678964115795.post-75267400712220244012012-05-19T16:50:00.003-07:002012-05-19T16:50:46.609-07:00IP Address Classess Addressing<a href="http://www.scribd.com/doc/94157763/IP-Address-Classess-Addressing" style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto; text-decoration: underline;" title="View IP Address Classess Addressing on Scribd">IP Address Classess Addressing </a><iframe class="scribd_iframe_embed" data-aspect-ratio="0.772727272727273" data-auto-height="true" frameborder="0" height="600" id="doc_45774" scrolling="no" src="http://www.scribd.com/embeds/94157763/content?start_page=1&view_mode=list&access_key=key-1v5rxeh48zii65843xgv" width="100%"></iframe>Anonymoushttp://www.blogger.com/profile/09935869245337662516noreply@blogger.com1tag:blogger.com,1999:blog-3094640678964115795.post-68440773872854499532012-05-19T16:20:00.000-07:002013-03-31T03:23:55.496-07:00Olimpiade penelitian siswa indonesia<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Untuk menunjukan atmosfir peneliti muda di kalangan siswa menegah atas khusus kelas I dan II dan sederajat. Metri pendidikan nasional mengadakan ajang kopetisi peneliti ilmiah dalam berbagai bidang penelitian, yang dikemas dalam Olimpiase Penelitian Siswa Indonesia ( OPSI ) </span></div>
<div style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="" 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" 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<span style="font-family: "Arial","sans-serif";"><a href="http://www.siswapsma.org/" target="_blank">Info perlombaan</a></span></div>
Anonymoushttp://www.blogger.com/profile/09935869245337662516noreply@blogger.com1tag:blogger.com,1999:blog-3094640678964115795.post-17224212402989254402012-05-18T17:54:00.000-07:002013-03-31T04:17:49.190-07:00Monumen ngoto ( Monumen perjuangan TNI AU )<div style="text-align: justify;">
Monumen Ngoto merupakan sebuah monumen yang terletak di desa di Ngoto, Bantul, Yogyakarta ( kira kira 500 M dari Ring roasad selatan ) di monumen inilah jazad pahlawan nasional Adisutjipto dan Abdulrahman Saleh disemayanmkan.dimana monumen Ngoto sekrang di ubah namanya menjadi monumen TNI AU</div>
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Dimana dengan adanya monumen tersebut dirasa sangat penting oleh bangsa Indonesia dimana pada tanggal 29 Juli tahun 1947 silam
pesawat Dakota VT-CLA jatuh dalam misi kemanusiaan. Korban tewas dalam
peristiwa itu ialah para perintis TNI-AU yaitu Komodor Muda Udara A
Adisutjipto, Komodor Udara prof. Dr. Abulrahman Saleh dan Opsir Muda
udara Adisumarmo. Maka saya mengajak semua rekan rekan yang membaca postingan ini untuk sekali kali berkunjung ke monumen Ngoto.Terimakasih<br />
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<tr><td style="text-align: center;"><img height="229" id="il_fi" src="http://4.bp.blogspot.com/_ExTmL6MYABE/TGDlZtS3ywI/AAAAAAAAATY/P7PELBhkU08/s1600/Dakota+VT-CLA.jpg" style="margin-left: auto; margin-right: auto; padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="320" /></td></tr>
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<tr><td style="text-align: center;"><img height="204" id="il_fi" src="http://wisatasejarah.files.wordpress.com/2009/07/monumen-ngoto-2.jpg?w=300&h=204" style="margin-left: auto; margin-right: auto; padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="300" /></td></tr>
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<tr><td style="text-align: center;"><img height="240" id="il_fi" src="http://infowisatajogja.com/img/ngoto1.jpg" style="margin-left: auto; margin-right: auto; padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="320" /></td></tr>
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<tr><td style="text-align: center;"><img height="240" id="il_fi" src="http://www.tembi.org/museum-prev/images/20090221/3.jpg" style="margin-left: auto; margin-right: auto; padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="320" /></td></tr>
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Anonymoushttp://www.blogger.com/profile/09935869245337662516noreply@blogger.com0tag:blogger.com,1999:blog-3094640678964115795.post-23465255968465860262012-05-18T03:19:00.002-07:002012-05-18T03:19:48.884-07:00BIOS<a title="View Setup Bios on Scribd" href="http://www.scribd.com/doc/94010203/Setup-Bios" style="margin: 12px auto 6px auto; font-family: Helvetica,Arial,Sans-serif; font-style: normal; font-variant: normal; font-weight: normal; font-size: 14px; line-height: normal; font-size-adjust: none; font-stretch: normal; -x-system-font: none; display: block; text-decoration: underline;">Setup Bios</a><iframe class="scribd_iframe_embed" src="http://www.scribd.com/embeds/94010203/content?start_page=1&view_mode=list&access_key=key-awjifi8wp6n5e7fwl0j" data-auto-height="true" data-aspect-ratio="0.707514450867052" scrolling="no" id="doc_37074" width="100%" height="600" frameborder="0"></iframe>Anonymoushttp://www.blogger.com/profile/09935869245337662516noreply@blogger.com0tag:blogger.com,1999:blog-3094640678964115795.post-90520154044576384932012-05-18T02:35:00.001-07:002012-05-18T02:36:41.340-07:00Instalasi Sistem Operasi Windows 98 Se<a title="View Instalasi Sistem Operasi Windows 98 Se on Scribd" href="http://www.scribd.com/doc/94007752/Instalasi-Sistem-Operasi-Windows-98-Se" style="margin: 12px auto 6px auto; font-family: Helvetica,Arial,Sans-serif; font-style: normal; font-variant: normal; font-weight: normal; font-size: 14px; line-height: normal; font-size-adjust: none; font-stretch: normal; -x-system-font: none; display: block; text-decoration: underline;">Instalasi Sistem Operasi Windows 98 Se</a><iframe class="scribd_iframe_embed" src="http://www.scribd.com/embeds/94007752/content?start_page=1&view_mode=list&access_key=key-1vvz23xl5e197j36m56b" data-auto-height="true" data-aspect-ratio="0.707514450867052" scrolling="no" id="doc_48788" width="100%" height="600" frameborder="0"></iframe>Anonymoushttp://www.blogger.com/profile/09935869245337662516noreply@blogger.com0