tag:blogger.com,1999:blog-73340573035800368882024-03-12T16:36:30.985-07:00Ertiza's Soft SkillErtiza Auli Alghanihttp://www.blogger.com/profile/04158952295244926260noreply@blogger.comBlogger52125tag:blogger.com,1999:blog-7334057303580036888.post-20207163687742258512014-06-27T16:22:00.002-07:002014-06-27T16:36:57.882-07:00Tugas 4 ANALISIS LAPORAN KEUANGAN<!--[if gte mso 9]><xml>
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<span style="font-family: "Times New Roman","serif"; font-size: large;"><b>Soal Kasus</b></span><br />
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">PT.
A memperkerjakan 50 buruh produksi dan mempunyai prosedur penggajian sebagai
berikut :</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Mandor
pabrik mewawancarai pelamar dan berdasarkan wawancara tersebut ia me formulir
A1 nerima /menolak wawancara tersebut. Saat pelamar direkrut, ia menyiapkan dan
memberikan ke mandor. Mandor menuliskan tarif upah per jam untuk pegawai baru
di sudut formulir ke bagian payroll sebagai pemberitahuan bahwa pekerja
tersebut telah ditetapkan senin pagi sebagai pegawai. Mandor menyarankan bagian
penggajian untuk menyesuaikan tarif. Setiap pekerja mengambil kartu absen pada
senin pagi berisi namanya dan dicatat waktu kedatangannya dan kepulangannya
setiap hari. Pada akhir minggu pekerja memasukkan kartu absen untuk didata
bagian payroll. Payroll mencatat transaksi penggajian dan memutakhirkan data.
Cek gaji manual ditandatangani akuntan dan diberikan ke mandor. Mandor
membagikan cek ke pegawai. Rekening gaji direkonsiliasi oleh akuntan kepala
yang juga menyiapkan laporan pajak penghasilan bulanan dan tahunan.</span></div>
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" 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" /></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Tugas
Anda :</span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Sebutkan
kelemahan paling serius dalam struktur pengendalian intern dan nyatakan salah
saji yang mungkin dihasilkan dari kelemahan tersebut. Apa saran perbaikan Anda?</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Apa
tujuan dari pengamatan pembayaran gaji yang mendadak. Bagaimana prosedurnya?</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-size: large;"><br /></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-size: large;"><b><span style="font-family: "Times New Roman","serif"; line-height: 150%;">Jawaban Kasus</span></b></span>
</div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kelemahan
paling serius dalam struktur pengendalian intern PT. A adalah karena sistem
yang dilakukan masih secara manual belum terkomputerisasi, sehingga
kecenderungan human error atau kesalahan manusia masih sangat besar dan potensi
kecurangan saat penggajian juga sangat besar.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kelemahan
yang paling mendasar adalah :</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -.25in;">
<span style="font-size: 12.0pt; line-height: 150%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Tidak adanya pemisahan tugas dalam
sistem absensi yaitu karyawan yang menuliskan sendiri kedatangan dan
kepulangannya. Seharusnya ada petugas tertentu yang mancatat absensi karyawan
sehingga kemungkinan kecurangan dapat diminimalisir, atau sebaiknya dalam
sistem absensi karyawan terkomputerisasi data terhubung dalam database karyawan
termasuk payrollnya.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -.25in;">
<span style="font-size: 12.0pt; line-height: 150%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Tidak adanya standar waktu bekerja.
Seharusnya manajemen perusahaan menetapkan standar waktu tertentu sesuai
peraturan yang ditetapkan pemerintah. Apabila karyawan bekerja melebihi standar
waktu ysng ditetapkan harus dialokasikan dalam kerja overtime atau lembur
dengan perhitungan yang disesuaikan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -.25in;">
<span style="font-size: 12.0pt; line-height: 150%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Besarnya potensi salah jumlah gaji dan
kecurangan dalam penggajian karena pihak terkait. Seharusnya dalam perhitungan
gaji dilakukan secara transparan melibatkan manajemen dan karyawan langsung,
sehingga kecurangan dapat diminimalisir.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Tujuan
dari pengamatan gaji yang mendadak dalah untuk dilakuakn pengujian penggajian
yang fiktif yang timbul dari defalkasi (kebohongan) yang dilakukan pegawai.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Adapun
prosedurnya adalah sebagai berikut :</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -.25in;">
<span style="font-size: 12.0pt; line-height: 150%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Masing-masing pegawai menerima dan
menandatangani didepan penyelia dan auditor.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -.25in;">
<span style="font-size: 12.0pt; line-height: 150%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Cek yang tidak dklaim harus menjadi
subjek investigasi.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -.25in;">
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</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Merekonsiliasi total jam yang dibayar
sesuai dengan catatan penggajian dengan catatan independen jam kerja.</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; text-align: justify;">
<br /></div>
Ertiza Auli Alghanihttp://www.blogger.com/profile/04158952295244926260noreply@blogger.com0tag:blogger.com,1999:blog-7334057303580036888.post-85637023111130689912014-05-17T02:30:00.000-07:002014-05-25T00:15:08.037-07:00Tugas 3 ANALISIS LAPORAN KEUANGAN<!--[if !mso]>
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<span style="color: #351c75;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span>RASIO LIKUIDITAS</span></div>
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Rasio Lancar = <u>Aktiva Lancar</u><br />
<span style="mso-spacerun: yes;"> </span>Hutang Lancar</div>
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<br /></div>
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Rasio Cepat = <u>Aktiva Lancar – Persediaan</u><br />
<span style="mso-spacerun: yes;"> </span>Kewajiban
Lancar</div>
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<br /></div>
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<br /></div>
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<span style="color: #351c75;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span>RASIO PENGELOLAAN AKTIVA</span></div>
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<br /></div>
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Inventory Turn Over = <u>Penjualan</u><br />
<span style="mso-spacerun: yes;">
</span>Persediaan</div>
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<br /></div>
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Day Sales Outstanding = <u><span style="mso-spacerun: yes;"> </span>Piutang__<br />
</u><span style="mso-spacerun: yes;">
</span>Penjualan/360</div>
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<br /></div>
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Fix Asset Turn Over =<span style="mso-spacerun: yes;"> </span><u><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Penjualan____<br />
</u><span style="mso-spacerun: yes;">
</span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Aktiva Tetap Bersih</div>
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<br /></div>
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Total Asset Turn Over Ratio = <span style="mso-spacerun: yes;"> </span><u>Penjualan</u></div>
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<br />
<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"></span><u><span style="mso-spacerun: yes;"> </span></u></div>
<div style="margin-left: .5in; mso-list: l0 level1 lfo2; text-indent: -.25in;">
<span style="color: #351c75;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span>RASIO MANAJEMEN HUTANG</span></div>
<div style="margin-left: .5in; mso-list: l0 level1 lfo2; text-indent: -.25in;">
<br /></div>
<div style="margin-left: .5in;">
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" /><br />
<span style="mso-spacerun: yes;"> </span></div>
<div style="margin-left: .5in;">
Time Interest Earn Ratio = <u>Laba Operasi</u><br />
<span style="mso-spacerun: yes;">
</span>Beban Biaya</div>
<div style="margin-left: .5in;">
<br /></div>
<div style="margin-left: .5in;">
<br /></div>
<div style="margin-left: .5in; mso-list: l1 level1 lfo1; text-indent: -.25in;">
<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="color: #351c75;">CONTOH KASUS</span></div>
<div style="margin-left: .5in; mso-list: l1 level1 lfo1; text-indent: -.25in;">
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PT ABC mempunyai data sebagai berikut:<br />
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<img alt="" src="data:image/png;base64,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" /><br />
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Tentukan Rasio Likuiditas, Rasio Pengelolaan Aktiva dan Rasio Manajemen
Hutang dari data diatas.<br />
Jawab:<br />
<span style="color: #351c75;">1. RASIO LIKUIDITAS</span><br />
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<img alt="" 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" /><br />
<br />
<br />
<span style="color: #351c75;">2. RASIO PENGELOLAAN AKTIVA</span><br />
<img alt="" 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" /><br />
<br />
Keterangan :<br />
*Aktiva Tetap Bersih = Aktiva Tetap - Depresiasi<br />
*∑Aktiva = Kas & Setara Kas + Persediaan + Piutang + Aktiva Tetap –
Depresiasi <br />
<br />
<br />
<span style="color: #351c75;">3. RASIO MANAJEMEN HUTANG</span><br />
<img alt="" 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/><br />
<br />
Keterangan :<br />
*∑Hutang = Hutang Bank + Hutang Wesel + Hutang Obligasi + Hutang Hipotik<br />
*∑Aktiva = Kas & Setara Kas + Persediaan + Piutang + Aktiva Tetap –
Depresiasi <br />
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<br />Ertiza Auli Alghanihttp://www.blogger.com/profile/04158952295244926260noreply@blogger.com0tag:blogger.com,1999:blog-7334057303580036888.post-44984537248671502422014-04-18T23:15:00.001-07:002014-04-18T23:16:00.312-07:00Tugas 2 ANALISIS LAPORAN KEUANGAN<div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">RASIO
LIKUIDITAS<o:p></o:p></span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><br /></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 76.5pt; text-align: justify; text-indent: -76.5pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pengertian : <span style="background: white; color: #2c3e50;">Rasio
likuiditas adalah rasio yang mengukur kemampuan perusahaan memenuhi kewajiban
jangka pendeknya. Rasio-rasio ini dapat dihitung melalui sumber informasi
tentang modal kerja yaitu pos-pos aktiva lancar dan hutang lancar. Dengan
demikian rasio likuiditas berpengaruh dengan kinerja keuangan perusahaan
sehingga rasio ini memiliki hubungan dengan harga saham perusahaan.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><br /></span></div>
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<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Jenis – jenis rasio likuiditas : Return of Asset (ROA),
Return of Equity (ROE), Return of Investment (ROI)<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Rumus untuk mencari
ROA, ROE, dan ROI yaitu :<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<img alt="rumur liquiditas" src="http://restandana.files.wordpress.com/2014/04/rumur-liquiditas.jpg?w=614" /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><br /></span></b></div>
<div class="MsoNormal">
<b><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">Contoh kasus</span></b><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"> :<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">Tax 10%<o:p></o:p></span></div>
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<tbody>
<tr>
<td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<b><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;">Tahun<o:p></o:p></span></b></div>
</td>
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<b><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;">Laba<o:p></o:p></span></b></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<b><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;">Modal<o:p></o:p></span></b></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<b><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;">Harta<o:p></o:p></span></b></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<b><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;">Investasi<o:p></o:p></span></b></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<b><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;">EAT<o:p></o:p></span></b></div>
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<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;">2008<o:p></o:p></span></div>
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<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;">20.000.000<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;">10.000.000<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;">15.000.000<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;">8.000.000<o:p></o:p></span></div>
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<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;">18.000.000<o:p></o:p></span></div>
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<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;">2009<o:p></o:p></span></div>
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<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;">30.000.000<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;">15.000.000<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;">20.000.000<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;">10.000.000<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;">27.000.000<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;">2010<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;">40.000.000<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;">20.000.000<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;">35.000.000<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;">15.000.000<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;">36.000.000<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;">2011<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;">50.000.000<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;">35.000.000<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;">25.000.000<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;">20.000.000<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;">45.000.000<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;">2012<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;">10.000.000<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;"> 8.000.000<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;">12.000.000<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;"> 7.000.000<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt;"> 9.000.000<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><br /></span></div>
<div class="MsoNormal">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">(dalam Rp)</span><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="background-color: white; color: #2c3e50; font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 115%;"><b>Jawaban :</b></span></div>
<div class="MsoNormal">
<span style="background-color: white; color: #2c3e50; font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 115%;"><b><br /></b></span></div>
<div class="MsoNormal">
<b><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Tahun 2008<o:p></o:p></span></b></div>
<div class="MsoNormal">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">ROA = ___<u>18.000.000__
</u> x 100 % = 1,2 %<u><br />
</u> 15.000.000</span><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><o:p></o:p></span></div>
<div class="MsoNormal">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">ROE = ___<u>18.000.000___
</u> x 100 % = 1,8 % <u><br />
</u> 10.000.000<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">ROI= ____<u>18.000.000___
</u> x 100 % = 2,25 %<u><br />
</u> 8.000.000<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Analisis :<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #2c3e50; font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Setiap Rp 1 asset menghasilkan laba bersih
sebesar Rp 1,2<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #2c3e50; font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Setiap Rp 1 modal menghasilkan laba bersih sebesar
Rp 1,8<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #2c3e50; font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Setiap Rp 1 investasi menghasilkan laba bersih
sebesar Rp 2,25<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><br /></span></b></div>
<div class="MsoNormal">
<b><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Tahun 2009<o:p></o:p></span></b></div>
<div class="MsoNormal">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">ROA = ___<u>27.000.000__
</u> x 100 % = 1,35 %<u><br />
</u> 20.000.000</span><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><o:p></o:p></span></div>
<div class="MsoNormal">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">ROE = ___<u>27.000.000___
</u> x 100 % = 1,8 % <u><br />
</u> 15.000.000<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">ROI= ___<u> 27.000.000___ </u> x 100 % =
2,7 %<u><br />
</u> 10.000.000<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Analisis :<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #2c3e50; font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Setiap Rp 1 asset menghasilkan laba bersih
sebesar Rp 1,35<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #2c3e50; font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Setiap Rp 1 modal menghasilkan laba bersih
sebesar Rp 1,8<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #2c3e50; font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Setiap Rp 1 investasi menghasilkan laba bersih
sebesar Rp 2,7<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><br /></span></b></div>
<div class="MsoNormal">
<b><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Tahun 2010<o:p></o:p></span></b></div>
<div class="MsoNormal">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">ROA = ___<u>36.000.000__
</u> x 100 % = 1,2 %<u><br />
</u> 30.000.000</span><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><o:p></o:p></span></div>
<div class="MsoNormal">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">ROE = ___<u>36.000.000___
</u> x 100 % = 1,8 % <u><br />
</u> 20.000.000<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">ROI= ____<u>36.000.000___
</u> x 100 % = 2,4 %<u><br />
</u> 15.000.000<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Analisis :<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #2c3e50; font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Setiap Rp 1 asset menghasilkan laba bersih
sebesar Rp 1,2<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #2c3e50; font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Setiap Rp 1 modal menghasilkan laba bersih
sebesar Rp 1,8<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #2c3e50; font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Setiap Rp 1 investasi menghasilkan laba bersih
sebesar Rp 2,4<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><br /></span></b></div>
<div class="MsoNormal">
<b><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Tahun 2011<o:p></o:p></span></b></div>
<div class="MsoNormal">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">ROA = ___<u>45.000.000__
</u> x 100 % = 1,8 %<u><br />
</u> 25.000.000</span><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><o:p></o:p></span></div>
<div class="MsoNormal">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">ROE = __<u>_45.000.000___
</u> x 100 % = 1,29 % <u><br />
</u> 35.000.000<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">ROI= ___<u>_45.000.000___
</u> x 100 % = 2,25 %<u><br />
</u> 20.000.000<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Analisis :<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #2c3e50; font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Setiap Rp 1 asset menghasilkan laba bersih
sebesar Rp 1,8<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #2c3e50; font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Setiap Rp 1 modal menghasilkan laba bersih
sebesar Rp 1,29<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #2c3e50; font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Setiap Rp 1 investasi menghasilkan laba bersih
sebesar Rp 2,25<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><br /></span></b></div>
<div class="MsoNormal">
<b><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Tahun 2012<o:p></o:p></span></b></div>
<div class="MsoNormal">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">ROA = ____<u>9.000.000__
</u> x 100 % = 0,75 %<u><br />
</u> 12.000.000</span><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><o:p></o:p></span></div>
<div class="MsoNormal">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">ROE = __<u>__9.000.000___
</u> x 100 % = 1,13 % <u><br />
</u> 8.000.000<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">ROI= ___<u>__9.000.000___
</u> x 100 % = 1,29 %<u><br />
</u> 7.000.000<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Analisis :<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #2c3e50; font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Setiap Rp 1 asset mengalami rugi sebesar Rp
0,75<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #2c3e50; font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Setiap Rp 1 modal menghasilkan laba bersih
sebesar Rp 1,13<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #2c3e50; font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="background: white; color: #2c3e50; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Setiap Rp 1 investasi menghasilkan laba bersih
sebesar Rp 1,29<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<br />
<div class="MsoNormal">
<br /></div>
Ertiza Auli Alghanihttp://www.blogger.com/profile/04158952295244926260noreply@blogger.com0tag:blogger.com,1999:blog-7334057303580036888.post-90426305453579346182014-04-09T09:41:00.001-07:002014-04-09T10:08:54.159-07:00Tugas 1 ANALISIS LAPORAN KEUANGAN<!--[if !mso]>
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<div align="center" style="text-align: center;">
<b>TUGAS 1 ANALISIS LAPORAN
KEUANGAN</b></div>
<div style="margin-left: 13.5pt; text-align: justify; text-indent: -13.5pt;">
<a href="https://www.blogger.com/blogger.g?blogID=7334057303580036888" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>1. Tn A menginvestasikan uang
Rp.2.500.000 untuk usaha jagung bakar yang diharapkan menghasilkan keuntungan
25%, tingkat keuntungan ini tetap. Berapa nilai keuntungan 8 tahun mendatang?</div>
<div style="margin-left: 13.5pt; text-indent: -13.5pt;">
<br /></div>
<div style="margin-left: 13.5pt; text-indent: -13.5pt;">
Jawab: Rumus >><span style="mso-tab-count: 1;"> </span>FVn = Pv(1+k)<sup>n</sup>
</div>
<div style="margin-left: 13.5pt; text-indent: -13.5pt;">
<sup><span style="mso-tab-count: 2;"> </span><span style="mso-tab-count: 2;"> </span></sup>FVn
= Rp 2.500.000(1+0,25)<sup>8</sup></div>
<div style="margin-left: 13.5pt; text-indent: -13.5pt;">
<sup><span style="mso-tab-count: 4;"> </span></sup>FVn = Rp
2.500.000(1,25)<sup>8</sup></div>
<div style="margin-left: 13.5pt; text-indent: -13.5pt;">
<sup><span style="mso-tab-count: 4;"> </span></sup><b style="mso-bidi-font-weight: normal;">FVn = Rp 14.901.161,19</b></div>
<br />
<div style="margin-left: 13.5pt; text-align: justify; text-indent: -13.5pt;">
2. Tn B Harus membayar pokok
pinjaman Rp 28.700.000 pada 20 tahun mendatang berapa nilai uang itu pada saat
ini jika tingkat suku bunga 13%?</div>
<div style="margin-left: 13.5pt; text-indent: -13.5pt;">
<br /></div>
<div style="margin-left: 13.5pt; text-indent: -13.5pt;">
Jawab: Rumus >><span style="mso-tab-count: 1;"> </span>PV = <span style="mso-spacerun: yes;"> </span><u> FV </u></div>
<div style="margin-left: 13.5pt;">
<span style="mso-tab-count: 3;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>(1+k)<sup>n</sup></div>
<div style="margin-left: 13.5pt;">
<sup><span style="mso-tab-count: 3;"> </span></sup>PV
=<span style="mso-spacerun: yes;"> </span><u>Rp 28.700.000</u><br />
<span style="mso-tab-count: 4;"> </span><span style="mso-spacerun: yes;"> </span>(1+0,13)<sup>20</sup></div>
<div style="margin-left: 13.5pt;">
<span style="mso-tab-count: 2;"> </span><span style="mso-tab-count: 1;"> </span>PV =<span style="mso-spacerun: yes;"> </span><u>Rp 28.700.000</u><br />
<span style="mso-tab-count: 4;"> </span><span style="mso-spacerun: yes;"> </span>(1,13)<sup>20</sup></div>
<div style="margin-left: 13.5pt;">
<span style="mso-tab-count: 2;"> </span><span style="mso-tab-count: 1;"> </span><b style="mso-bidi-font-weight: normal;">PV
= <span style="mso-spacerun: yes;"> </span>Rp 2.490.651,86<span style="mso-tab-count: 1;"> </span></b></div>
<div style="margin-left: 13.5pt;">
<br /></div>
3. Suatu Proyek yang berbiaya modal proyek sebesar 25% memiliki perkiraan
arus kas :<br />
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 113.4pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.0in;" valign="top" width="96"><div align="center" style="text-align: center;">
Tahun</div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 121.5pt;" valign="top" width="162"><div align="center" style="text-align: center;">
Perkiraan Arus Kas</div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.0in;" valign="top" width="96"><div align="center" style="text-align: center;">
0</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 121.5pt;" valign="top" width="162"><div align="center" style="text-align: center;">
(1.000.000)</div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.0in;" valign="top" width="96"><div align="center" style="text-align: center;">
1</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 121.5pt;" valign="top" width="162"><div align="center" style="text-align: center;">
500.000</div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.0in;" valign="top" width="96"><div align="center" style="text-align: center;">
2</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 121.5pt;" valign="top" width="162"><div align="center" style="text-align: center;">
400.000</div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.0in;" valign="top" width="96"><div align="center" style="text-align: center;">
3</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 121.5pt;" valign="top" width="162"><div align="center" style="text-align: center;">
300.000</div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.0in;" valign="top" width="96"><div align="center" style="text-align: center;">
4</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 121.5pt;" valign="top" width="162"><div align="center" style="text-align: center;">
200.000</div>
</td>
</tr>
<tr style="mso-yfti-irow: 6; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.0in;" valign="top" width="96"><div align="center" style="text-align: center;">
5</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 121.5pt;" valign="top" width="162"><div align="center" style="text-align: center;">
100.000</div>
</td>
</tr>
</tbody></table>
<br />
Ditanya :<br />
a. Berapa Nilai NPV? <img alt="" 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<b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">Persentase Modal Proyek (k)</span></b></div>
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<b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">(y)</span></b></div>
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<b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">25%</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">26%</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">27%</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">28%</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">29%</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">30%</span></b></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 3;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 36.35pt;" width="48"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">0</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 49.8pt;" width="66"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">-1000000</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.65pt;" width="72"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">CFt/(1+k)^t</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">-1000000.00</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">-1000000.00</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">-1000000.00</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">-1000000.00</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">-1000000.00</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">-1000000.00</span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 4;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 36.35pt;" width="48"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 49.8pt;" width="66"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">500000</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.65pt;" width="72"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">CFt/(1+k)^t</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">400000.00</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">396825.40</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">393700.79</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">390625.00</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">387596.90</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">384615.38</span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 5;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 36.35pt;" width="48"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">2</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 49.8pt;" width="66"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">400000</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.65pt;" width="72"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">CFt/(1+k)^t</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">256000.00</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">251952.63</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">248000.50</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">244140.63</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">240370.17</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">236686.39</span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 6;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 36.35pt;" width="48"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">3</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 49.8pt;" width="66"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">300000</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.65pt;" width="72"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">CFt/(1+k)^t</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">153600.00</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">149971.81</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">146456.99</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">143051.15</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">139750.10</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">136549.84</span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 7;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 36.35pt;" width="48"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">4</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 49.8pt;" width="66"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">200000</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.65pt;" width="72"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">CFt/(1+k)^t</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">81920.00</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">79350.16</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">76880.31</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">74505.81</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">72222.27</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">70025.56</span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 8;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 36.35pt;" width="48"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">5</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 49.8pt;" width="66"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">100000</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.65pt;" width="72"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">CFt/(1+k)^t</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">32768.00</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">31488.16</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">30267.84</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">29103.83</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">27993.13</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">26932.91</span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 9; mso-yfti-lastrow: yes;">
<td colspan="3" nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: solid windowtext 1.0pt; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-right-alt: solid black .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 139.8pt;" width="186"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">NPV</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">-75712.00</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">-90411.84</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">-104693.59</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">-118573.59</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">-132067.43</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.55pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-frame-hspace: 9.0pt; mso-element-top: 56.25pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">-145189.92</span></b></div>
</td>
</tr>
</tbody></table>
</div>
<br />
<br />
b. Berapa Nilai IRR? (25-30%) <img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAN4AAAAyCAIAAAC8g/IZAAAgAElEQVR4nMS9Z5RVR3ourPvZGugASJpgX/vas+5377XH9njGnvEET9Yoj0bMKGchggRIKAAiiSQEAkQSGSFyzogcu8k5x26aTNM5n7D3rqo3PN+P2ufQ0kiz7G8t36m1f9Cn++y9q+qpNz7vy20OpHAKo3AiEIYyhF2kIWmkYlSswqmysoAgYAELVFVFIQqCMqDKqqxw8aXMSqwi4MyfQaACJ2BVBcRf/ov+tgR1YAdlgYhk7gYGVKCAgBVOxaoQC6yCEImQ+teGc7AO7BT+oSIEdVCXedwfH595mcw0k6qhimVmJlhRo2zUgRgsyiKSeRZDGNBI4QisAPyrixKUVVhFVQUqUAIcYBVQQJ3CCjj+CU6RMoAoIKrKBOfATkUEIKiQwqqyKlQBdUCAEIgAp8oiUAc10BBiFSxQIUgICUWNBYWASAoUwDliDYA0QAw4gCmeCRPIgQUEkJ+I332ncFD2ADAAw0EdBKpQWIiBE4JTWBWjYhROoKJQAUMgCidwakVDqPPT/oNxm1O/39Rsqgy1FpbV+n2NYacKUb9nqhloQjPQ9IOz0BQwq9/sGMR+YjE0M+ueRYP/E4ISPKpiaEp8f4/sZtBUcQA1+8S/DEEdyD9RlaEO/lz8h4Y0g6YqoBpCLdSp+gUAAQ6qMS7FQ00UIhAB1HpoCjQ+euoXTSWzSFl0Wg9fZYXzZ1j9IUfkMtCE+kMbi4PMPTm72aoKOH84lZF5TRDUqTgvESSekwg5kAWRRn7RrHAATXuIsL9bZh1EMtuqEL9NLgNNv8XKcBqfQKdw8caJ8dIKylAXzw6sqjE0ScHioUn4MmgKsqiN3wqkiJyXU8rIQucPoNlsldXDOkZnM9kDtVDOAqu50G02WJUzQhQar7jfpMyBawZNqBesMYgVDoigzk+ZoIJIAUH2zv8JaMavAfHLInDZd4uBFH+un7+EvJDOzN0fjnhHM+/TfH301ifxiY1RAfU/sn8Rf5Azr5f5jsBD0w+/KIT4kAMCZWVhkIA1e2oZrCRwToWVPFJDUAgiaCzgAc4gmzLfg0YKG0PzFuAc1CEWt1bgvDYgWL61nJrBtFVE5N9NGCys4lQE+sXQpOaQjZeKRe2tUyvqtbMIKcfzERF/pLLQzN6lOSZUuZnI+WJoSix6/PZTBhvNoRlLIH+HLDTjswpVOL8gAs0oAZsBEDcH1n8QmlktoaoUPyJrfmis7oBYQqv4pzRXF59BoVdtiCWiCDU/itkTmxVP8fRhoc7rmsxqxBI0u4b+xPoRwVpYC0vIwNqLFX/GPIhvra36/fWgIVgHq96Sy8DRqfiLwA6UgWZWeMeAgwDiwKQMFRAcwVKscOK3YIGAGUY0dM1OTmbi/CVSE1bAMS7ZL0FsYGRsHWUlf4mIqPXiISvt/eL6u+staGbe6w+gGdsGyHw9RnkGcyyx4RhbNrdsiYzej6EJCAMC63cS8LamEbjMFmee+J+AJjLQjN/NZazkWNSJiIBZnRdUXvbglpHdXHFnoem1ZXxnsdn3BySz2ZmTnMGiNwzUKwu/kEIixDCsVrI2vXcDVFlt5qJm8GU0N6XU+huCQV6YeFNVrahRsWBSjeXdLVUOicVkMysiKw69YokFswJwiihrIvpnS6zKWNT6fwDS7OX5C3fnNouA1WaAJKoaWwLNoNnc1sne7pbYiwEEzTofmSMOZW+wS1YdZ7/bbFlVY20oasHW+xacgSbiGTL+AJoKEUT+2KlCYB3SoiZreGT2Sb/oWH7piE8CizK85MgYzbcuC1h89ldwCuc+Y1NmpQLH1ptaFZvZj1iue2NA4aBWYf03PRS8ONCMmchKLoZmLIw9giX2fG5ZXwImOIKDl/FqHUKHkNXG0ETWZImdHs0YJPFRl+waq98C1fhbGdHutYrzOkvgoDZjHKfjbRKGqCjYPyrGqDb3mL9MatxmJGQl3HL9nIAJ8S2y2vyWGQ6CPxBZVDWTbbfsP49TpqzqEc341+pfN1TYrL4WsAM5WEioYjlWK18EzayqUi8O49Pp9YuDFTVg68W8A3kN9Z+CZuyieWiC4lCDiAeQwiqiLC5jkR9HJCje2PhIeys8dksUTtSK2qz4oTiyoSoEtUCgCATOByhYxYHYo1lIhCyI4OKN8BoJkfeOIeojBl6+ZPceToWYxBkYA+NgRQjKFuLjGPHWs7CKBamY2F5iCGUXW5oLv2ZboAqXwZeFWgiLkEVCvLHgEQ+mW8D4nM8QW45fJDXVibfaGGCriATW7yirxEoks8esgjiWIBloZiyG2MxS/+vMb4hioGfUIpyHmiAtGmZOghKYwBZWNS1qCOyNevb4JGkOTRVSIf8A+GiLhqKG4jNgwSkSQ+Ksuv/f0PR6zEspVmE/xLCmWBN+NXw8KKO8icRFzbQNZRxEEGK1LlbiN88uVAxNFQOkFCmBdQphOBULIlhvdwrYZASZelNNLTS2Z4SYnbDzt499KagDRcLOCofQEGxhGSEQBGqNsn+QEoRhISFYEXkh6COJwlCFeNdFQfAhO5ux0xjkRbLJzDpNmgoQEkMI6kjYsWYQFZs7t4KAHpr8hdAUWBCMVQhImpLJY3vWTV+2bXdJeTkLGqrP79qze/mney5crXFoAqcMC0BkVQHHFnCiTaoIFRAHkxK1AdgBzAoFDAguBFunqkzWASJIRlRXWXpi48q1U5etqipHBFhXJ0bPXzp95tQ+IAqBEFBEULIGAmaKILEDpICwAVsLAOJgQRBGAMNB7dGd65ctnrdyw6bj5Y0NBGgItQRkldhnh8SfKwMGEnoTykmoSDbdPFWwYe2aLfuL602SU01lJ/ZsX7Z489qzVTdEcebIztVLNy1c9cnyhatnLF1z6mZ1Gg5OESoURp2FIagRGIA0Agzg0pTyRkYaDCCyYRye1NIbxUeXzl+8dN2G6npTBQBVNUHidNHJC5fOKaVZLch4icPkfWFAAcsqhsiqQBhEJDFqI2hjbdX5zYXrV23eVVTaFIkEjTeObFu+cFXBiYqaAACBI2GAwBYmApwidCDAsbUcMByJETVwAGC0SbQJUnnkyOrV21YWVzU1AAqLMFCkL187t3j5pJnLN1Y0UCgBpEzqr1wuPrev+Gy1WgJiY10gQioW4iBfLDhus2TARBDLcODrVze/+8r93/nXH477ZE2dRXn1gW6dnr7/nmcKd16IqB7SIAqrTgETJSER1AmikABAXQSYlKSdNw2AlARgOCaGEzhiQKFwpBGSDR/2f7fjU4889PhjQyctuOFCoKy08ka3XsOXr1whkjISWmF1kdrAmxGOicmqcsQmZOf9BSKrQiGEwECKpbZg89qnXuz4bLt2Lz/94LDh/a83JJKOWa0CrH8UmgJABGmBZcCSEdQWn1316gvP//hnT49fvr1ew5qLR9o/dN8jDzy+/dyFRq5ZPafvN//njx95+LdvvPjiL+75+Yt9h5RFqkKaqrc2MjHcJQBCsKq6KOmTCBCYKDBgghVYAESSrr/Z97X2nZ5/4fdPvzhu7oabHIIunDt3rM+QUUu2FgIpRJGoZRdHRCwQsjPOIpP4sORIvA1nSYwl57TkQsm2Th06/uhHz06fW5CmVOW1I+88+9ivHnx89cGj1aJOfWxYYBUhYH3QXKwlb5JGsALrnAPEauRAgAnrj02c+OZP7r1n2o79ZeCE1iCsQl354EFDn3n50eceeH7kpCUNBJbG8pKd/fp0mLHq00aAxQh5C5pZ/flx+iUq7TZyANJpNDYQEqxR4uTB1R89/9iTnd+ZeiMIQ3Nq0cShYz/8pKIGYuvBKRgEiFIAmBA2KcTAQhGaCHCkgYVQrBVdgMC5JjiNosBqxICCBI4dak9de+LXbWuu7T5XtOObP33oXMK6xt2rNyztMWhhfYIFSdEmqMAy2JCmQlICSJhBDi6EIyCwDnBw3AgkEaq7UXu5cGDP7h0GTa0m2bVkZLfH/23Rxg2XIx+DoC82auLhVACFIHCwLoZmpW3YvWXu7Mcfev3tMQtLosgmayb1Hbxu7qbrESwq3PnZ333gjeLiGwiKD+xYkfdX/36hDgwDVAkbEUDBEhEQgaBgMZGkINBUpC7BoDSsk5AhpLh+rvTBH/xrsvripoJ1P2vb4UqyOmwqWLRg6ugxK+pDWBd47UlknXNWNON/qIgkyKXFMURhFAFpEKcqUOsSZ7Yvm/XMI6+/3uvjG6kgMlXzPxw2ZdqC0jBIgCIOQgnZ+80GCJwgwUgxKwTMrHAhRRFgEAWSTFkLF0IubtkwYdD7Q5cVldwwmkYdNx5rOrbr3vvbHS8tr9x38e9+9MsyE9UH0eaVi0e+90ba2JoQEUJ2koWmv1S/JK7JBGiSkUhALJCsPL9+7sSJYye91HXwwZN7JDg1d9yYeZ8WBMCBbQvHj/34RvH1g4c3fDR5/JLVW9KBozC1o2DN2AmTz1wqFWrc9OmiaZ/MO19aG8AF1EhwQCNsOlFft3Td8uFj3lu9dvG2Xbtq6uzZwzdea9cxUbcv1bT373/61MVaNF7Z+vYbXQ6fqHMKo2lFWtiBoS5iJCMHBlglcOlIQwtrAAuwGDBSQB2FsFeqTqx4/N5fjlp96EZo68+uHtbxV+9OGl/MPtVp+I9FkMifXoZEIKNKGglqGs5uOjx7yth+w9r1H7/uck1FIhj7/sjd2w9aA6tXi1b0/tnbcy5V1EmisOL0jjv/uu2ZeiTTlds3fDx1xrTiSxVN5TdXL5o5c8myy5W1ojAwBiGbRgTJREP1J3OmDxs/fnvBpq27tlQkUoe3lXR74jHolbMXtz7wROdrdckDRxa9N7j/peImFhDDuMBxlDXdFTCWFGB2BpKkkCGi1poU4AA4AkKkSg7tXThy8vChHXoOXXPm8pVE0+TxH23atDKKgp1rNs+bMLnk2vmCI4Vjp06Zv2KDo0BM6e5N8yeOn3D+6s1kqmHTqsWzZ88+Xt6YAhSkEHKBJK+vWzRx6ugPPliw4P2R87ft3qbhwbJ9q556bvDheqm63njvr39Yky45fvlaxzdGFhVdgARQpNQwgZlZycFakFP5UmgCIBcqgkjroI3Xzp+bPHHWroOnR44e/+ncodVFG6dMmj3vQNHO84fnjnn9Jz/83aBBwxdP7D6gR9d/eKD94YrwwtH9n3zwznf//ceLVu48cXL3ewO7vdKl3/od51KI0lJDAFN18uaJuTOnv9zttR59Xu73brfOb/Y+cq7o6JmyJx/6adWN/Tev7H3iyZ6VDeGqBSuHDxsBRejIABEkIp+rEqYQCmMcYuFnBC7tXChIi4OVkBAAMBXXds/57Q//acPpazWQpmu7R739bKdhQ4oUHHsdXz4UfssZiBiRhow0c/rG3t1bJvU7s3tJ91Efjd92tvDUtbHjxh8/fQoGkKp5fR55bur2hoCQODzkjVd/8eSgM2k9tGfd8D6dfv5w2+UbCs/t2jyid7eOfQbtOXk9pCgNk0AS7kpQeXHEiI86vNG1x8BuA3q9/sobb52vqrtwsubxn33HNJ46dnr7y93ev3ajfv7c1TOnzw0pnaAmgjhJKpyoEQnYBGIdxL+5JF29VeP9DAhUSMUyRYhQdvTgpx/1Pb57WZ8xQ8du2L69uHTUlBmHDi+5evLI0g9mPPDtnw8Y0Wf4rCE9+nX/yc8eulhdceLkmmlDO9z7g+8sXL/leEnx+3269+/2ysLDlxsEYZAQ7zsFjQsmjBj6xssDRnzYrl2/lzt2uVi8payo4Nf3Pn+kNn3wasNrT99vGg/MWTa39+TVZQKOUggFCiPerHIC56MEqs2SWs2hKRJYURECyjQoOnrg+MSFBZeqErMmjp8/uN2+rTPGL16/tTI6euVkfdGqx55+p/Or75zbO+V68aG/+bcXVx6tPFd06MKRNU8/+dyuwssVFRf3HFw7bfbqU0UNTsJQauuJEF08tW1Rh5femLxwbRAWLZ47vPfgkUevVNYGUc9Oj/Tu1qHDc69MmTDnfNGmjt2mHT97esn8cd169Zi8aFVNJIEKQSwZCG/dsOa9Af379u7zbr8+Pd9+vW+/nr3f7f9O/6ErN22kVIIBq5BE+fktH7f90d8XnLlSB1t2YccHb7V/ddTIEkDFkpgvPJ0xMhWAAQwUhmA0KUgFQbRvy541896vry7o++HgYbM3Lt18ZMGSpVW1ZWQVyerRj//sew+3f/2d/r3e6fDUE8+uPXShUe2pM9t2Fqzq0L77/v2nK64d31W4csaC1aeupS2nQrgaUwtTtG3J9EefbL9yZ2FIZ2aOGdijz6iLlmprg2cf/Hb31198qcPrM2Yv2Ld7Tc8BMw4ePTJ93pi+/YctWL2u0YI4UkTONWxZv+qDdwcN7Nn/rdfe7N23Z68+3QYMeLdX7/6bN+8mByEGW7AJLI7t271o+pDGuuMfThk9aMKclQVHZyxaWFp24srp/XVnzj7Xtu1Lb3XevK/wZnHxT/7uW3tOXjtYXFC8f1bPR+9bu233gfKa/Qd2fzph+K5SCgCo4YhE0VhXOeCNLn1faXfs/MV9h862ffzpg8cOpJM3X2734kuvt/9dl0EfTx995sDKfj067Dl9YuaKhf17vzvv42UViSABGB/thmXNQvMLpMZt0IY0YAByV6Xp+JoNG/vP/DRBsnX2pAmvPzNhxqSRqwrPpim0FclL657tOnbxih1RorC0eP8/fe+FVfuvNKEmTF955O5HTh6rdDZ9rmT/jEVL6tKwZBySDZpG/blZA3sM6DfubEUAV/HJ6L4zF6080xgFZI8cWPXxpI/GTZx182b5lBGdPpq7bv+hnV26vTho/ORn3hj06db9hsWBrDpr0icOFcz6ZNKkCROnTpk0afzoqVPGj5s8+YPxU3fs2UuppgDOAND6kr0zH/7JP64/dr2GgsT1fZN6duo4asRxslBhtV7AfC7G6x0jiqWmg4BISAMHU1eXXrZ63YqVM01UMu2TEYOGDh89cea8xcubgkQE1F0698q//OPAvoM/mDJ52IRRhQfPJljZVjlcL7ly4pm2r14vrklFVbsOb1i7dmt1BCBKcBhKiPIzQ15tN37avIupRo0ujnqry7JVR86KbaLoUOGcaVOmTpuz8lLRqQnDu8z8dP2GXeu69nij34CP3h44bsPeC8YFjHRka3duXzdj/ORZk2ZMHD9p4vSJE8aOmTBh0tjxUw4cPekA4yw5A5HypuSabWtnzP3QudIlC2d0f7vvhMmz5ixckkimnakrvXSofafHF6xb5SLcPHrhx//77/Ydu1mLKCg79fovfnrybNHJKDxRfG7r3Bk3Q5dyKUCccyKJ4lNHBvQasGrVqpowuXPfwedf7nTiwsVIEseP7pgyfdBHU+deKrsxdMSoWbNmHD6wvservx0zuN/bvYdN376/BkiDRA3UioiPln8JNF1FAqh3cFyRqNw7d8WCGbuPhCZVWrh8VKeO97zcY+T6Aw2I4K6c2z39jaEb9l9PIHVo6/QxP7775f2VTQ6JskvH/um7Pym+2lRXVbl66cxzF081ikRAiprSUheVXPqw00sjRw8rZaq+XPHGo50Xr9l2nmsCFYM6izCB1Imiku6PP3y+bO/yeRMHjRt9ps4OnbluyIdToRAhq04RgarAKRESYohhiVJsUwAsgYIEuI5Cja7UXVzZ9r4fjlt1rI5t+dHl49r/tstHY47Bu99e/d1KFsQpA4WoD4wAzFACGYWzojcr6mctmLdr3361qWO7V73V5alnXnh+464DTY5hE0cLNr708CNnTh9vgnEcNURIQQiloMsHCtbc+9ALl66nbl4uWrt6zunrlxIguDDtjHE2ffrk6w//dvbSZWUwtUVXOvzsgd37bh6XRAoMqXCEBkrv2ntk2Oudj57bPXX6uI/mfXqksrz/uJlzFiwmOELaogGShhNEEEUAA/IZCySVGzkgH1ayKG+snLti0fqCzSKpY/s+7df9ueeeeXbpqiNN6RQD+/ftGjzknaKLR5FoWPXxkrt/+cTV8igJVJ68/Jtvfuta5eWjjTdmLVl89ewlRT1AYQhFCNzYsnLl5AkLT5ReD5GYNnnGgHc/uFJV5tBImrK4Iunai0fOPda+78Gy5JR5o+eMfSVxfd/YaR+/M+nTcmgTnEgANkJKMdfJfRE0qboeXMtp8M3aEwXvDf5g34WbTZD0zcMjBr7zTw+9smRncRoNnD6+esLgVwZOO329vPzCoaceuXfApHlXojS05OSuFf/yo8ePVZox46fv2VpgI5MWZ2GMhAGR3Lj+QddXp40ZWVpTN2TYlB/98/0LVm785MDW8sYEkE5wQ2gvd2jfc9PWI/VVaxZ8Mvq92YvPJGX8yi39R00QMNSps1k+aCZ9T7dIEgYW6XrYQIGgMlGxpt977Tr0mVpWgz2LF/R8+qENuwquAQF8QoGgPnLng82IhEJmAmKyJUgRQJ1SGkidPnH4w2EfH71UEyCdvLZxQNcH7/3do5uPXYkYoBujRr3XpdfAotIGYqgNmTUtiFCFphPbV8x44JkuB4tSs8d9fGZvQZ1EAYgMEg6O4IqvvPZY27mr51xpKOv36oCf/f1PCneemFO4/zosI4GovqasosvbHxQW7q+6tOWTiR9M+nT9kfrE8PHLZi2cmSGC3OJIxSQYn2xXS2SZfcw9Iq0vu3Suz6DhB4rKHSh9c//YXo8+/OC/r9h5JGWjBBLTPp70wVsDaotLSosu3PPwM33mrCg3ISK5sLHg6X//6bVr54d9Mnb13h1pgeWUCsBWqFSobMyI0YP7f1haWnbqwtHnOnRatmZvY4qBBLgBJuJU3WsdX1y9fffZhmjqgplzp72bKts7a/6Mtz+adwkuxQQbWY1CBCAD5i90Am6DVgdASrTp5tlxA7r883e//d6Ej+uJYWuXzhn/wlu9dhwrNjAclE5+p/Nvn3ypbbun7777l/3fff/sjZokVMPqq6cP/c1f/23b515dunZLfcLb6TYgG5BlEJquLJww9sFf3P9Uu07vfTjynp//8pEnn15w8GAtkQ3q0FR/fNvK57v1vhCxSR1eO2viC917n6puGjp94fTFKx2T2gAQwxmq8h9cBDCMIoBCOLJ0s2Dn8nvve+A3jzz2/GOPL10wpyZqavKRbud8jsC7tyIUMzJ9xFQljgNrCAhgrlw91rt3t+9/71eT569IcgKueP7UAa/17l1wqiQCTh9Y9+CDv/pf3/neyk07nQDCYRhahZUK2Ms7Ni/5H//r+y+9OnDX1l2UbrBABECREo44QE3FqD7d7/v9bx9r98rEsaN+/J3vPvH0CxtPn6tUA1eDROmmpXO6DhxZF1F95cG5U8f0GT760PWyDycsXr5xFatkc/QZhgx7loKqevINAEAi09TYVDqoX8/v/OCnwyfPSoRJuNLlMwa99VbHwlPFZZpIctl7b3Xp0vb5Fx59+ld339Pr/ZFHKirrAJiofN/2736jzXMvtVtYsKuOydgEiV/wtFJdsvH6tMmjH/1924ceeuh3jz8xdca88rq0VSgMcQNgtm3e8WrXHilFbZRaNHfMyJ5PVZXsGz1jxqAVu27CReRgnYONYMH2S6EZuUoLMAFRcOHMnm17Np68VJImGASNVRdKLp9vakwTNNVYNvq19kvmzdt0oGD55sKrFSlSMKsYdk2NOzcu27Nrf6PTRpHIJKFkGWlWo2loed3Ny/v2Ht52YN+1mstnTu3dvquguCkdARolqLikw6/v2XqmqEhFqKL01IFfPPjQj+9/6KlXup25clMUPn38xfxIqEAblBQEm+Z0khiBIJWqPrX/061bV23ad/B6yoUgS00k7GNPKsRkM9qbnbEq5MlpGSeJnCHAsNQeO76zYPfBM5evpqiJXfm1q8fOXLpQFUYhpKHm6r69OzZuK7xZ02QEkXFEFiAg4Wx5de31wsL9+/aeTaaMpVDYCViss5BQAgSJqosl67cX7jp09mZl0aFDO3YdOFAaUAQgXVt3Zn+7h3+15+q1SmtZK/ZsXXf3vQ/96Jd39+g1/ELZdRZwnLunz/Js4FkyzM5n2IlSQVB96vThLTt2nLxwJYhC2Nr6iqLii2fL07YWlU01Z0b17jNn+pItu/Zu2Ln1UmV5ADaASTVq/ZX929cW7j5yo5EtAGlSQBGINoFMlGq6WXrqyNHthYWFe3Ydr6xMpCltYQPrLCfqkhW/vu+Jo6evEWDC6rP7Vj3xy28/9KufPtHlrYLKqB6OmUHioGHMRRX+QuYRIRJiEDgiq1GEtIEhRhoJIC3WgUDiTp/cM6RLx8N7DzYpGlRSwkygNMMp1IJDsSYgCsAMYWbrGY1iGGnnkgpjYJpMPcQAkgJZo3ARguTx3XvrSWtUAAqj6nNnT+7es+9EUUng1EfIrY0ok339w4tAPsOLTNBSXApcBW1MApWEiA00DYjPJ2kmQ+7T3xmSqGfxQDxXTMAUMRpYE04RsVEYRkhiGGLUGTgWA5CIGIYRH5cSsU2gFGAUpAxyMTeBohAI2ASeaYvAgpTg+YghQD6xbRWILFVWlRw9Um1Nk6pFQ5CsP3fq9IF9+4uKSh3g1EOTPscUyXIUmZmIhA3ggFBgSZyxBAXYOhsYprTCuaJze1Z36vj62mNXGoDINQLEBLUh4KxGVh3UJ4ZF1IeEQyDwC+YVLeC5umAYq5EClkxI6X2Hj5mIxRpowEH9+VPH9+zdf+RCSZkzIZwn7TggyiSO9Quh6QCQg5BzbIBALcMABITkDBRwYHbLls+870c/nDZzbm1aHJyVRkcBFCBjTcgEAlQM4CyQiqPXwuxdLzKu3mhSISCoccQRGMqSRhgBHBEYjUYMAtgQ5ABfewNL7ktZ5f7yvGkFABMF5AJ4GLnAqMYMXhcBEpFjv7XeFVdPu2EPMssJACLijPULpQgAp/AsCueYRAF11iYcTBz1gHgb3ggAgqShPkMJ4yKFECt79ro6KCLitGUw2BFDjAnZRIMCKoEAAB6ySURBVGA4ggWSxvipZtOpRtMKYmM9fdVTCVmzhG7yZokoYmEJqCqzYzEqBmrJh+g9YcjCWVUgIueazm9eNO0Hv7jvvUUbb0YGGkHYGAdOOY4CIOlZtSYEGUBYPV/COiOeB8yOnGNA0lETK1kbAQIBOwESKgYqEDgLG3NGLLy9wQKBA7L1T1/M10yFng1vnDMpkhT5ExnCWmKosgsIiihMXr907UZ9dUgQdkDokLBIiQ2VQUBSFTDgkIAQsDYSa1gQEYsAohzrO5HIwkpkDYAUbB1CsIPRBlUGqYvUWUBM6M0zOKbmWPwcUmEBEXUJFcuABVmNrIuPDcSCRRUK8Wl0x9ZzwZx6vycu4WEYzjKSFapwFBhjiCMVK8QxPUYFHAHGKRyTJxdHxE6hEGtSAuaIICAwgVSIHTmFiQD1dAJSOICIYkkGFQFbhATjyWMJNiCFsQpnYDzhDYBYl+GhSrbQIEYkSOJyv0x1gMelsrrIsyggIAMPX0epdMP1q1cv32jkxgguUmUwnKiJbDqu94oJSA4uTZoyJvRH1ktTv1ihqWekPZEeYmF8IKTSQiLj1AACx5bhWCKwJ17FhMAsf/IL0+i3KYNIjAkB8k90vtqL1AkAp448U98EyiAFlEHWGU2H3AQQO2JBxGDAqmHPJHEKwIoqJC7OcVA48nxBAoGJIQyDEDASSgA4G5HnKzFBBeKTrUK3qnxulRHEnyjEhkDaUWgEgUBBnu8EkHWBMwSFwGmcinRg6+/gnHNM3ug0ykbAQGRDGxcv+lNNCpBPcqsAImqZQkAck7uVlo+phQpAVEidwkhEnAYoLkhUEFmFjThkFbKsFpC0Klt1hMhJKArjrCI0LCCjsAxSH+AFABJfoCMinK1K4JgMCiYGsWdDZniIMXlFiKwQezKBY0oTGGmlpAuYARYIQRD5YIUxoX+EibxWSSscETHH5qyz6kN7XrE4ElWArboIINIg7c0xgRqjYgFidkKc5QpmnLkMMfkPoQmx8STYqIZWHXmzjSMC1IZw4kCMEAIQ+VIPf0pImJEGjBfRjYJGqMLAGUQghoMTeMoBwGBIUgKGqCMosQAOjEbLCTBSCDysnJeSZLwD5DKU2+a4zKKTJVJfIggw4GKhHoCsAxuPGhsyjPWUW5vu1/3Nv/r6XX/5ta/+j7/666/d9dWvfe0b3/jGX9713785ctwnIWWOH5wgyWIcbKggAMIg4/EHOKj1pUjs6Xkgx14k+bow9TwmRWg5gPrMJwHiKVLOGyHkBMmAKBQwQJ6v4QBuagIAchQABAclGIho6MuyfZRa42o88dahA3GGOe/rNLw4NUwhmD1tncmHNSBopEZBBEFIkcCBwcyOxBN02KdsWFiiEGkbT068/QOQ+srnjLGYsRdDo03W1zmzIxcCYh3HJ1gpU3x9iySuX0QGA3BbxIFCnKGScxfb5LbObZnTus2dLfLy81vddVfLO1rl5LbJy7+tdes/a93yL3K+8v+0uT0n//Y78nPatLirdd7f5rX+i5z823PyvpKT//Wc1nfl57fObZnTKq91bk7rNq3uyMnL/Uqb/K/mtmqVl5+X3zo3r01eyztb5d7ZqvUdLVrl5Oe3bpnfqkWrVi3zW+Xm5ue2zMvLyc/LbZOT/9VWea1bt2zZKucr+a3zWubn5eTmt85v06r1XS1z8lrm5/1Zfk6LVq3atGyTd9tX7myV3yIvNyev5Z13fL1V7tdbtMhp1for+Xkt7sz5Rm7rNi1yWt7RplV+yxbv9u7lq1qNMkw1BeWpoKoxSNSmwvqmKJVI2nTDjSCstS70fi47Zle4e9fteTn5ua1yc/Nz8nKzV25ufl5OfuvcFvl5OXl5rfLy8vJz81rn5uTntsrNaZ2X18p/mBk5/rqr1Z233/5nrdrk5rXKb5F7Z8u8u/Jz876Wc/sdeW1atsr581b5rVvddVeL//b1P/9Gmza3/7f81re3+fOv5bXOzbvjtry81rkt7mhxW35eTpvWX2ud0yo3P69Fq5yWrVrk57Vok5PTOjcvL69Vbm5ubm5L/6zc/Jzc/LzcvDa5eW3a5OW3zs3Jy22Z3zrv9ryclq3zW7TMbZ3T6q7WrVp+pUWr1nfktGnTIi/3jjatvprT4ust/vy/53y19Z/ltcm9o1Xru76Sm9eqTevbb/+zr7ZpnZv3ldzclrm5uf7uubn5uX7kfSXzK3/FIz+vRV5eTl5eXm5+Xl5eq/zcvDY5eXe2zHm9W2cFGfGxRTgmzRhSf6DQM1X1QsrOxyPUkhOFRLGjF8CkxcEh4cABe3s8Mo5VWCJLoYNm/BXxPqlkaAdgZeY4auhim8d6MaSxRPRP9+op8E4AYoJ9zOO3BJuRNDZSMSIESMSBt1fCyBLIwpE4MYoIJAzA2cjZCMpE1sePIAnTVJ5IVKbDVEMqbExGQRSGUaIqtA2WfIovthYAw+Qr1Xw0MVuS5jnk3jvWbIWc3KpGb5ZsitMEsIDCOSPsfGUYgwxS5AALEIyVEE1pqHGNMIgAsnGJBEQAE9ok0uSJ5uSZxM2Kb7J1INmIkq9qdyAVgmNvCfolAiEgz7EFs2MTSWShMEAIFxcXiLIjZmYgyPgJvqokLrCJR3PL4dbwfP546TLlTSBSsaKWIQRYYQWYWb+IEnYbU8TMIhmHQ62oBcQXuTCzCgUcMACCydQ5MasgckgaBMislggIaLIhQRxHYtLgyFcmOMQ6ThkiQmBlEKsVdQpm9TQ+1lhb+Hl7Mx8qYIaC44LyCEiZKAlLDBfBm7liuDaSxmanAszsEawQx1aglpwk64a+2/P//Zu/uPOO/K9/4y/v/Ppf3vGNb9zxja/d9Rd/PXz0OMPijzIJG2cV8NtDwt7qjf0PYn88/CfZ5Gfz6tvMiA0PXyMBiKMQIJbISchwagEGh3CEAGkLKEKJLMXF4J7MH6ZtkiEwJARmtcIO5APsca61WWFqpupVVDXyfUScqpDRpEHAMGAIm5AihjeDfO0LUgDBpW0yCzgissL2VjZO+FZF1K2A/+cqGVU1A0269fe+qQQbayPHNhkGFNfvf4nU9IEpR2JFjViFE47URcxMDqqwURwJFOI0GtKU9lYzwySphmHggIjh4H1hJwidJ0ynoNYz+x2sR6eIt50JClX1G3BrPoCDM2Kzp8hjC5A0IhDEgBAyEmAGw3eOCMgCBpoGGRPTYdNQIWd8u5fAhQJlZiigxDYNMUDcZ4GBkFQFjsCAYYrr9gEfkBfx5byZ2rv4cgKO/Z7MRjafSyw8MtsWgRwTERmJQm4CQohvLqDWhD5JBYEaWAoNDNRa40knxthahjiBWAf2MZnY19Gs+5Xpr5B5GV+LBQN1gIt33wiSokZVwRLnqAiaIgUC77g4RmRcGBBZB4qsyfp58Yw+bxnKH4rM5p9rs74SiEshJOs1BlEYxwH+EJrqIp8HiYjZ8xzishJn4+w1Gsqv3rx45UzJjXpJAmFd6c2rFy+duHDqeNHZa5eqU/XWgYhDmKrq6yVF566dO3f17NmjFy8X14QwvghUjePIV9+yGKiv6PUV+D6N4TOHGeJ2ZnoKR+IicmlYMFSoLllxo6TozPnL15LWCdQwTDpRU3azqjYNBE4URAh9mZslQ3HJt4oIWUeIK3m9eUHOEGV8SYaPBjBgnFUWEMenP9tnJlOULWpZs+Wazsc36PNdSW7JFQeTceEJ1FRTcvrq5WtX0gxyrEQgBdVX15w+fuzS1fLKtLNkIGQb6urqK28ma5OqgRH2LYniektysITPhdzjQkofjdcM1S+p6gAII0xDLcMlG8MrV0vPFBXX1tcBoi6CUmNdZXlZXWR8qRAicgoIsTq6JQ0/U2ivnxeWt/6OMlIzLknNaBgJg5S3hYyzviQmk1z9HDTFEpFzLIrQBN7tEjbEYYS0gwUa184b8b1v/cO3fvLYukPnU8n6+cOGfadN/j/84//5x5/f+83//ZNRY2Y0wkSobawofPbhf21z599+5/v3f//bf/f4448v3XY15fx+CKtlkIIUXsj5qsJMv6S4jtaBIi/jnY1UDGAUQkBaDGwTqH7N4oVt737473/wi75z515LW0kHqK2fOmrM0737XfJ+ZZRgpH2gGBAS9t2w/IRDMAGsYk3ovVwhFoJXuN6+DJ0lYfENt74EmtlaUM3IKv2SysB4uAhAijSZqtWy8yM6PPuvP/r+1KLzNXAh4ChAunrGiPd++q9///2f/HZBwZkmC3BD6emdQ4e8P3Le0mqIAxlL2Rp/haNmzZWaS025VUKtcErQNKz1vwwZHIa2Yv26VS/8/ol/+cd/6zdhypmGRmsjqrqxaPL7T/Tuc424EagL0gCyVmCma9Bnarv/6Lil6LMvI5rpDwKICJGP3LkvgWZs3oIs+9AAcaQgZg4RkkYuvETlO3p26fTOpKUnmjhClDx7+pkf/uj42ZOVzpw6cPp/3PnNC3VBPSphDuzdNOmeR1+qCGHqSz4c3OvZLh9VNhjf/8ZR6GAIliXwwTzJBEDiQ8ZG1HiB79uEAGlQMgxSln3Iua7m+v5OnV9etnnPgVMX7/3do3uKzoUUXT994YG7H7lCckWcqiIMyAUKRxwxO68sYkMT6pDJVfq2a7EzoYBYeyvID0AZQp/pWiExBjhbPZ1R6JJV6JIZ8UZmBpSUkFZYJNFw5tTqKb16dZ13/vQNoJEiUGNtydEffPu7FfUVG7af+OU9bZNRqjZVtWL5oj59BpcZWyeBwBqmTBm4by7nyPei4rgjEOJ2IOxUfHm4KgMhc1MUBaQgAiiRqjn+dt83Fs2cc+bQ2cdf7rpy/+Em8MWi4x0fv/94bXUFuJ6tYYKyEAuxMS7b0+o/DE39rBkaryEgzhmiWAwTfYELFUPTqlF4J8iXNzsSY8SSg/EhRq4uPTy3+yvPTty++yIoLTXHdmz/7SOPHiq/TtwgB/b+4I7/ua0kbISJqgvmTOn+ZPeBl0LY+oMzR7/xQpf3rlckrQUUxJHVKIamBp6I6Sn4zMxkmUKWQMUK1AqLhi6suXj60K5tBfv3HL9wqbSh7OiNc+s6D+89+djxitKmbvc+cvTU4TLT+Orb727cfjTNMHAEcY6hbDnI2ltEsantVOBz7r4nG8g3QlTvm0EAMGc6q3C2KuNzBpNkPxTNfhKHMb9UaIKZYIEqrWYUr/rk7QUT399YuGvOjr1l10pQdfbQwY0/79xrX+QuFtd0+/63k7WndxaXdB487eCp4kgbgDTYpmEITtRCjIphGAcSYlgox4QP73T6DEKosBpRUHnj/P49O7ftOnzmRMm1uuqLdRfWdx3x0dpd+21Nfd+nnty7dc01W9d52PtLVxdYS2EYAkJiiCNh55O12dHM4P5jo9myfAZ8JL69GSgTItDMyn8emtKsu0sW7ALHMOoAYuHrm+cM7NH15fmHzpeCI4STBvXr/lqniurrjS45e9KMf/nBgxUNsGisvLx4QOffjBy/4IrDheLtA7q90P39MfVp52UJiwEcuUBMGjZiRwKNxLswCAQpRQLwPR01LXDRycNre3R54de/bvtMt16der96aNu02ku7X33z7fXbT5VV4O3uvW9e23dk/9I3urxS34CQnQFYm6xLKsiXpXOmEiVbsf0nG+oYSMMy6pEqnT+8/4ghQ5/rNep79z72Zs9udVUnT54p/NHDv7mUxPmr9Z1ffBX151Ytn9Zr9IdCgEWKrQIRmgxgJGJNAQbOqRUomBVIqw1ZkATS6pMiCKGQmkt7tg/r9tr999//RMdX3+7Zd8uaRVXXdvUYOGTZ1q1ljXi336AzJ/YeOLS96zsdr1c3EZBSGLHCjqzz4RInyf/7C/al0DSUhgXERtG1WWN6jPzgvYNVjVVS40xtjxc7dW/fadH06ctWLL677VNT121KACaoqz+34qmf/22vwe+NWb78wzFDerzRdefZi2nKNPOAsy4tavbvKVyzdPGSRYuXLFmyYMniRStWzFu8bOHK1YfPFSViOZ0Cp65evtarZ993e/Urr6lfsn3r233e2ndgTdh0oW/XDiMGDh82etZb7w4qvXxsQJ9nd+9aeP74kaUL161ZtafGppNwTRy39eJMlNSfyz8hNH13HCNgtcmykiFdX+n0YqfdRZdWFRY+8Ni9F6/ura0+9fD9v540ZV7fYZMHTph5/vSBgYNfKzyyde+O7Z8uW7XjSFHKopGDSIjEqKZPHN67dP78VUtXLlq0ZP7CBYsXz16xeMHcuXMPnTsXeA6DC4Cw+sbV0f0HdO/QuaqyrmD/vjd7dtuycTGnbwz7oFf3Pn0Gj5j97sAxp06cHDKoz8atKw4cPzB/yYJPV6+viRD5RSOQ5S8krf1Xj9uyvSc/YyLE/ZUUkkqmbgx79+2Jkz4uSSUjPd9UfvqB+55//PdPd3nqiW999Y6Zm/aXALUChI1Fm+b8+//Jf7Tj4798qu39Dzx87Mj5JsAqDHvpTQJrOZj+8eQundp37tjp1Vdfbf9Kp3YdOz3zwotd3+z+6eatERAIgGpyl9at3/LCC+8dPnrRaHrZ5uUjx0w5c7PESVXJ7o0jevZq/8qru48dmjd/4aAR71ysOPFm+7avPP/sM799bl7hoWpFGvANVUSySlb+qL79Lx9xjEnhCGePHn7rpU5rl6+rDuu3Hdz1u+d/V3z1GLh+w5J5XV9u37l7j90Xi0dOmzlu2sR9Rwq6vvy7559+uOM7gwqPlzUAJA5w4lLLF83p0vHlzh07tW/fvnPXLi+//FLXjh1f7dB+6bq1KYAgSnUcXj5UuPuFZ7ru3XWaXLhr14ZRH40uuXRBqPHUoY2DB773StceWwr2L1y0fOiQ4SXFF3q80+6l9m2fuP+e2etPXEcYuJA5DaUE/Umh2SwowAon1oEMtKHowtHu3bsvX1PQAAu36+i+5f/Stse24ksueaXXwz//aP6us8IJkE1eWz1l3JOP/r6UGzfvW/9Wp9dOHrrgI57qqS7ORDbNMU1LICoilpy36BxJQBQIQgVwpbG+cPr0GS++NKoxIaEpHTVm8Pvjl19pShOaYJIwpGF1ovZK+zf7bDpXtHTPye6d25r0vpXzxrbtObyM0GBToCRT6BMNmSyt6J/i9PvhCCADGOOi9eu2zJw85/rFq6TRuNmzX+/Vuz6RREy2T5Etu3h28wtv9d59rvyTuSuXfjyk7Mr6QZNH9v14SRnAYtKpBjIpqIOKEBNRTG1VERcYdSkgwWlnbiA4s37BwraPdKtuhI1KZ04b8u7AcZcrJYJBFJJV66oaqi706dNvy74zmwqO9Oj2RCJ5YOfSqXe3G1oEDhXMTbCJP4E6z0LzM6wzLzUF4gJQ7faCTa+91WvbnpMRWBs3TZ064JGecwvLasmeXTOm2/NvjjsviGCTpbuHvPlO//dnVwLXb5wc2eet2TPmpxURqSiISIQUElIU93zm+Dw4jhvJskpAxEqgCy65b9K4UR1f7t9QU7l57bRHH7jvnZELCk9du15TbSEWQFA9c8zAcdNnnUrS2EUHxw7pbO3aXdtn3ffWB9cFKXXKTUyhY6I4uid/WmgyBAIX3FDUDBk2evTISdVlN25cLn2iW+8lmwob0yZiWEDUhOVnZ/VvN2PJkhM1GDp+7qqZg4KKT8fMmzhgwYYbAuuSgAMZ32td2CkQkWOBNSHgSFyCnAGJlFP9kTUzZ/3m4ZdL61P7dy986ne/fOudyXvOpEuqK4g1tArUfPrJiAljR52oTcxcvW30oDeaGj89tWXm3R2GHodtsiqSgkuk/xQrdtut4EgzaEIdnHMSVpeX9OzZ/Ts/+OmcxWsa0snrpxc/8fSv//lXXbYcKYI9v3v9uL/5WdvhqzcFJnF83bQff+t7L3T68FKNVJSdHz307aeef3rH+ZMu025ThEgcKxFZGxmyDgCrkHBs3/pmdRSCSxEWr1+99PcPPzpi8DvDB3b7/QO/+e0L3T5euvNqTZhGFGl4+UJxrzdeL75wphayavPet9vdl2wsWL5iUYexsy4JJwHmpOPIMFnRZl2P/2TDqu9uU1FWd/D9D0Y99/TL/fu8+VbXXt3HTCuqbUj5zvnWInSnC3f0afd8ECVP1tdOmT9j+qiutZc2fzB+8gdLd9QAJEnrAmesbzh3ixsQW2Bx47UI1kkdgmsnC/bc88CD7wzqOfL9Hs+0/d2vHmw3eXHB2esVaTRYyI3z54d27Xbq2NFy6LIdW/t0fi5Vt2nfhlnP9/noNNm0AHAc1Js/ja2prlmIUeOiE7EgE8I0NFSsWvXpiLFjd+07mEjb+tJjs+dOHDXik1NnL0tYUVNX9P60T2Zs3a5iL+4tHDP6w+mz15ZXhsY1Hju+c/L0KXs8NLNFN5l4QVxvBWRD1p7sE/fYkAQ0uHHt+qK5sz4e++HBnYVbd2wbP2Pe0bPXLSBIhMHNAYOHfTJ3ZRDUR0hX3Djx5D3f7fNG+0ef7bTq2Ikq5QhgtVadUbbCmf8H4//+8t4aClILoKEhffHosVPL5i+bOG7orFlzimvr6pgMGGLgosbrN1986qW9e09G5Gq1pmD74kcf+mG3V17s23/MnpLqNMC+q6qPZDDHOQVWcESgSHzzVYk4JI2gpqG8Zv6SeWMmjNq1bdvubbs/mb9o38nThsWhJgjqRw8av2DaomQqaKBkaXXxM21/3avTY88/9fiKHccqgKRYFYIKfVEx7n/1uAXNbPvdGJpsDIQ4Es9MIEsATINqCHY+EsMQZ4MIAFsYBAh9G1zfxFWtL07QGJo+aR5Tu1VEFLDiGVGS7ZfpVNRzLf3yE8QhjSgCYC3UKdVoVLZq7YZLVSYi52BAF3esWDhzwrQZiz6t5yBwgBCBfcNIoy7zX3n8KV30OEIKowhjbjU1ESILY1SZIBHBphpqy5asWvX/tXflupIUQXD+31gDCZy1ASGBh5CQ1lp+AAcPj5VAYiVgNdNdlUcERmZW1fRjl0NiZoyX1tOoXx/Z0XVGRvx89h0E325vvv/q8y9efPTym29f/6pqd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<tbody>
<tr style="height: 15.75pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td nowrap="" style="border: solid windowtext 1.0pt; height: 15.75pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 23.0pt;" valign="bottom" width="31"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">1</span></div>
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<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">NPV (x)-0</span></div>
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<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">-75712.00</span></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">2</span></div>
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<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 66.0pt;" valign="bottom" width="88"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">NPV (y)-NPV(x)</span></div>
</td>
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<br /></div>
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<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">-14699.84</span></div>
</td>
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<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">-28981.59</span></div>
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<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">-42861.59</span></div>
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<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">-56355.43</span></div>
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<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">-69477.92</span></div>
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<tr style="height: 15.75pt; mso-yfti-irow: 2;">
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<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">3</span></div>
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<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 66.0pt;" valign="bottom" width="88"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">(y)-(x)</span></div>
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<br /></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 41.0pt;" width="55"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">1%</span></div>
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<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.0pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">2%</span></div>
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<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 50.0pt;" width="67"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">3%</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.0pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">4%</span></div>
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<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.0pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">5%</span></div>
</td>
</tr>
<tr style="height: 15.75pt; mso-yfti-irow: 3;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 23.0pt;" valign="bottom" width="31"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">4</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 66.0pt;" valign="bottom" width="88"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">3 * 1</span></div>
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<br /></div>
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<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">-757.12</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.0pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">-1514.24</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 50.0pt;" width="67"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">-2271.36</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.0pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">-3028.48</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.0pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">-3785.60</span></div>
</td>
</tr>
<tr style="height: 15.75pt; mso-yfti-irow: 4;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 23.0pt;" valign="bottom" width="31"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">5</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 66.0pt;" valign="bottom" width="88"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>4 / 2</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 46.0pt;" width="61"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 41.0pt;" width="55"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">0.051505</span></div>
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<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.0pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">0.052248349</span></div>
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<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 50.0pt;" width="67"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">0.0529929</span></div>
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<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.0pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">0.053738922</span></div>
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<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.0pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">0.054486377</span></div>
</td>
</tr>
<tr style="height: 15.75pt; mso-yfti-irow: 5; mso-yfti-lastrow: yes;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 23.0pt;" valign="bottom" width="31"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 66.0pt;" valign="bottom" width="88"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">IRR (5 + (x))</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 46.0pt;" width="61"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 41.0pt;" width="55"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">30.15%</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.0pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">30.22%</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 50.0pt;" width="67"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">30.30%</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.0pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">30.37%</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 53.0pt;" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">30.45%</span></b></div>
</td>
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<div class="MsoNormal">
<br /></div>
<div style="tab-stops: 13.5pt 22.5pt;">
c. Apa kesimpulannya?</div>
<div style="tab-stops: 13.5pt 22.5pt;">
Investasi tidak diterima karena Net Present
Value (NPV) bernilai negatif (-), walaupun Internal Rate of Return (IRR)
bernilai positif (+).</div>
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</o:shapelayout></xml><![endif]-->Ertiza Auli Alghanihttp://www.blogger.com/profile/04158952295244926260noreply@blogger.com0tag:blogger.com,1999:blog-7334057303580036888.post-30948096536901383732014-01-31T02:38:00.002-08:002014-01-31T02:47:54.046-08:00SISTEM INFORMASI MANAJEMEN (Tugas 3)<!--[if !mso]>
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<br />
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;">
<span style="color: #bf9000;"><b><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">SISTEM
INFORMASI PENJUALAN</span></b><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";"> </span></span><br />
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">adalah sub sistem
informasi bisnis yang mencakup kumpulan prosedur yang melaksanakan, mencatat,
mengkalkulasi, membuat dokumen dan informasi penjualan untuk keperluan
manajemen dan bagian lain yang berkepentingan, mulai dari diterimanya order
penjualan sampai mencatat timbulnya Tagihan/Piutang Dagang.</span></span>
</div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Terdapat beberapa cara dalam
menjual. Untuk itu sistem yang diaplikasikan disesuaikan dengan operasi
dilapangan. Dalam pembahahan ini akan membahas pada sebuah perusahaan dagang
yang teridentifikasi beberapa jenis Penjualan di Perusahaan ini yaitu ;</span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">• Penjualan Langsung yaitu
penjualan dengan mengambil barang dari supplier dan langsung dikirim ke
customer.</span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">• Penjualan Stock Gudang yaitu
penjualan barang dari stock yang telah tersedia di gudang</span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">• Penjualan Kombinasi (
langsung + Stock ) yaitu penjualan dengan mengambil barang sebagian dari
supplier dan sebagian daris stock yang tersedia di gudang.</span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Selain itu juga terdapat beberapa tujuan dari
sistem penjualan, diantaranya:<br />
• Mencatat order penjualan dengan cepat dan akurat.<br />
• Untuk memverifikasi konsumen yang layak menerima kredit.<br />
• Untuk mengirima produk dan memberikan jasa tepat waktu, sesuai yang
dijanjikan kepada konsumen.<br />
• Untuk membuat tagihan atas produk dan jasa secara tepat waktu dan akurat.<br />
• Untuk mencatat dan mengelompokkan penerimaan kas secara cepat dan akurat.<br />
• Untuk memposting penjualan dan penerimaan kas ke rekening piutang.<br />
• Untuk menjaga keamanan produk.<br />
• Untuk menjaga kas perusahaan.</span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: #0b5394;"><span style="color: #bf9000;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Input
Sistem Penjualan :</span></b></span><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";"><br />
• Order konsumen. Order yang dikirim oleh konsumen.<br />
• Order penjualan. Sarana untuk merekam order konsumen yang dibuat oleh
perusahaan.<br />
• Order acknowledgment. Rangkap dari order penjualan yang dikirim ke konsumen
untuk memberi tahu konsumen bahwa ordernya telah diterima.<br />
• Picking list. Rangkap dari order penjualan yang dikirim ke bagian gudang
sebagai sara untuk menyiapkan barang yang dipesan.<br />
• Packing slip. Rangkap dari order penjualan yang disertakan dengan paket
barang yang akan dikirim ke konsumen.<br />
• Billing of ladding. Sarana untuk meminta agen transportasi (kurir) untuk
mengirimkan barang perusahaan ke konsumen.<br />
• Shipping notice.Rangkap dari order penjualan atau dokumen lain yang
berfungsi sebagai bukti bahwa barang memang telah dikirimkan.<br />
• Sales Invoice.Faktur penjualan dikirimkan ke konsumen untuk menagih
penjualan.<br />
• Remittance advice.Dokumen yang menunjukkan jumlah kas yang diterima dari
konsumen.<br />
• Deposit slip.Slip setoran di bank.<br />
• Back order.Dokumen yang dibuat pada saat jumlah persediaan tidak dapat
memenuhi permintaan pesanan dari konsumen.<br />
• Memo kredit.Dokumen yang berfungsi sebagai bukti kredit atas piutang
konsumen, akibat retur penjualan.<br />
• Aplikasi kredit.Formulir untuk merekam data dan informasi konsumen baru yang
hendak mengajukan kredit.<br />
• Salesperson call report.Formulir yang digunakan untuk merekam telpon yang
dilakukan salesman untuk memprospek konsumen.<br />
• Deliquent notice.Dokumen dikirimkan ke konsumen yang piutangnya telah lewat
tanggal jatuh tempo.<br />
• Write Off Notice.Dokumen yang dibuat oleh manajer kredit pada saat sebuah
piutang sudah benar-benar macet.<br />
• Cash register receipt.Formulir yang digunakan oleh toko pengecer untuk
merekam kas yang diterima.</span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: #0b5394;"><span style="color: #bf9000;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Output
Sistem Penjualan :</span></b></span><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";"><br />
• Order konsumen yang belum terpenuhi.<br />
• Jurnal penjualan (daftar faktur penjualan, urut nomor faktur).<br />
• Daftar pengiriman barang urut per tanggal kirim.<br />
• Jurnal penerimaan kas.<br />
• Daftar memo kredit.<br />
• Daftar umur piutang.</span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri;">Menurut akuntansi, penjualan dikelompokkan menjadi dua, yaitu
penjualan reguler (penjualan biasa) dan penjualan angsuran. Penjualan reguler
terdiri dari penjualan tunai dan penjualan kredit. Penjualan tunai adalah
penjualan yang pembayarannya diterima sekaligus (langsung lunas). Penjualan
kredit adalah penjualan yang pembayarannya tidak diterima sekaligus (tidak
langsung lunas). Pembayarannya bisa diterima melalui dua tahap atau lebih.
Sedangkan penjualan angsuran adalah penjualan yang pembayarannya tidak diterima
sekaligus (pembayarannya diterima melalui lebih dari dua tahap).</span><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";"></span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #0b5394;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri;">Proses
Penjualan Tunai</span></b></span></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="color: #0b5394;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgN1ODXT3RoMv7EQLLt4JHdyF-AbBjPKNdTkvXsERUPraGcbY1UjvoTWG-n7OqOtxi7EhHjzGtrHoWxTgJMndqSXFY-kDaE-mCCqNla5byUpCUH-EyT0PK0lPh2r3R61vugQ7VwkuivIUc/s1600/flowchart+tunai.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgN1ODXT3RoMv7EQLLt4JHdyF-AbBjPKNdTkvXsERUPraGcbY1UjvoTWG-n7OqOtxi7EhHjzGtrHoWxTgJMndqSXFY-kDaE-mCCqNla5byUpCUH-EyT0PK0lPh2r3R61vugQ7VwkuivIUc/s1600/flowchart+tunai.jpg" height="320" width="183" /></a></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #0b5394;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri;">Proses
Penjualan Kredit</span></b></span></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="color: #0b5394;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6Z0_yjdP0jkO5Sk9W8P05zS2eAZZq3rmiu6cm11hyJJLSLHHQLXSpiM03CzWDWwOkPNEnkXugcTZYmf0wyz1iiGNS-UjkkszqqhnV4P1cR3-AWVuxRndk4fjARiudt-E9EnejdOrPIbM/s1600/flowchart+kredit.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6Z0_yjdP0jkO5Sk9W8P05zS2eAZZq3rmiu6cm11hyJJLSLHHQLXSpiM03CzWDWwOkPNEnkXugcTZYmf0wyz1iiGNS-UjkkszqqhnV4P1cR3-AWVuxRndk4fjARiudt-E9EnejdOrPIbM/s1600/flowchart+kredit.png" height="226" width="320" /></a></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #bf9000;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri;">Implementasi
Sistem Informasi Penjualan PT Yamaha Music, menggunakan SAP
R/3.</span></b></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">SAP adalah merupakan salah satu
software ERP (Enterprise Structure) terkemuka dunia yang sekarang ini sedang
banyak diimplementasikan oleh perusahaan-perusahaan di Asia. Di Indonesia
sendiri, sudah banyak perusahaan-perusahaan besar dan menengah yang sudah
berhasil mengimplementasikan SAP untuk mendukung proses bisnisnya. Memang harga
untuk mendapatkan suatu ERP dunia juga harus dibayar mahal baik dari segi
licensenya, konsultan IT, dan juga SDM yang masih langka.</span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";"> SAP menyediakan berbagai
pilihan dokumen penjualan, masing-masing yang berkaitan dengan tahap yang
berbeda dari proses penjualan. Penyesuaian dokumen juga dapat dilakukan untuk
memenuhi persyaratan khusus, sebagai berikut:</span></span></div>
<ul type="disc">
<li class="MsoNormal" style="mso-list: l4 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Menggabungkan berbagai jenis konten dalam
satu dokumen penjualan dengan membuat pengaturan yang sesuai dengan fungsi
Form Setting yang ada di SAP Business One</span></span></li>
<li class="MsoNormal" style="mso-list: l4 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Pembuatan Batch Document number</span></span></li>
<li class="MsoNormal" style="mso-list: l4 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Pembuatan Surat menggunakan Dunning Wizard
(Pengingat Untuk Faktur yang mulai jatuh tempo)</span></span></li>
<li class="MsoNormal" style="mso-list: l4 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Penambahan field-field tambahan dengan
menggunakan fungsi yang sudah ada yakni User Defined Field </span></span></li>
</ul>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Setiap proses penjualan selalu
melibatkan dokumen, seperti pesanan penjualan atau faktur A/R. SAP Business One
memberikan semua informasi yang relevan dari satu dokumen ke yang berikutnya
dalam arus dokumen, Sehingga memudahkan user untuk melihat dokumen-dokumen lain
yang terkait. Anda dapat menyesuaikan langkah-langkah sesuai dengan kebutuhan
dan proses bisnis.</span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";"><br />
Untuk menghindari error selama pembuatan dokumen maka diperlukan tahapan
selanjutnya yakni mensetting beberapa data yang dijadikan kunci utama dalam
pembuatan dokumen seperti :</span></span></div>
<ul type="disc">
<li class="MsoNormal" style="mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Partner Bisnis Di SAP Business One dikenal
dengan nama Business Partner Master Data, yang berisi mengenai informasi
alamat tagihan dan kapal, persyaratan pembayaran pelanggan dan jatuh tempo</span></span></li>
<li class="MsoNormal" style="mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Item Master Data Proses Penjualan yang ada
pada SA, meliputi :</span></span></li>
<li class="MsoNormal" style="mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Sales Quotation, Sebelum melakukan
pemesanan. Pelanggan sering membutuhkan review penjualan untuk diperiksa
di perusahaan mereka. Sebagai proposal barang dan jasa ke pelanggan atau
calon pelanggan. Dalam Transaksi ini tidak akan membentuk jurnal dan
mempengaruhi nilai-nilai persediaan.</span></span></li>
</ul>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<span style="color: #0b5394;"><span style="font-family: Symbol; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 14.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Sales
Order, Dokumen penjualan berdasarkan komitmen dari pelanggan atau mengarahuntuk
membeli produk atau jasa. Dokumen penting untuk perencanaanproduksi,
menciptakan pesanan pembelian dan penjadwalan sumber daya.</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<span style="color: #0b5394;"><span style="font-family: Symbol; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 14.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Delivery,
Catatan pengiriman bahwa barang telah terkirim.</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<span style="color: #0b5394;"><span style="font-family: Symbol; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 14.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">AR
Invoice, faktur Penagihan yang ditujukan untuk meminta pembayaran ke pelanggan
dan sebagai catatan Laba-Rugi.</span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";"> Dokumen - dokumen yang
ditambahkan oleh SAP business One untuk membantu Proses bisnis anda
yakni: </span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">- AR Reserve Invoice,
Permintaan dari pelanggan untuk mencetakan faktur terlebih dahulu sebelum
pengiriman barang dilakukan</span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">- Return, Digunakan sebagai
dokumen untuk barang yang dikembalikan dari pelanggan </span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">- A/R Invoice + Payment dokumen,
untuk penjualan tunai kepada pelanggan. SAP Business One memperlakukan faktur
penjualan dan Pembayaran langsung dibuat otomatis </span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">- A/R Credit Memo, Digunakan
untuk membatalkan transaksi jika barang sudah di kirim dan invoice sudah
diterbitkan </span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">- A/R Down Payment, Membuat
permintaan pembayaran untuk perusahaan customer. Dokumen ini tidak akan
membentuk Jurnal Dan tidak mempengaruhi Stock.</span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #bf9000;"><b><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Proses
Bisnis dan Pengeloalan Pesanan Pelanggan</span></b></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #0b5394;"><b><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Permintaan
Informasi</span></b><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";"></span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Proses bisnis pengeloaan
pesanan pelanggan sering dimulai dengan permintaan informasi dari
pelanggan atau permintaan suatu quotation. Beberapa perusahaan membuat
quotation mandotary sebagai suatu kebijakan perusahaan, sedangkan yang
lainnya tidak. Quotation adalah sebuah dokumen yang disiapkan dan dikirimkan
kepelanggan potensial guna memberikan informasi tentang produk, harga,
ketersediaan produk dan informasi pengiriman.</span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #0b5394;"><b><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Pembuatan
Kontrak</span></b><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";"></span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Beberapa peruisahaan memerlukan
kontrak yang legal yang disiapkan sebelum menjual kepada pelanggan sebagai suatu
kebijakan perusahaan. Kontrak adalah suatu perjanjian untuk menyediakan barang
atau jsa kepada pelanggan. Kontrak biasanya menyebutkan kualitas dan jadwal
waktu pengiriman.</span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";"> <b>Memasukkan Pesanan</b></span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Memasukkan pesanan atau oder
entry menyiapkn dokumen pemesanan penjualan. Aktivitas order entry pada
dasarnya sama, apakah sebagai aktivitas yang pertama dalam proses bisnis
pengelolaaan pesanan atau terjadi sebagai bagian dari permintaan informasi,
penyiapan kontrak, atau keduanya.</span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";"> <b>Pengiriman</b></span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Aktivitas pengiriman diawali
dengan penyiapan dokumen pengiriman yang disebut delivery. Dokumen delivery
dibuat untuk mengatur pengiriman barang kepelanggan. Semua informasi yang
dibutuhkan dalam menyiapkan dan mengirimkan barang kepelanggan ada dalam
delivery. delivery biasanya disiapkan dilokasi produksi atau distribusi.</span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";"> <b>Penagihan</b></span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Dokumen delivery dimasukkan
dalam jadwal penagihan dan difakturkan ERP membuat banyak salinan data yang
digunakan untuk penagihan dari dokumen pesanan penjualan pelanggan atau dokumen
delivery pelanggan. Faktur untuk pengiriman disiapkan dan diberikan kepada
pelanggan.</span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";"> <b>Ilustrasi ERP</b></span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Sistem ERP mampu menyimpan dan
memproses sejumlah informasi yang sangat besar yang berkaitan proses bisnis
pengelolaan pesanan kepada pelanggan.</span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #0b5394;"><b><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Record
Master Pelanggan </span></b><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";"></span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Record master pelanggan berisi
semua informasi yang berkaitan dengan pelanggan record master pelanggan dibuat
sebelum proses pesanan penjualan dalam R/3 karena informasi dalam record master
pelanggan digunakan dalam proses penjualan. SAP R/3 membutuhkan empat macam
record yaitu :</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l3 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Record penjualan kepelanggan</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l3 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Record pengiriman kepelanggan</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l3 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Record penagihan kepelanggan</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l3 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Record pembyaran pelanggan</span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #0b5394;"><b><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Field
data</span></b><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";"></span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Record master pelanggan dibuat
dengan memasukkan informasi kedalam R/3. R/3 mengarahkan proses input denga
menunjukkan urutan isian pada layar monitor. Setiap layar digunakan untuk
mengumpulkan category data data yang berkaitan dengan pelanggan. Adapun layar
create customer antara lain yaitu :</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l2 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Initial screen, layar awal ini memerlukan masukan
kode pelanggan yang digunakan sebagai identitas unik record mastere pelanggan.
Kode ini ditetapkan secara internal dan eksternal.</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l2 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Customer andress, layar awal ini memerlukan
masukan alamat pelanggan yang berupa teks. Nama perusahaan dimasukkan dalam
field nama. Field pencaraian digunakan untuk memasukkan suatu fase yang dapat
digunakan untuk mencari perusahaan ketika kode perusahaan dibutuhkan untuk
masukkan.</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l2 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Control data screen, fields yang dimasukkan dalam
pada layar ini tergantung pada kebutuhan khususperusahaan. Salah satunya field
yang diperlukan adalah field area tranportasi, yang mengidentifikasikan wilayah
regional dimana pengangkutan dialokasikan.</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l2 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Marketing, layar ini digunakan untuk memasukkan
data statistic dan demograf mengenai pelanggan.</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l2 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Payment transaction, layar ini digunakan untuk
memasukkan informasi anak pelanggan. Field yang disediakan adalah kode negara
bank, kunci bank, nomer rekening bank, rincian referensi dan lainnya.</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l2 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Unloading point, latyar ini digunakan untuk
memasukkan dimana barang yang diterima pelanggan belum dibongkar dan untuk
memasukkan factory calendar milik pelanggan, yang menentukan tanggal dan jam
penerimaan barang oleh pelanggan.</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l2 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Foreig trade, layar ini digunakan untuk
memasukkan data yang berkaiatan dengan pengemndalian ekspor.</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l2 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri;"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Contact person, layar ini digunakan untuk
memasukkan data yang berkaitan dengan orang kontak.</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l2 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri;"><span style="mso-list: Ignore;">9.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Account management, layar ini digunakan untuk
spesifikasi data rekening rekonsiliasi. Rekening rekonsialisi adalah rekening
buku besar yang diperbaruhi secara pararel dengan posting piutang dagang.</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l2 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri;"><span style="mso-list: Ignore;">10.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Payment
transaction, layar ini mengumpulkan data untuk transaksi pembayaran, termasuk
transaksi pembayaran secara otomatis. Layar ini dapat menenntukan sejarah
pembayaran yang akan terus dipelihara dengan memeilihatra field khusus.</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l2 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri;"><span style="mso-list: Ignore;">11.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Correspondence,
layar ini dapat digunakan untuk membangun suatu dunnuing procedure dan
koresponden lain dengan pelanggan. Dunning procedure adalah tindakan yang
diolakukan untuk mengumpulakan pembayaran dari pelangagan yang terlambat
melakukan pembayaran.</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l2 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri;"><span style="mso-list: Ignore;">12.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Insutrance,
layar ini digunakan untuk memasukkan data yang berkaiatan dengan asuransi
kredit ekspor. Field disediakan untuk kebijakan nomer, jumlah asuransi,
perusahaan asuransi, bulan dan presentase pengurangan.</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l2 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri;"><span style="mso-list: Ignore;">13.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Sales,
layar ini digunakan untuk mengidentifikasi wilayah dalam perusahaan yang
bertanggung jawab kepada pelanggan.</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l2 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri;"><span style="mso-list: Ignore;">14.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Shpping,
layar ini digunakan untuk menentukan pengiriman rinci.</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l2 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri;"><span style="mso-list: Ignore;">15.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Billing,
layar ini digunakan untuk memasukkan data mengenai penagihan.</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l2 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri;"><span style="mso-list: Ignore;">16.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Taxes,
layar ini digunakan untuk memasukkan data yang berkaitan dengan kewajiban pajak
pelanggan.</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l2 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri;"><span style="mso-list: Ignore;">17.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Layar
output, layar ini digunakan untuk mengubah spesifikasi default out put untuk
berbagai dokumen yang dapat dihasilkan bagi pelanggan.</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l2 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<span style="color: #0b5394;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri;"><span style="mso-list: Ignore;">18.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Partnert
function, ketika record penjualan ke pelanggan dibuat, R/3 secara otomatis
membuat record master tagihan kepada pembayara dan pengiriman untuk kepelanggan
yang sama dengan menggunakan informasi yang ada.</span></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #741b47;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri;">Sumber Referensi :</span></span></div>
<span style="color: #741b47;">
</span><br />
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #741b47;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri;">http://marconiekonomi.blogspot.com/2011/07/sistem-informasi-penjualan.html</span></span></div>
<span style="color: #741b47;">
</span><br />
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #741b47;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri;">http://www.gunadarma.ac.id/library/articles/graduate/computer-science/2009/Artikel_11105725.pdf</span></span></div>
<span style="color: #741b47;">
</span><br />
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #741b47;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri;">http://hrd672.blogspot.com/2013/06/sap-adalah-suatunama-mungkin-sudah.html</span></span></div>
<span style="color: #741b47;">
</span><br />
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #741b47;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri;">http://eprints.binus.ac.id/13997/1/Analisis%20dan%20Perancangan%20Sistem%20Informasi%20Penjualan%20dan%20Piutang%20Dagang.pdf</span></span></div>
Ertiza Auli Alghanihttp://www.blogger.com/profile/04158952295244926260noreply@blogger.com0tag:blogger.com,1999:blog-7334057303580036888.post-33392645533614464162013-11-10T01:55:00.002-08:002013-11-10T02:02:21.131-08:00SISTEM INFORMASI MANAJEMEN (TUGAS 2)<b style="color: #274e13; line-height: 150%; text-align: justify;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%;">SISTEM OTOMASI PERKANTORAN
(OFFICE AUTOMATION SYSTEM)</span></b><i></i><br />
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%;">Sistem
otomasi perkantoran atau terkadang disebut sistem informasi perkantoran (office
information system atau OIS) adalah :</span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%;">Sistem
yang memberikan fasilitas tugas-tugas pemrosesan informasi sehari-hari didalam
perkantoran dan organisasi bisnis. Sistem ini menyediakan aneka ragam perangkat
untuk pemrosesan informasi, seperti pengolah lembar kerja (spreadsheet),
pengolah kata (word processor), pengolah grafik, aplikasi presentasi,
pengaksesan basis data personal, surat elektronik (email), surat bersuara
(voice mail), dan teleconference.</span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%;">Pengguna
sistem ini pada prinsipnya adalah semua personil dalam organisasi, baik staf
maupun yang masuk kategori level manajemen.</span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%;">Contoh
pengguna perangkat-perangkat yang mendukung otomasi perkantoran :</span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%;">Pengolah
lembar kerja digunakan menganalisa berbagai kemungkinan harga.<br />
Pengolah kata dipakai untuk membuat kontrak penjualan. Surat elektronik untuk
memberikan deskripsi produk kepada calon pelanggan.</span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%;">Video
konferensi digunakan untuk melakukan pertemuan virtual jarak jauh untuk
melakukan koordinasi sejumlah orang yang berada diberbagai tempat yang
berjauhan. Dalam hal ini, wajah para anggota (member) dapat terlihat dalam
monitor.</span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: #073763;"><img alt="" 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" 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<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%;">Sistem ini sering
kali dikatakan dapat mendukung kantor tanpa kertas (paperless office). Artinya,
semua yang berbau dokumen kertas dapat dihilangkan.</span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWTW_zIrE0DLut3KPXnRiHlz0TMkqXIJvRm9L2dl4UZhzPm86aWvog4zHGXuCTB5Ia62ZprKNZy7ocGZd8rUcRzIFR68W-7hMFGpv3IvCCWc72_bSaELbJkU69h8mRPa1hzsT25JpnZ-4/s1600/gambar1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="230" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWTW_zIrE0DLut3KPXnRiHlz0TMkqXIJvRm9L2dl4UZhzPm86aWvog4zHGXuCTB5Ia62ZprKNZy7ocGZd8rUcRzIFR68W-7hMFGpv3IvCCWc72_bSaELbJkU69h8mRPa1hzsT25JpnZ-4/s320/gambar1.JPG" width="320" /></a></div>
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11 Aplikasi Otomatisasi Perkantoran :<br />
a. Pengolah Kata (Word Processing)<br />
b. Surat Elektronik (Electronic Mail)<br />
c. Surat Bersuara (Voice Mail)<br />
d. Kalender Elektronik (Electronic Calendaring)<br />
e. Konferensi Suara (Audio Conferencing)<br />
f. Konferensi Video (Video Conferencing)<br />
g. Konferensi Komputer (Computer Conferencing)<br />
h. Facsimile (FAX)<br />
i. Videotext<br />
j. Pencitraan (Imaging)<br />
k. Desktop Publishing</span></span></div>
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<span style="color: #274e13;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%;">SISTEM
INFORMASI PEMASARAN (MARKETING INFORMATION SYSTEM)</span></b></span></div>
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<span style="color: #073763;"><span lang="IN" style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Menurut <i>Philip
Kotler</i></span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></span></div>
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<span style="color: #073763;"><i><span lang="IN" style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
“ A marketing information system (MIS) consisis of people, equipment, and
procedures to gather, sort, analyze, evaluate, and distribute needed, timely,
and accurate information to marketing decision makers.”</span></i><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></span></div>
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Artinya :</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></span></div>
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Sistem informasi pemasaran terdiri atas orang, peralatan, dan prosedur yang
ditujukan untuk mengumpulkan, menganalisa, dan membagi-bagikan apa-apa yang
dibutuhkan, secara tepat waktu dan informasi akurat yang digunakan untuk
pengambilan keputusan bagi manajemen pemasaran.</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></span></div>
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Dari definisi tersebut di atas, dapatlah disimpulkan bahwa informasi yang tepat
dan akurat merupakan salah satu faktor yang menentukan bagi manajemen
perusahaan, khususnya manajemen pemasaran dalam meraih peluang-peluang pasar.</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 36.0pt;">
<span style="color: #073763;"><span lang="IN" style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Jika didefinisakan dalam arti yang luas, sistem informasi pemasaran adalah
kegiatan peseorangan dan organisasi yang memudahkan dan mempercepat hubungan
pertukaran yang memuaskan dalam lingkungan yang dinamis melalui penciptaan
pendistribusian promosi dan penentuan harga barang jasa dan gagasan. Sistem
informasi pemasaran selalu digunakan oleh bagian pemasaran dalam sebuah
perusahaan untuk memasarkan produk-produk perusahaan tersebut.</span><span lang="IN" style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: #073763;"><span lang="IN" style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Manajemen
pemasaran akan sulit meraih peluang pasar apabila :</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Informasi pemasaran yang benar tidak
cukup</span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Informasi pemasaran yang salah terlalu
banyak</span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Informasi yang di minta atau yang
diperlukan sering terlambat</span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Informasi sering terhenti ditengah
jalan atau tidak sampai kebawahan, atau sebaliknya.</span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Informasi yang di butuhkan terlalu
menyebar</span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: #073763;"><span lang="IN" style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Informasi itu
penting karena :</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: #073763;"><span lang="IN" style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Adanya
perkembangan atau pergeseran dari pemasaran lokal ke pemasaran nasional, dan
seterusnya</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: #073763;"><span lang="IN" style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> ke pemasaran
internasional atau global</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: #073763;"><span lang="IN" style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Adanya
perkembangan atau pergeseran dari kebutuhan pembeli ke keinginan pembeli</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: #073763;"><span lang="IN" style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Adanya
perkembangan atau pergeseran dari persaingan harga ke persaingan bukan harga</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxaE8FRZyd0jjHJt1rUK24OgBxCgTZm3-g8dQeEiO6SRSNvMzLUXfdc-NhmeVF4teaRILUYmthNg5MElTlQ_Htc1n6tsnYHwYeggdNIo6nA0Y9qQUY4Nbqh-uPANRxaPyatUDTrKltlb0/s1600/gambar2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxaE8FRZyd0jjHJt1rUK24OgBxCgTZm3-g8dQeEiO6SRSNvMzLUXfdc-NhmeVF4teaRILUYmthNg5MElTlQ_Htc1n6tsnYHwYeggdNIo6nA0Y9qQUY4Nbqh-uPANRxaPyatUDTrKltlb0/s1600/gambar2.jpg" /></a></div>
<br />
<br />
<br /></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #073763;"><b><span lang="IN" style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Komponen-Komponen
Sistem Informasi Pemasaran</span></b><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: #073763;"><span lang="IN" style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Sistem informasi pemasaran mempunyai komponen yang sama dengan sistem
informasi secara umum, yaitu :</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #073763;"><span lang="IN" style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1. Komponen
input</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #073763;"><span lang="IN" style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">2. Komponen
model</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #073763;"><span lang="IN" style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">3. Komponen
output</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #073763;"><span lang="IN" style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">4. Komponen
basis data</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #073763;"><span style="mso-no-proof: yes;"><br /></span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: -1.0cm;">
<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> </span><img alt="" 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<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Sistem informasi pemasaran mengumpulkan
data yang menjelaskan transaksi pemasaran perusahaan. Subsistem intelejen
pemasaran mengumpulkan informasi dari lingkungan perusahaan yang berkaitan
dengan operasi pemasaran. Subsistem peneliti pemasaran menlakukan penelitian
khusus mengenai operasi pemasaran. </span></span></div>
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<span style="color: #073763;"><b><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Komponen Model Pemasaran</span></b><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></span></div>
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<span style="color: #073763;"><span lang="IN" style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Model digunakan untuk menghasilkan informasi
yang relevan yang sesuai dengan kebutuhan pemakai sistemnya. Model merupakan
cetakan yang merubah bentuk input menjadi output. Model di sistem informasi
pemasaran banyak digunakan untuk menghasilkan laporan keperluan anggaran
operasi, strategi penentuan harga produk, evaluasi produk baru, pemilihan
lokasi fasilitas, evaluasi penghapusan produk lama,penunjukan salesman,
penentuan rute pengiriman yang paling optimal, pemilihan media iklan yang
paling efektif </span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">dan untuk
persetujuan kredit.</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></span></div>
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<span style="color: #073763;"><b><span lang="IN" style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Komponen Basis
Data Pemasaran</span></b><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></span></div>
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<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 21.8pt;">
<span style="color: #073763;"><span lang="IN" style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Data yang digunakan oleh Subsistem out put berasal
dari data base. Beberapa data dalam data base adalah unik bagi fungsi
pemasaran, tapi banyak</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> yang berbagi
dengan area fungsional lain.</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></span></div>
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</span><br />
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<span style="color: #073763;"><b><span lang="IN" style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Komponen Output
Pemasaran</span></b><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></span></div>
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<span style="color: #073763;"><span lang="IN" style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tiap Subsistem out put menyediakan informasi tentang Subsistem itu sebagai
bagian dari bauran Subsistem produk menyediakan informasi tentang produk
perusahaan. Subsistem promosi menyediakan informasi tentang kegiatan periklana
perusahaan dan penjualan langsung. Subsistem harga membantu</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> manajer untuk membuat keputusan harga.</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></span></div>
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<span style="color: #274e13;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%;">SISTEM
INFORMASI AKUNTANSI (ACCOUNTING INFORMATION SYSTEM)</span></b></span></div>
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<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%;">Suatu komponen organisasi yang mengumpulkan,
mengklasifikasikan, mengolah, menganalisa dan mengkomunikasikan informasi
finansial dan pengambilan keputusan yang relevan bagi pihak luar perusahaan dan
pihak ekstern.</span></span></div>
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<span style="color: #073763;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%;">Karakteristik
SIA yang membedakannya dengan subsistem CBIS lainnya :</span></b></span></div>
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<div class="MsoBodyText" style="margin-left: 26.25pt; mso-list: l2 level1 lfo4; tab-stops: list 26.25pt; text-indent: -26.25pt;">
<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Baskerville Old Face"; mso-fareast-font-family: "Baskerville Old Face";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%;">SIA melakasanakan tugas yang
diperlukan </span></span></div>
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<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Baskerville Old Face"; mso-fareast-font-family: "Baskerville Old Face";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%;">Berpegang pada prosedur yang
relatif standar </span></span></div>
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<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Baskerville Old Face"; mso-fareast-font-family: "Baskerville Old Face";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%;">Menangani data rinci </span></span></div>
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</span></span></span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%;">Berfokus historis</span></span></div>
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<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Baskerville Old Face"; mso-fareast-font-family: "Baskerville Old Face";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%;">Menyediakan informasi pemecahan
minimal</span></span></div>
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<span style="color: #073763;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri;">Perbedaan SIA dan SIM :</span></b></span></div>
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<span style="color: #073763;"><span style="font-family: Symbol; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri;">SIA mengumpulkan mengklasifikasikan,
memproses, menganalisa dan mengkomunikasikan informasi keuangan sedang</span></span></div>
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<span style="color: #073763;"><span style="font-family: Symbol; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri;">SIM mengumpulkan mengklasifikasikan,
memproses, menganalisa dan mengkomunikasikan semua tipe informasi</span></span></div>
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<span style="color: #073763;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri;">2 komponen SIA :</span></b></span></div>
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<h1>
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</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; font-weight: normal; line-height: 150%;">Spesialis Informasi </span></span></h1>
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Akuntan</span></span><br />
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" /><br /><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri;"></span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri;">Contoh SIA
sebagai pusat informasi perusahaan :</span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri;">Bagian
pemasaran mempertimbangkan untuk memperkenalkan jenis produk baru dalam jajaran
produksi perusahaan, untuk itu bagian tersebut meminta laporan analisa
perkiraan keuntungan yang dapat diperoleh dari usulan produk baru tersebut </span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>Bagian SIA memproyeksikan perkiraan
biaya dan perkiraan pendapatan yang berhubungan dengan produk tersebut,
kemudian data yang diperoleh diproses oleh EDP. Setelah diproses hasilnya
dikembalikan ke bagian SIA untuk kemudian diberikan ke bagian pemasaran.</span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>Selanjutnya kedua bagian akan
merundingkan hasil analisa tersebut untuk dicari keputusan yang sesuai.</span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri;">Dari
contoh diatas dapat ditemukan 2 aspek yang berhubungan dengan sistem bisnis
modern yaitu :</span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoBodyText" style="margin-left: 27.0pt; mso-list: l0 level1 lfo2; tab-stops: list 27.0pt; text-indent: -27.0pt;">
<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Baskerville Old Face"; mso-fareast-font-family: "Baskerville Old Face";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%;">Pentingnya komunikasi antar
departemen/subsystem yang mengarah untuk tercapainya suatu keputusan.</span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoBodyText" style="margin-left: 27.0pt; mso-list: l0 level1 lfo2; tab-stops: list 27.0pt; text-indent: -27.0pt;">
<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Baskerville Old Face"; mso-fareast-font-family: "Baskerville Old Face";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%;">Peranan SIA dalam menghasilkan
informasi yang dapat membantu departemen lainnya untuk mengambil keputusan.</span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoBodyText">
<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%;">Informasi Akuntansi yang dihasilkan oleh SIA
dibedakan menjadi 2, yaitu :</span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoBodyText" style="margin-left: 19.5pt; mso-list: l1 level1 lfo3; tab-stops: list 19.5pt; text-indent: -19.5pt;">
<span style="color: #073763;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%;">informasi akuntansi keuangan, Informasi
yang berbentuk laporan keuangan yang ditujukan kepada pihak extern.</span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoBodyText" style="margin-left: 19.5pt; mso-list: l1 level1 lfo3; tab-stops: list 19.5pt; text-indent: -19.5pt;">
<span style="color: #073763;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 150%;">Informasi Akuntansi Manajemen<b style="mso-bidi-font-weight: normal;">,</b> informasi yang berguna bagi manajemen
dalam pengambilan keputusan.</span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #073763;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: "Segoe UI";">SIA terdiri dari 3 subsistem:</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%;"></span></b></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="margin-right: .9pt; text-align: justify;">
<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: Symbol;">
</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: "Segoe UI";">Sistem pemrosesan transaksi</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%;"></span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoListParagraph" style="margin-left: 19.5pt; mso-add-space: auto; text-align: justify;">
<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: "Segoe UI";">mendukung
proses operasi bisnis harian.</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%;"></span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="margin-right: .9pt; text-align: justify;">
<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: Symbol;">
</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: "Segoe UI";">Sistem buku besar/ pelaporan keuangan</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%;"></span></span></div>
<span style="color: #073763;">
</span><br />
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<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: "Segoe UI";">menghasilkan
laporan keuangan, seperti laporan laba/rugi, neraca, arus kas, pengembalian
pajak.</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%;"></span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="margin-right: .9pt; text-align: justify;">
<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: Symbol;">
</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: "Segoe UI";">Sistem pelaporan manajemen</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%;"></span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoListParagraph" style="margin-left: 19.5pt; mso-add-space: auto; text-align: justify;">
<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: "Segoe UI";">yang
menyediakan pihak manajemen internal berbagai laporan keuangan bertujuan khusus
serta informasi yang dibutuhkan untuk pengambilan keputusan, seperti anggaran,
laporan kinerja, serta laporan pertanggungjawaban.</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%;"></span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #073763;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: "Segoe UI";">Sebuah SIA menambah nilai dengan cara:</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%;"></span></b></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoListParagraphCxSpFirst" style="margin-bottom: 10.0pt; margin-left: 19.5pt; margin-right: .9pt; margin-top: 0cm; mso-add-space: auto; text-align: justify;">
<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: Symbol;">
</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: "Segoe UI";">Menyediakan informasi yang akurat dan tepat
waktu sehingga dapat melakukan aktivitas utama pada value chain secara efektif
dan efisien.</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%;"></span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 10.0pt; margin-left: 19.5pt; margin-right: .9pt; margin-top: 0cm; mso-add-space: auto; text-align: justify;">
<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: Symbol;">
</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: "Segoe UI";">Meningkatkan kualitas dan mengurangi biaya
produk dan jasa yang dihasilkan</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%;"></span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 10.0pt; margin-left: 19.5pt; margin-right: .9pt; margin-top: 0cm; mso-add-space: auto; text-align: justify;">
<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: Symbol;">
</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: "Segoe UI";">Meningkatkan efisiensi</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%;"></span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 10.0pt; margin-left: 19.5pt; margin-right: .9pt; margin-top: 0cm; mso-add-space: auto; text-align: justify;">
<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: Symbol;">
</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: "Segoe UI";">Meningkatkan kemampuan dalam pengambilan
keputusan</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%;"></span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 10.0pt; margin-left: 19.5pt; margin-right: .9pt; margin-top: 0cm; mso-add-space: auto; text-align: justify;">
<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: Symbol;">
</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: "Segoe UI";">Meningkatkan sharing knowledge</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%;"></span></span></div>
<span style="color: #073763;">
</span><br />
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 10.0pt; margin-left: 19.5pt; margin-right: .9pt; margin-top: 0cm; mso-add-space: auto; text-align: justify;">
<span style="color: #073763;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: Symbol;">
</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: "Segoe UI";">menambah efisiensi kerja pada bagian keuangan</span><span style="font-family: "Baskerville Old Face","serif"; font-size: 14.0pt; line-height: 115%;"></span></span></div>
<span style="color: #073763;">
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<span style="color: #783f04;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 150%;">Referensi
:</span></i></span><br />
<br />
<div class="MsoNormal" style="line-height: 150%;">
<span style="color: #783f04;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 150%;">http://ainireren97.blogspot.com/2013/01/makalah-sistem-informasi-pemasaran-di.html</span></i></span></div>
<span style="color: #783f04;">
</span><br />
<div class="MsoNormal" style="line-height: 150%;">
<span style="color: #783f04;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 150%;">http://</span></i><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 150%;">ilmuakuntansi.web.id<cite><span style="font-family: "Baskerville Old Face","serif"; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"></span></cite></span></span></div>
<span style="color: #783f04;">
</span><br />
<div class="MsoNormal" style="line-height: 150%;">
<span style="color: #783f04;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 150%;">http://shienaanan.blogspot.com/2013/01/pengertian-sistem-informasi-akuntansi.html</span></i></span></div>
<span style="color: #783f04;">
</span><br />
<div class="MsoNormal" style="line-height: 150%;">
<span style="color: #783f04;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 150%;">http://<cite><span style="font-family: "Baskerville Old Face","serif"; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">widodoherianto.staff.gunadarma.ac.id</span></cite></span></i></span></div>
<span style="color: #783f04;">
</span><br />
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<span style="color: #783f04;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 150%;">http://</span><cite><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">wikipedia</span></cite><cite><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></cite></i></span><i style="mso-bidi-font-style: normal;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 150%;"></span></i></div>
Ertiza Auli Alghanihttp://www.blogger.com/profile/04158952295244926260noreply@blogger.com0tag:blogger.com,1999:blog-7334057303580036888.post-22187711765657253732013-10-06T09:40:00.000-07:002013-10-06T09:40:11.962-07:00Sistem Informasi Manajemen (Tugas 1)<div style="color: #073763;">
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<div style="color: #741b47; margin-left: 54pt; text-align: justify; text-indent: -36pt;">
<span style="font-family: "Comic Sans MS"; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">I.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Comic Sans MS";">Pengantar
Sistem Informasi Berbasis Komputer</span></div>
<div style="color: #073763; margin-left: 54pt; text-align: justify; text-indent: -36pt;">
<br /></div>
<span style="color: #073763;">
</span><div style="color: #073763; text-align: justify; text-indent: 18pt;">
<span style="font-family: "Comic Sans MS";">Informasi
adalah salah satu jenis utama sumber daya yang tersedia bagi manajer.
Informasi dapat dikelola seperti sumber daya yang lain, dan perhatian pada
topik ini bersumber dari dua pengaruh. Pertama, bisnis telah menjadi
semakin kompleks. Kedua, komputer telah mencapai kemampuan yang semakin
baik.</span></div>
<div style="color: #073763; text-align: justify; text-indent: 18pt;">
<span style="font-family: "Comic Sans MS";">Awalnya,
aplikasi utama adalah pengelola data akutansi. Aplikasi tersebut lalu
diikuti oleh empat aplikasi lain: sistem informasi manajemen (<i>management information
systems</i>), sistem pendukukung keputusan (<i>decision support systems</i>),
otomatisasi kantor (<i>office automation</i>), dan sistem pakar (<i>expert
systems</i>). Kelima aplikasi ini membentuk sistem informasi berbasis komputer
(<i>computer-based information systems</i>), atau CBIS.</span></div>
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" style="color: #073763;" /><div class="MsoNormal" style="color: #073763; text-align: justify;">
<span style="font-family: "Comic Sans MS";"><br /></span><span style="font-family: "Comic Sans MS";"></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Dengan analis sistem
dan pemakai membentuk jaringan komunikasi data yang menyatukan berbagai sumber
daya komputer yang terbesar. Spesialis jaringan menggabungkan keahlian
bidang komputer dan telekomunikasi.</span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Progammer menggunakan
dokumentasi yang disiapkan oleh analis sistem untuk membuat kode
instruksi-instruksi yang menyebabkan komputer mengubah data menjadi informasi
yang diperlukan pemakai.</span></div>
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<u><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">KONSEP-KONSEP PENTING</span></u><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<ul style="color: #073763;" type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Sumber
daya fisik dan konseptual</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Informasi
sebagai sumber daya yang perlu dikelola</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Bagaimana
manajer dapat dipisahkan berdasarkan tingkat-tingkat organisasional dan
area-area fungsional</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Bagaimana
pekerjaan menejemen dapat dikelompokan menurut fungsi dan perannya</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Orientasi
sistem</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Sistem
sebagai gabungan elemen-elemen yang semuanya bekerja menuju suatu tujuan
yang menyeluruh</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Bagaimana
suatu sistem dapat mengendalikan operasinya sendiri</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Bagaimana
suatu sistem dihubungkan dengan lingkungan melalui arus sumber daya</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Tingkat-tingkat
sistem</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Bagaimana
suatu sistem konseptual dapat menggambarkan suatu sistem fisik</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Sistem
informasi berbasis komputer sebagai gabungan lima subsistem, yang
masing-masing mamiliki karakteristik yang unik</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Siklus
kehidupan system</span></li>
</ul>
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<br /></div>
<div class="MsoListParagraph" style="color: #741b47; line-height: normal; margin-left: 54pt; text-align: justify; text-indent: -36pt;">
<span style="font-size: small;"><span style="font-family: "Comic Sans MS";"><span>II.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span style="font-family: "Comic Sans MS";">Teknologi Informasi
Sebagai Keunggulan Kompetitif</span></span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Perusahaan dan lingkungannya</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; text-align: justify; text-indent: 36pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Konsep manajemen
pengetahuan sebagai keunggulan dalam bersaing telah lama dipopulerkan oleh para
ahli manajemen.Oraganisasi harus secara efisien dan efektif dalam menciptakan,
mengalokasikan dan mengangkap serta membagi pengetahuan dan keahliannya untuk
mengaplikasikan dalam menyelesaikan masalah dan memanfaatkan
peluang.penghargaan dan pelembagaan peran pengetahuan dan pembelajaran
merupakan pendekatan yang efektif untuk membangun landasan kemampuan bersaing
organisasi.Organisasi harus memanfaatkan pengetahuannya untuk membangun
stategi.Untuk secara jelas menghubungkan manajemen dengan strategi, organisasi
harus mengartikulasikan kemauan strategiknya, mengidentifikasi pengetahuan yang
diperlukan untuk melaksanakan strategi yang diinginkan, dan membandingkannya dengan
pengetahuan actual untuk menjembatani perbedaan strategik.</span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; text-align: justify; text-indent: 36pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Perusahaan memiliki
banyak hubungan terhadap pihak eksternal, hubungan ini dapat dilihat dan
tercermin dalam berbagai macam hubungan yang terkait.Suatu perusahaan tidak
dapat berdiri sendiri tanpa adanya kerjasama dan bantuan dari para karyawannya,
supplier, pemegang saham, pelanggan, dan masyarakat.Dalam hal menigkatkan
persaingan, suatu perusahaan juga butuh pesaing bisnis agar dapat lebih maju
dan berkembang. Hubungan tersebut termasuk kedalam kebutuhan perusahaan akan
uang, personil, dan material.</span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Keunggulan kompetitif</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; text-align: justify; text-indent: 36pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Suatu perusahaan
pasti ingin memiliki suatu keunggulan tersendiri dibandingkan dengan para
pesaingnya. Berbagai cara pastilah dilakukan, seperti halnya peningkatan mutu
dan kualitas barang atau jasa, peningkatan pelayanan, penyediaan barang dan
jasa yang lebih murah, dan lain-lain.</span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; text-align: justify; text-indent: 36pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Pada bidang komputer,
keunggulan kompetitif mengacu pada penggunaan informasi untuk mendapatkan
pengaruh terhadap pasar. Perusahaan juga tidak selamanya hanya mengandalkan
pada sumberdaya fisik, tetapi pada sumber daya konseptual yang unggul baik data
dan informasi yang dapat digunakan harus sama baiknya.</span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Sumber Daya Informasi</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; text-align: justify; text-indent: 36pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Perangkat keras
komputer, perangkat lunak komputer, spesialis informasi, user, data base, dan
informasi merupakan suatu sumber daya informasi. Sumber daya informasi tersebut
harus dikelola dengan baik oleh perusahaan untuk mendapatkan suatu hasil yang
menjadi target perusahaan. Untuk itu diperlukan manajer khusus yang mengelola informasi
tersebut.</span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; text-align: justify; text-indent: 36pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">CIO (Chief Operation
Officer) yaitu manajer jasa informasi yang menyumbangkan keahlian manajerialnya
bukan saja untuk memecahkan masalah yang berkaitan dengan sumberdaya informasi,
tetapi juga area operasi perusahaan lainnya. Seorang manajer informasi dapat
berperan sebagai CIO dengan mengikuti saran-saran berikut:</span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">1.
Sediakan waktu untuk pelatihan bisnis, selain teknologinya</span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">2.
Buat kemitraan dengan unit-unit bisnis dan line managemen</span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">3.
Fokuskan pada perbaikan proses dasar bisnis</span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">4.
Jalankan pada perbaikan proses dasar bisnis</span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">5.
Jelaskan biaya-biaya IS dalam istilah-istilah bisnis</span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">6.
Bangun kepercayaan dengan menberikan jasa IS yang dapat diandalkan</span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">7.
Jangan bersifat defensive</span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Perencanaan Strategis</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; text-align: justify; text-indent: 36pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Perencanaan jangka
panjang perusahaan dalam mencapai tujuan-tujuan perusahaan, menentukan dan
mengidentifikasi masalah-masalah yang akan terjadi di masa yang akan datang,
untuk itulah diperlukanlah suatu perencanaan strategis. Setiap area-area fungsional
perusahaan harus bertanggung jawab untuk mewujudkan dan mengembangkan strategis
tersebut. Rencana-rencana fungsional merinci bagaimana area-area tersebut akan
mendukung perusahaan saat perusahaan bekerja menuju tujuan strategisnya.</span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Konsep Manajemen Sumber Daya Informasi</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; text-align: justify; text-indent: 36pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Manajemen sumberdaya
informasi adalah aktivitas yang dijalankan manajer pada semua tingkatan dalam
perusahaan dengan tujuan mengidentifikasi, memperoleh, dan mengelola sumber
daya informasi yang dibutuhkan untuk memenuhi keperluan pemakai.</span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; margin: 3pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Elemen-elemen yang diperlukan adalah:</span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; margin: 3pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">1.
Kesadaran bahwa keunggulan kompetitif dapat dicapai melalui sumber daya
informasi yang unggul</span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; margin: 3pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">2.
Kesadaran bahwa jasa informasi adalah suatu area fungsional utama</span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; margin: 3pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">3.
Kesadaran bahwa CIO adalah eksekutif puncak</span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; margin: 3pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">4.
Perhatian pada sumber daya informasi perusahaan saat mambuat perencanaan
strategis</span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; margin: 3pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">5.
Rencana strategis formal untuk sumbe daya informasi</span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; margin: 3pt 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">6.
Strategi untuk mendorong dan mengelola end-user computing</span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="color: #073763; line-height: 150%; margin: 0cm 0cm 0.0001pt 54pt; text-align: justify; text-indent: -36pt;">
<span style="color: #741b47; font-family: "Comic Sans MS"; font-size: 12pt; line-height: 150%;"><span style="mso-list: Ignore;">III.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="color: #741b47; font-family: "Comic Sans MS"; font-size: 14pt; line-height: 150%;">Manfaat dan Etika dari Sistem Informasi</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Implikasi etis dari teknologi informasi
di dasari dari moral, etika, dan hukum.</span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">·</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Moral
: Tradisi kepercayaan mengenai perilaku benar atau salah</span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">·</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Etik
: Satu set kepercayaan, standart atau pemikiran yang mengisi suatu individu,
kelompok dan masyarakat.</span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">·</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Hukum
: Peraturan perilaku yang dipaksakan oleh otoritas berdaulat, seperti
pemerintah pada rakyat atau warga negaranya.</span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><br />
PERLUNYA BUDAYA ETIKA</span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 36pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Hubungan antara CIO dengan perusahaan
merupakan dasar budaya etika.Jika perusahaan harus etis, maka manajemen puncak
harus etis dalam semua perkataan dan tindakannya karena orang yang paling
bertanggung jawab terhadap etika komputer adalah CIO.</span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 36pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Perlunya budaya etika dalam sistem
informasi karena fenomena kejahatan transnasional yang berkembang pesat. Alasan
pentingnya etika komputer:</span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">·</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Kelenturan
Logika</span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">·</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Faktor
Transformasi</span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 36pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Faktor tidak kasat mata(nilai – nilai
pemrograman, perhitungan rumit, dan penyalahgunaan yang tidak terlihat). Etika
Sistem Informasi meliputi:</span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">·</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Privasi(perlindungan
informasi personal seseorang)</span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">·</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Pencurian
Indentitas(pencurian informasi personal)</span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">·</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Keakuratan
Informasi(berkaitan dengan kebenaran informasi)</span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">·</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Kepemilikan
Informasi(berhubungan dengan siapa yang memiliki informasi tentang individu)</span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">·</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Cyber
Crime atau kejahatan dunia Cyber, yaitu upaya memasuki dan atau menggunakan
fasilitas komputer atau jaringan komputer tanpa izan dan dengan melawan hukum,
dengan atau tanpa menyebabkan perubahan dan atau kerusakan pada fasilitas yang
dimasuki atau digunakan tersebut. Contoh: Hacker(menyusup atau melakukan
perusakan melalui komputer)</span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="color: #073763; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">IV.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">Model Sistem Umum Perusahaan dan Pendekatan Sistem </span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Model Sistem Umum</span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Model sistem umum
adalah pendekatan yang dilakukan berdasarkan penggunaan komputer dalam bisnis,
mencakup hal semua sistem informasi di segala jenis organisasi, dan sarana yang
digunakan. Model system umum terdiri dari sistem fisik dan sistem konseptual.
Demikian akan dijelaskan sedikit mengenai kedua sistem ini.</span></div>
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<br /></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Arus sumber daya
fisik yang mengalir :</span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">a.</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">SISTEM
FISIK</span><a href="http://www.blogger.com/blogger.g?blogID=7334057303580036888" name="_GoBack"></a><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Merupakan sistem terbuka yang
berhubungan dengan lingkungannya melalui arus sumber daya fisik, dimana input
datang dari lingkungan perusahaan , terjadi suatu transformasi dan akhirnya
output dikembalikan ke lingkungan yang sama.</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">-</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Arus
Material</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Material input diterima dari
pemasok bahan mentah dan komponen rakitan. Material ini lalu disimpan sampai
dibutuhkan dalam proses transformasi.</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Material kemudian masuk dalam kegiatan
manufaktur, setelah melalui proses<br />
transformasi material yang sudah berubah menjadi barang jadi disimpan untuk<br />
kemudian menjadi output yang disitribusikan ke pasar.</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">-</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Arus
Personil</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Input personil berasal dari
lingkungan, yang biasanya diproses oleh fungsi sumber daya manusia kemudian
ditugaskan ke berbagai area fungsional dimana mereka terlibat dalam proses
transformasi baik langsung maupun tak langsung.</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormalCxSpMiddle" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">-</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Arus
Mesin</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Mesin-mesin diperoleh dari
pemasok dan biasanya berada untuk jangka waktu lama.Mesin adalah sumber daya
yang terlibat secara langsung dalam berbagai bentuk, input, pemrosesan, dan
output.</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">-</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Arus
Uang</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Uang terutama diperoleh dari
pemilik sebagai modal dan dari pembeli yang<br />
memberikan pendapatan penjualan ataupun dari berbagai lembaga yang memberikan
pinjaman dan juga pemerintah.</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<br /></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">b.</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">SISTEM
KONSEPTUAL</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Sebagian Sistem terbuka dapat mengendalikan
operasinya sendiri, sebagian tidak.Pengendalian dicapai dengan menggunakan
lingkaran umpan balik (feedback), yang menyediakan suatu jalur bagi
sinyal-sinyal dari sistem ke mekanisme-mekanisme pengendalian dan dari
mekanisme pengendalian kembali ke sistem.</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Mekanisme pengendalian adalah sejenis alat yang
menggunakan sinyal-sinyal umpan balik untuk mengevaluasi kinerja sistem dan
menentukan apakah tindakan perbaikan perlu dilakukan.Sistem Lingkaran Terbuka
Suatu sistem tanpa umpan balik ataupun mekanisme pengendalian.Tidak terdapat
umpan balik dari sistem untuk mempengaruhi perubahan-perubahan dalam sistem.</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Sistem Lingkaran Tertutup Suatu sistem
yang memiliki umpan balik dan mekanisme pengendalian. Sistem ini dapat
mengendalikan output dengan membuat penyesuain pada input-nya.</span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">DIMENSI – DIMENSI INFORMASI</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Saat para manajer menentukan output yang harus
disediakan para pengolah informasi, mereka mempertimbangkan 4 dimensi dasar
informasi :</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">1)</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Relevansi.</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">2)</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Akurasi.</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">3)</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Ketepatan
waktu.</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">4)</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Kelengkapan.</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Manajer adalah orang yang terbaik untuk
menentukan dimensi-dimensi informasi yang ia perlukan. </span><span lang="SV" style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Jika perlu analis sistem dapat membantu manajer mendekati
tugas ini secara logis.</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span lang="SV" style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Manajer menggunakan standar
untuk mengendalikan sistem fisik dengan kinerja actual.</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<i><span lang="SV" style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">“Sistem konseptual yang
mengendalikan sistem fisik terdiri dari 3 elemen penting : manajer, pengolah
informasi dan standar”</span></i><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 36pt;">
<span lang="SV" style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Standar
dikombinasikan dengan output informasi dari pengolah informasi, memungkinkan
manajer untuk melaksanakan <i>“management by exception” </i>(suatu gaya
yang diikuti manajer, yaitu manajer terlibat dalam aktifitas hanya jika
aktifitas itu menyimpang dari kinerja yang dapat diterima).</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Management by Exception memberikan 3 keuntungan
dasar :</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">1)</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Manajer
tidak membuang waktu memantau aktifitas yang berlangsung secara normal.</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormalCxSpMiddle" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">2)</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Karena
lebih sedikit keputusan yang dibuat, tiap keputusan dapat menerima perhatian
lebih menyeluruh.</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormalCxSpMiddle" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">3)</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Perhatian
dipusatkan pada peluang-peluang, maupun pada hal-hal yang tidak berjalan
semestinya.</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Namun, terdapat pula sejumlah kendala yang harus
diketahui :</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormalCxSpMiddle" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">1)</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Beberapa
kinerja bisnis tertentu tidak mudah ditentukan secara kuantitas sehingga
standar tidak dapat ditetapkan.</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormalCxSpMiddle" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">2)</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span lang="SV" style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Suatu sistem informasi yang memantau kinerja secara
akurat sangat diperlukan.</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormalCxSpMiddle" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">3)</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span lang="SV" style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Perhatian harus terus diarahkan pada standar untuk
menjaga standar pada tingkat yang tepat.</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormalCxSpMiddle" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">4)</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span lang="SV" style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Manajer tidak boleh menjadi pasif dan hanya menunggu
batas kinerja dilewati.</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 36pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Konsep manajemen yang serupa dengan Management by
Exception disebut Critical Success Factor.CSF adalah salah satu kegiatan
perusahaan yang berpengaruh kuat pada kemampuan perusahaan untuk mencapai
tujuannya.</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;">
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<div style="color: #073763;">
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" 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<div class="MsoNormal" style="color: #073763; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="SV" style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Model Sistem Umum Perusahaan</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span>
</div>
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" 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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">2.2</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";"> </span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">Pendekatan Sistem</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Proses pemecahan masalah secara sistematis
bermula dari John Dewey, seorang profesor filosofi di Columbia University pada
awal abad ini. Dalam bukunya tahun 1910, ia mengidentifikasi tiga seri
penilaian yang terlibat dalam memecahkan masalah suatu kontroversi secara
memadai yaitu:</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">1.</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Mengenali
kontroversi</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -36pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">2.</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Menimbang
klaim alternative</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -36pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">3.</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Membentuk
penilaian</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<br /></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Kerangka kerja yang dianjurkan untuk penggunaan
komputer dikenal sebagai pendekatan sistem.Serangkaian langkah-langkah
pemecahan masalah yang memastikan bahwa masalah itu pertama-tama dipahami,
solusi alternative dipertimbangkan, dan solusi yang dipilih bekerja.</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<br /></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">TAHAP PEMECAHAN MASALAH</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Dalam memecahkan masalah kita berpegangan pada
tiga jenis usaha yang harus dilakukan oleh manajer yaitu usaha persiapan, usaha
definisi, dan usaha solusi / pemecahan.</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">1.</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> </span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Usaha
persiapan, mempersiapkan manajer untuk memecahkan masalah dengan menyediakan
orientasi sistem.</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">2.</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> </span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Usaha
definisi, mencakup mengidentifikasikan masalah untuk dipecahkan dan kemudian
memahaminya.</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">3.</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> </span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Usaha
solusi, mencakup mengidentifikasikan berbagai solusi alternatif,
mengevaluasinya, memilih salah satu yang tampaknya terbaik, menerapkan solusi
itu dan membuat tindak lanjutnya untuk menyakinkan bahwa masalah itu
terpecahkan.</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<br /></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Sistem informasi berbasis komputer atau CBIS
dapat digunakan sebagai system dukungan (support systems) saat menerapkan
pendekatan sistem.</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">1.</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> </span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Usaha
persiapan</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Tiga langkah persiapan tidak harus dilaksanakan
secara berurutan, karena ketiganya bersama-sama menghasilkan kerangka pikir
yang diinginkan untuk mengenai masalah. Ketiga masalah itu terdiri dari:</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">a)</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> </span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Memandang
perusahaan sebagai suatu system</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">b)</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> </span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Mengenal
sistem lingkungan</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">c)</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> </span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Mengidentifikasikan
subsistem-subsistem perusahaan</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">2.</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> </span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Usaha
definisi</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Usaha definisi mencakup pertama-tama menyadari
bahwa suatu masalah ada atau akan ada (identifikasi masalah) dan kemudian cukup
mempelajarinya untuk mencari solusi (pemahaman masalah). Usaha definisi
mencakup dua langkah yaitu :</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">a)</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> </span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Bergerak
dari tingkat sistem ke subsistem</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">b)</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> </span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Menganalisis
bagian-bagian sistem dalam sustu urutan tertentu</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<br /></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">3.</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> </span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Usaha
pemecahan</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 36pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Usaha pemecahan meliputi pertimbangan berbagai
alternatif yang layak (feasible), pemilihan alternatif terbaik, dan
penerapannya.<span style="mso-bidi-font-weight: bold;">Pemahaman Dasar Pemecahan
Masalah Dan Pembuatan Keputusan</span>.</span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 36pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Istilah pemecahan masalah membawa pemikiran kita
tertuju pada perbaikan sesuatu yang mengalami kesalahan. Manajer membuat
keputusan untuk mencegah sesuatu yang menyimpang dari yang sedang terjadi atau
meminimalkan pengaruh yang disebabkan oleh sesuatu yang menyimpang tersebut.</span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 36pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Manajer mencoba untuk merespon secara cepat untuk
mencegah pengaruh yang merusak, namun manajer juga merespon terhadap sesuatu
yang berjalan dengan lebih baik daripada yang diharapkan.Manajer membuat
keputusan untuk memecahkan masalah, Keputusan adalah seleksi dari strategi atau
tindakan.</span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="SV" style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">FAKTOR MANUSIA YANG
MEMPENGARUHI PEMECAHAN MASALAH</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="SV" style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">3 Kategori manajer dalam
merasakan masalah :</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span lang="SV" style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">1.</span><span lang="SV" style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-ansi-language: SV; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span lang="SV" style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Penghindar masalah (Problem Avoider), manajer mengambil
sikap positif dan menganggap semua baik-baik saja.ia berusaha menghalangi
kemungkinan masalah dengan mengabaikan informasi.</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span lang="SV" style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">2.</span><span lang="SV" style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-ansi-language: SV; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span lang="SV" style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Mengumpulkan Informasi/Pencari masalah (Problem Seeker):</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span lang="SV" style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">a.</span><span lang="SV" style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-ansi-language: SV; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> </span><span lang="SV" style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Gaya teratur, mengikuti gaya management by exception dan
menyaring segala sesuatu yang tidak berhubungan dengan area minatnya.</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span lang="SV" style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">b.</span><span lang="SV" style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-ansi-language: SV; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> </span><span lang="SV" style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Gaya menerima, manajer jenis ini ingin melihat semuanya,
kemudian menentukan apakah informasi tersebut bernilai baginya/orang lain dalam
organisasi.</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span lang="SV" style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">3.</span><span lang="SV" style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-ansi-language: SV; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span lang="SV" style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Menggunakan informasi untuk memecahkan<span style="mso-spacerun: yes;"> </span>masalah/Pemecah masalah </span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">(
Problem solver) :</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span lang="SV" style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">a.</span><span lang="SV" style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-ansi-language: SV; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> </span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Gaya
sistematik, manajer memberi perhatian khusus untuk mengikuti suatu metode yang
telah ditetapkan. Co. : pendekatan sistem.</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span lang="SV" style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">b.</span><span lang="SV" style="font-family: "Comic Sans MS"; font-size: 7.0pt; line-height: 150%; mso-ansi-language: SV; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> </span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Gaya
intuitif, manajer tidak menyukai suatu metode tertentu tetapi menyesuaikan
pendekatan dengan situasi.</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #073763; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; margin-bottom: 2pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Tujuan
Sistem Informasi Keuangan</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; margin-bottom: 2pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Pada
dasarnya penyusunan Sistem Informasi Keuangan suatu perusahaan mempunyai
beberapa tujuan yang harus dipertimbangkan baik-baik, yaitu :</span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; margin-bottom: 2pt; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">1.</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Sistem Informasi
Keuangan yang disusun itu harus memenuhi prinsip cepat yaitu bahwa Standar
Akuntansi Keuangan harus mampu menyediakan data yang diperlukan tepat pada
waktunya dan dapat memenuhi kebutuhan.</span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; margin-bottom: 2pt; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">2.</span><span style="font-family: "Comic Sans MS"; font-size: 7.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Sistem Informasi
keuangan yang disusun itu harus mempunyai prinsip aman yang berarti bahwa
Sistem Inforamasi keuangan harus membantu menjaga harta milik perusahaan, untuk
dapat menjaga keamanan harta milik perusahaan maka Sistem Informasi Akuntansi
keuangan harus disusun dengn pertimbangan pengawasan – pengawasan intern.</span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; margin-bottom: 2pt; text-align: justify; text-indent: -36pt;">
<br /></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; margin-bottom: 2pt; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Tujuan Sistem
Informasi Pemasaran</span></div>
<div class="MsoListParagraphCxSpFirst" style="color: #073763; line-height: normal; margin: 0cm 0cm 2pt 18pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Menyediakan informasi
yang berkaitan dengan situasi internal dan eksternalperusahaan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #073763; line-height: normal; margin: 0cm 0cm 2pt 18pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Menyediakan informasi
yang dipergunakan dalam perencanaan, penetapan sasaran, strategi, program,
pengendalian, pengevaluasian, dan perbaikan berkelanjutan.</span></div>
<div class="MsoListParagraphCxSpLast" style="color: #073763; line-height: normal; margin: 0cm 0cm 2pt 18pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Menyedikan informasi
untukpengambilan keputusan.</span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; margin-bottom: 2pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; margin-bottom: 2pt; text-align: justify;">
<span style="font-size: small;"><span style="font-family: "Comic Sans MS";">Tujuan </span><span style="font-family: "Comic Sans MS";">sistem informasi
manajemen yang diterapkan pada bagian personalia adalah untuk:</span></span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; margin-left: 18pt; text-align: justify; text-indent: -18pt;">
<span style="font-size: small;"><span style="font-family: "Comic Sans MS";"><span>1.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span style="font-family: "Comic Sans MS";">Sebagai absensi
karyawan</span></span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; margin-left: 18pt; text-align: justify; text-indent: -18pt;">
<span style="font-size: small;"><span style="font-family: "Comic Sans MS";"><span>2.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span style="font-family: "Comic Sans MS";">Melihat prestasi
karyawan</span></span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; margin-left: 18pt; text-align: justify; text-indent: -18pt;">
<span style="font-size: small;"><span style="font-family: "Comic Sans MS";"><span>3.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span style="font-family: "Comic Sans MS";">Melihat golongan
karyawan</span></span></div>
<div class="MsoNormal" style="color: #073763; line-height: normal; margin-left: 18pt; text-align: justify; text-indent: -18pt;">
<span style="font-size: small;"><span style="font-family: "Comic Sans MS";"><span>4.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span style="font-family: "Comic Sans MS";">Melihat peningkatan
aktivitas karyawan ataupun penurunannya.</span></span></div>
<div class="MsoNormal" style="color: #073763; text-align: justify;">
<span style="font-size: small;"><span style="font-family: "Comic Sans MS";">Tujuan
sistem informasi eksekutif</span></span></div>
<div class="MsoNormal" style="color: #073763; text-align: justify;">
<span style="font-family: "Comic Sans MS";">Sistem
informasi eksekutif, merupakan suatu sistem yang menyediakan informasi bagi
eksekutif mengenai kinerja keseluruhan perusahaan.Informasi dapat diambil
dengan mudah dan dalam berbagai tingkat rincian.</span></div>
<div class="MsoNormal" style="color: #073763; text-align: justify;">
<span style="font-family: "Comic Sans MS";">Tujuan
dari Executive Information Sistem adalah menghasilkan target informasi
yang selalu <em><span style="font-family: "Comic Sans MS"; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">up to date</span></em> untuk
meningkatkan performance dari suatu perusahaan dengan memberikan
perhatian khusus pada tujuan akhir dan prioritasdari perusahaan tersebut.</span></div>
<div class="MsoNormal" style="color: #073763; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="color: #073763; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="color: #073763; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="color: #073763; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="color: #073763; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="color: #073763; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="color: #073763; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="color: #073763; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="color: #073763; font-family: Georgia,"Times New Roman",serif; text-align: justify;">
<span style="font-size: small;">Referensi :</span></div>
<div style="font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: small;"><span style="color: #073763;">
</span></span></div>
<div class="MsoNormal" style="color: #073763; font-family: Georgia,"Times New Roman",serif; text-align: justify;">
<span style="font-size: small;">http://arfiasta.wordpress.com</span></div>
<div style="font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: small;"><span style="color: #073763;">
</span></span></div>
<div class="MsoNormal" style="color: #073763; font-family: Georgia,"Times New Roman",serif; text-align: justify;">
<span style="font-size: small;"> </span></div>
<div style="font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: small;"><span style="color: #073763;">
</span></span></div>
<div class="MsoNormal" style="color: #073763; font-family: Georgia,"Times New Roman",serif; text-align: justify;">
<span style="font-size: small;">http://duduwie329.blogspot.com</span></div>
<div style="font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: small;"><span style="color: #073763;">
</span></span></div>
<div class="MsoNormal" style="color: #073763; font-family: Georgia,"Times New Roman",serif; text-align: justify;">
<span style="font-size: small;">http://ryoga-sdlc.blogspot.com</span></div>
<div class="MsoNormal" style="color: #073763; font-family: Georgia,"Times New Roman",serif; text-align: justify;">
<span style="font-size: small;">http://wikipedia.org</span></div>
<div class="MsoNormal" style="color: #073763; text-align: justify;">
<br /></div>
<span style="color: #073763;">
</span><div class="MsoNormal" style="color: #073763; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="color: #073763; text-align: justify;">
<span style="font-family: "Comic Sans MS";"><span style="mso-tab-count: 1;"> </span></span></div>
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<br /></div>
<div class="MsoNormal" style="color: #073763; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
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</td>
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Ertiza Auli Alghanihttp://www.blogger.com/profile/04158952295244926260noreply@blogger.com0tag:blogger.com,1999:blog-7334057303580036888.post-16678649497017466442013-04-20T05:03:00.000-07:002013-05-19T01:05:37.267-07:00TUGAS 2 KEWIRAUSAHAAN : PEMBUATAN KEPUTUSAN<!--[if !mso]>
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<br />
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-language: IN; mso-no-proof: yes;">MAKALAH</span></b></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-language: IN; mso-no-proof: yes;">“</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-fareast-language: IN; mso-no-proof: yes;">PEMBUATAN
KEPUTUSAN</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-language: IN; mso-no-proof: yes;">”</span></b></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-language: IN; mso-no-proof: yes;">Disusun untuk memenuhi tugas mata
kuliah </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-fareast-language: IN; mso-no-proof: yes;">Softskill
Kewirausahaan</span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-language: IN; mso-no-proof: yes;">Dosen : Agus Sutedjo</span></div>
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<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEib8kWWMldBgMB94aggpKd0opaNycHwuRcMV6VvTx8_U9RjDm7YtEAl3QytkWm2YOqAnxXkkaLsFNOJiW-DRnxx6Kp5DhpP69uoZV_vTEgwZFyvV271Te1hbLUf2yuB4OWvv3wOqBfbb_k/s1600/logogundar.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEib8kWWMldBgMB94aggpKd0opaNycHwuRcMV6VvTx8_U9RjDm7YtEAl3QytkWm2YOqAnxXkkaLsFNOJiW-DRnxx6Kp5DhpP69uoZV_vTEgwZFyvV271Te1hbLUf2yuB4OWvv3wOqBfbb_k/s1600/logogundar.jpg" /></a></div>
<br />
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Disusun
oleh :</span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 127.6pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Ertiza Auli Alghani<span style="mso-tab-count: 1;"> </span>(</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">
42211488 </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">)</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">PROGRAM
STUDI AKUNTANSI KOMPUTER</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">FAKULTAS
EKONOMI</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">UNIVERSITAS
GUNADARMA</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">2013</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: center; text-autospace: none;">
<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">KATA PENGANTAR</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<br /></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; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Puji syukur atas kehadiran Tuhan Yang
Maha Esa atas rahmat dan petunjuk-Nya sehingga penulis dapat menyelesaikan
tugas makalah dengan judul “Pembuatan Keputusan”, yang mana makalah ini
disususn bertujuan untuk memenuhi tugas dan memberikan informasi serta
pengetahuan tambahan bagi para pembaca.</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; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Penulis menyadari bahwa masih banyak
kekurangan dan keterbatasan dalam penyajian data dalam makalah ini. Oleh karena
itu, penulis mengharapkan kritik dan saran yang membangun dari semua pembaca
demi kesempurnaan makalah ini. Semoga makalah ini berguna dan dapat menambah
pengetahuan pembaca.</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; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Demikian makalah ini penulis susun,
apabila ada kata- kata yang kurang berkenan dan banyak terdapat kekurangan,
penulis mohon maaf yang sebesar - besarnya.</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-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 36.0pt;">
<br /></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-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 36.0pt;">
<br /></div>
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<br /></div>
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<br /></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 288.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Bekasi, </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">17 April 2013</span></div>
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<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Penulis</span></b><b><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></b></div>
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<b><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">BAB I</span></b></div>
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<b><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">PENDAHULUAN</span></b><b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">A.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Latar
Belakang Masalah</span></b></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kehidupan
manajer dipenuhi dengan serangkaian pembuatan (pengambilan) keputusan-keputusan
untuk investasi, menaikan harga jual, menaikan tindakan terhadap karyawan yang
sering terlambat, pemilihan lokasi gedung baru yang harus dibangun, dan
masalah-masalah besar ataupun kecil lainnya dimana manajer harus membuat
keputusan tindakan apa yang dimabil atau paling tidak menugaskan orang lain
untuk memutuskan. Kegiatan-kegiatan pelaksanaan hasil keputusan itu sendiri
biasanya dilaksanakan oleh orang-orang lain.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pembuatan
keputusan adalah bagis kunci kegiatan manajer. Kegiatan ini memainkan peranan
penting, terutama bila manajer melaksanakan fungsi perencanaan. Perencanaan
menyangkut keputusan-keputusan yang sangat penting dan jangka panjang yang
dapat dibuat manajer. Dalam proses perencanaan, manajer memutuskan
tujuan-tujuan organisasi yang akan dicapai, sumber daya-sumber daya yang akan
digunakan, dan siapa yang akan melaksanakan setiap tugas yang dibutuhkan.
Seluruh proses perencanaan itu melibatkan manajer dalam serangkaian situasi
pembuatan keputusan. Kualitas keputusan – keputusan manajer akan menentukan
efektivitas rencana yang disusun.</span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pengambilan
keputusan selalu berkaitan dengan ketidakpastian dari hasil keputusan yang
diambil. Untuk mengurangi faktor ketidakpastian tersebut, keputusan membutuhkan
informasi yang sahih mengenai kondisi yang telah, dan mungkin akan terjadi, kemudian
mengolah informasi tersebut menjadi beberapa alternatif pemecahan masalah
sebagai bahan pertimbangannya dalam memutuskan langkah yang akan
dilaksanakannya, sehingga keputusan yang diambil diharapkan dapat memberikan
keuntungan yang maksimal.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">B.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Rumusan
Masalah</span></b></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Apakah
yang dimaksud pembuatan keputusan?</span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Apa
saja tipe-tipe dari pembuatan keputusan?</span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Bagaimana
proses/tahap-tahap dalam pembuatan keputusan?</span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Bagaimana
keterlibatan karyawan dalam oembuatan keputusan?</span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Apa
sajakah contoh kasus dalam pembutan keputusan?</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">C.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Tujuan
Pembuatan Makalah</span></b></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Tujuan
kami membuat makalah ini yaitu untuk memenuhi tugas mata kuliah “Pengantar
Manajemen”. Yang membahas mengenai Pembuatan Keputusan, yang mana nantinya
dapat memberikan informasi dan tambahan pengetahuan kepada para pembaca.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"> </span></b>
<br />
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">BAB II</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">PEMBAHASAN</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">A.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">PENGERTIAN
PEMBUATAN KEPUTUSAN</span></b></div>
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<span class="apple-style-span"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pengambilan keputusan
sangat penting dalam manajemen dan merupakan tugas utama dari seorang pemimpin
(manajer). Pembuatan keputusan diproses oleh pengambilan keputusan yang
hasilnya berupa keputusan.</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"></span></div>
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<span class="apple-style-span"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Defenisi-defenisi
Pengambilan Keputusan menurut beberapa ahli, diantaranya :</span></span></div>
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<span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span class="apple-style-span"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">G.
R. Terry</span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><br />
Pembuatan<span class="apple-style-span"> keputusan dapat didefenisikan sebagai
“pemilihan alternatif kelakuan tertentu dari dua atau lebih alternatif yang
ada”.</span><span class="apple-converted-space"> </span></span></div>
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<span class="apple-style-span"><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";">
</span></span></span></span><span class="apple-style-span"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Harold
Koontz dan Cyril O’Donnel</span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><br />
Pembuatan<span class="apple-style-span"> keputusan adalah pemilihan diantara
alternatif-alternatif mengenai sesuatu cara bertindak—adalah inti dari
perencanaan. Suatu rencana dapat dikatakan tidak ada, jika tidak ada keputusan
suatu sumber yang dapat dipercaya, petunjuk atau reputasi yang telah dibuat.</span><span class="apple-converted-space"> </span><span class="apple-style-span"></span></span></div>
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<span class="apple-style-span"><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";">
</span></span></span></span><span class="apple-style-span"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Theo
Haiman</span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><br />
<span class="apple-style-span">Inti dari semua perencanaan adalah </span>pembuatan<span class="apple-style-span"> keputusan, suatu pemilihan cara bertindak. Dalam
hubungan ini kita melihat keputusan sebagai suatu cara bertindak yang dipilih
oleh manajer sebagai suatu yang paling efektif, berarti penempatan untuk
mencapai sasaran dan pemecahan masalah.</span><span class="apple-converted-space"> </span><span class="apple-style-span"></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 53.45pt; mso-add-space: auto; mso-list: l1 level1 lfo4; text-indent: -18.0pt;">
<span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span class="apple-style-span"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Drs.
H. Malayu S.P Hasibuan</span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><br />
Pembuatan<span class="apple-style-span"> keputusan adalah suatu proses penentuan
keputusan yang terbaik dari sejumlah alternative untuk melakukan
aktifitas-aktifitas pada masa yang akan datang.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 53.45pt; mso-add-space: auto; mso-list: l1 level1 lfo4; text-indent: -18.0pt;">
<span class="apple-style-span"><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5)<span style="font: 7.0pt "Times New Roman";">
</span></span></span></span><span class="apple-style-span"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Chester
I. Barnard</span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><br />
<span class="apple-style-span">Keputusan adalah perilaku organisasi, berintisari
perilaku perorangan dan dalam gambaran proses keputusan ini secara relative dan
dapat dikatakan bahwa pengertian tingkah laku organisasi lebih penting dari
pada kepentingan perorangan.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 53.45pt; mso-add-space: auto; mso-list: l1 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">6)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Rizky Dermawan </span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Mengatakan pembuatan keputusan
merupakan ilmu dan seni yang harus dicari, dipelajari, dimiliki, dikembangkan
secara mendalam oleh setiap orang. Dikatakan seni karena kegiatannya selalu
dihadapkan pada sejumlah peristiwa yang memiliki karakteristik keunikan
tersendiri. Sedangkan dikatakan ilmu karena aktivitasnya memiliki sejumlah
cara, metode, atau pendekatan yang bersifat sistematis, teratur dan terarah</span></div>
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<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 53.45pt; mso-add-space: auto; mso-list: l1 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">7)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Siagian </span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Mengemukakan pembuatan
keputusan adalah suatu pendekatan yang sistematis terhadap hakekat suatu
masalah, pengumpulan fakta-fakta dan data, penentuan yang matang dari
alternatif yang dihadapi dan mengambil tindakan yang menurut perhitungan
merupakan tindakan yang paling tepat.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.45pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Beberapa
pengertian menurut para ahli mengenai Pembuatan keputusan adalah sama, namun dapat
disimpulkan bahwa Pembuatan Keputusan adalah <b style="mso-bidi-font-weight: normal;">proses pemilihan alternatif terbaik untuk pemecahan suatu masalah
melalui metode dan teknik tertentu. </b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.45pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pembuatan
keputusan menggambarkan proses melalui mana serangkaian kegiatan dipilih
sebagai penyelesaian suatu masalah tertentu. Pembuatan keputusan ini tidak
hanya dilakuka oleh para para manajer puncak, tetapi juga para manajer menengah
dan lini pertama. Setiap jabatan seseorang dalam organisasi menyangkut berbagai
derajat pembuatan keputusan, bahkan untuk pekerjaan rutin sekalipun dan dalam
macam organisasi apapun.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.45pt;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; mso-list: l8 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">B.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">TIPE-TIPE
KEPUTUSAN</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.45pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Manajer
akan membuat tipe-tipe keputusan yang berbeda sesuai perbedaan kondisi dan
situasi yang ada. Salah satu metode pengklasifikasian keputusan yang banyak
digunakan adalah dengan menentukan apakah keputusan itu di program atau tidak.
Keputusan-keputusan juga dapat dibedakan antara keputusan yang dibuat dibawah
kondisi kepastian, risiko, dan ketidak pastian. </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Berikut
ini penjelasan mengenai tipe-tipe keputusan :</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"></span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 2.0cm; mso-add-space: auto; mso-list: l6 level1 lfo5; text-align: justify; text-indent: -21.25pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";">
</span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Keputusan Terpogram
(Programmed Decision)</span></i></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.45pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Keputusan
yang dibuat menurut kebiasaan,aturan atau prosedur. Keputusan-keputusan ini
rutin dan berulang-ulang. Setiap organisasi mempunyai kebijaksanaan-kebijaksanaan
tertulis atau tidak tertulis yang memudahkan pembuatan keputusan dalam situasi
yang berulang dengan membatasi dan menghilangkan alternatif-alternatif. Seperti
keputusan pembuatan keputusan penetapan gaji karyawan baru, dan keputusan
tentang berapa banyak persediaan yang harus di pertahankan untuk suatu produk.
Masalah-masalah rutin tidak selalu sederhana, keputusan-keputusan yang
diprogram dapat juga digunakan dalam penanganan masalh yang kompleks dan rumit.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"></span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 2.0cm; mso-add-space: auto; mso-list: l6 level1 lfo5; text-align: justify; text-indent: -21.25pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";">
</span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Keputusan tidak Terprogram
(non-programmed decision)</span></i></b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.45pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Keputusan
untuk menghadapi masalah khusus,unik dan tidak biasa. Bila suatu masalah tidak
cukup sering terjadi sehingga memerlukan perlakuan khusus, maka masalah itu
harus ditangani dengan keputusan yang tidak terprogram. Seperti apa yang harus
dilakukan atas suatu produk yang gagal, bagaimana memperbaiki hubungan dengan
masyarakat, bagaimana menghadapi pesaing baru yang masuk pasar. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.45pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Jika
seorang manajer makin tinggi posisinya dalam tingkatan manajemen, maka
kemampuannya untuk mengambil keputusan tidak terprogram semakin penting. Karena
semakin banyak keputusan tidak terprogram yang harus diambil, oleh karena itu
sebagian besar program pengembangan manajemen mencoba memperbaiki kemampuan
manajer dalam mengambil keputusan tidak terprogram.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"></span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 2.0cm; mso-add-space: auto; mso-list: l6 level1 lfo5; text-align: justify; text-indent: -21.25pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";">
</span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Keputusan dengan
kepastian, resiko, dan ketidak pastian.</span></i></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.45pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Situasi-situasi
dalam pembuatan keputusan ini menyangkut berbagai aspek yang tidak dapat
diketahui dan sulit diperkirakan, seperti reaksi pesaing tertentu, atau tingkat
inflasi tiga tahun mendatang. Tingkat ketidakpastian dalam berbgai situasi akan
berbeda-beda oleh karena itu, manajer akan menghadapi tiga macam situasi:
Kepastian, resiko, dan ketidakpastian.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"></span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 74.7pt; mso-add-space: auto; mso-list: l4 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kepastian
( certainty )</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kita
mengetahui apa yang akan terjadi di waktu yang akan datang. Dalam kondisi ini
tersedia informasi yang akurat, dapat diukur,dan andal untuk dipakai sebagai
dasar keputusan. Pengambilan keputusan dalam kondisi ini dapat dilakukan
relatif mudah, karena data yang tersedia mengenai kondisi yang akan datang
dapat diprediksikan, sehingga manajer dapat mengambil keputusan lebih cepat dan
tepat. Misalnya kondisi lingkungan eksternal yang relatif stabil dari tahun ke
tahun dalam jangka waktu 5 tahun terakhir akan mempermudah para manajer dalam
mengambil keputusan bisnisnya.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"></span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 74.7pt; mso-add-space: auto; mso-list: l4 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Resiko
( risk )</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kita
mengetahui besarnya kemungkinan dari setiap hasil yang diharapkan. Jika
prediktabilitas lebih rendah, maka terdapat kondisi resiko. Informasi yang
lengkap tidak tersedia, tetapi kita mempunyai suatu gambaran yang baik tentang
probabilitas hasil-hasil tertentu.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"></span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 74.7pt; mso-add-space: auto; mso-list: l4 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">c)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Ketidakpastian
( uncertainty )</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Dalam
kondisi ini sangat sedikit yang diketahui. Kondisi ketidakpastian pada umumnya
menyertai keputusan kita yang sangat penting dan sangat menarik, misalnya
keputusan pembukaan perusaan baru secara internasional di suatu negara yang
belum diketahui kebiasaan dan kebudayaannya.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; mso-list: l8 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">C.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">PROSES
PEMBUATAN KEPUTUSAN</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pengambilan
keputusan yang rasional sangat diperlukan bagi setiap organisasi dimana para
manajer dituntut melakukan suatu tindakan yang lebih rasional dalam menghadapi
setiap masalah yang ada. Tidak ada pendekatan pembuatan keputusan yang dapat
menjamin bahwa manajer akan selalu membuat keputusan yang benar. Tetapi
bagaimanapun juga, para manajer yang menggunakan suatu pendekatan yang
rasional,intelektual dan sistematik akan lebih berhasi dibanding yang
menggunakan pendekatan informal. </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menurut
Chuck Williams proses pembuatan keputusan yang rasional adalah sebagai berikut
:</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"></span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l5 level1 lfo7; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pemahaman
dan Perumusan Masalah/ Mengidentifikasikan masalah</span></i></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Langkah
pertama dalam pembuatan keputusan adalah mengenali masalah yang ada. Suatu
masalah timbul apabila ada<span style="mso-spacerun: yes;"> </span>perbedaan
antar keinginan yang ditetapkan dengan keadaan yang sesungguhnya terjadi.
Adanya perbedaan ini tidak menjamin bahwa manajer akan langsung membuat
keputusan untuk menyelesaikan masalah. Pertama, manajer harus mengetahui adanya
perbedaan. Manajer harus mengetahui adanya masalah sebelum memulai mencari
pemecahan masalah. Kedua, meyadarai adanya perbedaan antara kengininan yang
ditetapkan dengan kenyataan yang sesungguhnya tidaklah cukup untuk memulai
pengambilan keputusan. Manajer harus termotivasi mengurangi perbedaan tesebut.
Ketiga, selain hal-hal tersebut manajer juga harus memiliki kemampuan,
pengetahuan, keterampilan dan sumber-sumber daya untuk menyelesaikan masalah
tersebut.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"></span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l5 level1 lfo7; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pengumpulan
dan Analisa Data yang Relevan</span></i></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Setelah
manajer menentukan dan merumuskan masalah, merekan harus mulai memutuskan
langkah-langkah selanjutnya. Manajer pertama kali harus menentukan data-data
apa yang akan dibutuhkan untuk membuat keputusan yang tepat, dan kemudian
mendapat informasi tersebut. Para manajer akan jarang memperoleh seluruh data
yang dibutuhkan, padahal mereka harus mempunyai informaso cukup untuk dapat
merumuskan berbagai penyelesaian.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"></span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l5 level1 lfo7; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pengembangan
Alternatif – alternatif</span></i></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kecenderungan
untuk menerima alternatif keputusan pertama yang “feasibel” sering
menghindarkan manajer dari pencapaian penyelesaian yang terbaik untuk
maslah-masalah mereka. Pengembangan sejumlah alternatif memungkinkan manajer
menolak kecenderungan untuk membuat keputusan terlalu cepat dan membuat lebih
mungkin pencapaian keputusan yang efektif.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l5 level1 lfo7; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4)<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Evaluasi<span style="mso-spacerun: yes;"> </span>Alternatif – alternatif</span></i></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Setelah
manajer mengembangkan sejumlah alternatif, mereka harus mengevaluasinya untuk
menilai setiap efektivitas setiap alternatif. Efektivitas dapat diukur dengan
dua kriteria : apakah alternatif realistik bila dihubungkan dengan tujuan dan
sumber daya organisasi,dan seberapa baik alternatif akan membantu pemecahan
masalah.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"></span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l5 level1 lfo7; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5)<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pemilihan
Alternatif Terbaik</span></i></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Tahap
kelima pembuatan keputusan merupakan hasil evaluasi berbagai alternatif.
Alternatif terpilih akan didasarkan pada jumlah informasi yang tersedia bagi
manajer dan ketidak sempurnaan kebijakan manajer. Pilihan alternatif terbaik
juga sering merupakan suatu kompromi diantara berbagai faktor yang telah
dipertimbangkan. </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"></span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l5 level1 lfo7; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">6)<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Implementasi
Keputusan</span></i></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Setelah
alternatif terbaik dipilih, para manajer harus membuat rencana-rencana untuk
mengatasi berbagai persyaratan dan masalah yang mungkin dijumpai dalam penerapan
keputusan. Implementasi keputusan menyangkut lebih dari sekedar pemberian
perintah. Dalam hal ini, manajer perlu memperhatikan berbagai resiko dan
ketidakpastian sebagai konsekuensi dibuatnya suatu keputusan. Dengan mengambil
langkah tersebut, manajer dapat menentukan kegiatan-kegiatan yang diperlukan
untuk menanggulangi hambatan dan tantangan yang akan terjadi. Disamping itu,
[ada tahap implementasi keputusan, manajer juga perlu menetapkan prosedur
laporan kemajuan periodik dan mempersiapkan tindakan korektif bila masalah baru
muncul dalam pelaksanaan keputusan, seta merancang sistem peringatan dini untuk
menghadapi berbagai kemungkinan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;">.</span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l5 level1 lfo7; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">7)<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Evaluasi
Hasil – hasil Keputusan</span></i></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Implementasi
keputusan harus dimonitor terus-menerus. Manajer harus mengevaluasi apakah
implementasi dilakukan dengan lancar dan keputusan memberikan hasil-hasil yang
di inginkan. Pembuatan keputusan adalah suatu proses yang bersifat kontinyu
bagi manajer dan merupakan tantangan yang harus selalu dihadapinya.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; mso-list: l8 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">D.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">KETERLIBATAN
KARYAWAN DALAM PEMBUATAN KEPUTUSAN</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Keputusan
utama dalam dunia bisnis jarang dibuat oleh seorang individu. Pembuatan
keputusan yang efektif sering tergantung apakah manajer melibatkan orang-orang
yang benar dengan cara yang gtepat dalam membantu mereka menyelesaikan masalah.
Saat ini banyak manajer yang melibatkan karyawan level bawah dalam proses
pembuatan keputusan apabila memungkinkan. Sejumlah keputusan mungkin
membutuhkan derajat partisipasi bawahan yang lebih tinggi.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"></span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l2 level1 lfo8; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">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 lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Model
Vroom-Jago</span></i></b></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Victor
Vroom dan Arthur Jago mengembangkan model partisipasi dalam pembuatan keputusan
yang menyajikan petunjuk bagi para manajer praktisi. Model Vroom-Jago membantu
manajer menaksir jumlah partisipasi bawahan sesuai dengan kebutuhan. Model ini
menggunakan 5 level partisipasi bawahan dalam penbuatan keputusan yang berkisar
dari sangat otokratis sampai dengan demokratis. Manajer sebaiknya memilih salah
satu gaya yang disesuaikan dengan situasi. Apabila situasi terjamin, manajer
dapat membuat keputusan sendiri, membagi masalah dengan bawahan secara
individu, atau membiarkan para anggota kelompok membuat keputusan.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Beberapa
gaya keputusan masih dapat diterima pada berbagai situasi. Apabila hal demikian
terjadi, Vroom dan Jago mencatat bahwa gaya otokratis menghemat waktu tanpa
mengurangi keputusan atau penerimaan. Bagaimanapun juga, dalam lingkungan kerja
yang berubah sangat cepat saat ini, dimana karyawan kerap diminta lebih
memberikan partisipasi, para manajer sebaiknya berusaha untuk melibatkan
bawahannya dalam pengambilan keputusan bila memungkinkan.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l2 level1 lfo8; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b)<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 lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Keunggulan
dan Kelemahan dalam Pembuatan Keputusan Partisipatif</span></i></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l3 level1 lfo9; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">KEBAIKAN PEMBUATAN
KEPUTUSAN PARTISIPATIF</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 35.45pt; mso-add-space: auto; mso-list: l12 level1 lfo10; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Memberikan jumlah
pengetahuan yang lebih besar. </span></i><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kelompok menawarkan
pengetahuan dan fakta yang lebih banyak dalam rangka mengindentifikasikan
solusi potensial dan menghasilkan beberapa alternatif keputusan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 35.45pt; mso-add-space: auto; mso-list: l12 level1 lfo10; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kelompok lebih menerima
resiko. </span></i><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kelompok diskusi dapat lebih
meningkatkan kepuasan anggota dan menghasilkan dukungan bagi kemungkinan
keputusan yang beresiko.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 35.45pt; mso-add-space: auto; mso-list: l12 level1 lfo10; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Para anggota lebih
termotivasi dalam melakukan keputusan. </span></i><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Individu
yang ambil bagian dalam pembuatan keputusan akan merasa puas dengan keputusan
yang diambil dan akan berusaha mendukung keputusan tersebut, sehingga akan
memfasilitasi implementasi.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 35.45pt; mso-add-space: auto; mso-list: l12 level1 lfo10; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kreativitas lebih
besar. </span></i><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Individu-individu dalam kelompok yang
diberi kebebasan dalam memberikan saran-saran dan pendapat kepada pimpinan akan
terdorong lebih kreatif dan inofatif.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l3 level1 lfo9; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">KELEMAHAN PEMBUATAN
KEPUTUSAN PARTISIPATIF</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 35.45pt; mso-add-space: auto; mso-list: l13 level1 lfo11; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Memakan biaya dan
waktu. </span></i><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Keputusan yang diambil secara kelompok
biasanya lebih membuang waktu. Orang-orang harus saling melakukan konsultasi,
mendiagnosis masalah dan mendiskusikan solusi.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 35.45pt; mso-add-space: auto; mso-list: l13 level1 lfo11; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Hasil kompromi bukan
keputusan kelompok. </span></i><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kurang optimalnya hasil
keputusan karena biasanya kelompok berusaha meraih kompromi solusi.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 35.45pt; mso-add-space: auto; mso-list: l13 level1 lfo11; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Salah satu anggota
dominan, bukan keputusan kelompok. </span></i><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pemikiran
kelompok merupakan fenomena dimana orang-orang begitu terikat dengan kesatuan
kelompok sehingga mereka enggan mengeluarkan pendapat yang bertentangan dengan
mengesampingkan motivasi untuk secara realistis mempertimbangkan beberapa
alternatif.</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; mso-list: l8 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">E.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">CONTOH
KASUS PENGAMBILAN KEPUTUSAN</span></b></div>
<div class="MsoNormal" style="margin-bottom: 9.6pt; text-align: justify; text-indent: 35.45pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Penahanan yang dilakukan Polri terhadap dua Pimpinan KPK non-aktif Bibit
Samad Rianto dan Chandra M Hamzah terkait dugaan penyalahgunaan wewenang
kekuasan merupakan permasalahan yang harus segera diselesaikan secepatnya,
karena kasus kriminalisasi KPK ini melibatkan Polri dan Kejaksaan sebagai dua
organisasi penegakan hukum di Indonesia yang apabila dibiarkan berlarut-larut
akan menimbulkan kecurigaan berlebihan dari berbagai kalangan yang pada
akhirnya akan menyebabkan ketidakpercayaan masyarakat terhadap aparat penegak
hukum.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pada saat-saat seperti ini maka tugas seorang
pemimpin, yakni Presiden Republik Indonesia (RI) untuk dapat menggunakan
kewenangannya didalam pengambilan keputusan guna menyelesaikan polemik
kriminalisasi KPK ini. Apabila dicermati lebih lanjut maka terdapat analogi
antara Presiden RI dengan top-level manajer dari perusahaan, dimana baik itu
Presiden RI dan top-level manajer suatu perusahaan merupakan seorang decision
makers yang dituntut untuk melakukan pengambilan keputusan dalam
menyelesaikan permasalahan yang menimpa organisasi.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span>Perbedaaan yang paling mendasar diantara
keduanya hanyalah pada skala organisasi yang dipimpin, dimana Presiden memimpin
organisasi pada level <i>country</i> atau <i>state level </i>sementara <i>top-level-managers</i> memimpin
organisasi pada <i>coorporate level</i>. Sementara, alur pengambilan
keputusan baik itu Presiden maupun top-level-managers akan mengikuti alur yang
sama seperti yang dikemukakan pada landasan teori diatas, berikut merupakan
alur yang paling mungkin dapat terjadi dalam pengambilan keputusan Presiden
dalam menangani persoalan kriminalisasi KPK tersebut.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo12; tab-stops: list 14.2pt 177.6pt; text-align: justify; text-indent: -14.15pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tingginya kompleksitas dan
ketidakpastian keputusan, menyebabkan</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">terbentuknya</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">keputusan tidak terprogram, dimana keputusan belum ditetapkan sebelumnya
dan tidak ada prosedur baku yang dapat digunakan untuk menyelesaikan
permasalahan. Organisasi, dalam hal ini negara Republik Indonesia menemui masalah
yang belum pernah mereka alami sebelumnya, yakni kriminalisasi KPK. Sehingga
organisasi tidak dapat memutuskan bagaimana merespon permasalahan tersebut,
akibatnya terdapat ketidakpastian apakah solusi yang diputuskan dapat
menyelesaikan permasalahan atau tidak, yang pada akhirnya keputusan tidak
terprogram menghasilkan lebih sedikit alternatif keputusan dibandingkan dengan
keputusan terprogram.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 63.8pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo12; tab-stops: list 177.6pt; text-align: justify; text-indent: -14.2pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pengambilan keputusan individu
menggunakan pendekatan rasionalitas yang menekankan langkah-langkah sistematis
dan ilmiah dalam pengambilan keputusan (<i>rational approach</i>) tidak
dimungkinkan untuk dilakukan dalam menyikapi permasalahan kriminalisasi KPK,
hal ini dikarenakan adanya keterbatasan waktu, faktor politik, tekanan
masyarakat terhadap kejelasan perkara, dan keterbatasan-keterbatasan lain. Hal
ini menjadikan rasionalitas menjadi terkekang dan tidak memungkinkan bagi
Presiden untuk membuat keputusan individu berdasarkan <i>rationality
approach</i>, sehingga model <i>bounded rationality perspective</i> menjadi
alternatif bagi alur pengambilan keputusan. Sehingga pengambilan keputusan
menggunakan pendekatan atau model ini lebih menekankan pada aspek intuisi,
pengalaman dan penilaian (<i>judgement</i>) dibandingkan dengan langkah-langkah
logis dan mempersingkat waktu dalam pengambilan keputusan.</span></div>
<div class="MsoListParagraph">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo12; tab-stops: list 49.65pt 177.6pt; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Alur selanjutnya adalah pengambilan
keputusan organisasi, pada level organisasi keputusan yang dibuat umumnya tidak
berasal dari <i>decision makers</i> tapi merupakan kombinasi
keputusan yang melibatkan banyak <i>decision makers</i>. Perkara
kriminalisasi KPK memiliki karakteristik masalah sebagai berikut:</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 106.35pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo12; tab-stops: list 213.6pt; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menuntut solusi yang cepat</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 106.35pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo12; tab-stops: list 213.6pt; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Sarat dengan muatan politik</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 106.35pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo12; tab-stops: list 213.6pt; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tekanan publik yang tinggi</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 106.35pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo12; tab-stops: list 213.6pt; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Keterbatasan informasi terhadap
permasalahan</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Berdasarkan karakteristik tersebut
maka pengambilan keputusan organisasi yang lebih cocok akan mengikuti <i>Carnegie
model </i>atau<i> Garbage can model</i>, model <i>Carnegie</i> merupakan
model <i>bounded rationality perspective</i> pada level organisasi
yang menekankan pada faktor sosial dan politik, model<i>Carnegie</i> akan
memberikan solusi tunggal terhadap permasalahan. Sementara, <i>Garbage can
model</i> akan memberikan gambaran bagaimana alur setiap keputusan dibuat
dalam organisasi secara keseluruhan dan memberikan solusi majemuk.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l10 level1 lfo13; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tim delapan yang merupakan tim
pencari fakta (TPF) pada perkara kriminilisasi KPK, menggambarkan bagaimana
alur pengambilan keputusan dibuat berdasarkan <i>Carnegie model</i>. Tim
delapan, merupakan koalisi dengan komposisi yang terdiri dari sebagian besar
pakar hukum yang bertugas mengumpulkan informasi seputar permasalahan yang ada
serta memberi rekomendasi solusi yang diperkirakan dapat mengatasi permasalahan
kepada Presiden. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Terbentuknya
koalisi antar pakar hukum ini memungkinkan terjadinya diskusi, interpretasi
tujuan serta permasalahan, tukar pendapat, menentukan prioritas masalah, serta
dukungan secara sosial terhadap permasalahan beserta solusinya, sehingga
terbentuknya koalisi akan mempermudah pencarian solusi untuk mengatasi
permasalahan yang ada.</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l10 level1 lfo13; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Setelah TPF m emberikan rekomendasi,
maka alur keputusan akan kembali lagi kepada Presiden baik itu sebagai seorang
individu maupun pemimpin organisasi. Keputusan akhir dari Presiden mengenai
permasalahan tersebut akan menunjukkan kapabilitas dari seorang pemimpin dalam
pengambilan keputusan untuk mengatasi perkara kriminalisasi KPK yang telah
menjadi <i>burning issue</i> bagi penegakan hukum di Indonesia. Alur
pengambilan keputusan ini pada umumnya akan berlangsung cepat, namun faktor
internal dan eksternal yang sarat muatan politik akan menjadi hambatan yang
signifikan dalam pengambilan keputusan.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"><br /></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">BAB III</span></b></div>
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<b><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">PENUTUP</span></b></div>
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<b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kesimpulan</span></b></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>Para manajer kadang-kadang
menghadapi berbagai masalah kompleks dimana hasil yang mungkin dari setiap
alternatif penyelesaian sukar diperkirakan. Dalam kasus-kasus seperti ini,
dimana setiap keputusan atau alternatif biasanya melibatkan sejumlah sumber
daya tertentu, manajer perlu mempergunakan berbagai cara untuk mengurangi unsur
keragu-raguan dan ketidakpastian dalam setiap keputusan.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span class="apple-style-span"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Inti dari semua
perencanaan adalah </span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">pembuatan<span class="apple-style-span"> keputusan, suatu pemilihan cara bertindak. Dalam
hubungan ini kita melihat keputusan sebagai suatu cara bertindak yang dipilih
oleh manajer sebagai suatu yang paling efektif, berarti penempatan untuk
mencapai sasaran dan pemecahan masalah.</span><span class="apple-converted-space"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"></span></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">DAFTAR PUSTAKA</span></b><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"></span></b></div>
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<br /></div>
<div class="MsoCaption" style="line-height: 150%; margin-bottom: 8.0pt; margin-left: 45.1pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -45.1pt;">
<span style="font-size: 12.0pt; font-weight: normal; line-height: 150%;">Rizky Dermawan.
(2004). <i>Pengambilan Keputusan Landasan Filosofis, Konsep, dan Aplikasi. </i><span style="mso-spacerun: yes;"> </span>Bandung: Alfabeta</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; margin-left: 45.1pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -45.1pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">T.
Hani Handoko. (1984). <i>Manajemen</i>. Yogyakarta: BPFE</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold;">www.blogspot.com</span></i></div>
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<i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">www.google.com</span></i></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US;"><br /></span></div>
Ertiza Auli Alghanihttp://www.blogger.com/profile/04158952295244926260noreply@blogger.com0tag:blogger.com,1999:blog-7334057303580036888.post-40000335979704515412013-04-18T10:18:00.005-07:002013-04-18T10:20:28.507-07:00Tugas 1 Kewirausahaan<br />
<a href="http://www.4shared.com/file/DyJxNPoL/KEWIRAUSAHAAN__FRANCHISE_.html">http://www.4shared.com/file/DyJxNPoL/KEWIRAUSAHAAN__FRANCHISE_.html</a><br />
<br />Ertiza Auli Alghanihttp://www.blogger.com/profile/04158952295244926260noreply@blogger.com0tag:blogger.com,1999:blog-7334057303580036888.post-86703829790721099732012-11-29T09:06:00.003-08:002012-11-29T09:09:24.711-08:00SOFT SKILL (SENI)Melukis dengan Pewarna Spektrum<br />
<br />
<div style="text-align: justify;">
Melukis merupakan hal yang seru dan menyenangkan bagi saya. Medianya dapat berupa kanvas, dinding, atau bahan dengan pertimbangan tetap mengandung nilai estetika. Berhubung saya memiliki pewarna tiga dimensi, lalu saya menggunakan media sapu tangan untuk melukis. Yuukk.. kita lihat langkah-langkahnya.</div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7eyP3a75XqmTlclahKouRI7gAakMmKSqIOaXgeFLsRX4Xa3NAactYx-M7Mf6ZVUtBRMYD2c6nCxzxsKQl6ErEdWy2844WlO1TLRMe3swibl7nubRBHAqgBN1KVKwFIgOGlw1QL6UuPT0/s1600/2012-11-29+21.34.15.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7eyP3a75XqmTlclahKouRI7gAakMmKSqIOaXgeFLsRX4Xa3NAactYx-M7Mf6ZVUtBRMYD2c6nCxzxsKQl6ErEdWy2844WlO1TLRMe3swibl7nubRBHAqgBN1KVKwFIgOGlw1QL6UuPT0/s320/2012-11-29+21.34.15.jpg" width="240" /></a></div>
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<br />
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<br />
Alat dan bahan :<br />
<br />
<ul>
<li>Pewarna tiga dimensi</li>
<li>Sapu tangan polos</li>
<li>Palet</li>
<li>Lidi</li>
</ul>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqoCz5krmeqXzhmjAA3Jp8V6G_KFyrYRNy326rHh9tsGeZf2piWkGZVufoaNLdeqIpvg9sLYdcLeMCQ64mKlfQwS0Kf5csk9a3g6-ztq-eIeWkNYJ6I2cPtqh6FNkxlW-t8NaQH5wbrCw/s1600/2012-11-29+22.02.56.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqoCz5krmeqXzhmjAA3Jp8V6G_KFyrYRNy326rHh9tsGeZf2piWkGZVufoaNLdeqIpvg9sLYdcLeMCQ64mKlfQwS0Kf5csk9a3g6-ztq-eIeWkNYJ6I2cPtqh6FNkxlW-t8NaQH5wbrCw/s320/2012-11-29+22.02.56.jpg" width="240" /></a></div>
<div style="text-align: center;">
Tuangkan pewarna dalam palet, campur dengan pengencer</div>
<div style="text-align: center;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj42QSFJT5jQl5jzC-8OG1L2SE8hbW8e1ZCVMLGDXxxiC7VD2Qrc-ncDHMcYfa-FCtNrWvDEWhbj5lIhljwxJJGMYkYrxrEPYO0mAlZaYXTo9nFVJ6Z5-YAtP49P05t7_PX3ZWvfWvKBUU/s1600/2012-11-29+21.50.25.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj42QSFJT5jQl5jzC-8OG1L2SE8hbW8e1ZCVMLGDXxxiC7VD2Qrc-ncDHMcYfa-FCtNrWvDEWhbj5lIhljwxJJGMYkYrxrEPYO0mAlZaYXTo9nFVJ6Z5-YAtP49P05t7_PX3ZWvfWvKBUU/s320/2012-11-29+21.50.25.jpg" width="240" /></a></div>
<div style="text-align: center;">
Mulai melukis pada kain</div>
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pengulangan pewarnaan minimal 3x agar hasil pewarnaan tebal, tahan lama dan merekat kuat<br />
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Langkah - langkah : <br />
<ol>
<li>Buat pola gambar</li>
<li>Tambahkan pengencer (botol putih) dengan perbandingan 1:2 dicampur dalam palet</li>
<li>Warnai gambar dengan alat bantu lidi, lakukan satu arah tanpa menekan</li>
<li>Lakukan pengulangan pewarnaan minimal 3x</li>
<li>Setiap pengulangan pewarnaan harus menunggu pewarnaan sebelumnya kering</li>
<li>Setelah digambar lalu dijemur / disetrika </li>
</ol>
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Hasil maha karya oleh Ertiza :D</div>
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Oia, untuk bahan-bahan mudah didapat khususnya untuk perwarna spektrum dapat dibeli di toko yang menyediakan peralatan lukis. Harganya berkisar Rp 30.000 - Rp 50.000 per pack @12 botol warna.</div>
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Semoga bermanfaat</div>
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Ertiza Auli Alghanihttp://www.blogger.com/profile/04158952295244926260noreply@blogger.com1tag:blogger.com,1999:blog-7334057303580036888.post-81213695971642831982012-11-29T06:05:00.003-08:002012-11-29T06:11:09.793-08:00SOFT SKILL (TRAVEL)<h2 style="color: #38761d;">
Berkunjung ke Rumah Produksi Tahu Susu Lembang</h2>
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Masih di Bandung lagi..</div>
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Frens, bagi Anda penggemar tahu, pasti sudah tak asing dengan tempat wisata kuliner Pusat Orang Makan Tahu (POM) Tahu Susu Lembang. Sesuai dengan namanya, tempat wisata ini berada di Lembang, Jawa Barat. Disana tidak hanya menjual tahu, tetapi membuka proses pembuatan tahu susu untuk umum. Jadi para pengunjung dapat melihat langsung proses produksinya dari kacang kedelai sampai menjadi tahu.</div>
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Tampak depan Rumah Produksi Tahu Susu Lembang</div>
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Bahan baku tahu susu </div>
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Proses pengolahan tahu susu</div>
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Toko-toko yang menjual aneka panganan dari tahu</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbtcYsS_3zMK4rVvd2anG-QdA2UHC5otf7bjlJB7OcpQrp2dAEkZE3Da4wUY8Dg_sqBeG8-r7cWxKL38OtOiTAW1x3Y8g-znMRVXIeXQcRsIpR6a6Q7V7JMks2BRmK41mXWG56P95uf4c/s1600/1354055500268.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbtcYsS_3zMK4rVvd2anG-QdA2UHC5otf7bjlJB7OcpQrp2dAEkZE3Da4wUY8Dg_sqBeG8-r7cWxKL38OtOiTAW1x3Y8g-znMRVXIeXQcRsIpR6a6Q7V7JMks2BRmK41mXWG56P95uf4c/s1600/1354055500268.jpg" /></a></div>
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<span style="color: #7f6000;">Saya bersama teman-teman di dalam toko panganan olahan tahu susu</span></div>
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<span style="color: purple;"> Frens.. di tempat ini, tahu susu lembang diproduksi, sekaligus dipasarkan dan
diolah berbagai masakan khan tahu. Anda dapat merasakan dan menikmatinya
sesuai selera, seperti Batagor, Kupat Tahu Susu, Gorengan Tahu, Siomay
Tahu Susu, dan berbagai macam olahan lainnya, khususnya khas tanah
pasundan. Jadi, bila Anda mengisi waktu liburan dan senang berburu
kuliner, tentunya tidak melewati kenikmatan tahu susu lembang ini.</span></div>
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Oiyaa.. disini juga tersedia berbagai fasilitas lain seperti becak mini, <i>all terrain vehicle</i> (ATV), lorong sesat, balon raksasa, <i>motorcross</i> anak, serta <i>adventure fun game</i> yang terdiri dari papan panjat, jembatan tali, dan menuruni jaring.</div>
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Well.. s<span class="st">emoga tulisan ini dapat menjadi bahan referensi liburan yang edukatif untuk Anda :)</span></div>
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<span id="goog_1561129556" style="color: purple;"></span><span id="goog_1561129557" style="color: purple;"></span><br />Ertiza Auli Alghanihttp://www.blogger.com/profile/04158952295244926260noreply@blogger.com0tag:blogger.com,1999:blog-7334057303580036888.post-15736803344723900952012-11-29T04:32:00.000-08:002012-11-29T04:32:27.383-08:00SOFT SKILL (TRAVEL)<h2 style="background-color: white; color: #38761d; text-align: center;">
Berkunjung Ke Perusahaan Pakaian C59</h2>
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<span style="color: purple;">Pada semester 2 tahun lalu, tepatnya tanggal 15 Februari 2011 seluruh mahasiswa/i D3 Bisnis dan Kewirausahaan Universitas Gunadarma berkunjung ke perusahaan pakaian C59 di Bandung. Disana kami dijelaskan mengenai pembuatan pakaian dari bahan baku hingga menjadi bahan jadi siap pakai. Tidak hanya diberi materi, disana kami juga dibekali motivasi semangat berwirausaha dan diizinkan untuk melihat dan praktek langsung proses produksi pakaian.</span></div>
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Berikut beberapa gambar proses produksi pakaian di Perusahaan C59</div>
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Proses pembuatan pola</div>
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<span style="color: #783f04;">Proses perekatan pola</span></div>
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Proses merekatkan pola pada bahan</div>
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Praktek langsung yang dilakukan oleh mahasiswa </div>
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Proses pengguntingan bahan</div>
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Proses penjahitan bahan menjadi pakaian</div>
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Proses pengecekan kualitas (Quality Control) </div>
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Setelah pemberian materi, praktek langsung dan mengelilingi pabrik untuk melihat proses produksinya, saya dan teman-teman diberi kesempatan untuk foto bersama. Di bawah ini adalah foto saya bersama pemilik (CEO) dari perusahaan C59 Bapak <span class="st">Marius Widyarto Wiwied.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQYNiY0h8k9ztZBFAe2kVgf68ZLFKUd79T40Quk5hSXYx0PrG0ldSuAT8QaPQicVEG0Z4hcc9IkdJQZldOJ44RTnXffRrdEqfSc_HU18ldrQS34Z3A55_kH3PZf50xFpZc07My37MxeNI/s1600/1354055433863.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQYNiY0h8k9ztZBFAe2kVgf68ZLFKUd79T40Quk5hSXYx0PrG0ldSuAT8QaPQicVEG0Z4hcc9IkdJQZldOJ44RTnXffRrdEqfSc_HU18ldrQS34Z3A55_kH3PZf50xFpZc07My37MxeNI/s1600/1354055433863.jpg" /></a></div>
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<span class="st"> <span style="color: #783f04;">Saya (kiri) bersama Pak Wiwied dan teman-teman</span></span></div>
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<span class="st">Perusahaan C59 memperbolehkan pengunjungnya untuk melihat proses produksi perusahaannya. Tujuan beliau agar dapat berbagi ilmu dan diharapkan dapat bermanfaat membentuk jiwa-jiwa entrepreneur sedini mungkin. </span></div>
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<span class="st">Semoga tulisan ini dapat menjadi bahan referensi liburan yang edukatif untuk Anda :)</span></div>
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Ertiza Auli Alghanihttp://www.blogger.com/profile/04158952295244926260noreply@blogger.com0tag:blogger.com,1999:blog-7334057303580036888.post-76700357363695105022012-11-27T06:55:00.000-08:002012-11-27T06:55:03.747-08:00SOFT SKILL (TRAVEL)<h2 style="color: #38761d; text-align: center;">
Kebun Raya Bogor</h2>
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Bosan dengan kegiatan liburan hanya jalan-jalan ke mall ? atau bingung memilih tempat refreshing? Yuuk.. ikutan saya aja ke Kebun Raya Bogor atau bahasa kerennya tuh Bogor Botanical Garden. Liburan lalu saya bersama teman-teman lingkungan rumah berwisata kesana. Tempatnya sangat sejuk, asri, dan indah sejauh mata memandang.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcxWaDvM_wf1dfelI6e28TWJdkYrFJhrQoqfYdzPf55TImQXmFD-p9SlCBdrzaEhhvA6-rE7x9-vR-YEQ6Njwq1QVWel198zqip0zPfYdkU7PUyWKHwG3S7IKwLcXWWhhLGPLBePqXbsg/s1600/ob-okt-21-keb-rayabogor-6.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="215" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcxWaDvM_wf1dfelI6e28TWJdkYrFJhrQoqfYdzPf55TImQXmFD-p9SlCBdrzaEhhvA6-rE7x9-vR-YEQ6Njwq1QVWel198zqip0zPfYdkU7PUyWKHwG3S7IKwLcXWWhhLGPLBePqXbsg/s320/ob-okt-21-keb-rayabogor-6.jpg" width="320" /></a></div>
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Gambar di atas adalah salah satu taman yang terdapat di Kebun Raya Bogor, namanya Taman Meksiko.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFsCYthkKz92XmJDMOK5OTlwH-L0FrisQ7u47SawKIQ8wKkVxjkR9hjDSaeKk0txfmmM_vEVy8iJrDE7Uo-dwMDXLvVMHCzHqPgvVJyLeQ1ajE9hwGAkxsqiOJeJ-djYEp5hJVE7hXKSc/s1600/02092011108.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFsCYthkKz92XmJDMOK5OTlwH-L0FrisQ7u47SawKIQ8wKkVxjkR9hjDSaeKk0txfmmM_vEVy8iJrDE7Uo-dwMDXLvVMHCzHqPgvVJyLeQ1ajE9hwGAkxsqiOJeJ-djYEp5hJVE7hXKSc/s320/02092011108.jpg" width="320" /></a></div>
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Bukan hanya wisatawan domestik, tetapi wisatawan mancanegara juga banyak yang berkunjung ke Kebun Raya Bogor loh. Di atas adalah foto saya (kedua dari kanan) bersama turis dari Australia.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBQsx1FpTf590MAlvOyCeqiW_QyZNk4hA_euj8nBfzboVf2QuW8fbFh1iD_xc2SsSY9_RVReMUonV00NQ9EigwCoMrkqS4rjHcJSXf0Ude53irT6fr78hjQRxYFCZ3-e_Ocl5dfNm2zKU/s1600/02092011110.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBQsx1FpTf590MAlvOyCeqiW_QyZNk4hA_euj8nBfzboVf2QuW8fbFh1iD_xc2SsSY9_RVReMUonV00NQ9EigwCoMrkqS4rjHcJSXf0Ude53irT6fr78hjQRxYFCZ3-e_Ocl5dfNm2zKU/s320/02092011110.jpg" width="320" /></a></div>
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Di atas adalah foto saya bersama kedua teman saya di area dekat Istana Bogor yang diranumi oleh pohon kelapa. </div>
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Bagaimana Frens? tertarik untuk ikut menikmati sejuk dan asrinya Kebun Raya Bogor? Frens, tiket masuknya relatif murah loh, hanya sekitar Rp 10.000,- / orang, motor Rp 3.000,- mobil Rp 15.000,- untuk anak 1-4 tahun tidak dikenakan biaya. Akses menuju Kebun Raya Bogor pun tidak sulit, karena kendaraan umum tujuan Bogor banyak yang melintasi tempat wisata ini.</div>
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<span style="color: purple;">Semoga tulisan saya bermanfaat untuk bahan referensi berlibur Anda ya, terima kasih :)</span></div>
Ertiza Auli Alghanihttp://www.blogger.com/profile/04158952295244926260noreply@blogger.com0tag:blogger.com,1999:blog-7334057303580036888.post-37655259424622909112012-11-19T03:56:00.002-08:002012-11-19T03:56:29.691-08:00SOFT SKILL (TRAVEL)<div style="color: purple; text-align: justify;">
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<div class="separator" style="clear: both; color: #38761d; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Taman Wisata Mekarsari</span></b></div>
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</div>
<div style="color: purple; text-align: justify;">
</div>
<div class="MsoNormal" style="color: purple; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Jenuh weekend di rumah aja? Saya punya referensi
bagus nih untuk isi waktu liburan. Beberapa waktu lalu, Saya dan teman-teman
sepermainan travel ke Taman Wisata Mekarsari. Tempatnya asyik loh Frens, disana
surga dari segala jenis buah-buahan. Sejauh mata memandang, terbentang taman
nan teduh dan segar. Adem buat pikiran fresh dari kepenatan aktivitas
sehari-hari. Disini juga tersedia outbond dan water park, sangat cocok untuk
wisata keluarga, bersama kawan atau pacar :)</span></div>
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<br /></div>
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</div>
<div class="MsoNormal" style="color: purple; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Sewaktu itu Saya ke sana dengan menggunakan kendaraan
sepeda motor. Berangkat konvoi bersama teman-teman yang lain. Rutenya lebih
mudah, kebetulan kami yang kesana berdomisili di sekitar Kabupaten Bekasi. Kami
lewat jalur alternatif melalui Setu.Namun jangan khawatir, Saya juga menginformasikan rute untuk Frens yang berdomisili di luar Kabupaten Bekasi. Let's see..</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"><br /></span></div>
<div class="separator" style="clear: both; color: purple; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMrTxDM3XLYdsATBt6M8O2YBmU_kjpXIh6tORMDDLRwJ2x3swt0fGzHatrKdiKGst12tK4-mHDQow3XJXU7MJVPd4hBYZDH3MJHqyVQIUZHIR7Fgc-tCIoEyDlDYN8q23wlfgZ08pCqZw/s1600/E.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMrTxDM3XLYdsATBt6M8O2YBmU_kjpXIh6tORMDDLRwJ2x3swt0fGzHatrKdiKGst12tK4-mHDQow3XJXU7MJVPd4hBYZDH3MJHqyVQIUZHIR7Fgc-tCIoEyDlDYN8q23wlfgZ08pCqZw/s320/E.jpg" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCOMCj7AJ5GfEWNoFgyAkukrK16nisGL1Fq_1RE6Bylh1OE209gPy9C_6lYzYjZAmgFzFCh4yTxT0YLayNyGkvWfunHMP4wEl5vi-iz5W0obip_LNhNpTNvq3CLyilittdXAvJkHqeJKM/s1600/N.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCOMCj7AJ5GfEWNoFgyAkukrK16nisGL1Fq_1RE6Bylh1OE209gPy9C_6lYzYjZAmgFzFCh4yTxT0YLayNyGkvWfunHMP4wEl5vi-iz5W0obip_LNhNpTNvq3CLyilittdXAvJkHqeJKM/s320/N.jpg" width="240" /></a></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"> <span style="color: red;">Waterfall Building bersama teman-teman di Taman Wisata Mekarsari</span></span></div>
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<br /></div>
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Mekarsari berlokasi di Cileungsi Bogor, tepatnya di Jalan Cileungsi
menuju Jonggol, untuk mencapai tempat ini ada beberapa alternatif jalur
angkot maupun bis, yang pasti semua angkutan umum yang menuju atau yang
melewati perempatan Cileungsi bisa dipakai untuk berwisata ke taman
wiasta ini.</div>
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1. Dari Kampung Rambutan</div>
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</div>
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-Angkot 121 Jurusan Kp Rambutan-Cileungsi, turun di Perempatan
Cileungsi (dibawah fly over Cileungsi) kemudian dilanjutkan naik angkot
64 Jurusan Jonggol, tidak jauh turun di depan Mekarsari</div>
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</div>
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-Naik bis 3/4 kosub jurusan Kp. Rambutan Jonggol turun di depan Gerbang Mekarsari</div>
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</div>
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2. Dari UKI</div>
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</div>
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<a 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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=7334057303580036888" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=7334057303580036888" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a>-Naik angkot elf coklat no 59 jurusan UKI – Cileungsi,turun di
Perempatan Cileungsi (dibawah fly over Cileungsi) kemudian dilanjutkan
naik angkot 64 Jurusan Jonggol, tidak jauh turun di depan Mekarsari</div>
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" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
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3. Dari Senen</div>
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</div>
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-Naik Bis Besar Metro mini, Jurusan Senen – Cileungsi, turun di
Perempatan Cileungsi (dibawah fly over Cileungsi) kemudian dilanjutkan
naik angkot 64 Jurusan Jonggol, tidak jauh turun di depan Mekarsari</div>
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</div>
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4. Dari Tanjung Priok</div>
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</div>
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-Naik Bis Mayasari Bhakti no 42 Jurusan Tanjung Priuk – Cileungsi,
turun di Perempatan Cileungsi (dibawah fly over Cileungsi) kemudian
dilanjutkan naik angkot 64 Jurusan Jonggol, tidak jauh turun di depan
Mekarsari</div>
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</div>
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5. Dari Pulo Gadung</div>
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</div>
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Naik bis 3/4 kosub jurusan Pulo Gadung Jonggol turun di depan Gerbang Mekarsari</div>
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</div>
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6. Dari Cisalak – Radar Auri, Depok</div>
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</div>
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Naik angkot 79, Jurusan Cisalak – Leuwi Gintung, turun didepan Plaza
Cibubur, dilanjutkan naik Angkot 121 Jurusan Kp Rambutan-Cileungsi,
turun di Perempatan Cileungsi (dibawah fly over Cileungsi) kemudian
dilanjutkan naik angkot 64 Jurusan Jonggol, tidak jauh turun di depan
Mekarsari</div>
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</div>
<div style="color: #38761d; text-align: justify;">
7. Dari Gas Alam Depok</div>
<div style="color: purple; text-align: justify;">
</div>
<div style="color: purple; text-align: justify;">
naik Angkot P01 Jurusan Gas Alam-Cileungsi, turun di Perempatan
Cileungsi (dibawah fly over Cileungsi) kemudian dilanjutkan naik angkot
64 Jurusan Jonggol, tidak jauh turun di depan Mekarsari</div>
<div style="color: purple; text-align: justify;">
</div>
<div style="color: #38761d; text-align: justify;">
8. Dari Terminal Bis Bekasi</div>
<div style="color: purple; text-align: justify;">
</div>
<div style="color: purple; text-align: justify;">
Naik bis 3/4 kosub jurusan Bekasi- Jonggol turun di depan Gerbang Mekarsari</div>
<div style="color: purple; text-align: justify;">
</div>
<div style="color: #38761d; text-align: justify;">
9. Dari Bantar Gebang Bekasi</div>
<div style="color: purple; text-align: justify;">
</div>
<div style="color: purple; text-align: justify;">
Naik angkot 92 jurusan Bantar Gebang – Jonggol turun didepan Gerbang Mekarsari.</div>
<div style="color: purple; text-align: justify;">
</div>
<div style="color: purple; text-align: justify;">
<i>Catatan: Angkot ini jarang yang sampai ke Jonggol, kebanyakan
hanya sampai ke Cileungsi sehingga dari Cileungsi harus nyambung lagi
naik angkot angkot 64 Jurusan Jonggol, tidak jauh turun di depan
Mekarsari.</i></div>
<div style="color: purple; text-align: justify;">
</div>
<div style="color: #38761d; text-align: justify;">
10. Dari Cibinong atau Citeureup</div>
<div style="color: purple; text-align: justify;">
</div>
<div style="color: purple; text-align: justify;">
Naik angkot 64 Jurusan Jonggol, tidak jauh turun di depan Mekarsari.</div>
<div style="color: purple; text-align: justify;">
</div>
<div style="color: purple; text-align: justify;">
<i>Catatan: Angkot ini jarang yang sampai ke Jonggol, kebanyakan
hanya sampai ke Cileungsi sehingga dari Cileungsi harus nyambung lagi
naik angkot angkot 64 Jurusan Jonggol, tidak jauh turun di depan
Mekarsari.</i></div>
<div style="color: purple; text-align: justify;">
</div>
<div style="color: purple; text-align: justify;">
<span style="color: #38761d;">11. Dari Terminal Baranang Siang Bogor</span><i> </i></div>
<div style="color: purple; text-align: justify;">
</div>
<div style="color: purple; text-align: justify;">
Naik Bis 3/4 Kosub<i> </i>jurusan Bogor- Jonggol turun di depan Gerbang Mekarsari</div>
<div style="color: purple; text-align: justify;">
</div>
<div style="color: #38761d; text-align: justify;">
12. Dari Terminal Laladon / Bubulak Bogor</div>
<div style="color: purple; text-align: justify;">
</div>
<div style="color: purple; text-align: justify;">
Naik angkot elf biru jurusan Laladon/Bubulak – Cileungsi, turun di
Perempatan Cileungsi (dibawah fly over Cileungsi) kemudian dilanjutkan
naik angkot 64 Jurusan Jonggol, tidak jauh turun di depan Mekarsari</div>
<div style="color: purple; text-align: justify;">
</div>
<div style="color: #38761d; text-align: justify;">
13. Dari Ciawi – Bogor</div>
<div style="color: purple; text-align: justify;">
</div>
<div style="color: purple; text-align: justify;">
Naik angkot jurusan Ciawi – Cileungsi, turun di Perempatan Cileungsi
(dibawah fly over Cileungsi) kemudian dilanjutkan naik angkot 64 Jurusan
Jonggol, tidak jauh turun di depan Mekarsari</div>
<div style="color: purple; text-align: justify;">
</div>
<div style="color: #38761d; text-align: justify;">
14. Dari Jonggol</div>
<div style="color: purple; text-align: justify;">
</div>
<div style="color: purple; text-align: justify;">
<a 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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=7334057303580036888" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=7334057303580036888" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>Naik angkot 64 menuju Cileungsi / Citeureup / Cibinong, Turun didepan gerbang Mekarsari (Tanpa menyebrang jalan)</div>
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15. Dari Cianjur / Bandung</div>
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Naik bis jurusan Jakarta yang melewati rute Jonggol, Turun didepan gerbang Mekarsari (Tidak perlu menyebrang jalan)</div>
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Semoga postingan Saya bermanfaat dan dapat menjadi bahan referensi liburan Anda :)</div>
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Referensi :</div>
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http://eengsu.wordpress.com</div>
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http://www.mekarsari.com/ </div>
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</span>Ertiza Auli Alghanihttp://www.blogger.com/profile/04158952295244926260noreply@blogger.com0tag:blogger.com,1999:blog-7334057303580036888.post-2236646306066540972012-11-18T18:37:00.000-08:002012-11-18T18:37:06.623-08:00SOFT SKILL (TIPS)<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7Hctocu9NkpY-tZ3wOraQR1oUZzhW6e0bQjlr-adCX0tam2ll8feWWKWEd_ghH8uNmDPTs6R8nOzmNXLxSFN44_hoecKSn83r-IiTdfjcj3EwWxsb29Hm4l3gvK4V87210tfbJrL8sv8/s1600/images.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="77" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7Hctocu9NkpY-tZ3wOraQR1oUZzhW6e0bQjlr-adCX0tam2ll8feWWKWEd_ghH8uNmDPTs6R8nOzmNXLxSFN44_hoecKSn83r-IiTdfjcj3EwWxsb29Hm4l3gvK4V87210tfbJrL8sv8/s320/images.jpeg" width="320" /></a></div>
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<b>Tips Penggunaan Behel</b></h2>
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Dewasa ini tren menggunakan kawat gigi (behel) marak di kalangan remaja terutama di ibukota. Hal ini Saya alami sendiri, baik itu teman main, teman kampus, lingkungan tetangga, dan adik Saya pun menggunakan behel. Padahal sewayahnya memasang behel itu sebagai perawatan untuk kesehatan gigi, tetapi sekarang ini "membooming" menjadi sebuah bagian dari tren fashion. Berikut beberapa tips untuk pembaca yang ingin memasang behel. Semoga bermanfaat :)</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidvKcZZ4NcNfShIKZB_yfGhkCoSl2rQff2KFGQeMqZ3adw22xOApXS7Dr7HxXE30nssOr1WoUg-39HjT95Wl-6fKBE0hlxhbl_q7fQhTwcveQ_3YAU4KhV8YnDhLdMjhaGyOqydXvKdVs/s1600/images1.jpeg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidvKcZZ4NcNfShIKZB_yfGhkCoSl2rQff2KFGQeMqZ3adw22xOApXS7Dr7HxXE30nssOr1WoUg-39HjT95Wl-6fKBE0hlxhbl_q7fQhTwcveQ_3YAU4KhV8YnDhLdMjhaGyOqydXvKdVs/s1600/images1.jpeg" /></a><b style="color: #38761d;">Kegunaan Memasang Behel </b><span style="color: #38761d;"> </span><br style="color: #38761d;" />
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Menurut kalangan dokter gigi, behel sebenarnya ditujukan untuk merapikan
letak dan susunan gigi. Gigi yang menumpuk dan tidak rata dapat
menimbulkan berbagai masalah, diantaranya kebersihan dan bau mulut.
Selain itu, behel dapat bermanfaat untuk memperbaiki mekanisme
mengunyah, pencernaan, pengucapan dalam bertutur, serta memperbaiki
penampilan wajah.<br />
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<b style="color: #38761d;">Pasang Behel Itu Tidak Mudah </b><span style="color: #38761d;"> </span><br />
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Perlu diketahui juga bahwa pemasangan behel tidak semudah bayangan
orang. Karena diperlukan prosedur yang sangat hati-hati, melalui proses
pemeriksaan, foto susunan gigi, hingga membuat cetakan gigi pasien agar
diketahui bagian-bagian yang memang memerlukan perbaikan. Selain itu,
pemasangan behel memang harus dilakukan kepada ahlinya, agar tidak
menimbulkan efek samping.<br />
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<b style="color: #38761d;">Bahaya Memasang Behel </b><span style="color: #38761d;"> </span><br style="color: #38761d;" />
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Bahaya / efek buruk yang muncul setelah memasang behel diantaranya,
kawat gigi bisa merusak posisi gigi.Tulang yang memegang gigi akan rusak
dan bisa membuat gigi goyang. Hal ini merupakan kerugian besar yang
tidak bisa dibayar, karena gigi kalau sudah goyang tidak bisa dicekat
lagi.<br />
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<b style="color: #38761d;">Tips Sebelum Memasang Behel </b><span style="color: #38761d;"> </span><br />
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Hal-hal berikut bisa anda lakukan supaya tidak sembarangan mendapatkan perawatan atau pengobatan gigi yaitu:<br />
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1. Pergilah ke tempat yang diakui yaitu di Puskesmas, rumah sakit
pemerintah atau RSGM, biaya tidak mahal dan jelas bisa di
pertanggungjawabkan mutu serta kualitasnya.<br />
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2. Jangan menganggap pengobatan gigi itu mahal, karena ada yang murah dan terjamin mutunya.<img alt="" class="rg_hi uh_hi" data-height="194" data-width="259" height="194" id="rg_hi" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcStOXLm0JvWSP8epgZNdSOoZAntExzYUrfOb2oR_vIIY0ukUSfkEw" style="height: 194px; width: 259px;" width="259" /><br />
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3. Peliharalah gigi yang sehat tetap sehat, apabila ada kelainan dan
butuh bantuan maka datanglah sedini mungkin dan jangan tunggu sampai
parah seperti gigi berlubang.<br />
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4. Kontrol kesehatan gigi dan mulut setiap 6 bulan sekali.</div>
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Referensi :</div>
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gerry-tk.blogspot.com</div>
<div style="color: purple; text-align: justify;">
<span style="color: #0b5394;">gambar penunjang dari berbagai sumber </span></div>
Ertiza Auli Alghanihttp://www.blogger.com/profile/04158952295244926260noreply@blogger.com0tag:blogger.com,1999:blog-7334057303580036888.post-60832015525757578922012-11-18T07:42:00.001-08:002012-11-18T07:52:40.610-08:00SOFT SKILL (TIPS)<div style="color: purple; text-align: justify;">
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<span style="color: #38761d;">TIPS AWET MUDA</span></h2>
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+pMXu9Wx0ycmVwFOCOBuwPCKREpzSNZZ3ELmlGpHgytzSlb1HCXJEWiIS5A1r1je7t+z2fjGKWRKesxVqfCLqjf4X2c4HDJrL7deq5hceCRQRRv7uhD2Xu/gW7OFWXtR2R5y2jhaONL9OMQZEzKY7xvFsTDqdPYoGndSE/KOK7f2Z2GJmSwXCTToQCPQxl3VjUk8GhUZJKRsN0druQkniI3EhTpTV7O8cg2BOImBnuLXjrOBScqQToBA2vHDCFN5RZyJla8DClgmmtxpbnCCljxcBh00+vlD05Gpry5WvEBKN01g4Psz8XpAhHIooKsz0Du2vCEzUkrBeh9KChgFWVQJOYFw5per8xSGJk0hXAKNBXyiJHRJw0zMkltbcx8w7+UAKo/CrcS94QlrjQA89fV9IbBUlg93ct6DleEOOk8as92F/resASnQcvE10cC763hCka0KcozA8tefGFpmdw2IPA6GEINC3euhHe0IozeDwvPkQkGtWFa9eUNGWXSKFhTlRobKipYSS2Qhw1Cwo3jCGwSVTUuATQADk9Gr+WhArmcsSCKdf6hCwFAJZmUTwqk3fhyhsrVSlS2a4o5qOdLc4Q4ztTAifKyrvdJFWNGpzDxT7p7pHEYzsVuEJ70wj4A1AdMxIEaJQIILkOsM/SzaxYbuY1EmcpfxjKTWlin6jygvYdSnbRlDOz48mC76whcYnjdf7RvZOHShAQgBKUhgBQACK3aywlNSB6Q2reSXxEUczeTCrxKO1W5J7oIOQHio2ERzq6nzuc06TXbYzm9OOTh0qmzSwAoNSdAOccQx2IXiJy5hupTt1sI6V7StmzsZjSZRM1CUgAJ7yc1XCQLm1YRu77MMQFZ5khYAqAWD04PCjJRTa5LGONRXbp7vEd5V8w0tSkbiTKc62fo1CeUCZhDKbOkocVBDBxauv9Q4SzBNa34gxSm3J7lqOMbD0ouQDVm5OBr0hYALgixp+XhsLb+NAIILLVubNHKO2GVc4ER1JL6QIcYl5XIBskqIGjAgJ/qI4lky8xooTCo0d2Jpzo1YdmrCVAiodnv3g4b7wcsEJBZu6oNz4W61iE6CEt+8L8K3F2H5aEZg4zXXQixa3kKw5hVMliS+nH+KwziEMkl3AAzHm4qDoIXcQ9ipTpyi2h4tV/BoWFiwD2sGJfXnCe3dSKXF3pxDHWCwqC4u3e11e7+dIcYObP7pI94AAVpe1Pww3MF3DupujixEOZGnHRwWbQjU9aQ0pXes5BD0OlHD3DQhxYLtUNUp0qCfRoGKckFJAs5GnlBTyApLe6xJvxDfOFuElmYcdH/C0OICkkVNQPdPMA6aQkygQnQFy7/OBMm2DGpNj614tCZ8ssro/mCwHj+GEJAkFi9yQH8HaniInbJ3fE+ZlAASO8rW5LjrekQpKfh94AAjmW9WjoewNmdhJSD7xqo2qftE1Cn4kvIguKvhx25HdnbJlSE5ZaQOdyepiWRCoKCbSSwgRlt5ZXbU2amYkpUAQeMc42ns5WEmBwVSSWBeqOAPEPrHVJgjL72IHYrcOMp+UQTipLDLFKo4vYyivepqHhSE3u5Dvx4RC2YSZaKkkpqeRFuUSpDsAK01vFHgKchpAb3z+eECFlR4fKDhxhMtICkqcVUwGhBdyP8q14NDswnNlFsxfgwDloC0igIqHKXszVLcbwqcO67dTZgaeOkQHZHw6SSpQt6sGD/OsHN7yXNiD3XvoB0sYdVLYXdgeealD1eE4GWcgzmoAH54whg1OnK9Q4HNgHILaPC5ZABA5UvT+/lCFEAVZmN+J08oTLDJKU3LAPWvE8YQhZkV5O3OmsBThZU9gAPE18oVLUADqzPxHE+P1hCp4arCnF6vCHEkAE868Hozcg9WhyYGTfMOfL8fxgpoGZKq8LeLdYaQg5k143YM4evoIccOe6QF3AAcaVarecKmh9BVqfYwTuK0DNyccDweEy5g95nIA0qxuH4wwiw2RKCsSgaZx9Hjo0YLdfZilzUrDsgglTU1LA6mwjeAwStNotsF3jzNIMwUAwTxYbKYmYYw+/uNyySke8pkgczSNbtHHploKlEAAXMcw2hjVYjEdoXyhwgWv+8/QcIgqS0ot0KbkwpSSAwelOugh+R1vT88YaloY61vz1oYVbqNYpBIkHPx9BAhnteZ84EOMS8QcyqNqDyZn8NIUE1qKGn58vGGZQqolwLs7gf3BGezEN3qN0P8AXmIgZ0CSlhYBgzchYegg0qZgeD9PzWEOVIIS+cnK50I/Gg5j3AJdgwvzNebQhwm/aoULM1B0hcpTBVHDvfyhslyMos70YkC9fH0hy4U1XGvLWEICy4UOIFRf+eHnA7Mh2qEuSKA1GjiGpFECpYmpDA1P5WH5bKJtw6feEISpJFBfK/ysOMJm96UpwxCWHEUFIeUtLgakPXyhKUgKqMr1AejCkOIXs3DdqUIJyBVCS59OZi52bujM7U9oMqRqCDmY6DR4j7sbOWqYksSlKnc2YVvqY3kXaFFTWZFG4ryg9MWNyZCUJCUgACwELg4KLrWAcEqI092pEowzMERs7ic03tmTBiEBZeWqw0zc+NIhpuW0s9L9I0G/+G/QUoUKe8DwKaxn0kliGGulminWW+QnbyzHA81qfZ+LwRT87dYJKqDUOW50t9IcHACsREwjIOfrBQnIfiPlBw4ibMPfSNCSD0AENzEd4k1yJLeJDwIEQs6QlQAIAA7yg/lDs6U4ueDaUq/WBAhhxhBdKuoHg4gLVQfn7YECEx0C6wHIcKtyygQ6/e0uR5FoKBDjDmFRnXXXLbTNQtG+wuwpKGIQCeJqYKBF21inlso3kmsJMsAlrQcCBF4HAgQUCH7CAYbXAgREzpGL39P/AI6+YjM4RAy+A9IECKlcJW3ukgyx84AVAgRAWQGeeUCBAjo4P//Z" 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" 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<a href="http://www.blogger.com/blogger.g?blogID=7334057303580036888" style="margin-left: 1em; margin-right: 1em;"></a></div>
<a href="http://farm5.static.flickr.com/4035/4455684542_8f159fb9cf.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="awet muda" border="0" height="224" src="http://farm5.static.flickr.com/4035/4455684542_8f159fb9cf.jpg" width="320" /></a>Setiap orang pasti ingin terlihat selalu cantik, tampan dan awet muda.
Namun, kita harus sadar bahwamenjadi tua adalah suatu proses alamiah
yang tidak mungkin dapat dihindari.<br />
<br />
Namun bukan berarti bahwa
penuaan tidak bisa dicegah. Ada beberapa tips sederhana yang mungkin
bisa Anda ikuti agar penuaan tidak terjadi secara dini sehingga Anda
selalu tampak awet muda. Tips sederhana ini diungkapkan oleh managing
editor rubrik kesehatan Fox News, Dr Manny Alvarez, berikut ini: <br />
<div style="color: #38761d;">
<b><br />1. Selalu memakai tabir surya</b></div>
<br /> <br />
Memakai
tabir surya setiap harikan mengurangi efek berbahaya dari paparan
sinar matahari terhadap kulit Anda. Senantiasa menjaga kulit tetap
sehat, akan membuat penampilan Anda terlihat lebih awet muda.<br />
<br />
Gunakan
produk tabir surya yang memberikan perlindungan terhadap kulit Anda
dari sinar UVA dan UVB. Hal ini untuk memastikan Anda terhindar dari
risiko kanker kulit dan penuaan.<img alt="" class="rg_hi uh_hi" data-height="180" data-width="162" height="180" id="rg_hi" src="data:image/jpeg;base64,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" style="height: 180px; width: 162px;" width="162" /><br />
<b><br /> </b></div>
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<b style="color: #38761d;">2. Diet mediterania</b> adalah pola makan dengan mengonsumsi ikan, minyak zaitun,
kacang-kacangan, <a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcRJYgMrogdC6Btlcxy1Jbq0dNjgjKzWVHc08Du-vVemVNPLaJUD" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" class="rg_hi uh_hi" data-height="194" data-width="259" height="149" id="rg_hi" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcRJYgMrogdC6Btlcxy1Jbq0dNjgjKzWVHc08Du-vVemVNPLaJUD" style="height: 194px; width: 259px;" width="200" /></a>sayuran dan buah-buahan. Beberapa penelitian bahwa
telah menunjukkan manfaat dari pola diet ini dalam memperlambat penuaan
pikiran/otak. Diet mediterania juga terkait dengan rendahnya risiko
penyakit jantung, diabetes dan kanker tertentu.<br />
<br />
<br />
<br />
<br />
<br />
<div style="color: #38761d;">
<b><br />3. Melatih otak</b></div>
<br />
Sama
seperti organ tubuh manusia lainnya, otak juga perlu dilatih agar terus
terjaga kesehatannya. Banyak cara untuk melatih otak tetap awet muda,
misalnya, bermain teka-teki silang atau membaca buku. Namun, jangan lupa
untuk tetap melakukan beberapa aktivitas fisik di sela-sela kesibukkan
Anda.<img alt="" class="rg_hi uh_hi" data-height="225" data-width="225" height="225" id="rg_hi" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQpCqNRvc38LdcjnMp-U-aWqAYqEVPpPnx1EcVW4wi6wtGVb3X2xQ" style="cursor: move; height: 225px; width: 225px;" width="225" /><br />
<b><br /><span style="color: #38761d;">4. Mengurangi stres</span></b><br />
<br />
Sering merasa
cemas atau khawatir yang berlebihan akan mempercepat munculnya
tanda-tanda penuaan. Jika Anda stres, Anda akan terlihat jauh lebih tua.<br />
<br />
Hal
itu setidaknya dibuktikan secara ilmiah lewat temuan para ahli di
Boston Brigham and Women Hospital . Mereka melakukan analisa sampel
darah yang diambil dari 5.243 perawat berusia paruh baya. Mereka
menemukan bahwa wanita yang memiliki kecemasan pada level tertinggi,
secara signifikan memiliki telomere lebih pendek.<br />
<br />
Telomere adalah
sekuens DNA yang terdapat pada ujung kromosom yang menjaga DNA dari
penguraian. Memendek atau rusaknya telemore ditentukan dari seberapa
banyak sel bisa membelah. Telomeres yang lebih pendek dianggap sebagai
tanda penuaan dipercepat.<img alt="" class="rg_hi uh_hi" data-height="222" data-width="227" height="222" id="rg_hi" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSLeF7dcVhYMj_pmzHlONm3E--fQTGHMBQMWUjcVJsNhEkiSB7-" style="height: 222px; width: 227px;" width="227" /></div>
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<a href="http://www.blogger.com/blogger.g?blogID=7334057303580036888" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
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<b>5. Cukup Tidur</b></div>
<div style="color: purple; text-align: justify;">
<br /></div>
<div style="color: purple; text-align: justify;">
<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTexQxe3ss_-BmnEXIXhtiRYdpegqDjCyhnOJf4Fd4s9wF-zTQgFA" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" class="rg_hi uh_hi" data-height="224" data-width="225" height="199" id="rg_hi" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTexQxe3ss_-BmnEXIXhtiRYdpegqDjCyhnOJf4Fd4s9wF-zTQgFA" style="height: 224px; width: 225px;" width="200" /></a>Sebuah penelitian yang dilakukan oleh Universitas Medis Chicago
menemukan bahwa mempersingkat durasi tidur anda dari 8 jam menjadi 4 jam
akan mempengaruhi kadar glukosa dan funsi endokrin anda kurang dari 1
minggu. Perubahan ini akan nampak seperti tahap awal jika anda terkena
diabetes. Para peneliti juga menyimpulkan bahwa kekurangan tidur bukan
hanya menyebabkan anda memiliki awal yang kurang prima setiap harinya,
namun anda juga akan menjadi rawan terhadap beberapa penyaklit seperti
diabetes, hipertensi, obesitas dan hilang ingatan.</div>
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<b>6. Berolahraga</b></div>
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<a 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style="height: 225px; width: 225px;" width="225" /></a>James M. Rippe, M.D merupakan seorang penulis ternama, cardiolog
terkemuka, dan pendiri Rippe Lifestyle Institute. Ia menjelaskan bahwa
jika anda melihat seluruh hal-hal berisiko tinggi yang menyebabkan
kematian, satu hal yang paling mudah diprediksi adalah kesehatan anda.
Sebagai tambahan, seorang berusia lanjut yang memiliki kesehatan jantung
yang baik jauh lebih sehat dibandingkan dengan seseorang yang berusia
muda namun tidak aktif secara fisik. Dengan meningkatkan aktivitas fisik
anda, anda bisa memutar kembali jam biologis anda.</div>
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<div style="color: #0b5394; text-align: justify;">
Referensi :</div>
<div style="color: #cc0000; text-align: justify;">
www.kompas.com</div>
<div style="color: #cc0000; text-align: justify;">
www.akuinginsukses.com</div>
<div style="color: #cc0000; text-align: justify;">
gambar penunjang dari berbagai sumber </div>
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<br /></div>
Ertiza Auli Alghanihttp://www.blogger.com/profile/04158952295244926260noreply@blogger.com0tag:blogger.com,1999:blog-7334057303580036888.post-80020326146001022922012-11-18T06:02:00.001-08:002012-11-18T06:02:48.706-08:00SOFT SKILL (kuliner)<!--[if gte mso 9]><xml>
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<br />
<h2 align="center" class="MsoNormal" style="color: purple; line-height: 150%; text-align: center;">
<b><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Beefy Rica-Rica ala Ertiza</span></b></h2>
<div class="MsoNormal" style="color: purple; line-height: 150%; text-align: justify; text-indent: 36pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Kebetulan sewaktu lebaran Idul Adha
melimpah daging sapi, karena jenuh dengan olahan sop atau sate, Saya mencoba
menu kuliner lain. Dengan dibantu resep dari Mama, saya mencoba memasaknya
dengan olahan tangan saya sendiri. Berikut<span style="mso-spacerun: yes;">
</span>ini bahan-bahan dan langkah – langkah memasaknya. </span></div>
<div class="MsoNormal" style="color: purple; line-height: 150%;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Bahan-bahan
:</span></div>
<ul style="color: purple;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqhoXpUYOFrmiAMAcPD8IM6ybtJ8S-p-SS8zHc3W7MtKTUVfQY6sS1b02M9HCMeN98JPHRSGdHVm57nfgDzFK9H9TYuQ0zSlAYj8kPIm_P1CTKSwaQ57GOZ9I3BgCwkjIFPo1Ol50p6_w/s1600/2012-10-30+16.07.03.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqhoXpUYOFrmiAMAcPD8IM6ybtJ8S-p-SS8zHc3W7MtKTUVfQY6sS1b02M9HCMeN98JPHRSGdHVm57nfgDzFK9H9TYuQ0zSlAYj8kPIm_P1CTKSwaQ57GOZ9I3BgCwkjIFPo1Ol50p6_w/s200/2012-10-30+16.07.03.jpg" width="150" /></a>
<li><span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">5
buah bawang putih </span></li>
<li><span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">1
buah bawang bombay</span></li>
<li><span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">2
buah paprika hijau</span></li>
<li><span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">½ kg
daging sapi segar</span></li>
<li><span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">1
sdm garam</span></li>
<li><span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">½
sdm penyedap rasa</span></li>
<li><span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">5
sdm kecap manis</span></li>
<li><span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">1
sdm gula</span></li>
<li><span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">1
sdm merica bubuk</span></li>
<li><span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">5
sdm minyak sayur</span></li>
<li><span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">100ml
air</span></li>
<li><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 150%;">Tomat secukupnya </span></li>
</ul>
<div class="MsoNormal" style="color: purple; line-height: 150%;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Cara
membuat :</span></div>
<ol style="color: purple;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsBGihYD0BofZ8bRg_LUu4F1mONjPQbGR9-f_RokOhsbKXhtyk5yfwAwvYd67ndVj-ctbaMypf1KCs5LXDY4mqGizt6-5SMIawbTyg7K3HyLCk4bp_-1kkfeenqPH4Gtu0esEKHBgccwo/s1600/2012-10-30+17.17.46.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsBGihYD0BofZ8bRg_LUu4F1mONjPQbGR9-f_RokOhsbKXhtyk5yfwAwvYd67ndVj-ctbaMypf1KCs5LXDY4mqGizt6-5SMIawbTyg7K3HyLCk4bp_-1kkfeenqPH4Gtu0esEKHBgccwo/s200/2012-10-30+17.17.46.jpg" width="200" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibv9FcJBjgkqEjzfR3tcENxM5wWPEJFZ3S86a8Dicjg6tlesOSHylwkpVssva-JRk_XxlPo4W0lLpH7dFBDIdw-4c12AParmoczSlJSuSyqLcQnZY1O4y-AZtlA2Cc8ElGN3F21mWBH5E/s1600/2012-10-30+18.29.53.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibv9FcJBjgkqEjzfR3tcENxM5wWPEJFZ3S86a8Dicjg6tlesOSHylwkpVssva-JRk_XxlPo4W0lLpH7dFBDIdw-4c12AParmoczSlJSuSyqLcQnZY1O4y-AZtlA2Cc8ElGN3F21mWBH5E/s200/2012-10-30+18.29.53.jpg" width="150" /></a>
<li><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;"></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Potong daging sapi yang telah dicuci
tipis memanjang </span></li>
<li><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;"></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Iris tipis bawang bombay, potong
persegi paprika hijau</span></li>
<li><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;"></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Pipihkan bawang putih tersebut kemudian
taruh dalam wajan yang telah dipanaskan sebelumnya dengan minyak sayur</span></li>
<li><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Setelah bawang putih sayu dan wangi,
tuangkan daging yang telah dipotong kedalamnya</span></li>
<li><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Setelah bawang sudah menyerap ke
daging, tuangkan bawang bombay dan paprika hijaunya</span></li>
<li><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;"></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Masukkan semua bumbu yang tersebut di
atas yaitu, garam, penyedap rasa,<span style="mso-spacerun: yes;"> </span>merica,
kecap manis. Jangan lupa tambahkan garam dan air sebagai pengikat rasa</span></li>
<li><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;"></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Aduk hingga semua bumbu merata dan
menyerap ke daging</span></li>
<li><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;"></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Masak dengan api sedang, tidak terlalu
besar agar matang merata</span></li>
<li><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;"></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Setelah daging berwarna kecoklatan dan
semua bahan telah meresap, matikan api dan tuangkan masakan ke dalam wadah saji</span></li>
<li><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;"></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Tambahkan tomat sebagai garnish</span></li>
<li><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;"></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Beffy Rica-Rica ala Ertiza, siap untuk
dinikmati. Selamat mencoba </span><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-ascii-font-family: "Book Antiqua"; mso-bidi-font-family: "Times New Roman"; mso-char-type: symbol; mso-hansi-font-family: "Book Antiqua"; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">:)</span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";"> </span></li>
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Ertiza Auli Alghanihttp://www.blogger.com/profile/04158952295244926260noreply@blogger.com0tag:blogger.com,1999:blog-7334057303580036888.post-83138411580851917132012-11-04T23:03:00.002-08:002012-11-04T23:47:42.418-08:00PENGANTAR BASIS DATA<!--[if !mso]>
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<span style="font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt;">Data</span></div>
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<span style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt;">Fakta dari berbagai sumber di dunia nyata (real world).</span></div>
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</span></span></span><span style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt;">Menyangkut entitas nyata / abstrak </span></div>
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</span></span></span><span style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt;">Bersifat kualitatif, kuantitatif, internal dan eksternal</span></div>
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<br /></div>
<div class="MsoNormal" style="color: #bf9000; line-height: normal; margin-bottom: 0cm;">
<span style="font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt;">Basis Data</span></div>
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<span style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt;">Kumpulan terpadu dari berkas data (integrated collection of
data) yang memiliki kaitan satu dengan yang lainnya, dan dibuat untuk memenuhi
kepentingan banyak pemakai pada suatu organisasi.</span></div>
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<br /></div>
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<span style="font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt;">Informasi</span></div>
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<span style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt;">Data yang diorganisasikan, disimpan, diolah, mempunyai arti
tertentu dan dapat dipakai untuk proses pengambilan keputusan.</span></div>
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<br /></div>
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<span style="font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt;">Database Management System (DBMS)</span></div>
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<span style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt;">Paket perangkat lunak yang digunakan untuk pembuatan dan
pemeliharaan basis data.</span></div>
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<span style="font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt;">Sistem Basis <span style="color: #bf9000;">Data</span></span></div>
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<span style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt;">Sekumpulan basis data dengan para pemakai yang menggunakan basis
data secara bersama-sama, perancang dan pengelola basis data, serta system yang
mendukungnya.</span></div>
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<br /></div>
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<span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Basis data menyediakan fasilitas atau
memudahkan dalam memproduksi informasi yang digunakan oleh pemakai untuk
mendukung pengambilan keputusan. Hal inilah yang menjadikan alasan dari
penggunaan tehnologi basis data pada saat sekarang (dunia bisnis).<span style="mso-spacerun: yes;"> </span></span><span style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%;"></span></div>
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</div>
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<a href="http://www.blogger.com/blogger.g?blogID=7334057303580036888" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.blogger.com/blogger.g?blogID=7334057303580036888" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.blogger.com/blogger.g?blogID=7334057303580036888" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
<span style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%;"></span><b style="mso-bidi-font-weight: normal;"><span style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%;"></span></b><span style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt;">Berikut ini
merupakan alasan dari penggunaan <i>database</i>: <span style="mso-spacerun: yes;"> </span></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPCMAyvuB0qPM8R0qAq2tcPOBS9ss1BRftanjnFEHggZVfYa6lv6F8EgZIeGWbCrIPh49HxKLXblUYSXc15fo-gieugbrr7Ul3Fsvp8JG8UDFAsW0OEXo9ph_HlvlGfWQQi1bHktcy4xQ/s1600/comparedbms.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPCMAyvuB0qPM8R0qAq2tcPOBS9ss1BRftanjnFEHggZVfYa6lv6F8EgZIeGWbCrIPh49HxKLXblUYSXc15fo-gieugbrr7Ul3Fsvp8JG8UDFAsW0OEXo9ph_HlvlGfWQQi1bHktcy4xQ/s1600/comparedbms.bmp" /></a></div>
<span style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14pt;"> </span></div>
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<div style="color: #bf9000;">
<span lang="IN" style="font-family: "Arial Unicode MS","sans-serif"; font-size: 14pt; line-height: 150%;"><span style="color: #cc0000;">Ilustrasi Sistem Manajemen Tradisional dan DataBase Management System </span></span></div>
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<div style="color: #bf9000;">
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<span style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt;"></span></div>
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</div>
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<b><span lang="IN" style="font-family: "Arial Unicode MS","sans-serif"; font-size: 14pt; line-height: 150%;">Istilah - Istilah Dasar Basis Data</span></b>
</div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Enterprise</span></b></div>
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<span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Suatu bentuk organisasi seperti: bank,
universitas, rumah sakit, pabrik, dsb.</span></div>
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<span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Data yang disimpan dalai basis data
merupakan data operasional dari suatu enterprise.</span></div>
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<span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Contoh data operasional : data keuangan,
data mahasiswa, data pasien</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Entitas</span></b></div>
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<span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Suatu obyek yang dapat dibedakan dari
lainnya yang dapat diwujudkan dalai basis data.</span></div>
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<span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Contoh Entitas dalam lingkungan bank
terdiri dari : Nasabah, Simpanan, Hipotik</span></div>
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<span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Contoh Entitas dalam lingkungan universitas
terdiri dari : Mahasiswa, mata kuliah</span></div>
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<span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Kumpulan dari entitas disebut <b style="mso-bidi-font-weight: normal;">Himpunan Entitas</b></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Contoh :</span></b><span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;"> semua nasabah, semua mahasiswa</span></div>
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<br /></div>
<div class="MsoNormal" style="color: #bf9000; line-height: 150%; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Atribut ( Elemen Data )</span></b></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0cm; text-align: justify;">
<span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Karakteristik dari suatu entitas.</span></div>
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<span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Contoh : Entitas Mahasiswa atributnya
terdiri dari Npm, Nama, Alamat, Tanggal lahir.</span></div>
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<br /></div>
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<br /></div>
<div class="MsoNormal" style="color: #bf9000; line-height: 150%; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Nilai Data ( Data Value )</span></b></div>
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<span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Isi data / informasi yang tercakup dalai
setiap elemen data. </span></div>
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<span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Contoh Atribut Nama Mahasiswa dapat berisi
Nilai Data : Diana, Sulaeman, Lina</span></div>
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<br /></div>
<div class="MsoNormal" style="color: #bf9000; line-height: 150%; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Kunci Elemen Data ( <i style="mso-bidi-font-style: normal;">Key
Data Element </i>)</span></b></div>
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<span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Tanda pengenal yang secara unik
mengidentifikasikan entitas dari suatu kumpulan entitas.</span></div>
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<span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Contoh Entitas Mahasiswa yang mempunyai
atribut-atribut npm, nama, alamat, tanggal lahir menggunakan Kunci Elemen Data
npm.</span></div>
<div class="MsoNormal" style="color: #bf9000; line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="color: #bf9000; line-height: 150%; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Record Data</span></b></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0cm; text-align: justify;">
<span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Kumpulan Isi Elemen data yang saling
berhubungan.</span></div>
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<span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Contoh : kumpulan atribut npm, nama,
alamat, tanggal lahir dari Entitas Mahasiswa berisikan : "10200123",
"Sulaeman", "Jl. Sirsak 28 Jakarta", "8 Maret
1983".</span></div>
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<br /></div>
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<br /></div>
<div class="MsoNormal" style="color: #cc0000; line-height: 150%; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Pengguna Basis Data</span></b></div>
<div class="MsoNormal" style="color: #bf9000; line-height: 150%; text-align: justify;">
<span lang="IN" style="font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">System Engineer</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0cm; text-align: justify;">
<span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Tenaga ahli yang bertanggung jawab atas
pemasangan Sistem Basis Data, dan juga mengadakan peningkatan dan melaporkan
kesalahan dari sistem tersebut kepada pihak penjual</span></div>
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<br /></div>
<div class="MsoNormal" style="color: #bf9000; line-height: 150%; text-align: justify;">
<span lang="IN" style="font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Database Administrator (DBA)</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0cm; text-align: justify;">
<span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Tenaga ahli yang mempunyai tugas untuk
mengontrol sistem basis data secara keseluruhan, meramalkan kebutuhan akan
sistem basis data, merencanakannya dan mengaturnya.</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0cm; text-align: justify;">
<span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Tugas DBA :</span></div>
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<span lang="IN" style="color: #7030a0; font-family: Symbol; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Mengontrol DBMS dan software-software</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 lfo4; tab-stops: 0cm list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="color: #7030a0; font-family: Symbol; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Memonitor siapa yang mengakses basis data</span></div>
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<span lang="IN" style="color: #7030a0; font-family: Symbol; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Mengatur pemakaian basis data</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 lfo4; tab-stops: 0cm list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="color: #7030a0; font-family: Symbol; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Memeriksa security, integrity, recovery dan concurency</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0cm; text-align: justify;">
<span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Program Utility yang digunakan oleh
DBA<span style="mso-spacerun: yes;"> </span>:</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level2 lfo4; tab-stops: 0cm 36.0pt 180.0pt 189.0pt; text-align: justify; text-indent: -14.15pt;">
<span lang="IN" style="color: #7030a0; font-family: "Courier New"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Loading Routines<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 21.3pt; tab-stops: 0cm 36.0pt 180.0pt 189.0pt; text-align: justify;">
<span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;"><span style="mso-tab-count: 1;"> </span>Membangun versi
utama dari database</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level2 lfo4; tab-stops: 0cm 36.0pt 180.0pt 189.0pt; text-align: justify; text-indent: -14.15pt;">
<span lang="IN" style="color: #7030a0; font-family: "Courier New"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Reorganization Routines<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 21.3pt; tab-stops: 0cm 36.0pt 180.0pt 189.0pt; text-align: justify;">
<span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;"><span style="mso-tab-count: 1;"> </span>Mengatur /
mengorganisasikan kembali database</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level2 lfo4; tab-stops: 0cm 36.0pt 180.0pt 189.0pt; text-align: justify; text-indent: -14.15pt;">
<span lang="IN" style="color: #7030a0; font-family: "Courier New"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Journaling Routines<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 21.3pt; tab-stops: 0cm 36.0pt 180.0pt 189.0pt; text-align: justify;">
<span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>Mencatat semua operasi pemakaian database</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level2 lfo4; tab-stops: 0cm 36.0pt 180.0pt 189.0pt; text-align: justify; text-indent: -14.15pt;">
<span lang="IN" style="color: #7030a0; font-family: "Courier New"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Recovery Routines<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 21.3pt; tab-stops: 0cm 36.0pt 180.0pt 189.0pt; text-align: justify;">
<span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;"><span style="mso-tab-count: 1;"> </span>Menempatkan
kembali data, sebelum terjadinya kerusakan </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level2 lfo4; tab-stops: 0cm 36.0pt 180.0pt 189.0pt; text-align: justify; text-indent: -14.15pt;">
<span lang="IN" style="color: #7030a0; font-family: "Courier New"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Statistical Analysis Routines<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 21.3pt; tab-stops: 0cm 36.0pt 180.0pt 189.0pt; text-align: justify;">
<span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;"><span style="mso-tab-count: 1;"> </span>Membantu
memonitor kehandalan sistem</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="color: #bf9000; line-height: 150%; text-align: justify;">
<b><span lang="IN" style="font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Pemakai Akhir</span></b></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0cm; text-align: justify;">
<span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Ada beberapa jenis/tipe pemakai terhadap
suatu sistem basis data yang dapat dibedakan berdasarkan cara mereka
berinteraksi terhadap sistem :</span></div>
<div class="MsoNormal" style="color: #bf9000; line-height: 150%; text-align: justify;">
<span lang="IN" style="font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Programmer aplikasi</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify;">
<span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Pemakai yang berinteraksi dengan basis data
melalui <i style="mso-bidi-font-style: normal;">Data Manipulation Language</i>
(DML), yang disertakan (<i style="mso-bidi-font-style: normal;">embedded</i>)
dalai program yang ditulis dalai bahasa pemrograman induk (seperti C, pascal,
cobol, dll)</span></div>
<div class="MsoNormal" style="color: #bf9000; line-height: 150%; text-align: justify;">
<span lang="IN" style="font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">User Mahir (<i style="mso-bidi-font-style: normal;">Casual
User</i>)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify;">
<span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Pemakai yang berinteraksi dengan sistem
tanpa menulis modul program. Mereka menyatakan <i style="mso-bidi-font-style: normal;">query </i>(untuk akses data) dengan bahasa <i style="mso-bidi-font-style: normal;">query</i> yang telah disediakan oleh suatu DBMS</span></div>
<div class="MsoNormal" style="color: #bf9000; line-height: 150%; text-align: justify;">
<span lang="IN" style="font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">User Umum (<i style="mso-bidi-font-style: normal;">End
User/Naïve User</i>)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify;">
<span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Pemakai yang berinteraksi dengan sistem
basis data melalui pemanggilan satu program aplikasi permanen (<i style="mso-bidi-font-style: normal;">executable program</i>) yang telah
ditulis/disediakan sebelumnya</span></div>
<div class="MsoNormal" style="color: #bf9000; line-height: 150%; text-align: justify;">
<span lang="IN" style="font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">User Khusus (<i style="mso-bidi-font-style: normal;">Specialized/Sophisticated
User</i>)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify;">
<span lang="IN" style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN;">Pemakai yang menulis aplikasi basis data
non konvensional, tetapi untuk keperluan-keperluan khusus seperti aplikasi AI,
Sistem Pakar, Pengolahan Citra,dll, yang bisa saja mengakses basis data
dengan/tanpa DBMS yang bersangkutan.</span></div>
</div>
<span style="color: #7030a0; font-family: "Arial Unicode MS","sans-serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-language: EN-US;"><br clear="all" style="mso-break-type: section-break; page-break-before: always;" />
</span>
<br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<br />
<br />
<br />
<br />
<div style="color: #990000;">
<b><span style="font-family: "Arial Unicode MS","sans-serif"; font-size: small;">Referensi:</span></b></div>
<div style="color: #660000;">
<span style="font-family: "Arial Unicode MS","sans-serif"; font-size: small;">http://ocw.ui.ac.id/materials/12.01_FASILKOM/IKI20430-Basis_Data_1/modul_1_-_pengantar_basis_data.pdf</span></div>
<div style="color: #660000;">
<span style="font-family: "Arial Unicode MS","sans-serif"; font-size: small;">http://ict.binus.edu/metamorph/file/research/JournalDBERP.pdf</span></div>
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<![endif]--><cite style="color: #660000;"></cite><span style="font-size: small;"><cite style="color: #660000;">untungkalimantoro.files.wordpress.com</cite></span><cite></cite>
Ertiza Auli Alghanihttp://www.blogger.com/profile/04158952295244926260noreply@blogger.com0tag:blogger.com,1999:blog-7334057303580036888.post-10381225745090897432012-11-04T05:56:00.000-08:002012-11-29T06:04:38.875-08:00SOFT SKILL (TRAVEL)<h2 style="color: #38761d;">
Berkunjung ke Rumah Produksi Tahu Susu Lembang</h2>
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<div style="color: purple; text-align: justify;">
Masih di Bandung lagi..</div>
<div style="color: purple; text-align: justify;">
Frens, bagi Anda penggemar tahu, pasti sudah tak asing dengan tempat wisata kuliner Pusat Orang Makan Tahu (POM) Tahu Susu Lembang. Sesuai dengan namanya, tempat wisata ini berada di Lembang, Jawa Barat. Disana tidak hanya menjual tahu, tetapi membuka proses pembuatan tahu susu untuk umum. Jadi para pengunjung dapat melihat langsung proses produksinya dari kacang kedelai sampai menjadi tahu.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVLT1tdLRDWg9U8a8v6kdsUkpK4mzHOoIeV3SBpx-j3Ku6Ugz_dN1qsf87_r8CiqOPgtheavbn-99AdTbvteNoa7YILmp9-K3phwRsKENGsRluTv4U6Jn6N4ieIAJLbg7Hbq2HIJRDVY0/s1600/1354055371734.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVLT1tdLRDWg9U8a8v6kdsUkpK4mzHOoIeV3SBpx-j3Ku6Ugz_dN1qsf87_r8CiqOPgtheavbn-99AdTbvteNoa7YILmp9-K3phwRsKENGsRluTv4U6Jn6N4ieIAJLbg7Hbq2HIJRDVY0/s1600/1354055371734.jpg" /></a></div>
<div style="color: #7f6000; text-align: center;">
Tampak depan Rumah Produksi Tahu Susu Lembang</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyOaqFtQI5vEKdpfwyWM5nkoo450ahTO03p7fXatZtUv3_wjkESDNa1K_da0UWqFVmNreJNL8PIQNztf35Lvqol6CFxqdevSxlMmev8CxG5DcNWziNqoR4XGGhg3h_69bP99-bLsZJukQ/s1600/1354055487681.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyOaqFtQI5vEKdpfwyWM5nkoo450ahTO03p7fXatZtUv3_wjkESDNa1K_da0UWqFVmNreJNL8PIQNztf35Lvqol6CFxqdevSxlMmev8CxG5DcNWziNqoR4XGGhg3h_69bP99-bLsZJukQ/s1600/1354055487681.jpg" /></a></div>
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Bahan baku tahu susu </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh54_iDz3e8RNz6kfDTtU00bpq9UuJmzm7vZZ6RIsXpv5zZa4r34njT3PGZZNaoRDSb6yozTNPElhyphenhypheniR7i_d_c18NZUKaqru1PKS9-yU5VbuoQfgHAvDjqEfbY7KxvfloZyDr3MTkkVslg/s1600/1354055459031.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh54_iDz3e8RNz6kfDTtU00bpq9UuJmzm7vZZ6RIsXpv5zZa4r34njT3PGZZNaoRDSb6yozTNPElhyphenhypheniR7i_d_c18NZUKaqru1PKS9-yU5VbuoQfgHAvDjqEfbY7KxvfloZyDr3MTkkVslg/s1600/1354055459031.jpg" /></a></div>
<div style="color: #7f6000; text-align: center;">
Proses pengolahan tahu susu</div>
<div style="color: #7f6000; text-align: center;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSDQpHqSrt0QayTWBA8O0s-Q2ayj56juIyIGJB3yjRBhR5UWwDFZ2aVrFc_mWKrLoO6IVyosEY1dv3PqZlOGX-VH4NbGxA0OPMoB4T9-ugy1vKrL7YiRJolR0zP8txprQVcXS9qo4tJwc/s1600/1354055490512.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSDQpHqSrt0QayTWBA8O0s-Q2ayj56juIyIGJB3yjRBhR5UWwDFZ2aVrFc_mWKrLoO6IVyosEY1dv3PqZlOGX-VH4NbGxA0OPMoB4T9-ugy1vKrL7YiRJolR0zP8txprQVcXS9qo4tJwc/s1600/1354055490512.jpg" /></a></div>
<div style="color: #7f6000; text-align: center;">
Toko-toko yang menjual aneka panganan dari tahu</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbtcYsS_3zMK4rVvd2anG-QdA2UHC5otf7bjlJB7OcpQrp2dAEkZE3Da4wUY8Dg_sqBeG8-r7cWxKL38OtOiTAW1x3Y8g-znMRVXIeXQcRsIpR6a6Q7V7JMks2BRmK41mXWG56P95uf4c/s1600/1354055500268.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbtcYsS_3zMK4rVvd2anG-QdA2UHC5otf7bjlJB7OcpQrp2dAEkZE3Da4wUY8Dg_sqBeG8-r7cWxKL38OtOiTAW1x3Y8g-znMRVXIeXQcRsIpR6a6Q7V7JMks2BRmK41mXWG56P95uf4c/s1600/1354055500268.jpg" /></a></div>
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<span style="color: #7f6000;">Saya bersama teman-teman di dalam toko panganan olahan tahu susu</span></div>
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<div style="text-align: justify;">
<span style="color: purple;"> Frens.. di tempat ini, tahu susu lembang diproduksi, sekaligus dipasarkan dan
diolah berbagai masakan khan tahu. Anda dapat merasakan dan menikmatinya
sesuai selera, seperti Batagor, Kupat Tahu Susu, Gorengan Tahu, Siomay
Tahu Susu, dan berbagai macam olahan lainnya, khususnya khas tanah
pasundan. Jadi, bila Anda mengisi waktu liburan dan senang berburu
kuliner, tentunya tidak melewati kenikmatan tahu susu lembang ini.</span></div>
<div style="color: purple; text-align: justify;">
<br /></div>
<div style="color: purple; text-align: justify;">
Oiyaa.. disini juga tersedia berbagai fasilitas lain seperti becak mini, <em>all terrain vehicle</em> (ATV), lorong sesat, balon raksasa, <em>motorcross</em> anak, serta <em>adventure fun game</em> yang terdiri dari papan panjat, jembatan tali, dan menuruni jaring.</div>
<div style="color: purple; text-align: justify;">
<br /></div>
<div style="color: purple; text-align: justify;">
Well.. s<span class="st">emoga tulisan ini dapat menjadi bahan referensi liburan yang edukatif untuk Anda :)</span></div>
<div style="color: purple;">
<br /></div>
<span id="goog_1561129556" style="color: purple;"></span><span id="goog_1561129557" style="color: purple;"></span><br />Ertiza Auli Alghanihttp://www.blogger.com/profile/04158952295244926260noreply@blogger.com0tag:blogger.com,1999:blog-7334057303580036888.post-86957956471385453362012-06-11T05:01:00.001-07:002012-06-11T05:23:14.364-07:00PERSAMAAN KEDUDUKAN WARGA NEGARA<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="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Warga negara merupakan anggota sebuah negara
yang mempunyai tanggung jawab dan hubungan timbal balik terhadap negara. Seseorang
yang diakui sebagai warga negara dalam suatu negara harus ditentukan
berdasarkan ketentuan yang telah disepakati dalam negara tersebut.</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="color: #e36c0a; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Makna
Persamaan</span></b><span style="color: #e36c0a; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> </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;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisgXZLyATGHU3VTdi1PqyrMPc2BkH91N-6wksm-3LZGDLbAL0TESXyzzNT-FS7bNIZVX6-0JWn80u8Y-TZ33-8E6uOGe5P8JlvgiftRFQGa-kkK0R5FDvgOnWVBgHIMrFrSIrnBCBRYGY/s1600/tangan.jpeg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisgXZLyATGHU3VTdi1PqyrMPc2BkH91N-6wksm-3LZGDLbAL0TESXyzzNT-FS7bNIZVX6-0JWn80u8Y-TZ33-8E6uOGe5P8JlvgiftRFQGa-kkK0R5FDvgOnWVBgHIMrFrSIrnBCBRYGY/s1600/tangan.jpeg" /></a><span style="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Persamaan merupakan perwujudan kehidupan di
dalam masyarakat yang saling menghormati dan menghargai orang lain dengan tanpa
membeda-bedakan suku, agama, ras, dan antar golongan (SARA). Timbulnya berbagai
suasana tidak nyaman dan ketakutan bagi setiap manusia (masyarakat) di suatu
tempat, karena adanya segelintir orang yang mempunyai keinginan/ kepentingan
tertentu dengan cara-cara yang tidak beradab.</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="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Di negara-negara berkembang pada umunya
(termasuk Indonesia), memakai “persamaan hidup” lebih bersifat kultural karena
faktor adat-istiadat dan budaya yang diterapkan secara turun temurun.
Penghormatan dan penghargaan yang tulus masih terasa cukup kuat terutama
pada masyarakat pedesaan. Namun di kota-kota besar pada umumnya dengan
masyarakatnya yang sudah sangat kompleks (heterogen) dan multikultural, tentu
tidak banyak yang diharapkan.</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="color: #e36c0a; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Dasar
hukum yang mengatur warga negara</span></b><span style="color: #e36c0a; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></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="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">S</span><span style="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">esuai dengan UUD 1945
pasal 26, yang disebut warga negara adalah bangsa Indonesia asli dan bangsa
lain yang disahkan undang-undang sebagai warga negara. Dalam penjelasan UUD
1945 pasal 26 ini, dinyatakan bahwa orang-orang bangsa lain misalnya; orang
peranakan Belanda, peranakan Arab, Cina dll. yang bertempat (menetap) di
Indonesia, yang mengakui Indonesia sebagai tanah airnya dan bersikap setia
kepada Negara Republik Indonesia dapat menjadi warga Negara Republik Indonesia.</span><br />
</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;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgekKq9wEGvRfwqcVxPG4sjpC3c4J-pI2k7qJ2J0MDFhux3m0aHYd3pqZPMQIsUjr-kMMtd7pRrsAzwbD5Ge0D2GpJXOPux94JgvNZKT-KbtTKPyEgNBvGLs9uv89BFwz6iO9IaeqqEGdk/s1600/parent.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgekKq9wEGvRfwqcVxPG4sjpC3c4J-pI2k7qJ2J0MDFhux3m0aHYd3pqZPMQIsUjr-kMMtd7pRrsAzwbD5Ge0D2GpJXOPux94JgvNZKT-KbtTKPyEgNBvGLs9uv89BFwz6iO9IaeqqEGdk/s1600/parent.jpeg" /></a><span style="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Selain itu, sesuai dengan pasal 1 UU
No.22/1958, dinyatakan bahwa warga negara Republik Indonesia adalah orang-orang
yang berdasarkan perundang-undangan atau perjanjian-perjanjian atau
peraturan-peraturan yang berlaku sejak Proklamasi 17 Agustus 1945 sudah menjadi
warga negara RI.</span><br />
<br />
</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="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Menurut pasal 4 UU RI No.12 Tahun 2006 tentang
kewarganegaraan, terdapat ketentuan baru mengenai warga Negara RI. misalnya;
sebelum UU ini berlaku, perempuan WNI yang menikah dengan laki-laki WNA, maka
anak yang lahir akan mengikuti kewarganegaraan ayahnya, namun sekarang
kewarganegaraannya tidak berbeda ( tetap menjadi WNI), adapun ketentuan menjadi
WNI berdasarkan UU tersebut adalah sebagai berikut:</span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="color: #7030a0; line-height: 150%; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Setiap
orang yang berdasarkan peraturan perundang-undangan dan berdasarkan
perjanjian pemerintah RI dengan negara lain sebelum UU ini berlaku sudah
menjadi WNI</span></li>
<li class="MsoNormal" style="color: #7030a0; line-height: 150%; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Anak
yang lahir dari perkawinan yang sah dari ayah dan ibu WNI</span></li>
<li class="MsoNormal" style="color: #7030a0; line-height: 150%; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Anak
yang lahir dari perkawinan yang sah dari ayah WNI dan ibu WNA</span></li>
<li class="MsoNormal" style="color: #7030a0; line-height: 150%; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Anak
yang lahir dari perkawinan yang sah dari ayah WNA dan ibu WNI</span></li>
<li class="MsoNormal" style="color: #7030a0; line-height: 150%; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Anak
yang lahir dari perkawinan yang sah dari seorang ibu WNI, tetapi ayahnya
tidak mempunyai kewarganegaraan atau hukum asal ayahnya tidak memberikan
kewarganrgaraan kepada anak tsb.</span></li>
<li class="MsoNormal" style="color: #7030a0; line-height: 150%; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Anaka
yang lahir diluar perkawinan yang sah dari ibu WNI dan jika ayahnya WNA
maka harus disertai pengakuan dari ayahnya</span></li>
<li class="MsoNormal" style="color: #7030a0; line-height: 150%; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Anak
yang lahir dalam tenggang waktu 300 hari setelah ayahnya meninggal dunia
dari perkawinan yang sah dan ayahnya WNI</span></li>
<li class="MsoNormal" style="color: #7030a0; line-height: 150%; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Anak
yang lahir di wilayah RI yang pada waktu lahir tidak jelas status
kewarganegaraan ayah dan ibunya</span></li>
</ol>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<b><span style="color: #e36c0a; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Jaminan
Persamaan Hidup (Pendekatan Kultural)</span></b><span style="color: #e36c0a; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> </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="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Dalam kehidupan berbangsa Indonesia secara
kultural, jaminan terhadap persamaan hidup telah tertanam melalui adat dan
budaya daerah yang relatif memiliki nilai-nilai yang hampir sama. Beberapa
nilai kultural bangsa Indonesia yang patut kita lestarikan dalam upaya
memberikan jaminan persamaan hidup dalam kehidupan bermasyarakat,
berbangsa, dan bernegara, antara lain :</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #4f6228; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">a. Nilai religius</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Realitas kehidupan bangsa Indonesia sejak zaman nenek moyang
hingga sekarang ini sarat dengan nilai–nilai regius, meskipun disadari bahwa
tata cara ritual dan bentuk-bentuk yang disembah berbeda.</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #4f6228; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">b. Nilai gotong royong</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Pada sebagian masyarakat Indonesia, nilai-nilai gotong royong
masih sangat kuat dipertahankan sebagai wujud kepedulian dan mau membantu sesama.</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #4f6228; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">c. Nilai ramah tanah</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Kebiasaan dalam pergaulan hidup yang mengembangkan sopan santun
dan ramah tamah merupakan salah satu ciri khas bangsa Indonesia yang membedakan
dengan bangsa-bangsa lain di dunia.</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #4f6228; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">d. Nilai kerelaan</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Berkorban dan cinta tanah air rela berkorban dan cinta tanah air
merupakan wujud ketulusan pengorbanan seseorang dalam bentuk harta benda maupun
nyawa untuk kepentingan harga diri, harkat martabat bangsa dan negara.</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Peraturan perundang-undangan yang pernah dan masih berlaku di Indonesia,
dapat di golongkan berdasarkan periode/masa sebagai berikut;</span></div>
<ul type="disc">
<li class="MsoNormal" style="color: #4f6228; line-height: 150%; mso-list: l4 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-themecolor: accent3; mso-themeshade: 128; tab-stops: list 36.0pt; text-align: justify;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Pada Masa Pemerintahan
Hindia-Belanda</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></li>
</ul>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcoyciRquhVLxoK4VHEkWgwA7Wq2NHi4HJVFtBHBAkvFVjpqZ9KQ8MraYtUKMPYBM5yRIzopdbmGba45iOOHTKE4Q2KVcWo8i2oi7k6RsqS9dGtfSxMu7en7NKL0M10UIFzBHue_uk5y0/s1600/justice.jpeg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcoyciRquhVLxoK4VHEkWgwA7Wq2NHi4HJVFtBHBAkvFVjpqZ9KQ8MraYtUKMPYBM5yRIzopdbmGba45iOOHTKE4Q2KVcWo8i2oi7k6RsqS9dGtfSxMu7en7NKL0M10UIFzBHue_uk5y0/s1600/justice.jpeg" /></a></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Oleh karena Hindia Belanda bukan merupakan suatu negara, maka
tanah air Indonesia dalam zaman Hindia Belanda tidak mempunyai kewarganegaraan.
Menurut peraturan Hindia Belanda (<i>Indische Staatsregeling </i>tahun 1927),
penghuni atau penduduk tanah air Indonesia, yang bukan orang asing disebut
kawula negara Belanda yang dapat dibagi atas 3 golongan Sbb;</span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="color: #7030a0; line-height: 150%; mso-list: l2 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Golongan
Eropa</span></li>
<li class="MsoNormal" style="color: #7030a0; line-height: 150%; mso-list: l2 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Golongan
Timur Asing</span></li>
<li class="MsoNormal" style="color: #7030a0; line-height: 150%; mso-list: l2 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Golongan
Bumi Putera</span></li>
</ol>
<ul type="disc">
<li class="MsoNormal" style="color: #4f6228; line-height: 150%; mso-list: l3 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-themecolor: accent3; mso-themeshade: 128; tab-stops: list 36.0pt; text-align: justify;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Setelah Proklamasi Kemerdekaan
RI 1945</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></li>
</ul>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Peraturan perundangan kewarganegaraan Indonesia setelah
Proklamasi Kemerdekaan RI 1945 adalah sebagai berikut;</span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="color: #7030a0; line-height: 150%; mso-list: l0 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">UU
RI No. 3 tahun 1946, tentang kewarganegaraan Indonesia</span></li>
<li class="MsoNormal" style="color: #7030a0; line-height: 150%; mso-list: l0 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">KMB
27 Desember 1949 ( kewarganegaraan menurut hasil perundingan KMB antara RI
dengan Belanda)</span></li>
<li class="MsoNormal" style="color: #7030a0; line-height: 150%; mso-list: l0 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">UU
no. 62 tahun 1958, tentang penyelesaian Dwi Kewarganegaraan antara
Indonesia dan RRC</span></li>
<li class="MsoNormal" style="color: #7030a0; line-height: 150%; mso-list: l0 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">UU
No. 4 tahun 1969, tentang pencabutan UU No. 2 tahun 1958 dan dinyatakan
tidak berlaku lagi</span></li>
<li class="MsoNormal" style="color: #7030a0; line-height: 150%; mso-list: l0 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">UU
No. 3 tahun 1976 tentang perubahan pasal 18 UU No. 62 tahun 1958</span></li>
</ol>
<ul type="disc">
<li class="MsoNormal" style="color: #4f6228; line-height: 150%; mso-list: l5 level1 lfo6; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-themecolor: accent3; mso-themeshade: 128; tab-stops: list 36.0pt; text-align: justify;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Pada Masa Sekarang</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></li>
</ul>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Adapun UU yang mengatur tentang kewarganegaraan RI yang baru,
yaitu UU RI No. 12 tahun 2006 tentang kewarganegaraan Republik Indonesia.</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="color: #e36c0a; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Jaminan Persamaan
Hidup dalam Konstitusi Negara</span></b><span style="color: #e36c0a; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> </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="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Masa penjajahan yang berlangsung sejak zaman
Belanda (lk. 350 tahun) dan zaman (lk.3,5 tahun) telah membuka mata seluruh
masyarakat dan pemimpin bangsa Indonesia agar mampu menata kehidupan bangsa
yang merdeka dan berdaulat serta sejajar dengan bangsa-bangsa lain yang
beradab.</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="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Para pendiri negara sangat menyadari bahwa
setelah bangsa Indonesia merdeka, Negara yang akan di bangun adalah negara yang
berisi masyarakat Indonesia yang Bhineka Tunggal Ika dengan keberagaman suku,
agama, ras dan golongan dari Sabang sampai Merauke. Oleh sebab itu, dasar negara
yang menjadi pedoman penyelengaraan kehidupan bermasyarakat, berbangsa, dan
bernegara harus mampu mewadahi kepentingan-kepentingan masyarakat dan bangsa
secara keseluruhan.</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="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Mengingat konstruksi yang dibangun oleh bangsa
Indonesia dalam wadah Negara Kesatuan Republik Indonesia bersumber dari
keberagaman suku, agama, ras, dan golongan, maka sudah menjadi kewajiban negara
untuk memberikan “jaminan persamaan hidup” dalam kehidupan bermasyarakat,
berbangsa, dan bernegara. Jaminan persamaan hidup warga negara di dalam
konstitusi negara, dapat disebutkan antara lain :</span></div>
<div class="MsoNormal" style="color: #274e13; line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">a. Pembukaan UUD 1945</span></b></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="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Pada alinea pembukaan UUD 1945 disebutkan bawa
sesungguhnya kemerdekaan itu ialah hak segala bangsa dan oleh sebab itu, maka
penjajahan diatas dunia harus dihapuskan, karena tidak sesuai dengan peri kemanusian
dan peri keadilan. Kalimat tersebut mengandung makna adanya pengakuan jaminan
persamaan hidup bagi bangsa beradab mana pun di dunia, karena tak satu pun bangsa
yang mau dijajah oleh bangsa lain.</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="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Dalam alinea ke- 4 Pembukaan UUD 1945,
dinyatakan: “……….. Negara Indonesia yang melindungi segenap bangsa Indonesia
dan seluruh tumpah darah Indonesia dan untuk memajukan kesejahteraan umum,
mencerdaskan kehidupan bangsa, dan ikut melaksanakan ketertiban dunia yang
berdasarkan kemerdekaan, perdamaian abadi, dan keadilan social, …… Kalimat
“melindungi segenap bangsa dan seluruh tumpah darah Indonesia” . Jadi,
jelaslah bahwa perihal jaminan persamaan hidup di Indonesia secara
konstitusional termaktub di dalam pembukaan UUD 1945. Jaminan persamaan
kehidupan telah secara eksplisit dinyatakan untuk selanjutnya diimplementasikan
ke dalam peraturan perundang-undangan yang berlaku.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36pt;">
<br /></div>
<div class="MsoNormal" style="color: #274e13; line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">b. Sila-sila Pancasila</span></b></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="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Pengakuan jaminan persamaan hidup dalam
kehidupan bermasyarakat, berbangsa, dan bernegara di Indonesia juga telah
dirumuskan secara fisolofis dalam dasar Negara Pancasila melalui sila-sila
Pancasila sebagai berikut :</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<b><span style="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">1. Ketuhanan Yang Maha Esa</span></b></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLrPfC5RdS3lJ0usOVKPl-USbkW1bXgLoU46V-9CnLgdDpahXxwxN7m7sHYIwZLaXbfashDe8DjgqidkQ5RqjCCEh-2f8LEvSO8vESYHVCBp4Dm0z2L8IQegkutPFxgfeeEaRL9spU1TM/s1600/AGAMA.jpeg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLrPfC5RdS3lJ0usOVKPl-USbkW1bXgLoU46V-9CnLgdDpahXxwxN7m7sHYIwZLaXbfashDe8DjgqidkQ5RqjCCEh-2f8LEvSO8vESYHVCBp4Dm0z2L8IQegkutPFxgfeeEaRL9spU1TM/s1600/AGAMA.jpeg" /></a></div>
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<span style="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Bahwa segala agama dan kepercayaan yang
beradab di Indonesia terpusat pada Ketuhanan Yang Maha Esa. Oleh sebab itu,
makna utama dalam sila pertama ini yaitu adanya pengakuan
persamaan jaminan hidup bagi warga Negara Indonesia untuk beragama dan
melaksanakan ajaran agamanya sesuai dengan keyakinan mesing-masing.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36pt;">
<span style="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> </span></div>
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<b><span style="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">2. Kemanusiaan Yang Adil dan Beradab</span></b></div>
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<span style="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Menunjukkan ekspresi bangsa Indonesia yang
mempunyai keinginan kuat bahwa dalam aspek-aspek hubungan antar manusia
adanya jaminan persamaan hidup dalam bermasyarakat, berbangsa dan
bernegara, berdasarkan moralitas yang adil dan beradab.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKVXC9eu686vOFUccP_Mhiufg8tvaELIUC-MUUSI3ZaT0ZEgCl0w2JLcCgW2TQWu5lKiwT-VaGNKKrYfl2alyW1eI_7nWI33fkY1W5Jr5DdP9tlA_xxyjeIaCK9UkRsqMGtPxZV-lCnAQ/s1600/BHINEKA.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKVXC9eu686vOFUccP_Mhiufg8tvaELIUC-MUUSI3ZaT0ZEgCl0w2JLcCgW2TQWu5lKiwT-VaGNKKrYfl2alyW1eI_7nWI33fkY1W5Jr5DdP9tlA_xxyjeIaCK9UkRsqMGtPxZV-lCnAQ/s1600/BHINEKA.jpeg" /></a><b><span style="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">3. Persatuan Indonesia</span></b></div>
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<span style="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Dengan dasar persatuan dan kesatuan Indonesia,
maka setiap bangsa Indonesia mampu meletakan kepentingan diri sendiri dan
golongan.</span></div>
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<b><span style="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">4. Kerakyatan Yang Dipimpin Oleh Hikmah Kebijaksanaan </span></b></div>
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<span style="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Merupakan keinginan hidup berbangsa dan
bernegara yang demokratis baik dalam arti formal maupun material berdasarkan
dalam permusyawaratan / perwakilan. Ketuhanan Yang Maha Esa dan moralitas
kemanusiaan yang adil dan beradab dengan senantiasa menjunjung tinggi persatuam
dan kesatuan bangsa.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjDCCnfaLLzTP5A5sewaabmk1yKl3K1ZcQc6gibywW3wnaA0c0zsIXpAbGc0p0aEfVr0rUfTWbh3aI9cUWmgXrR88aKPh9uQK74yuwIUJaWk5EgA4Aqy51uTy0OdWGvvB1hz7Ro0ClJ2I/s1600/images.jpeg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjDCCnfaLLzTP5A5sewaabmk1yKl3K1ZcQc6gibywW3wnaA0c0zsIXpAbGc0p0aEfVr0rUfTWbh3aI9cUWmgXrR88aKPh9uQK74yuwIUJaWk5EgA4Aqy51uTy0OdWGvvB1hz7Ro0ClJ2I/s1600/images.jpeg" /></a><b><span style="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">5. Keadilan Sosial Bagi Seluruh Rakyat Indonesia</span></b></div>
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<span style="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Dimaksudkan dalam rangka pengaturan hubungan
manusia dalam kehidupan bermasyarakat, berbangsa, dan bernegara untuk mencapai
masyarakat adil dan makmur, material maupun spiritual.</span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">c. UUD 1945 dan Peraturan Perundangan Lainnya</span></b></div>
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<span style="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Bila memperhatikan komitmen bangsa Indonesia
dalam penyelenggaraan negara yang ingin mewujudkan “jaminan persamaan hidup”
dalam kehidupan bermasyarakat, berbangsa, dan bernegara, sudah sangat jelas
bahwa hal tersebut ingin segera diwujudkan dalam kehidupan sehari-hari.</span></div>
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<span style="color: #7030a0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> </span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Referensi:</span></b></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">http://bobjambpedia.blogspot.com</span></b></div>
<div class="MsoNormal" style="color: #0b5394; line-height: 150%; text-align: justify;">
<b>http://belajarhukumindonesia.blogspot.com</b><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></b></div>
<div class="MsoNormal" style="color: #0b5394; line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">http://amanahtp.wordpress.com</span></b></div>
<div class="MsoNormal" style="color: #0b5394; line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">http://mariamah-sulaiman.blogspot.com</span></b></div>
<div class="MsoNormal" style="color: #274e13; line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"><span style="color: #0b5394;">http://civicseducation.wordpress.com</span></span></b></div>
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<br /></div>Ertiza Auli Alghanihttp://www.blogger.com/profile/04158952295244926260noreply@blogger.com0tag:blogger.com,1999:blog-7334057303580036888.post-22600912472259801302012-04-18T07:37:00.003-07:002012-04-18T07:45:02.192-07:00Latar Belakang Filosofis, Pengertian serta Implementasi Wawasan Nusantara dalam Kehidupan Nasional<div style="color: #6aa84f;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Pengertian Wawasan Nusantara</span></b></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Kata wawasan berasal dari bahasa Jawa yaitu wawas (mawas) yang artinya melihat atau memandang, jadi kata wawasan dapat diartikan cara pandang atau cara melihat.<br />
Kehidupan negara senantiasa dipengaruhi perkembangan lingkungan strategik sehinga wawasan harus mampu memberi inspirasi pada suatu bangsa dalam menghadapi berbagai hambatan dan tantangan yang ditimbulkan dalam mengejar kejayaanya.</span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Dalam mewujudkan aspirasi dan perjuangan ada tiga faktor penentu utama yang harus diperhatikan oleh suatu bangsa :</span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">1. Bumi/ruang dimana bangsa itu hidup<br />
2. Jiwa, tekad dan semangat manusia / rakyat<br />
3. Lingkungan</span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Dengan demikian, wawasan nasional suatu bangsa adalah cara pandang suatu bangsa yang telah menegara tentang diri dan lingkungannya dalam eksistensinya yang serba terhubung (interaksi & interelasi) serta pembangunannya di dalam bernegara di tengah-tengah lingkungannya baik nasional, regional, maupun global.</span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm;"><br />
</div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Wawasan nusantara menurut para ahli:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">1. Prof.Dr. Wan Usman</span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Wawasan Nusantara adalah cara pandang bangsa Indonesia mengenai diri dan tanah airnya sebagai negara kepulauan dengan semua aspek kehidupan yang beragam.</span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm;"><br />
</div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">2. Kelompok kerja LEMHANAS 1999</span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Wawasan Nusantara adalah cara pandang dan sikap bangsa Indonesia mengenai diri dan lingkungannya yang serba beragam dan bernilai strategis dengan mengutamakan persatuan dan kesatuan bangsa serta kesatuan wilayah dalam menyelenggarakan kehidupan bermasyarakat, berbangsa dan bernegara untuk mencapai tujuan nasional.</span></div><div class="MsoNormal" style="color: purple; line-height: normal; margin-bottom: 0cm; text-align: justify;"><br />
</div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify;"><b style="color: #6aa84f;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Latar Belakang Filosofis Wawasan Nusantara </span></b></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify;"><b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">1.</span></b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> <b>Pemikiran Berdasarkan Falsafah Pancasila </b></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: 18pt;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Berdasarkan falsafah pancasila, manuisia Indonesia adalah mahluk ciptaan tuhan yang mempunyai naluri, ahlak,daya pikir, dan sadar akan keberadaanya yang serba terhubung dengan sesamanya, lingkunganya dan alam semesta,dan penciptanya.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: 18pt;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Berdasarkan kesadaran yang di pengaruhi oleh lingkungnya, manusia Indonesia memiliki inovasi.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: 18pt;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Nilai – nilai Pancasila juga tercakup dalam penggalian dan pengembangan wawasan nasional, sebagai berikut :</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: 18pt;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">1. Sila Ketuhanan Yang Maha Esa</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: 18pt;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">2. Sila Kemanusiaan Yang Adil dan Beradap</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: 18pt;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">3. Sila Persatuan Indonesia</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">2. Pemikiran Berdasarkan Aspek Kewilayahan Nusantara </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> Geografi adalah wilayah yang tersedia dan terbentuk secara alamiah oleh alam nyata. Kondisi objektif geografis sebagai modal dalam pembentukan suatu Negara merupakn suatu ruang gerak hidup suatu bangsa yang didalamnya terdapat sumber kekayaan alam dan penduduk yang mempengaruhi pengambilan keputusan / kebijakan politik Negara tersebut.</span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Wilayah Indonesia pada saat proklamasi kemerdekaan RI 17 agustus 1945 masih mengikuti <i>territoriale Zee En Maritieme Kringe Ordonantie</i> 1939, dimana lebar laut wilayah Indonesia adalah 3 mil diukur dari garis air rendah dari masing-masing pantai pulau Indonesia. Penetapan lebar wilayah laut 3 mil tersebut tidak menjamin kesatuan wilayah Negara Kesatuan Republik Indonesia. Hal ini lebih terasa lagi bila dihadapkan pada pergolakan- pergolakan dalam Negeri pada saat itu.</span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Deklarasi ini menyatakan bahwa bentuk geografis Indonesia adalah Negara kepulauan yang terdiri atas ribuan pulau besar dan kecil dengan sifat dan corak tersendiri. Untuk mengukuhkan asas Negara kepulauan ini, ditetapkanlah Undang-undang Nomor : 4/Prp tahun 1960 tentang Perairan Indonesia.</span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Maka sejak itu berubalah luas wilayah dari + 2 juta km<sup>2</sup> menjadi + 5 Juta Km<sup>2</sup>, di mana + 69% wilayahnya terdiri dari laut/perairan. Karena itu, tidaklah mustahil bila Negara Indonesia dikenal sebagai Negara kepulauan (Negara maritim). Sedangkan yang 35% lagi adalah daratan yang terdiri dari 17.508 buah kepulauan yang antara lain berupa 5 (buah) pulau besar, yakni Sumatera, Kalimantan, Jawa, Sulawesi, dan Irian Jaya (Papua) dan + 11.808 pulau-pulau kecil yang belum diberi (ada) namanya. Luas daratan dari seluruh pulau-pulau tersebut adalah + 2.028.087 km<sup>2</sup>, dengan panjang pantai + 81.000 km.</span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Indonesia meratifikasi UNCLOS 1982 tersebut melalui undang-undang nomor 17 tahun 1985 pada tanggal 31 Desember 1985. Sejak tanggal 16 November 1993 UNCLOS 1982 telah diratifikasi oleh 60 negara dan menjadi hokum positif sejak 16 November 1994.</span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Kondisi dan konstelasi geografi Indonesia mengandung beraneka ragam kekayaan alam baik yang berada di dalam maupun diatas permukaan bumi, potensi di ruang udara dan ruang antariksa, dan jumlah penduduk yang besar yang terdiri dari berbagai suku yang memiliki budaya, tradisi, serta pola kehidupan yang beraneka ragam.</span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Dengan kata lain, setiap perumus kebijaksanaan nasional harus memiliki wawasan kewilayahan atau ruang hidup bangsa yang diatur oleh politik ketatanegaraan.</span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">3. Pemikiran Berdasarkan Aspek Sosial Budaya</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Budata atau kebudayaan dalam arti etimologid adalah segala sesuatu yang dihasilkan oleh kekuatan budi manusia. Karena manusia tidak hanya bekerja dengan kekuatan budinya, melainkan juga dengan perasaan, imajinasi, dan kehendaknya, menjadi lebih lengkap jika kebudayaannya diungkap sebagai cita, rasa, dan karsa (budi, perasaan, dan kehendak).</span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Masyarakat Indonesia sejak awal terbentuk dengan cirri kebudayaan yang sangat beragam yang mumcul karena pengaruh ruang hidup berupa kepulauan di mana ciri alamiah tiap-tiap pulau berbeda.</span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><br />
</div><div class="MsoNormal" style="color: #6aa84f; line-height: 150%; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; letter-spacing: 2.25pt; line-height: 150%;">Implementasi </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Wawasan Nusantara</span></b></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; letter-spacing: 0.75pt; line-height: 150%;">Implementasi atau penerapan wawasan nusantara harus tercermin pada pola</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> pikir, pola sikap, dan pola tindak yang senantiasa mendahulukan kepentingan bangsadan negara daripada kepentingan pribadi atau kelompok. Dengan kata lain, wawasannusantara menjadi pola yang mendasari cara berpikir, bersikap, dan bertindak dalam<span style="letter-spacing: 2.25pt;">rangka menghadapi berbagai masalah menyangkut kehidupan bermayarakat,</span><span style="letter-spacing: 0.75pt;"> berbangsa dan bernegara. Implementasi wawasan nusantara senantiasa berorientasi pada kepentingan rakyat dan wilayah tanah air secara utuh dan menyeluruh sebagai</span> berikut:</span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">1.Wawasan Nusantara sebagai Pancaran Falsafah Pancasila</span></b></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Falsafah Pancasila diyakini sebagai pandangan hidup bangsa Indonesia yang<span style="letter-spacing: 1.5pt;">sesuai dengan aspirasinya. Keyakinan ini dibuktikan dalam sejarah perjuangan bangsa Indonesia sejak awal proses pembentukan Negara Kesatuan Republik </span><span style="letter-spacing: 0.75pt;">Indonesia sampai sekarang. </span></span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; letter-spacing: 0.75pt; line-height: 150%;">Dengan demikian wawasan nusantara menjadi pedoman</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; letter-spacing: 2.25pt; line-height: 150%;"> bagi upaya mewujudkan kesatuan aspek kehidupan nasional untuk menjamin</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">kesatuan, persatuan dan keutuhan bangsa, serta upaya untuk mewujudkan ketertibandan perdamaian dunia.</span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify;"><br />
</div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">2.Wawasan Nusantara dalam Pembangunan Nasional</span></b></div><div class="MsoNormal" style="color: #e06666; line-height: 150%; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">a. Perwujudan Kepulauan Nusantara sebagai Satu Kesatuan Politik </span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; letter-spacing: 0.75pt; line-height: 150%;">Bangsa Indonesia bersama bangsa-bangsa lain ikut menciptakan ketertiban</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; letter-spacing: 3pt; line-height: 150%;">dunia dan perdamaian abadi melalui politik luar negeri yang bebas aktif.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; letter-spacing: 0.75pt; line-height: 150%;">Implementasi wawasan nusantara dalam kehidupan politik akan menciptakan iklim penyelenggaraan negara yang sehat dan dinamis. Hal tersebut tampak dalam wujud pemerintahan yang kuat aspiratif dan terpercaya yang dibangun sebagai penjelmaan</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">kedaulatan rakyat. </span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><br />
</div><div class="MsoNormal" style="color: #e06666; line-height: 150%; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">b. Perwujudan Kepulauan Nusantara sebagai Satu Kesatuan Ekonomi</span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; letter-spacing: 3pt; line-height: 150%;">Implementasi wawasan nusantara dalam kehidupan ekonomi akan </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; letter-spacing: 2.25pt; line-height: 150%;">menciptakan tatanan ekonomi yang benar-benar menjamin pemenuhan dan</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; letter-spacing: 1.5pt; line-height: 150%;"> peningkatan kesejahteraan dan kemakmuran rakyat secara adil dan merata. </span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; letter-spacing: 1.5pt; line-height: 150%;">Disamping itu, implementasi wawasan nusantara mencerminkan tanggung jawab pengelolaa sumber daya alam yang memperhatikan kebutuhan masyarakat antar </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">daerah secara timbal balik serta kelestarian sumber daya alam itu sendiri.</span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">1) Kekayaan di wilayah nusantara, baik potensial maupun efektif, adalah modal dan<span style="letter-spacing: 1.5pt;">milik bersama bangsa untuk memenuhi kebutuhan di seluruh wilayah Indonesia</span>secara merata.</span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">2) Tingkat perkembangan ekonomi harus seimbang dan serasi di seluruh daerah tanpamengabaikan ciri khas yang dimemiliki daerah masing-masing.<span style="letter-spacing: 0.75pt;">3) Kehidupan perekonomian di seluruh wilayah nusantaradiselenggarakan sebagai</span><span style="letter-spacing: 1.5pt;">usaha bersama dengan asas kekeluargaan dalam sistemekonomikerakyatanuntuk </span>sebesar-besarkemakmuranrakyat.24</span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> </span></div><div class="MsoNormal" style="color: #e06666; line-height: 150%; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">c.Perwujudan Kepulauan Nusantara sebagai Satu Kesatuan Sosial Budaya</span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; letter-spacing: 1.5pt; line-height: 150%;">Implementasi wawasan nusantara dalam kehidupan sosial budaya akan</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; letter-spacing: 0.75pt; line-height: 150%;">menciptakan sikap batiniah dan lahiriah yang mengakui segala bentuk perbedaan</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; letter-spacing: 1.5pt; line-height: 150%;">sebagai kenyataan hidup sekaligus karunia Tuhan. Implementasi ini juga akan menciptakan kehidupan masyarakat dan bangsa yang rukun dan bersatu tanpamembedakan suku, asal usul daerah, agama, atau kepercayaan,serta golongan</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> berdasarkan status sosialnya. </span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Budaya Indonesia pada hakikatnya adalah satu kesatuandengan corak ragam budaya yang menggambarkan kekayaan budaya bangsa. BudayaIndonesia tidak menolak nilai-nilai budaya asing asalkan tidak bertentangan dengannilai budaya bangsa sendiri dan hasilnya dapat dinikmati.</span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify;"><br />
</div><div class="MsoNormal" style="color: #e06666; line-height: 150%; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; letter-spacing: 2.25pt; line-height: 150%;">d.Perwujudan Kepulauan Nusantara Sebagai Satu Kesatuan Pertahanan dan </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Keamanan</span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Implementasi wawasan nusantara dalam kehidupan pertahanan dan keamanan<span style="letter-spacing: 0.75pt;">akan menumbuhkan kesadaran cinta tanah air dan bangsa, yang lebih lanjut akan</span>membentuk sikap bela negara pada tiap warga negara Indonesia. Kesadaran dan sikap<span style="letter-spacing: 1.5pt;">cinta tanah air dan bangsa serta bela negara ini menjadi modal utama yang akan</span><span style="letter-spacing: 0.75pt;">mengerakkan partisipasi setiap warga negara indonesia dalam menghadapi setiap</span> bentuk ancaman antara lain:</span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; letter-spacing: 0.75pt; line-height: 150%;">1)Bahwa ancaman terhadap satu pulau atau satu daerah pada hakikatnya</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">adalah ancaman terhadap seluruh bangsa dan negara.</span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; letter-spacing: 2.25pt; line-height: 150%;">2)Tiap-tiap warga negara mempunyai hak dan kewajiban yang sama</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">untuk ikut serta dalam pertahanan dan keamanan Negara dalam rangka pembelaan negara dan bangsa.</span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0cm; text-align: justify;"><br />
</div><div class="MsoNormal" style="color: #cc0000; line-height: 150%; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Referensi :</span></div><div class="MsoNormal" style="color: #0b5394; line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">KAELAN, M.S. Drs.H, dkk “PENDIDIKAN KEWARGANEGARAAN Untuk Perguruan Tinggi”. Paradigma. Yogyakarta;2002</span></div><div style="color: #0b5394;"></div><div class="MsoNormal" style="color: #0b5394; line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">http://sistem-informasi-manajemen.blogspot.com</span> </div><div class="MsoNormal" style="color: #0b5394; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">http://www.scribd.com/doc/26832599/Wawasan-Nusantara</span></div><div style="color: #0b5394;"><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;">http://fanziprasetia.blog.com</span></div><div class="MsoNormal" style="color: #3d85c6; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> </span></div><div class="MsoNormal" style="color: purple; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;"><br />
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</div>Ertiza Auli Alghanihttp://www.blogger.com/profile/04158952295244926260noreply@blogger.com1tag:blogger.com,1999:blog-7334057303580036888.post-26733891594476339622012-04-11T20:14:00.003-07:002012-04-11T20:24:09.552-07:00Hubungan Dasar Negara dengan Konstitusi<b style="color: purple;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Pengertian Dasar Negara</span></b><br />
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<div class="MsoNormal" style="color: black; line-height: normal; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Dasar Negara adalah landasan kehidupan bernegara. Artinya setiap negara harus mempunyai landasan dalam melaksanakan kehidupan bernegaranya. Dasar negara bagi suatu negara merupakan suatu dasar untuk mengatur penyelenggaraan negara.</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Dasar negara bagi suatu negara merupakan sesuatu yang amat penting. Negara tanpa dasar negara berarti negara tersebut tidak memiliki pedoman dalam penyelenggaraan kehidupan bernegara, maka akibatnya negara tersebut tidak memiliki arah dan tujuan yang jelas, sehingga memudahkan munculnya kekacauan. Dasar negara sebagai pedoman hidup bernegara mencangkup cita-cita negara, tujuan negara, norma bernegara.</span></div><div class="MsoNormal" style="color: #0b5394; line-height: normal; text-align: justify;"><br />
</div><div class="MsoNormal" style="color: #0b5394; line-height: normal; text-align: justify;"><b style="color: purple;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Pengertian Konstitusi Negara</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Konstitusi adalah peraturan atau hukum dasar negara. Konstitusi bersumber pada dasar negara sebagai norma hukum tertinggi. Konstitusi dalam arti luas terdiri atas konstitusi tertulis dan konstitusi yang tidak tertulis. Secara umum konstitusi suatu negara berisi hal-hal yang menyangkut identitas negara, lembaga-lembaga negara, pengaturan negara dalam berbagai bidang, hubungan negara dengan warganya dan aturan mengenai perubahan konstitusi.</span></div><div class="MsoNormal" style="color: #0b5394; line-height: normal; text-align: justify;"><br />
</div><div class="MsoNormal" style="color: #0b5394; line-height: normal; text-align: justify;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> <span style="color: purple;">Tujuan Konstitusi yaitu:</span></span></b></div><ul style="color: #0b5394;" type="disc"><li class="MsoNormal" style="color: black; line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Untuk memberikan pembatasan dan pengawasan terhadap kakuasaan politik</span></li>
<li class="MsoNormal" style="color: black; line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Untuk membebaskan kekuasaan dari kontrol mutlak pengusaha, serta menetapkan bagi penguasa tersebut batas-batas kekuasaan negara</span></li>
<li class="MsoNormal" style="color: black; line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Melindungi HAM, maksudnya setiap penguasa berhak menghormati HAM orang lain dan hak memperoleh perlindungan hukum dalam hal melaksanakan haknya.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l8 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span style="color: black;">Pedoman penyelengaraan negara, maksudnya tanpa adanya pedoman konstitusi negara kita tidak akan berdiri dengan kokoh</span><b> <br />
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<span style="color: purple;">Nilai konstitusi yaitu: </span></b></span></li>
</ul><ul style="color: black;" type="disc"><li class="MsoNormal" style="line-height: normal; mso-list: l10 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Nilai normatif adalah suatu konstitusi yang resmi diterima oleh suatu bangsa dan bagi mereka konstitusi itu tidak hanya berlaku dalam arti hukum (legal), tetapi juga nyata berlaku dalam masyarakat dalam arti berlaku efektif dan dilaksanakan secara murni dan konsekuen..</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l10 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Nilai nominal adalah suatu konstitusi yang menurut hukum berlaku, tetapi tidak sempurna. Ketidaksempurnaan itu disebabkan pasal-pasal tertentu tidak berlaku / tidak seluruh pasal-pasal yang terdapat dalam UUD itu berlaku bagi seluruh wilayah negara..</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l10 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Nilai semantik adalah suatu konstitusi yang berlaku hanya untuk kepentingan penguasa saja. Dalam memobilisasi kekuasaan, penguasa menggunakan konstitusi sebagai alat untuk melaksanakan kekuasaan politik<b>.</b></span></li>
</ul><div class="MsoNormal" style="color: #0b5394; line-height: normal; text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnk4kkfsikwPd_kWqy-Fibh4kGOgh6KMrs5sCxlh4gcKmBXbWDa-fLh-W-ncFWCJ4SQbLAhS6rjdoyt6Eyg_ik4MwSTuTQxcDKVZU-VdUmSMhS-3j8dHHDp1YxV_UxKOQ5hMr3-IXLXi8/s1600/images.jpeg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="233" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnk4kkfsikwPd_kWqy-Fibh4kGOgh6KMrs5sCxlh4gcKmBXbWDa-fLh-W-ncFWCJ4SQbLAhS6rjdoyt6Eyg_ik4MwSTuTQxcDKVZU-VdUmSMhS-3j8dHHDp1YxV_UxKOQ5hMr3-IXLXi8/s320/images.jpeg" width="320" /></a></div><b style="color: purple;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Menganalisis subtansi konstitusi negara :</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div><ol start="1" style="color: #0b5394;" type="1"><li class="MsoNormal" style="line-height: normal; mso-list: l6 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b style="color: black;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Unsur sebuah konstitusi yaitu:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><br />
<span style="color: #38761d;">a. Menurut sri sumantri konstitusi berisi 3 hal pokok yaitu:</span></span></li>
</ol><ul style="color: black;" type="disc"><li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Jaminan terhadap HAM dan warga negara.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Susunan ketatanegaraan yang bersifat fundamental (dasar).</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Pembagian dan pembatasan tugas ketatanegaraan</span></li>
</ul><div class="MsoNormal" style="color: #38761d; line-height: normal; margin-left: 35.45pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">b. Menurut Miriam budiarjo, konstitusi memuat tentang cirri-ciri sebuah konstitusi bagi negara tertentu:</span></div><ul style="color: black;" type="disc"><li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Yang bersifat adil agar suatu bentuk pemerintahan dapat dijalankan secara demokrasi dengan memperhatikan kepentingan rakyat.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Melindungi asas demokrasi.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Menciptakan kedaulatan tertinggi yang berada ditangan rakyat Untuk melaksanakan dasar negara</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Menentukan suatu hukum</span></li>
</ul><div class="MsoNormal" style="color: #0b5394; line-height: normal;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> <span style="color: purple;">Subtansi konstitusi negara</span></span></b></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Apabila dikaitkan dengan jenjang norma sebagaimana dinyatakan oleh <i>Hans</i> <i>Hawiasky</i> maka konstitusi termasuk dalam kelompok kedua, yaitu <i>staatsgrundgesetz</i> atau aturan dasar/pokok negara. Sebagai aturan pokok negara, konstitusi negara berisi aturan-aturan mendasar dan mengatur hal-hal penting dalam penyelenggaraan bernegara. Aturan dasar tersebut merupakan implementasi atau penuangan dari norma-norma yang tercantum dalam dasar negara.</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Konstitusi negara kita adalah Undang-Undang Dasar 1945. Undang-Undang Dasar 1945 berada dalam kelompok <i>staatsgrundgesetz </i>atau aturan dasar/pokok negara bersama dengan ketetapan MPR dan konvensi ketatanegaraan Republik Indonesia, sedangkan norma dasarnya adalah Pancasila.</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ketetapan MPR termasuk dalam kelompok <i>staatsgrundgesetz </i>atau aturan dasar/pokok Negara sebab ketetapan MPR juga masih berupa aturan-aturan pokok yang sifatnya umum dan garis besar. Ketetapan MPR perlu dijabarkan lebih lanjut ke dalam peraturan perundangan dibawahnya. Konvensi adalah hukum dasar yang tidak tertulis yang diakui juga dalam prkatik ketatanegaraan Indonesia. Sebagai hukum dasar, konvensi masuk kelompok <i>staatsgrundgesetz </i>atau aturan dasar/pokok Negara, meskipun tidak tertulis. Contoh dari konvensi adalah pidato ketatanegaraan Presiden setiap tanggal 16 Agustus.</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Hal-hal yang diatur dalam konstitusi negara umumnya berisi tentang pembagian kekuasaan negara, hubungan antar lembaga negara, dan hubungan negara dengan warga negara. Aturan-aturan itu masih bersifat umum dan secara garis besar. Aturan-aturan itu selanjutnya lebih lanjut pada aturan perundangan di bawahnya.</span></div><div class="MsoNormal" style="color: #0b5394; line-height: normal; text-align: justify;"><br />
</div><div class="MsoNormal" style="color: purple; line-height: normal; text-align: justify;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span style="color: black;">Menganalisis Kedudukan Pembukaan UUD 1945 Negara Kesatuan Republik Indonesia </span> </span></b></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify;"><b style="color: purple;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">A. Pokok pikiran yang terdapat dalam pembukaan UUD 1945</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">1) Negara melindungi segenap bangsa Indonesia dan seluruh tumpah darah Indonesia dengan berdsar atas persatuan dengan mewujudkan keadilan sosial bagi seluruh rakyat Indonesia. Dalam pembukaan ini, diterima aliran pengertian negara persatuan, Negara yang melindungi dan meliputi segenap bangsa seluruhnya. Jadi, negara mengatasi segala paham golongan, mengatasi segala paham perseorangan. Negara menurut pengertian pembukaan itu menghendaki persatuan, meliputi segenap bangsa Indonesia seluruhnya. Inilah suatu dasar yang tidak boleh dilupakan.</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">2) Negara hendak mewujudkan keadilan sosial bagi seluruh rakyat.</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">3) Pokok yang ketiga yang terkandung dalam pembukaan ialah negara yang berdaulat rakyat berdasar atas kerakyatan dan permusyawaratan perwakilan. Oleh karena itu, sistem negara yang terbentuk dalam undang-undang dasar harus berdasar atas kedaulatan rakyat dan berdasar atas permusyawaratan perwakilan. Memang aliran ini sesuai dengan sifat masyarakat Indonesia.</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">4) Pokok pikiran yang keempat yang terkandung dalam pembukaan ialah negara berdasar atas Ketuhanan Yang Maha Esa menurut dasar kemanusiaan yang adil dan beradab. Oleh karena itu, undang-undang dasar harus mengandung isi yang mewajibkan pemerintah dan lain-lain penyelenggara negara untuk memelihara budi pekerti kemanusiaan yang luhur dan memegang teguh cita-cita moral rakyat yang luhur.</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify;"><br />
<b style="color: purple;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">B. Kedudukan pembukaan UUD 1945 adalah sebagai berikut :</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">1) Pembukaan UUD 1945 sebagai pernyataan kemerdekaan yang terperinci</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Kemerdekaan bangsa indonesia yang diproklamasikan pada tanggal 17 Agustus 1945 dinyatakan dalam sebuah naskah proklamasi. Naskah proklamasi tersebut mengandung makna, yaitu:</span></div><ul style="color: black;" type="disc"><li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo6; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Suatu pernyataan kemerdekaan bangsa Indonesia.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo6; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Tindakan-tindakan yang harus segera dijalankan berkaitan dengan proklamasi tersebut.</span></li>
</ul><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify; text-indent: 18pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Naskah proklamasi bangsa Indonesia yang dibacakan oleh Ir. Soekarno – Hatta terdiri atas dua alinea yang hanya berwujud garis-garis besar, sedangkan dalam pembukaan UUD 1945 terdapat pernyataan kemerdekaan yang lebih terperinci, yaitu pada alinea III dan alinea IV. Alinea III pembukaan UUD 1945 pada hakikatnya isinya sama dengan bagian pertama naskah proklamasi, yaitu tentang pernyataan kemerdekaan Indonesia. Alinea IV berisi tindakan-tindakan lebih lanjut dalam bernegara Indonesia yang pada hakikatnya sama dengan makna yang terkandung dalam bagian kedua naskah proklamasi. </span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify; text-indent: 18pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Dengan demikian jelas bahwa pembukaan UUD 1945 adalah sebagai pernyataan Indonesia yang terperinci, sedangkan naskah proklamasi hanyalah pernyataan kemerdekaan secara garis besar saja. Pembukaan UUD 1945 sebagai naskah proklamasi yang terperinci adalah penjelmaan dari teks proklamasi kemerdekaan 17 Agustus 1945.</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">2) Pembukaan UUD 1945 merupakan Tertib Hukum Tertinggi di Negara Indonesia</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Pembukaan Undang-Indang Dasar 1945 mempunyai dua kedudukan terhadap tertib hukum Indonesia, yaitu :</span></div><ol start="1" style="color: black;" type="1"><li class="MsoNormal" style="line-height: normal; mso-list: l19 level1 lfo7; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Menjadi dasarnya karena pembukaan UUD 1945 memberikan faktor-faktor yang mutlak bagi adanya tertib hukum Indonesia</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l19 level1 lfo7; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Memasukkan diri di dalamnya sebagai ketentuan hukum yang tertinggi, sesuai dengan aslinya sebagai asas hukum dasar lainnya yang lebih rendah.</span></li>
</ol><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify; text-indent: 18pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Pancasila merupakan norma dasar (<i>grundnorm</i>) atau norma dasar negara (<i>staats-fundamentalnorm</i>) yang menjadi sumber, dasar, dan asas bagi penyusunan tertib hukum di Indonesia. Karena pembukaan UUD 1945 memuat Pancasila sebagai norma fundamental Negara maka pembukaan UUD 1945 berkedudukan sebagai tertib hukum tertinggi Negara. Pasal-pasal dalam UUD 1945 dan norma-norma hukum di bawahnya berlaku, bersumber, dan berdasar pada nilai-nilai luhur yang terkandung dalam pembukaan UUD 1945. Di bawah tertib hukum yang tertinggi terdapat tata urutan peraturan perundang-undangan yang membentuk satu kesatuan sistem hukum nasional.</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">3.) Pembukaan UUD 1945 sebagai Pokok Kaidah Negara yang Fundamental</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Menurut Prof. Mr. Notonegoro, pembukaan UUD 1945 memenuhi syarat sebagai pokok yang fundamental. Hal ini di karenakan Pembukaan UUD 1945 berisi norma dasar negara yang selanjutnya menentukan adanya UUD. Pancasila sebagai inti dari pembukaan UUD 1945 disebut sebagai unsur pokok kaidah yang fundamental.</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Pembukaan Undang-Undang Dasar 1945 itu menurut sejarah terjadinya ditentukan oleh pembentuk negara sebagai penjelmaan kehendak yang dalam hakikatnya dipisahkan (rencananya dibahas oleh suatu Panitia Hukum Dasar) dari undang-undang dasar (direncanakan oleh Udang-Undang Dasar), dan menurut isinya memuat asas kerohanian negara (Pancasila), asas politik negara (Republik yang berkedaulatan rakyat), tujuan negara (melidungi segenap bangsa Indonesia dan seluruh tumpah darah Indonesia, dan untuk memajukan kesejahtraan umum, mencerdaskan kehidupan bangsa dan ikut melaksankan ketertiban dunia yang berdasarkan kemerdekaan, perdamaian abadi dan keadilan sosial), lagi pula menetapkan adanya suatu Undang –Undang Dasar Negara Indonesia. Jadi, pembukaan dalam segala sesuatunya memang memenuhi syarat-syarat mutlak bagi suatu pokok kaidah negara yang fundamental menurut pengertian ilmiah sebagaimana tersebut di atas.</span><br />
<div style="color: purple;"><br />
</div></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify;"><b style="color: purple;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">C. Makna tiap alinea yang terdapat dalam pembukaan UUD 1945</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div><ul style="color: black;" type="disc"><li class="MsoNormal" style="line-height: normal; mso-list: l17 level1 lfo8; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Alinea I mengungkapkan adanya dalil objektif dan subjektif bangsa Indonesia. Dalil objektifnya adalah bahwa adanya penjajahan tidak sesuai dengan perikemanusiaan. Oleh karena itu, penjajahan harus ditentang dan dihapuskan dari muka bumi. Dalil subjektifnya adalah adanya keinginan bangsa insonesia sendiri untuk membebaskan diri dari penjajahan.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l17 level1 lfo8; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Alinea II mengandung makna perjuangan yang dilakukan bangsa Indonesia telah sampai pada saat yang menentukan, yaitu kemerdekaan. Kemerdekaan bukanlah akhir, tetapi sebagai jembatan menuju cita-cita masyarakat yang adil dan makmur.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l17 level1 lfo8; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Alinea III mengandung makna kemerdekaan bangsa Indonesia bukan hanya kerena keinginan luhur dan hasil perjuangan semata, tetapi juga berkat rahmat Allah Yang Maha Esa. Jadi ada motivasi materiil dan spiritual bangsa Indonesia dalam mengarungi kehidupannya.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l17 level1 lfo8; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Alinea IV menggambarkan kelengkapan dalam hidup bernegara. Dalam alinea tersebut terdapat tujuan negara, bentuk negara, sistem pemerintahan negara, UUD, dan dasar negara. Tujuan negara adalah melindungi segenap bangsa dan seluruh tumpah darah Indonesia dan untuk memajukan kesejahtraan umum, mencerdaskan kehidupan bangsa dan ikut melaksanakan ketertiban dunia yang berdasarkan kemerdekaan, perdamaian abadi dan keadilan sosial. Bentuk negara adalah Republik, sedang sistem pemerintahannya adalah demokrasi (kedaulatan rakyat). Undang-undang dasar negara adalah UUD 1945. Dasar negara adalah Pancasila, yaitu negara berdasar kepada Ketuhanan Yang Maha Esa, Kemanusiaan yang adil dan beradab, persatuan Indonesia, dan kerakyatan yang dipimpin oleh hikmat kebijaksanaan dalam permusyawaratan/perwakilan, serta dengan mewujudkan keadilan sosial bagi seluruh rakyat Indonesia.</span></li>
</ul><div class="MsoNormal" style="color: #38761d; line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Apabila disimpulkan berdasarkan makna tiap alinea tersebut maka ada empat isi pokok dari pembukaan UUD 1945, yaitu:</span></div><ol start="1" style="color: black;" type="1"><li class="MsoNormal" style="line-height: normal; mso-list: l23 level1 lfo9; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Pernyataan hak segala bangsa akan kemerdekaan</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l23 level1 lfo9; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Pernyataan tentang berhasilnya perjuangan kemerdekaan Indonesia</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l23 level1 lfo9; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Pernyataan kemerdekaan rakyat Indonesia</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l23 level1 lfo9; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Pernyataan pembentukan pemerintahan Negara dengan dasar kerohanian Negara Pancasila</span></li>
</ol><div class="MsoNormal" style="color: #0b5394; line-height: normal; text-align: justify;"><b style="color: purple;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Periodisasi konstitusi Indonesia</span></b></div><div class="MsoNormal" style="color: #38761d; line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">1. Undang-Undang Dasar (UUD) Negara Indonesia Tahun 1945</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">UUD 1945 ditetapkan oleh Panitia Persiapan Kemerdekaan Indonesia (PPKI) pada tanggal 18 Agustus 1945. Disebut UUD 1945 tahun 1945 karena pembuatan dan penetapannya dilakukan pada tahun 1945 oleh PPKI.</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Dengan ditetapkannya konstitusi atau UUD Negara Indonesia merdeka tahun 1945, maka hukum colonial atau penjajahan ditinggalkan. Ini berarti hukum nasionallah yang berlaku, yaitu UUD 1945. Dalam ketatanegaraan Indonesia, UUD 1945 adalah hukum dasar tertulis dan menjadi sumber hukum dalam penyusunan dan pembuatan peraturan perundang-undangan yang ada pada tingkat di bawahnya.</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">UUD 1945 sebagai hukum dasar tertulis memuat aturan-aturan pokok ketatanegaraan yang dijadikan dasar bagi aturan-aturan ketatanegaraan yang lainnya. Aturan pokok itu mengatur bentuk negara, bentuk pemerintahan, pembagian kekuasaan, dan sistem pemerintahan.</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Undang-Undang Dasar 1945 berlaku sejak tanggal 18 Agustus 1945 sampai dengan tanggal 27 Desember 1949.</span></div><ul style="color: black;" type="disc"><li class="MsoNormal" style="line-height: normal; mso-list: l15 level1 lfo10; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Bentuk negara: <b>kesatuan</b></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l15 level1 lfo10; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Bentuk pemerintahan: <b>republik</b><br />
<br />
Pembagian kekuasaan:</span></li>
</ul><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">a) <b>Kekuasaan eksekutif </b>dijalnakan oleh Presiden, dibantu oleh seorang wakil presiden, dan para menteri. Dalam menjalankan tugasnya, Presiden di awasi oleh Badan Perwakilan Rakyat (DPR).</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">b) <b>Kekuasaan legislatif </b>dijalankan oleh DPR bersama-sama dengan presiden.</span></div><div class="MsoNormal" style="color: #0b5394; line-height: normal; text-align: justify;"><div style="color: black;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">c) <b>Kekuasaan Yudikatif </b>dijalankan oleh Mahkamah Agung (MA).</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></div><br />
<div style="color: #38761d;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">2. Sistem pemerintahan: Kabinet Presidensil<b> </b>Undang-Undang Dasar Republik Indonesia Serikat (UUD RIS) Tahun 1949</span></div></div><ul style="color: #0b5394;" type="disc"></ul><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify; text-indent: 18pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Undang-Undang Dasar Republik Indonesia serikat (UUD RIS) 1949 mulai berlaku pada tanggal 27 Desember 1949 bersaam dengan penandatanganan pengakuan kedaulatan Indonesia oleh Belanda. Konstitusi/ UUD RIS dihasilkan dari sebuah pertemuan yang dinamakan “Pertemuan untuk Permusyawaratan Faderal” pada tanggal 14 Desember 1949 di Den Haag, Belanda.</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify; text-indent: 18pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Konstitusi/ UUD RIS 1949 terdiri atas 197 pasal. UUD RIS ini bersifat sementara, karena menurut ketentuan pasal 186, konstituante (Sidang Pembuat Konstitusi) bersama-sama dengan pemerintah akan selekas-lekasnya menetapkan konstitusi RIS yang akan menggantikan konstitusi sementara ini.</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">UUD RIS 1949 berlaku hingga 17 Agustus 1950.</span></div><ul style="color: black;" type="disc"><li class="MsoNormal" style="line-height: normal; mso-list: l5 level1 lfo12; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Bentuk negara: <b>serikat atau federal</b></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l5 level1 lfo12; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Bentuk pemerintahan: <b>republik</b></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l5 level1 lfo12; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Sistem pemerintahan: <b>pemerintahan parlementer </b></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l5 level1 lfo12; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Lembaga perwakilan: UUD RIS menganut sistem dua kamar (Bikameral), yaitu <b>Senat dan Dewan Perwakilan Rakyat (DPR). </b></span></li>
</ul><div class="MsoNormal" style="color: #38761d; line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Undang-Undang Sementara (UUDS) Tahun 1950</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Sejak tanggal 17 Agustus 1950 berlakulah UUD Sementara tahun 1950. Hal ini bersamaan dengan terwujudnya kembali negara kesatuan. Pemberlakuan UUDS tahun 1950 ini ditetapkan dengan Undang-Undang no.7 tahun 1950 tentang perubahan Kontitusi Sementara Republik Indonesia serikat menjadi UUDS Republik Indonesia Tahun 1950.</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">UUDS tahun 1950 terdiri atas 6 bab sementara, maka disebutkan dalam UUDS pasal 134 bahwa konstituante (sidang pembuat Undang-Undang) bersama-sama dengan pemerintah akan secepatnya menetapkan Undang-Undang Dasar (UUD) Republik Indonesia yang akan menggantikan UUDS ini. UUDS tahun 1950 memuat bentuk negara, bentuk pemerintahan, pemegang kedaulatan rakyat, alat-alat perlengkapan negara, serta sistem pemerintahan negara.</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">UUDS berlaku hingga 5 Juli 1959.</span></div><ul style="color: black;" type="disc"><li class="MsoNormal" style="line-height: normal; mso-list: l14 level1 lfo13; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Bentuk negara: <b>kesatuan</b></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l14 level1 lfo13; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Bentuk pemerintahan:<b> republik</b></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l14 level1 lfo13; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Pemegang kedaulatan rakyat: <b>Presiden bersama dengan Dewan Perwakilan Rakyat (DPR) </b></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l14 level1 lfo13; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Alat-alat perlengkapan Negara: </span></li>
<ul type="circle"><li class="MsoNormal" style="line-height: normal; mso-list: l14 level2 lfo13; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-align: justify;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Presiden dan wakil presiden</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l14 level2 lfo13; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-align: justify;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Menteri-menteri</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l14 level2 lfo13; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-align: justify;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Dewan Perwakilan Rakyat (DPR)</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l14 level2 lfo13; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-align: justify;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Mahkamah Agung (MA)</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l14 level2 lfo13; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-align: justify;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Dewan Pengawas Keuangan (KPK)</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l14 level2 lfo13; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Sistem pemerintahan negara : <b>sistem parlementer</b></span></li>
</ul></ul><div class="MsoNormal" style="color: #38761d; line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Kembali ke Undang-Undang Dasar 1945</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Dengan keluarnya Dekrit Presiden 5 Juli 1959, Undang-Undang Dasar Sementara tahun 1950 dinyatakan tidak berlaku lagi dan Undang-Undang Dasar sementara dinyatakan berlaku lagi tanpa mengalami perubahan.</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ketentuan mengenai bentuk negara, bentuk pemerintahan, pembagian kekuasaan, dan sistem pemerintahan tidak mengalami perubahan, yakni seperti yang tercantum dalam Undang-Undang-Dasar 1945 yang disahkan pada tanggal 18 Agustus 1945.</span></div><div class="MsoNormal" style="color: #0b5394; line-height: normal; text-align: justify;"><br />
</div><div class="MsoNormal" style="color: #6aa84f; line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">UUD 1945 Hasil Amandemen</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Amandemen adalah prosedur peyempurnaan tanpa harus langsung mengubah UUD dan merupakanpelengkap serta rincian dari UUD asli. Istilah amandemen merupakan salah satu hak legislatif untuk mengusulkan perubahan dalam suatu rancangan undang-undang yang dimajukan pemerintah. Apabila suatu rancangan undang-undang yang dimajukan pemerintah tidak memuaskan parlemen, maka parlemen dapat mengadakan perubahan-perubahan yang disertai dengan penjelasan.</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Amandemen UUD 1945 sesungguhnya merupakan suatu keharusan jika bangsa Indonesia menginginkan adanya reformasi di berbagai bidang untuk mewujudkan Negara yang demokrasi dan makmur. Mengingat bahwa UUD 1945 disusun pada masa persiapan kemerdekaan Indonesia dalam situasi yang serba mendesak, maka beberapa pasal yang ada di dalamnya dipandang tidak lagi sesuai dengan situasi dan persoalan kenegaraan pada masa kini. Penafsiran para pemimpin terdahulu terhadap beberapa pasal dalam UUD 1945 diarahkan untuk keuntungan mereka sendiri. Maka, pasal-pasal dalam UUD 1945 harus dibuat sejelas mungkin sehingga tidak menimbulkan penafsiran yang beragam. Dalam Amandemen UUD 1945 terdapat empat tahap. Konstitusi/ UUD 1945 hasil amandemen inilah yang berlaku saat ini.</span><br />
</div><div class="MsoNormal" style="color: #0b5394; line-height: normal; text-align: justify;"><b style="color: purple;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Kesepakatan Dasar Dalam Melakukan Perubahan Konstitusi</span></b></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Perubahan konstitusi merupakan suatu hal yang menjadi perdebatan panjang, terutama berkaitan dengan hasil-hasil yang diperoleh dari perubahan itu sendiri. Perdebatan itu menyangkut apakah hasil perubahan itu menggantikan konstitusi yang lama ataukah hasil perubahan itu tidak menghilangkan dan merupakan bagian yang tidak terpisahkan dari konstitusi yang lama.</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Dalam sistem ketatanegaraan modern, paling tidak ada dua sistem yang berkembang dalam perubahan konstitusi yaitu renewal (pembaruan) seperti yang dianut oleh negara-negara Eropa Kontinental dan amandement (perubahan) seperti yang dianut oleh negara-negara Anglo-Saxon. Sistem perubahan konstitusi renewal adalah perubahan konstitusi secara keseluruhan sehingga yang diberlakukan kemudian adalah konstitusi yang benar-benar baru. Negara-negara yang menganut sistem ini antara lain Belanda, Jerman, dan Prancis.</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Sistem perubahan konstitusi amandemen adalah perubahan konstitusi dengan tetap memberlakukan konstitusi yang asli. Hasil perubahan tersebut merupakan bagian atau lampiran yang menyenai konstitusi asli. Negara yang menganut sistem ini antara lain Amerika Serikat.</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ada 5 kesepakatan dasar dalam melakukan perubahan konstitusi, yaitu:</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">1. Tidak mengubah Pembukaan UUD 1945.</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">2. Tetap mempertahankan Negara Kesatuan Republik Indonesia.</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">3. Mempertegas sistem presidensiil.</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">4. Penjelasan UUD 1945 yang memuat hal-hal normatif akan dimasukan ke dalam pasal-pasal.</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">5. Perubahan dilakukan dengan cara “adendum”.</span><br />
</div><div class="MsoNormal" style="color: #0b5394; line-height: normal; text-align: justify;"><b style="color: purple;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Fungsi Perubahan Sebuah Konstitusi</span></b></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Amandemen (perubahan) konstitusi dimaksudkan agar Negara Indonesia benar-benar merupakan pemerintahan yang konstitusional. Pemerintahan yang konstitusional tidak hanya pemerintahan itu berdasarkan pada sebuah konstitusi, tetapi konstitusi Negara itu harus berisi adanya pembatasan kekuasaan dan jaminan hak-hak warga Negara.</span></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify; text-indent: 36pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Pemerintah konstitusional mengarah pada pemerintahan dan negara demokrasi. Jadi, amandemen UUD 1945 diharapkan dapat menjadikan Negara Indonesia benar-benar demokratis. Amandemen atas UUD 1945 masih harus disempurnakan agar selalu sesuai dengan tuntunan perkembangan dan mampu menjadi landasan bagi pemerintahan demokrasi di Indonesia.</span><br />
<div><br />
</div></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify;"><b style="color: purple;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Perilaku Positif Terhadap Sebuah Konstitusi</span></b></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify; text-indent: 18pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Sebagai warga negara yang baik adalah memiliki kesetiaan terhadap bangsa dan negara, kesetiaan terhadap konstitusi, kesetiaan terhadap peraturan perundang-undangan, dan kesetiaan terhadap kebijakan pemerintah. Oleh sebab itu maka setiap warga negara harus dan wajib untuk memiliki perilaku positif terhadap konstitusi, yang mempunyai makna berperilaku peduli atau memperhatikan konstitusi (UUD), mempelajari isinya, mengkaji maknanya, melaksanakan nilai-nilai yang terkandung di dalamnya, mengamalkan dalam kehidupan, dan berani menegakkan jika konstitusi itu di langgar.</span></div><ul style="color: black;" type="disc"><li class="MsoNormal" style="line-height: normal; mso-list: l4 level1 lfo14; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Adapun contoh sikap positif tersebut antara lain: </span></li>
<ul type="disc"><li class="MsoNormal" style="line-height: normal; mso-list: l4 level2 lfo14; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Berusaha mempelajari isi konstitusi hasil amandeman agar memahami makna konstitusi tersebut.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level2 lfo14; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Melaksanakan isi konstitusi sesuai dengan profesi masing-masing.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level2 lfo14; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Membantu pemerintah dalam mensosialisasikan isi konstitusi hasil amandeman kepada warga masyarakat.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level2 lfo14; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Melaporkan kepada yang berwajib apabila ada pihak-pihak yang melanggar konstitusi.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level2 lfo14; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Mengawasi para penyelenggara negara agar melaksanakan tugasnya sesuai konstitusi yang berlaku.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level2 lfo14; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Mempelajari peraturan perundang-undangan yang berlaku apakah sudah sesuai atau belum dengan konstitusi, jika belum kita usulkan kepada yang berwenang agar ada perubahan.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level2 lfo14; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Mengamati berbagai kegiatan politik/ partai politik, apakah sesuai dengan amanat konstitusi.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level2 lfo14; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Menanamkan nilai-nilai konstitusi khusunya perjuangan bangsa kepada generasi muda.</span></li>
<li class="MsoNormal" style="line-height: normal; text-align: left;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Menangkal masuknya ideology asing yang bertentangan dengan konstitusi.<br />
<br />
Wujud partisipasi terhadap pelaksanaan konstitusi negara:</span></li>
<li class="MsoNormal" style="line-height: normal; text-align: left;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Dalam diri sendiri :</span></li>
</ul></ul><ol start="1" style="color: black;" type="1"><li class="MsoNormal" style="line-height: normal; mso-list: l11 level1 lfo16; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Mengakui dan menghargai hak-hak asasi orang lain.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l11 level1 lfo16; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Mematuhi dan menaati peraturan yang berlaku.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l11 level1 lfo16; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Tidak main hakim sendiri.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l11 level1 lfo16; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Menjaga keseimbangan antara hak dan kewajiban.</span></li>
</ol><ul style="color: black;" type="disc"><li class="MsoNormal" style="line-height: normal; mso-list: l13 level1 lfo17; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Dalam keluarga :</span></li>
</ul><ol start="1" style="color: black;" type="1"><li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo18; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Taat dan patuh terhadap orang tua.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo18; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ada keterbukaan terhadap permasalahan anggota keluarga.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo18; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Memiliki etika terhadap sesama anggota keluarga.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo18; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Mengembangkan sikap positif.</span></li>
</ol><ul style="color: black;" type="disc"><li class="MsoNormal" style="line-height: normal; mso-list: l18 level1 lfo19; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Dalam sekolah:</span></li>
</ul><ol start="1" style="color: black;" type="1"><li class="MsoNormal" style="line-height: normal; mso-list: l20 level1 lfo20; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Taat dan patuh terhadap tata tertib sekolah.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l20 level1 lfo20; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Melaksanakan program kegiatan OSIS dengan baik.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l20 level1 lfo20; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Mengembangkan sikap sadar dan rasional.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l20 level1 lfo20; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Melaksanakan hasil keputusan bersama.</span></li>
</ol><ul style="color: black;" type="disc"><li class="MsoNormal" style="line-height: normal; mso-list: l21 level1 lfo21; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Dalam Masyarakat:</span></li>
</ul><ol start="1" style="color: black;" type="1"><li class="MsoNormal" style="line-height: normal; mso-list: l7 level1 lfo22; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Menjunjung tinggi norma-noma pergaulan.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l7 level1 lfo22; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Mengikuti kegiatan yang ada dalam karang taruna.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l7 level1 lfo22; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Menjalin persatuan dan kerukunan warga melalui berbagai kegiatan.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l7 level1 lfo22; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Sadar pada ketentuan yang menjadi keputusan bersama.</span></li>
</ol><ul style="color: black;" type="disc"><li class="MsoNormal" style="line-height: normal; mso-list: l22 level1 lfo23; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Dalam berbangsa dan bernegara:</span></li>
</ul><ol start="1" style="color: black;" type="1"><li class="MsoNormal" style="line-height: normal; mso-list: l16 level1 lfo24; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Sanggup melaksanakan Pancasila dan UUD 1945 secara murni dan konsekuen.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l16 level1 lfo24; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Tidak melakukan perbuatan yang merugikan kepentingan bangsa dan negara.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l16 level1 lfo24; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Sadar akan kedudukannya sebagai warga negara.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l16 level1 lfo24; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Setia membela negara dengan perundang-undangan yang berlaku.</span></li>
</ol><div class="MsoNormal" style="color: #0b5394;"><br />
</div><div class="MsoNormal" style="color: #0b5394;"><div style="color: #cc0000;">Referensi:</div></div><div class="MsoNormal" style="color: #0b5394;"><div style="color: #b45f06;">http://id.wikipedia.org </div></div><div class="MsoNormal" style="color: #b45f06;">http://www.slideshare.net/astridsangjuara/hubungan-dasar-negara-dan-konstitusi</div><div class="MsoNormal" style="color: #b45f06;">http://kewarganegaraan1.blogspot.com</div><div class="MsoNormal" style="color: #b45f06;">http://imhaweblogs.wordpress.com</div><div class="MsoNormal" style="color: #0b5394;"><br />
</div>Ertiza Auli Alghanihttp://www.blogger.com/profile/04158952295244926260noreply@blogger.com1tag:blogger.com,1999:blog-7334057303580036888.post-62475673790404005622012-04-06T05:05:00.000-07:002012-04-06T05:05:27.949-07:00WAWASAN NUSANTARA<div style="color: #0b5394; text-align: justify;">Kata wawasan berasal dari bahasa Jawa yaitu wawas (mawas) yang artinya melihat atau memandang, jadi kata wawasan dapat diartikan cara pandang atau cara melihat.<br />
Kehidupan negara senantiasa dipengaruhi perkembangan lingkungan strategik sehinga wawasan harus mampu memberi inspirasi pada suatu bangsa dalam menghadapi berbagai hambatan dan tantangan yang ditimbulkan dalam mengejar kejayaanya.<br />
Dalam mewujudkan aspirasi dan perjuangan ada tiga faktor penentu utama yang harus diperhatikan oleh suatu bangsa :</div><div style="color: #0b5394;"></div><div style="color: #0b5394; text-align: justify;">1. Bumi/ruang dimana bangsa itu hidup<br />
2. Jiwa, tekad dan semangat manusia / rakyat<br />
3. Lingkungan</div><div style="color: #0b5394; text-align: justify;"></div><div style="color: #0b5394; text-align: justify;"></div><div style="color: #0b5394; text-align: justify;">Dengan demikian, wawasan nasional suatu bangsa adalah cara pandang suatu bangsa yang telah menegara tentang diri dan lingkungannya dalam eksistensinya yang serba terhubung (interaksi & interelasi) serta pembangunannya di dalam bernegara di tengah-tengah lingkungannya baik nasional, regional, maupun global.</div><div style="color: #0b5394;"><br />
</div><div style="color: #0b5394;"><b>Pengertian wawasan nusantara menurut para ahli:</b></div><span style="color: #0b5394;"> </span><br />
<div style="color: #a64d79;">1. Prof.Dr. Wan Usman</div><span style="color: #0b5394;"> </span><br />
<div style="color: #0b5394;">Wawasan Nusantara adalah cara pandang bangsa Indonesia mengenai diri dan tanah airnya sebagai negara kepulauan dengan semua aspek kehidupan yang beragam.</div><span style="color: #0b5394;"> </span><br />
<div style="color: #a64d79;">2. Kelompok kerja LEMHANAS 1999</div><span style="color: #0b5394;"> </span><br />
<div style="color: #0b5394; text-align: justify;">Wawasan Nusantara adalah cara pandang dan sikap bangsa Indonesia mengenai diri dan lingkungannya yang serba beragam dan bernilai strategis dengan mengutamakan persatuan dan kesatuan bangsa serta kesatuan wilayah dalam menyelenggarakan kehidupan bermasyarakat, berbangsa dan bernegara untuk mencapai tujuan nasional.</div><div style="color: #0b5394;"></div><div style="color: #0b5394; text-align: justify;"><br />
</div><div style="color: #0b5394; text-align: justify;">Sedangkan pengertian yang digunakan sebagai acuan pokok ajaran dasar Wawasan Nusantara sebagai geopolitik Indonesia adalah:</div><div style="color: #0b5394;"></div><div style="color: #0b5394; text-align: justify;">cara pandang dan sikap bangsa Indonesia mengenai diri dan lingkungannya yang serba beragam dan bernilai strategis dengan mengutamakan persatuan dan kesatuan wilayah dengan tetap menghargai dan menghormati kebhinekaan dalam setiap aspek kehidupan nasional untuk mencapai tujuan nasional.</div><span style="color: #0b5394;"> </span><br />
<div style="color: #0b5394;">Landasan Wawasan Nusantara<br />
Idiil => Pancasila<br />
Konstitusional => UUD 1945</div><div style="color: #0b5394;"><br />
</div><div style="color: #0b5394;"><b>Teori – Teori Kekuasaan</b> </div><div style="color: #0b5394; text-align: justify;">Wawasan nasional suatu bangsa dibentuk dan dijiwai oleh paham kekuasaan dan geopolitik yang dianutnya.<br />
Beberapa teori paham kekuasaan dan teori geopolitik antara lain sebagai berikut:</div><span style="color: #0b5394;"> </span><br />
<div style="color: #0b5394;">1. Paham-paham kekuasaan</div><span style="color: #0b5394;"> </span><br />
<div style="color: #0b5394;">a. Machiavelli (abad XVII)</div><span style="color: #0b5394;"> </span><br />
<div style="color: #0b5394;">b. Napoleon Bonaparte (abad XVIII)</div><span style="color: #0b5394;"> </span><br />
<div style="color: #0b5394;">c. Jendral Clausewitz (abad XVIII)</div><span style="color: #0b5394;"> </span><br />
<div style="color: #0b5394;">d. Fuerback dan Hegel (abad XVII)</div><span style="color: #0b5394;"> </span><br />
<div style="color: #0b5394;">e. Lenin (abad XIX)</div><span style="color: #0b5394;"> </span><br />
<div style="color: #0b5394;">f. Lucian W. Pye dan Sidney</div><span style="color: #0b5394;"> </span><br />
<div style="color: #0b5394;"><br />
</div><div style="color: #0b5394;">2. Teori–teori geopolitik (ilmu bumi politik)</div><span style="color: #0b5394;"> </span><br />
<div style="color: #0b5394; text-align: justify;">Geopolitik adalah ilmu yang mempelajari gejala-gejala politik dari aspek geografi. Teori ini banyak dikemukakan oleh para sarjana seperti :</div><div style="color: #0b5394;"></div><div style="color: #a64d79; text-align: justify;">a. Federich Ratzel</div><div style="color: #0b5394; text-align: justify;"></div><div style="color: #0b5394; text-align: justify;">1. Pertumbuhan negara dapat dianalogikan (disamakan/mirip) dengan pertumbuhan organisme (mahluk hidup) yang memerlukan ruang hidup, melalui proses lahir, tumbuh, berkembang, mempertahankan hidup tetapi dapat juga menyusut dan mati.<br />
2. Negara identik dengan suatu ruang yang ditempati oleh kelompok politik dalam arti kekuatan. Makin luas potensi ruang makin memungkinkan kelompok politik itu tumbuh (teori ruang).<br />
3. Suatu bangsa dalam mempertahankan kelangsungan hidupnya tidak terlepas dari hukum alam.<br />
4. Semakin tinggi budaya bangsa semakin besar kebutuhan atau dukungan sumber daya alam.</div><div style="color: #0b5394; text-align: justify;"></div><div style="color: #0b5394; text-align: justify;">Apabila ruang hidup negara (wilayah) sudah tidak mencukupi, maka dapat diperluas dengan mengubah batas negara baik secara damai maupun dengan kekerasan/perang. Ajaran Ratzel menimbulkan dua aliran :</div><div style="color: #0b5394; text-align: justify;"></div><div style="color: #0b5394; text-align: justify;">* menitik beratkan kekuatan darat<br />
* menitik beratkan kekuatan laut</div><div style="color: #0b5394; text-align: justify;"></div><div style="color: #0b5394; text-align: justify;"><br />
</div><div style="color: #a64d79; text-align: justify;">b. Rudolf Kjellen</div><div style="color: #0b5394; text-align: justify;"></div><div style="color: #0b5394; text-align: justify;">1. Negara sebagai satuan biologi, suatu organisme hidup. Untuk mencapai tujuan negara, hanya dimungkinkan dengan jalan memperoleh ruang (wilayah) yang cukup luas agar memungkinkan pengembangan secara bebas kemampuan dan kekuatan rakyatnya.<br />
2. Negara merupakan suatu sistem politik/pemerintahan yang meliputi bidang-bidang: geopolitik,ekonomipolitik, demopolitik, sosialpolitik dan kratopolitik.<br />
3. Negara tidak harus bergantung pada sumber pembekalan luar, tetapi harus mampu swasembada serta memanfaatkan kemajuan kebudayaan dan teknologi untuk meningkatkan kekuatan nasional.</div><div style="color: #0b5394; text-align: justify;"></div><div style="color: #0b5394; text-align: justify;"><br />
</div><div style="color: #a64d79; text-align: justify;">c. Karl Haushofer</div><div style="color: #0b5394; text-align: justify;"></div><div style="color: #0b5394; text-align: justify;">Pandangan Karl Haushofer ini berkembang di Jerman di bawah kekuasan Aldof Hitler, juga dikembangkan ke Jepang dalam ajaran Hako Ichiu yang dilandasi oleh semangat militerisme dan fasisme.</div><div style="color: #0b5394; text-align: justify;"></div><div style="color: #0b5394; text-align: justify;"><br />
</div><div style="color: #a64d79; text-align: justify;">d. Sir Halford Mackinder (konsep wawasan benua)</div><div style="color: #0b5394; text-align: justify;"></div><div style="color: #0b5394; text-align: justify;">Teori ahli Geopolitik ini menganut “konsep kekuatan”. Ia mencetuskan wawasan benua yaitu konsep kekuatan di darat. Ajarannya menyatakan ; barang siapa dapat mengusai “daerah jantung”, yaitu Eropa dan Asia, akan dapat menguasai “pulau dunia” yaitu Eropa, Asia, Afrika dan akhirnya dapat mengusai dunia.</div><span style="color: #0b5394;"> </span><br />
<div style="color: #a64d79;"><br />
</div><div style="color: #a64d79; text-align: justify;">e. Sir Walter Raleigh dan Alferd Thyer Mahan (konsep wawasan bahari)</div><div style="color: #0b5394;"></div><div style="color: #0b5394; text-align: justify;">Barang siapa menguasai lautan akan menguasai “perdagangan”. Menguasai perdagangan berarti menguasai “kekayaan dunia” sehinga pada akhirnya menguasai dunia.</div><div style="color: #0b5394; text-align: justify;"></div><div style="color: #0b5394; text-align: justify;"><br />
</div><div style="color: #a64d79; text-align: justify;">f. W.Mitchel, A.Seversky, Giulio Douhet, J.F.C.Fuller (konsep wawasan dirgantara)</div><div style="color: #0b5394; text-align: justify;"></div><div style="color: #0b5394; text-align: justify;">Kekuatan di udara justru yang paling menentukan. Kekuatan di udara mempunyai daya tangkis terhadap ancaman dan dapat melumpuhkan kekuatan lawan dengan penghancuran dikandang lawan itu sendiri agar tidak mampu lagi bergerak menyerang.</div><div style="color: #0b5394; text-align: justify;"></div><div style="color: #0b5394; text-align: justify;"><br />
</div><div style="color: #a64d79; text-align: justify;">g. Nicholas J. Spykman</div><div style="color: #0b5394; text-align: justify;"></div><div style="color: #0b5394; text-align: justify;">Teori daerah batas (rimland) yaitu teori wawasan kombinasi, yang menggabungkan kekuatan darat, laut, udara dan dalam pelaksanaannya disesuaikan dengan keperluan dan kondisi suatu negara.</div><div style="color: #0b5394; text-align: justify;"></div><div style="color: #0b5394; text-align: justify;"> </div><div style="color: #0b5394; text-align: justify;"><b>Wawasan Nasional Indonesia</b></div><div style="color: #0b5394; text-align: justify;"></div><div style="color: #0b5394; text-align: justify;">Wawasan nasional Indonesia dikembangkan berdasarkan wawasan nasional secara universal sehingga dibentuk dan dijiwai oleh paham kekuasaan dan geopolitik yang dipakai negara Indonesia.</div><span style="color: #0b5394;"> </span><br />
<div style="color: #0b5394; text-align: justify;"><b>a. Paham kekuasaan Indonesia</b></div><div style="color: #0b5394;"></div><div style="color: #0b5394; text-align: justify;">Bangsa Indonesia yang berfalsafah dan berideologi Pancasila menganut paham tentang perang dan damai berdasarkan : “Bangsa Indonesia cinta damai, akan tetapi lebih cinta kemerdekaan”. Dengan demikian wawasan nasional bangsa Indonesia tidak mengembangkan ajaran kekuasaan dan adu kekuatan karena hal tersebut mengandung persengketaan dan ekspansionisme.</div><div style="color: #0b5394; text-align: justify;"><br />
</div><div style="color: #0b5394; text-align: justify;"></div><div style="color: #0b5394; text-align: justify;"><b>b. Geopolitik Indonesia</b></div><div style="color: #0b5394; text-align: justify;"></div><div style="color: #0b5394; text-align: justify;">Indonesia menganut paham negara kepulauan berdasar ARCHIPELAGO CONCEPT yaitu laut sebagai penghubung daratan sehingga wilayah negara menjadi satu kesatuan yang utuh sebagai Tanah Air dan ini disebut negara kepulauan.</div><div style="color: #0b5394; text-align: justify;"></div><div style="color: #0b5394; text-align: justify;">c. Dasar pemikiran wawasan nasional Indonesia</div><div style="color: #0b5394; text-align: justify;"><br />
</div><div style="color: #0b5394; text-align: justify;"></div><div style="color: #0b5394; text-align: justify;">Bangsa Indonesia dalam menentukan wawasan nasional mengembangkan dari kondisi nyata. Indonesia dibentuk dan dijiwai oleh pemahaman kekuasan dari bangsa Indonesia yang terdiri dari latar belakang sosial budaya dan kesejarahan Indonesia.<br />
Untuk itu pembahasan latar belakang filosofi sebagai dasar pemikiran dan pembinaan nasional Indonesia ditinjau dari :</div><div style="color: #0b5394; text-align: justify;"></div><div style="color: #0b5394; text-align: justify;">1. Pemikiran berdasarkan falsafah Pancasila<br />
2. Pemikiran berdasarkan aspek kewilayahan</div><div style="color: #0b5394; text-align: justify;"><br />
</div><div style="color: #0b5394; text-align: justify;"><b>Unsur Dasar Wawasan Nusantara</b><br />
Wadah (Contour)<br />
Isi (Content)<br />
Tata laku (Conduct)</div><div style="color: #0b5394;"><br />
</div><span style="color: #0b5394;"> </span><br />
<div style="color: #0b5394; text-align: justify;"><b>Hakekat Wawasan Nusantara</b></div><div style="color: #0b5394;"></div><div style="color: #0b5394; text-align: justify;">Adalah keutuhan nusantara/nasional, dalam pengertian : cara pandang yang selalu utuh menyeluruh dalam lingkup nusantara dan demi kepentingan nasional.<br />
Berarti setiap warga bangsa dan aparatur negara harus berfikir, bersikap dan bertindak secara utuh menyeluruh dalam<br />
lingkup dan demi kepentingan bangsa termasuk produk-produk yang dihasilkan oleh lembaga negara.</div><div style="color: #0b5394; text-align: justify;"><br />
</div><div style="color: #0b5394; text-align: justify;"></div><div style="color: #0b5394; text-align: justify;"><b>Asas Wawasan Nusantara</b></div><div style="color: #0b5394; text-align: justify;"></div><div style="color: #0b5394; text-align: justify;">Merupakan ketentuan-ketentuan dasar yang harus dipatuhi, ditaati, dipelihara dan diciptakan agar terwujud demi tetap taat dan setianya komponen/unsur pembentuk bangsa Indonesia(suku/golongan) terhadap kesepakatan (commitment) bersama. Asas wasantara terdiri dari:</div><div style="color: #0b5394;">Kepentingan/Tujuan yang sama<br />
Keadilan<br />
Kejujuran<br />
Solidaritas<br />
Kerjasama<br />
Kesetiaan terhadap kesepakatan</div><div style="color: #0b5394;"><br />
</div><span style="color: #0b5394;"> </span><br />
<div style="color: #0b5394;"><b>Kedudukan Wawasan Nusantara</b></div><span style="color: #0b5394;"> </span><br />
<div style="color: #0b5394; text-align: justify;">Wawasan Nusantara merupakan ajaran yang diyakini kebenarannya oleh seluruh rakyat dengan tujuan agar tidak terjadi penyesatan dan penyimpangan dalam rangka mencapai dan mewujudkan tujuan nasional.<br />
Wawasan Nusantara dalam paradigma nasional dapat dilihat dari hirarkhi paradigma nasional sbb:<br />
Pancasila (dasar negara) =>Landasan Idiil<br />
UUD 1945 (Konstitusi negara) =>Landasan Konstitusional<br />
Wasantara (Visi bangsa) =>Landasan Visional<br />
Ketahanan Nasional (KonsepsiBangsa) =>Landasan Konsepsional<br />
GBHN (Kebijaksanaan Dasar Bangsa) =>Landasan Operasional</div><div style="color: #0b5394; text-align: justify;">Fungsi Wawasan Nusantara adalah pedoman, motivasi, dorongan serta rambu-rambu dalam menentukan segala kebijaksanaan, keputusan, tindakan dan perbuatan, baik bagi penyelenggara negara di tingkat pusat dan daerah maupun bagi seluruh rakyat dalam kehidupan bermasyarakat, bernegara dan berbangsa.</div><div style="color: #0b5394;"></div><div style="color: #0b5394; text-align: justify;"><br />
</div><div style="color: #0b5394; text-align: justify;">Tujuan Wawasan Nusantara adalah mewujudkan nasionalisme yang tinggi di segala bidang dari rakyat Indonesia yang lebih mengutamakan kepentingan nasional dari pada kepentingan orang perorangan, kelompok, golongan, suku bangsa/daerah.</div><span style="color: #0b5394;"> </span><br />
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</div><div style="color: #0b5394; text-align: justify;"><b>Implementasi Wawasan Nusantara</b></div><div style="color: #0b5394;"></div><div style="color: #0b5394; text-align: justify;">Penerapan Wawasan Nusantara harus tercermin pada pola pikir, pola sikap dan pola tindak yang senantiasa mendahulukan kepentingan negara.</div><div style="color: #0b5394; text-align: justify;"></div><div style="color: #0b5394; text-align: justify;">a. Implementasi dalam kehidupan Politik,<br />
b. Implementasi dalam kehidupan Ekonomi,<br />
c. Implementasi dalam kehidupan Sosial Budaya,<br />
d. Implementasi dalam kehidupan Pertahanan Keamanan,</div><div style="color: #0b5394; text-align: justify;"></div><div style="color: #0b5394; text-align: justify;">Prospek Implementasi Wawasan Nusantara</div><div style="color: #0b5394; text-align: justify;"></div><div style="color: #0b5394; text-align: justify;">Berdasarkan beberapa teori mengemukakan pandangan global sbb:<br />
Global Paradox menyatakan negara harus mampu memberikan peranan sebesar-besarnya kepada rakyatnya.<br />
Borderless World dan The End of Nation State menyatakan batas wilayah geografi relatif tetap, tetapi kekuatan ekonomi dan budaya global akan menembus batas tsb. Pemerintah daerah perlu diberi peranan lebih berarti.<br />
The Future of Capitalism menyatakan strategi baru kapitalisme adalah mengupayakan keseimbangan antara kepentingan individu dengan masyarakat serta antara negara maju dengan negara berkembang.<br />
Building Win Win World (Henderson) menyatakan perlu ada perubahan nuansa perang ekonomi, menjadikan masyarakat dunia yang lebih bekerjasama, memanfaatkan teknologi yang bersih lingkungan serta pemerintahan yang demokratis.<br />
The Second Curve (Ian Morison) menyatakan dalam era baru timbul adanya peranan yang lebih besar dari pasar, peranan konsumen dan teknologi baru yang mengantar terwujudnya masyarakat baru.</div><div style="color: #0b5394; text-align: justify;"><br />
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</div><div style="color: #cc0000; text-align: justify;">Referensi:</div><div style="color: #b45f06; text-align: justify;">Pendidikan Kewarganegaraan, Gramedia Pustaka 2008</div><div style="color: #b45f06; text-align: justify;">http://fanziprasetia.blog.com</div><div style="color: #b45f06; text-align: justify;">http://rrriiiian.wordpress.com</div><div style="color: #b45f06; text-align: justify;">http://fadli-tn.info/blog</div><div style="color: #b45f06;">http://id.wikipedia.org </div><div style="color: #0b5394;"></div><div style="color: #0b5394; text-align: justify;"><br />
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</div>Ertiza Auli Alghanihttp://www.blogger.com/profile/04158952295244926260noreply@blogger.com0tag:blogger.com,1999:blog-7334057303580036888.post-54286742385780972362012-03-24T05:41:00.006-07:002012-03-24T06:25:11.094-07:00HAK ASASI MANUSIA<div align="justify" style="color: purple; line-height: 200%; margin-bottom: 0in;"><span style="font-size: large;"><b><span style="color: #38761d;">Pengertian Hak Asasi Manusia</span></b></span><br />
# Hak asasi manusia adalah hak-hak dasar yang dimiliki oleh manusia, sesuai dengan kodratnya <span style="color: #cc0000;"><b style="color: purple;">(Kaelan: 2002)</b>.</span><br />
# Menurut pendapat <b style="color: purple;">Jan Materson (dari komisi HAM PBB)</b>, dalam Teaching Human Rights, United Nations sebagaimana dikutip Baharuddin Lopa menegaskan bahwa HAM adalah hak-hak yang melekat pada setiap manusia, yang tanpanya manusia mustahil dapat hidup sebagai manusia. <br />
#<b><span style="color: #cc0000;"> <span style="color: purple;">John Locke</span></span> </b>menyatakan bahwa HAM adalah hak-hak yang diberikan langsung oleh Tuhan Yang Maha Pencipta sebagai hak yang kodrati. (Mansyur Effendi, 1994).<br />
<div align="justify" style="line-height: 200%; margin-bottom: 0in;"># Dalam <b style="color: purple;">pasal 1 Undang-Undang Nomor 39 Tahun 1999 tentang HAM</b> disebutkan bahwa “Hak Asasi Manusia adalah seperangkat hak yang melekat pada hakekat dan keberadaan manusia sebagai makhluk Tuhan Yang Maha Esa dan merupakan anugerah-Nya yang wajib dihormati, dijunjung tinggi, dan dilindungi oleh negara, hukum, pemerintah dan setiap orang, demi kehormatan serta perlindungan harkat dan martabat manusia”.</div><div align="justify" style="line-height: 200%; margin-bottom: 0in;"><br />
</div><b><span style="color: #38761d; font-size: large;">Perkembangan pemikiran HAM dunia bermula dari:</span></b><br />
<ul><li> <b><span style="color: #bf9000;">Magna Charta </span></b></li>
</ul>Pada umumnya para pakar di Eropa berpendapat bahwa lahirnya HAM di kawasan Eropa dimulai dengan lahirnya magna Charta yang antara lain memuat pandangan bahwa raja yang tadinya memiliki kekuasaan absolute (raja yang menciptakan hukum, tetapi ia sendiri tidak terikat dengan hukum yang dibuatnya), menjadi dibatasi kekuasaannya dan mulai dapat diminta pertanggung jawabannya dimuka hukum(Mansyur Effendi,1994). <br />
<ul style="text-align: justify;"><li> <span style="color: #bf9000;"><b>The American declaration </b> </span></li>
</ul>Perkembangan HAM selanjutnya ditandai dengan munculnya The American Declaration of Independence yang lahir dari paham Rousseau dan Montesquuieu. Mulailah dipertegas bahwa manusia adalah merdeka sejak di dalam perut ibunya, sehingga tidaklah logis bila sesudah lahir ia harus dibelenggu. <br />
<ul style="text-align: justify;"><li> <b style="color: #bf9000;">The French declaration </b></li>
</ul>Selanjutnya, pada tahun 1789 lahirlah The French Declaration (Deklarasi Perancis), dimana ketentuan tentang hak lebih dirinci lagi sebagaimana dimuat dalam The Rule of Law yang antara lain berbunyi tidak boleh ada penangkapan tanpa alasan yang sah. Dalam kaitan itu berlaku prinsip presumption of innocent, artinya orang-orang yang ditangkap, kemudian ditahan dan dituduh, berhak dinyatakan tidak bersalah, sampai ada keputusan pengadilan yang berkekuatan hukum tetap yang menyatakan ia bersalah. <br />
<ul style="text-align: justify;"><li> <b style="color: #bf9000;">The four freedom </b></li>
</ul>Ada empat hak kebebasan berbicara dan menyatakan pendapat, hak kebebasan memeluk agama dan beribadah sesuai dengan ajaran agama yang diperlukannya, hak kebebasan dari kemiskinan dalam Pengertian setiap bangsa berusaha mencapai tingkat kehidupan yang damai dan sejahtera bagi penduduknya, hak kebebasan dari ketakutan, yang meliputi usaha, pengurangan persenjataan, sehingga tidak satupun bangsa berada dalam posisi berkeinginan untuk melakukan serangan terhadap Negara lain ( Mansyur Effendi,1994).<br />
</div><div style="color: purple; line-height: 200%; margin-bottom: 0in; text-align: justify;"></div><div align="justify" style="color: purple; line-height: 200%; margin-bottom: 0in;"><b><span style="color: #38761d; font-size: large;">Perkembangan pemikiran HAM di Indonesia:</span></b><br />
# Pemikiran HAM periode sebelum kemerdekaan yang paling menonjol pada Indische Partij adalah hak untuk mendapatkan kemerdekaan serta mendapatkan perlakukan yang sama hak kemerdekaan<br />
# Sejak kemerdekaan tahun 1945 sampai sekarang di Indonesia telah berlaku 3 UUD dalam 4 periode, yaitu: 1. Periode 18 Agustus 1945 sampai 27 Desember 1949, berlaku UUD 1945</div><div align="justify" style="color: purple; line-height: 200%; margin-bottom: 0in;"> 2. Periode 27 Desember 1949 sampai 17 Agustus 1950, berlaku konstitusi Republik Indonesia Serikat</div><div align="justify" style="color: purple; line-height: 200%; margin-bottom: 0in;"> 3. Periode 17 Agustus sampai 5 Juli 1959, berlaku UUD 1950</div><div align="justify" style="color: purple; line-height: 200%; margin-bottom: 0in;"> 4. Periode 5 Juli 1959 sampai sekarang, berlaku Kembali UUD 1945 </div><div align="justify" style="color: purple; line-height: 200%; margin-bottom: 0in;"> </div><div style="color: #38761d;"><span style="font-size: large;"><span style="font-weight: bold;">Landasan Hukum Hak Asasi Manusia di Indonesia</span> </span></div><div style="color: purple; text-align: justify;">Bangsa Indonesia mempunyai pandangan dan sikap mengenai Hak Asasi Manusia yang bersumber dari ajaran agama, nilai moral universal, dan nilai luhur budaya bangsa, serta berdasarkan pada Pancasila dan Undang-undang dasar 1945. </div><div style="color: purple; text-align: justify;">Pengakuan, jaminan, dan perlindungan Hak Asasi Manusia tersebut diatur dalam beberapa peraturan perundangan berikut:</div><div style="color: #bf9000;"><b>A. Pancasila</b></div><div style="color: purple;"><br />
</div><div style="color: purple; text-align: justify;">a) Pengakuan harkat dan martabat manusia sebagai makhluk Tuhan Yang Maha Esa.<br />
b) Pengakuan bahwa kita sederajat dalam mengemban kewajiban dan memiliki hak yang sama serta menghormati sesama manusia tanpa membedakan keturunan, agama, kepercayaan, jenis kelamin, kedudukan sosial, warna kulit, suku dan bangsa.<br />
c) Mengemban sikap saling mencintai sesama manusia, sikap tenggang rasa, dan sikap tidak sewenang-wenang terhadap orang lain.<br />
d) Selalu berkerja sama, hormat menghormati dan selalu berusaha menolong sesama.<br />
e) Mengemban sikap berani membela kebenaran dan keadilan serta sikap adil dan jujur.<br />
f) Menyadari bahwa manusia sama derajatnya sehingga manusia Indonesia merasa dirinya bagian dari seluruh umat manusia.</div><div style="color: purple;"><br />
<b style="color: #bf9000;">B. Dalam Pembukaan UUD 1945</b></div><div style="color: purple; text-align: justify;">Menyatakan bahwa “ kemerdekaan itu adalah hak segala bangsa, dan oleh karena itu penjajahan di atas dunia harus dihapuskan karena tidak sesuai dengan peri kemanusiaan dan peri keadilan”. Ini adalah suatu pernyataan universal karena semua bangsa ingin merdeka. Bahkan, didalm bangsa yang merdeka, juga ada rakyat yang ingin merdeka, yakni bebas dari penindasan oleh penguasa, kelompok atau manusia lainnya.</div><div style="color: purple;"><br />
<b style="color: #bf9000;">C. Dalam Batang Tubuh UUD 1945</b><br />
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a) Persamaan kedudukan warga Negara dalam hokum dan pemerintahan (pasal 27 ayat 1).<br />
b) Hak atas pekerjaan dan penghidupan yang layak (pasal 27 ayat 2).<br />
c) Kemerdekaan berserikat dan berkumpul (pasal 28).<br />
d) Hak mengeluarkan pikiran dengan lisan atau tulisan (pasal 28).<br />
e) Kebebasan memeluk agama dan beribadat sesuai dengan agama dan kepercayaanya itu (pasal 29 ayat 2).<br />
f) hak memperoleh pendidikan dan pengajaran (pasal 31 ayat 1).<br />
g) BAB XA pasal 28 a s.d 28 j tentang Hak Asasi Manusia.<br />
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<b style="color: #bf9000;">D. Undang-Undang Nomor 39 Tahun 1999 tentang Hak Asasi Manusia</b></div><div style="color: purple; text-align: justify;">a) Bahwa setiap hak asasi seseorang menimbulkan kewajiban dasar dan tanggung jawab untuk menghormati HAM orang lain secara timbal balik.<br />
b) Dalam menjalankan hak dan kebebasannya, setiap orang wajib tunduk kepada pembatasan yang ditetapkan oleh UU.</div><div style="color: purple;"><br />
<b style="color: #bf9000;">E. Undang-Undang Nomor 26 Tahun 2000 tentang Pengadilan Hak Asasi Manusia</b></div><div style="color: purple; text-align: justify;">Untuk ikut serta memelihara perdamaian dunia dan menjamin pelaksanaan HAM serta memberi perlindungan, kepastian, keadilan, dan perasaan aman kepada masyarakat, perlu segera dibentuk suatu pengadilan HAM untuk menyelesaikan pelanggaran HAM yang berat.</div><div style="color: purple;"><br />
<b style="color: #bf9000;">F. Hukum Internasional tentang HAM yang telah Diratifikasi Negara Kesatuan RI</b></div><div style="color: purple; text-align: justify;">a) Undang- undang republik Indonesia No. 5 Tahun 1998 tentang pengesahan (Konvensi menentang penyiksaan dan perlakuan atau penghukuman lain yang kejam, tidak manusiawi, atau merendahkan martabat orang lain.<br />
b) Undang-undang No. 8 tahun 1984 tentang pengesahan Konvensi Mengenai Penghapusan segala Bentuk Diskriminasi terhadap Wanita.<br />
c) Deklarasi sedunia tentang Hak Asasi Manusia Tahun 1948 (Declaration Universal of Human Rights).</div><div align="justify" style="color: purple; line-height: 200%; margin-bottom: 0in;"><br />
</div><div align="justify" style="color: #38761d; line-height: 200%; margin-bottom: 0in;"><span style="font-size: large;"><b>Ciri Pokok Hakikat HAM</b> </span></div><div style="color: purple; line-height: 200%; margin-bottom: 0in; text-align: justify;">Berdasarkan beberapa rumusan HAM di atas, dapat ditarik kesimpulan tentang beberapa ciri pokok hakikat HAM yaitu:</div><div style="color: purple; text-align: justify;"># HAM tidak perlu diberikan, dibeli ataupun diwarisi. HAM adalah bagian dari manusia secara otomatis.</div><div style="color: purple; text-align: justify;"></div><div style="color: purple; text-align: justify;"># HAM berlaku untuk semua orang tanpa memandang jenis kelamin, ras, agama, etnis, pandangan politik atau asal-usul sosial dan bangsa.</div><div style="color: purple; text-align: justify;"></div><div style="color: purple; text-align: justify;">#HAM tidak bisa dilanggar. Tidak seorangpun mempunyai hak untuk membatasi atau melanggar hak orang lain. Orang tetap mempunyai HAM walaupun sebuah negara membuat hukum yang tidak melindungi atau melanggar HAM (Mansyur Fakih, 2003). </div><ul style="color: purple; text-align: justify;"></ul><ul style="color: purple; text-align: justify;"></ul><ul style="color: purple; text-align: justify;"></ul><div style="color: purple;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHxzYzpqoQrYVQDmBLrou2JSrV7h0VBNGC86GIW_Qy_8gEvaD4NiI0F4VXItrHUcXkwhkySMvhKlgbWSVjjLy2WRxARDIABJ4ujbe6cTAIxU9wqlSivaVEuwU_hcu9aRNdALdQCPPmILI/s1600/ham.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="270" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHxzYzpqoQrYVQDmBLrou2JSrV7h0VBNGC86GIW_Qy_8gEvaD4NiI0F4VXItrHUcXkwhkySMvhKlgbWSVjjLy2WRxARDIABJ4ujbe6cTAIxU9wqlSivaVEuwU_hcu9aRNdALdQCPPmILI/s320/ham.jpg" width="320" /></a></div><div style="color: purple;"><span style="color: #38761d; font-size: large;"><span style="font-weight: bold;">Macam-Macam Hak Asasi Manusia</span></span><br />
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<b style="color: #bf9000;">a) Hak asasi pribadi / Personal Right</b><br />
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• Hak kebebasan untuk bergerak, berpergian dan berpindah-pndah tempat.<br />
• Hak kebebasan mengeluarkan atau menyatakan pendapat.<br />
• Hak kebebasan memilih dan aktif di organisasi atau perkumpulan.<br />
• Hak kebebasan untuk memilih, memeluk, dan menjalankan agama dan kepercayaan yang diyakini masing-masing.<br />
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<b style="color: #bf9000;">b) Hak asasi politik / Political Right</b><br />
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• Hak untuk memilih dan dipilih dalam suatu pemilihan.<br />
• Hak ikut serta dalam kegiatan pemerintahan.<br />
• Hak membuat dan mendirikan parpol / partai politik dan organisasi politik lainnya.<br />
• Hak untuk membuat dan mengajukan suatu usulan petisi.<br />
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<b style="color: #bf9000;">c) Hak asasi hukum / Legal Equality Right</b><br />
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• Hak mendapatkan perlakuan yang sama dalam hukum dan pemerintahan.<br />
• Hak untuk menjadi pegawai negeri sipil / pns.<br />
• Hak mendapat layanan dan perlindungan hukum.<br />
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<b style="color: #bf9000;">d) Hak asasi ekonomi / Property Rigths</b><br />
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• Hak kebebasan melakukan kegiatan jual beli.<br />
• Hak kebebasan mengadakan perjanjian kontrak.<br />
• Hak kebebasan menyelenggarakan sewa-menyewa, hutang-piutang, dll.<br />
• Hak kebebasan untuk memiliki susuatu.<br />
• Hak memiliki dan mendapatkan pekerjaan yang layak.<br />
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<b style="color: #bf9000;">e) Hak asasi peradilan / Procedural Rights</b><br />
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• Hak mendapat pembelaan hukum di pengadilan.<br />
• Hak persamaan atas perlakuan penggeledahan, penangkapan, penahanan dan penyelidikan di mata hukum.</div><div style="color: purple;"><br />
<b style="color: #bf9000;">f) Hak asasi sosial budaya / Social Culture Right</b><br />
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• Hak menentukan, memilih dan mendapatkan pendidikan.<br />
• Hak mendapatkan pengajaran.<br />
• Hak untuk mengembangkan budaya yang sesuai dengan bakat dan minat. </div><div style="color: purple;"><br />
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</div><div style="color: #cc0000;">Referensi:</div><div style="color: #0b5394;">http://id.wikipedia.org</div><div style="color: #0b5394;">http://www.anakciremai.com</div><div style="color: #0b5394;">http://daniiskandarmanajemen.blogspot.com</div><div style="color: #0b5394;">http://lifeisabook51.blogspot.com</div>Ertiza Auli Alghanihttp://www.blogger.com/profile/04158952295244926260noreply@blogger.com1tag:blogger.com,1999:blog-7334057303580036888.post-81876820789822273392012-03-23T00:46:00.001-07:002012-03-23T00:55:48.652-07:00Konsep dan Bentuk Demokrasi dalam Sistem Pemerintahan Negara<div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><div class="separator" style="clear: both; text-align: center;"></div></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><div class="separator" style="clear: both; text-align: center;"></div><div style="text-align: right;"></div><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikwvaAhVlP0RGUSC8xDh3NgelRjUEU1eW0ZqXHgwnkCY3N_kNFyzgwE-bmSdXe6NEegU_qzYiSMzAvMVdFAcgmDTKEYbCcS1aTtuS2KK9yBCAPVr6m4kbKgXLoG0BXSH7dTY_PZuxNxPY/s1600/demokrasi.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="font-size: small;"> Demokrasi adalah sebuah bentuk kekuasaan (kratein) dari, oleh, dan untuk rakyat (demos). Menurut konsep demokrasi, kekuasaan menyiratkan arti politik dan pemerintahan, sedangkan rakyat beserta warga masyarakat didefinisikan sebagai warga negara. Demos<i> </i>menyiratkan makna diskriminatif atau bukan rakyat keseluruhan, tetapi hanya populus tertentu, yaitu mereka yang berdasarkan tradisi atau kesepakatan formal mengontrol akses ke sumber–sumber kekuasaan dan bisa mengklaim kepemilikan atas hak–hak prerogratif dalam proses pengambilan keputusan yang berkaitan dengan urusan publik atau pemerintahan.</span></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><br />
</span></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"> Dalam perkembangan zaman modern, ketika kehidupan memasuki skala luas,tidak lagi berformat lokal, demokrasi tidak mungkin lagi direalisasikan dalam wujud partisipasi langsung, masalah diskriminasi dalam kegiatan politik tetap berlangsung meskipun prakteknya berbeda dari pengalaman yang terjadi di masa Yunani kuno. Tidak semua warga negara dapat langsung terlibat dalam perwakilan. Hanya mereka yang karena sebab tertentu seperti kemampuan membangun pengaruh dan menguasai suara politik yang terpilih sebagai wakil. Sementara sebagian besar rakyat hanya dapat puas jika kepentingannya terwakili. Mereka tak memiliki kemampuan dan kesempatan yang sama untuk mengefektifkan hak-hak mereka sebagai warga negara.</span></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><br />
</span></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">Seorang negarawan dari Athena yang hidup pada tahun 430 SM bernama Pericles menguraikan beberapa kriteria penting mengenai konsep demokrasi, diantaranya:</span></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">1. Pemerintah suatu negara dibangun dari dukungan dan partisipasi yang mayoritas secara langsung.</span></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">2. Adanya kesamaan warga negara di bawah hukum.</span></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">3. Adanya penghargaan dan perlindungan terhadap pemenuhan HAM.</span></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><br />
</span></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">Ada tiga prinsip dasar dalam sistem politik yang demokratis, yaitu:</span></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">1. Ditegakkannya etika dan moralitas dalam politik sebagai landasan kerja sistem politik, ekonomi, sosial di dalam negara.</span></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">2. Dipakainya prinsip konstitusionalisme dengan tegas dalam pelaksanaannya serta adanya kepatuhan terhadap supremasi hukum yang berlaku.</span></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">3. Pemberlakuan akuntabilitas publik. Memposisikan orang-orang yang memegang jabatan publik dan pemerintahan sebagai pemegang amanat dari rakyat yang dapat dimintai pertanggungjawabannya oleh rakyat.</span></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><br />
</div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">Prinsip dan konsep demokrasi dirincikan oleh Inu Kencana Syafiie, sebagai berikut:</span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikwvaAhVlP0RGUSC8xDh3NgelRjUEU1eW0ZqXHgwnkCY3N_kNFyzgwE-bmSdXe6NEegU_qzYiSMzAvMVdFAcgmDTKEYbCcS1aTtuS2KK9yBCAPVr6m4kbKgXLoG0BXSH7dTY_PZuxNxPY/s1600/demokrasi.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="161" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikwvaAhVlP0RGUSC8xDh3NgelRjUEU1eW0ZqXHgwnkCY3N_kNFyzgwE-bmSdXe6NEegU_qzYiSMzAvMVdFAcgmDTKEYbCcS1aTtuS2KK9yBCAPVr6m4kbKgXLoG0BXSH7dTY_PZuxNxPY/s200/demokrasi.jpg" width="200" /></a></div><ul style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><li><span style="font-size: small;">diberlakukannya pembagian kekuasaan,</span></li>
<li><span style="font-size: small;">pemilihan umum yang bebas, manajemen yang terbuka,</span></li>
<li><span style="font-size: small;">kebebasan individu,</span></li>
<li><span style="font-size: small;">peradilan yang bebas,</span></li>
<li><span style="font-size: small;">pengakuan hak minoritas</span></li>
<li><span style="font-size: small;">pemerintahan yang berdasarkan hukum,</span></li>
<li><span style="font-size: small;">pers yang bebas,</span></li>
<li><span style="font-size: small;">adanya berbagai macam partai politik,</span></li>
<li><span style="font-size: small;">konsensus,</span></li>
<li><span style="font-size: small;">persetujuan,</span></li>
<li><span style="font-size: small;">pemerintahan yang berdasarkan konstitusional,</span></li>
<li><span style="font-size: small;">ketentuan tentang pendemokrasian,</span></li>
<li><span style="font-size: small;">pengawasan terhadap administrasi negara,</span></li>
<li><span style="font-size: small;">perlindungan HAM,</span></li>
<li><span style="font-size: small;">pemerintahan yang mayoritas,</span></li>
<li><span style="font-size: small;">persaingan keahlian,</span></li>
<li><span style="font-size: small;">terbentuknya mekanisme politik,</span></li>
<li><span style="font-size: small;">kebebasan kebijaksanaan negara, dan mengutamakan musyawarah. </span></li>
</ul><div style="color: #0b5394; font-family: Times,"Times New Roman",serif;"><b><span style="font-size: small;">Konsep Demokrasi di Indonesia</span></b></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"> Seperti yang kita ketahui, konsep demokrasi sepertinya sudah berkembang sejak 2000 tahun yang lalu. Konsep demokrasi ini diperkenalkan oleh Plato dan Aristoteles dengan isyarat untuk penuh hati-hati saat hendak menggunakan konsep demokrasi ini. Menurut mereka, demokrasi itu memiliki dua sisi yang sangat berbeda. Di satu sisi sangat baik, namun di sisi lain dapat juga menjadi kejam.</span></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><br />
</div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"> Mungkin Indonesia menjadi salah satu penganut sistem demokrasi yang telah merasakan secara nyata apa yang dikhawatirkan oleh Plato dan Aristoteles tadi. Masyarakat Indonesia tentu tidak akan melupakan bagaimana ketika konsep demokrasi bisa membangun paham orde baru di tanah air di suatu masa, namun bisa juga menjatuhkannya tanpa ampun di masa yang lainnya.</span></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><br />
</div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"> Konsep demokrasi sangat mendewakan kebebasan sehingga pada akhirnya nanti tidak mustahil dapat menimbulkan anarki. Oleh sebab itu, yang diperlukan di sini adalah bagaimana mekanisme yang paling tepat untuk mengontrol konsep demokrasi yang sangat bebas ini.</span></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><br />
</span></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"> Dalam penerapannya, konsep demokrasi di Negara Kesatuan Republik Indonesia dapat dipandang sebagai sebuah mekanisme dan cita-cita untuk mewujudkan suatu kehidupan berkelompok yang sesuai dengan apa yang terdapat dalam UUD 1945 yang disebut kerakyatan.</span></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><br />
</div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"> Selain itu, konsep demokrasi juga dapat dipandang sebagai pola hidup berkelompok dalam organisasi negara yang sesuai dengan kehendak orang-orang yang hidup dalam kelompok tersebut (demos).</span></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">Sementara itu, kehendak dan keinginan orang-orang yang ada dalam kelompok sangat ditentukan oleh pandangan hidupnya (weltanschaung), falsafah hidupnya (filosofiche gronslag) dan ideologi bangsa yang bersangkutan.</span></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><br />
</span></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">Dengan demikian, dapat disimpulkan bahwa konsep demokrasi atau pemerintahan rakyat yang diterapkan di Indonesia itu didasarkan pada tiga hal berikut:</span></div><ol style="color: #0b5394; font-family: Times,"Times New Roman",serif;"><li><span style="font-size: small;">Nilai-nilai falsafah pancasila atau pemerintahan dari, oleh dan untuk rakyat berdasarkan sila-sila pancasila.</span></li>
<li><span style="font-size: small;">Transformasi nilai-nilai pancasila pada bentuk dan sistem pemerintahan.</span></li>
<li><span style="font-size: small;">Merupakan konsekuensi dan komitmen terhadap nilai-nilai pancasila dan UUD 1945. </span></li>
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</div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><b>Ada dua bentuk demokrasi dalam pemerintahan negara, antara lain : </b></span></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">a. Pemerintahan Monarki (monarki mutlak, monarki konstitusional, dan monarki parlementer)</span></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">b. Pemerintahan Republik : berasal dari bahasa latin, RES yang artinya pemerintahan dan PUBLICA<i> </i>yang berarti rakyat. Dengan demikian dapat diartikan sebagai pemerintahan yang dijalankan oleh dan untuk kepentingan orang banyak.</span></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><br />
</div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"> <b>Montesque (teori Trias Politica) </b> menyatakan bahwa kekuasaan negara harus dibagi dan dilaksanakan oleh tiga orang atau badan yang berbeda-beda dan terpisah satu sama lainnya (berdiri sendiri/independent) yaitu : </span></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">a. Badan Legislatif (kekuasaan membuat undang–undang)</span></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">b. Badan Eksekutif (kekuasaan menjalankan undang–undang)</span></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">c. Badan Yudikatif (kekuasaan untuk mengadili jalannya pelaksanaan undang-undang)</span></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><br />
</div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"> Menurut <b> John Locke</b> kekuasaan pemerintahan negara dipisahkan menjadi tiga yaitu : </span></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">a.Kekuasaan Legislatif (kekuasaan untuk membuat undang–undang yang dijalankan oleh parlemen)</span></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">b.Kekuasaan Eksekutif (kekuasaan untuk menjalankan undang-undang yang dijalankan oleh pemerintahan)</span></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">c.Kekuasaan Federatif (kekuasaan untuk menyatakan perang dan damai dan tindakan-tindakan lainnya dengan luar negeri).</span></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">Sedangkan kekuasaan Yudikatif (mengadili) merupakan bagian dari kekuasaan eksekutif.</span></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><br />
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</div><div style="color: #6aa84f; font-family: Times,"Times New Roman",serif; text-align: justify;"><b><span style="font-size: large;">Perkembangan Pendidikan Pendahuluan Bela Negara</span></b></div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><br />
</div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"> Pada dasarnya Pendidikan Pendahuluan Bela Negara diselenggarakan guna memasyarakatkan upaya bela negara dengan cara menyadarkan segenap warga negara akan hak dan kewajiban dalam upaya bela negara.Manyadari akan hal tersebut di atas, maka pembinaan kesadaran bela negara akan dapat berhasil dengan baik apabila dilaksanakan dengan memperhitungkan tingkat kesiapan dan tingkat perkembangan dari peserta didik. Dalam rangka proses internalisasi kesadaran bela negara seyogyanya peserta didik diberi kesempatan untuk dapat mengembangkan kepribadian sebaik-baiknya atas dasar pengalaman pribadi yang diperolehnya melalui interaksi dengan lingkungan. </div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><br />
</div><div style="color: #0b5394; text-align: justify;"> Bela negara adalah tekad, sikap dan tindakan warga negara yang teratur, menyeluruh, terpadu dan berlanjut yang dilandasi oleh kecintaan pada tanah air serta kesadaran hidup berbangsa dan bernegara. Kesiapan dan kerelaan setiap warga negara untuk berkorban demi mempertahankan kemerdekaan, kedaulatan negara, persatuan dan kesatuan bangsa, keutuhan wilayah Nusantara dan yuridiksi nasional serta nilai-nilai Pancasila dan UUD ’45.</div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><br />
</div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;">Asas demokrasi dalam pembelaan negara<br />
Berdasarkan pasal 27 ayat (3) UUD ’45, bahwa usaha bela negara merupakan hak dan kewajiban setiap warga negara. Hal ini menunjukkan asas demokrasi. Asas demokrasi dalam pembelaan negara mencakup dua arti :<br />
1. Bahwa setiap warga negara turut serta dalam menentukan kebijakan tentang pembelaan negara melalui lembaga-lembaga perwakilan sesuai dengan UUD ’45 dan perundang-undangan yang berlaku.<br />
2. Bahwa setiap warga negara harus turut serta dalam setiap usaha pembelaan negara, sesuai dengan kemampuan dan profesinya masing-masing.<br />
Motivasi dalam pembelaan negara<br />
• Pengalaman sejarah perjuangan Republik Indonesia<br />
• Kedudukan wilayah geografis Nusantara yang strategis<br />
• Keadaan penduduk (demografis) yang besar<br />
• Kekayaan sumberdaya alam<br />
• Perkembangan kemajuan IPTEK<br />
• Kemungkinan timbulnya bencana alam <span style="font-size: small;"><br />
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</span></div><div style="color: #e06666; font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">Referensi:</span></div><div style="color: #674ea7; font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">http://www.anneahira.com</span></div><div style="color: #674ea7; font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">http://wikipedia.org</span><br />
<span style="font-size: small;">http://partaigolput.wordpress.com</span></div><div style="color: #674ea7; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">http://wartawarga.gunadarma.ac.id</span></div><div style="color: #674ea7; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">http://ariaaja.wordpress.com</span></div><div style="color: #674ea7; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">http://www.scribd.com</span></div><div style="color: #674ea7; font-family: Times,"Times New Roman",serif; text-align: justify;">Seri Diktat Pend. Kewarganegaraan Universitas Gunadarma</div><div style="color: #0b5394; font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="color: #674ea7;">UUD 1945 dengan Amandemen </span><span style="font-size: small;"><br />
</span></div>Ertiza Auli Alghanihttp://www.blogger.com/profile/04158952295244926260noreply@blogger.com0