<?xml version='1.0' encoding='UTF-8'?><rss xmlns:atom="http://www.w3.org/2005/Atom" xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/" xmlns:blogger="http://schemas.google.com/blogger/2008" xmlns:georss="http://www.georss.org/georss" xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr="http://purl.org/syndication/thread/1.0" version="2.0"><channel><atom:id>tag:blogger.com,1999:blog-5285088580749753374</atom:id><lastBuildDate>Thu, 19 Dec 2024 03:24:21 +0000</lastBuildDate><category>Pengalaman</category><category>Pengetahuan</category><category>Tips</category><category>Windows</category><category>Mobile Phone</category><category>Teknologi</category><category>Tricks</category><category>Tutorial</category><category>Tutorials</category><category>photoshop</category><title>FUHREND BLOG</title><description>adadad</description><link>http://fuhrend.blogspot.com/</link><managingEditor>noreply@blogger.com (Achmad Maulana)</managingEditor><generator>Blogger</generator><openSearch:totalResults>20</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5285088580749753374.post-8543885896128899869</guid><pubDate>Tue, 16 Oct 2012 12:49:00 +0000</pubDate><atom:updated>2012-10-16T19:50:21.713+07:00</atom:updated><title>CONTOH APLIKASI GRAFIK KOMPUTER DAN PENGOLAHAN CITRA</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
	{mso-style-name:&quot;Table Normal&quot;;
	mso-tstyle-rowband-size:0;
	mso-tstyle-colband-size:0;
	mso-style-noshow:yes;
	mso-style-priority:99;
	mso-style-parent:&quot;&quot;;
	mso-padding-alt:0in 5.4pt 0in 5.4pt;
	mso-para-margin-top:0in;
	mso-para-margin-right:0in;
	mso-para-margin-bottom:10.0pt;
	mso-para-margin-left:0in;
	line-height:115%;
	mso-pagination:widow-orphan;
	font-size:11.0pt;
	font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
	mso-ascii-font-family:Calibri;
	mso-ascii-theme-font:minor-latin;
	mso-hansi-font-family:Calibri;
	mso-hansi-theme-font:minor-latin;
	mso-fareast-language:EN-US;}
&lt;/style&gt;
&lt;![endif]--&gt;

&lt;br /&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;“Grafika komputer (Inggris: Computer graphics) adalah bagian dari ilmu
komputer yang berkaitan dengan pembuatan dan manipulasi gambar (visual) secara
digital. Bentuk sederhana dari grafika komputer adalah grafika komputer 2D yang
kemudian berkembang menjadi grafika komputer 3D, pemrosesan citra (image
processing), dan pengenalan pola (pattern recognition). Grafika komputer sering
dikenal juga dengan istilah visualisasi data.” @WikiPedia&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;Bagian dari grafika komputer
meliputi:&lt;/span&gt;&lt;/div&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Geometri: mempelajari cara menggambarkan
permukaan bidang&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Animasi: mempelajari cara menggambarkan dan
memanipulasi gerakan&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Rendering: mempelajari algoritma untuk
menampilkan efek cahaya&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Citra (Imaging): mempelajari cara
pengambilan dan penyuntingan gambar.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;Contoh aplikasi grafik komputer :&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;Dunia Kedokteran&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;Dalam Dunia kedokteran,
penggunaan aplikasi grafik komputer sudah menjadi suatu kewajiban. Karena
selain mempermudah mendiagnosa penyakit juga untuk meminimalisir angka kematian
disebabkan kurangnya tekhnologi komputer.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;Sebagai contohnya penggunaan
&lt;b&gt;X-ray computed tomography &lt;/b&gt;atau bisa disebut &lt;b&gt;Computer Tomography (CT
Scan) &lt;/b&gt;sebuah metode penggambaran medis menggunakan tomografi di mana
pemrosesan geometri digunakan untuk menghasilkan sebuah gambar tiga dimensi
bagian dalam sebuah objek dari satu seri besar gambar sinar-X dua dimensi
diambil dalam satu putaran &quot;axis&quot;.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;Perancangan Objek&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;Contoh penggunaan aplikasi
komputer dalam ruang lingkup ini sangat banyak sekali. Berkembangnya tekhnologi
komputer berdampak pada lahirnya perangkat keras komputer yang semakin hari
semakin canggih. Sehingga kita dapat dengan mudah mencari aplikasi untuk
membuat objek 3D yang open source dan tentu juga harus di dukung perangkat komputer
yang mumpuni.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;Contoh aplikasi tersebut
yaitu 3D MAX, Blender, AutoCad DLL. Selain untuk membuat objek, aplikasi
tersebut dapat digunakan untuk para arsitektur maupun progammer game.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;Pembuatan Film Kartun&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;Siapa yang tidak kenal
dengan film kartun, film yang bertemakan anak2 – remaja yang bisa menjadi
tontonan keluarga. Di ruang lingkup ini peran aplikasi sangat mempengaruhi
kualitas film tersebut, semakin mahal biaya pembuatan film tersebut maka
semakin baik pula kualitas filmnya sendiri.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;Saya ambil contoh dari
pembuatan film kartun Shaun The Sheep, film tersebut bertemakan pertenakan dan
makai objek nyata sebagai karakter dalam filmnya. Ini tentu saja membutuhkan
waktu dan ketelitian dalam membuat film tersebut. Sehingga penggunaan aplikasi
grafik komputer memang sewajarnya merupakan jantung dari film tersebut.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;Pemetaan&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;Kenal dengan Google maps? Ya
itu dia salah satu contoh penggunaan aplikasi grafik komputer.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;“Pemetaan adalah proses
pengukuran, perhitungan dan penggambaran permukaan bumi (terminologi geodesi)
dengan menggunakan cara dan atau metode tertentu sehingga didapatkan hasil
berupa softcopy maupun hardcopy peta yang berbentuk vektor maupun raster.”
@WikiPedia&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;Dari definisi diatas dapat
disimpulkan bahwa dalam proses pemetaan dibutuhkannya suatu penggambaran, baik
itu dalam vektor maupun raster. Sehingga pemetaan sudah seharusnya menggunakan
aplikasi grafik komputer.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;Presentasi Grafik&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;Di sekolah – sekolah, gedung
perkantoran baik swasta maupun negeri sudah biasa penggunaan aplikasi grafik
komputer dalam mengadakan presentasi.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;Contoh aplikasi yaitu
keluaran microsoft® maupun Prezi™, dua aplikasi ini sama – sama berfungsi
sebagai aplikasi presentasi dalam bentuk grafik.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;“Pengolahan citra&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold;&quot;&gt; adalah
salah satu cabang dari ilmu informatika. Pengolahan citra berkutat pada usaha
untuk melakukan transformasi suatu citra/gambar menjadi citra lain dengan
menggunakan teknik tertentu.” @WikiPedia&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;Operasi yang dilakukan untuk
mentransformasikan suatu citra menjadi citra lain dapat dikategorikan
berdasarkan tujuan transformasi maupun cakupan operasi yang dilakukan terhadap
citra.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;Berdasarkan tujuan
transformasi operasi pengolahan citra dikategorikan sebagai berikut :&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Peningkatan Kualitas Citra (Image
Enhancement)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;Operasi peningkatan kualitas
citra bertujuan untuk meningkatkan fitur tertentu pada citra.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Pemulihan Citra (Image Restoration)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;Operasi pemulihan citra
bertujuan untuk mengembalikan kondisi citra pada kondisi yang diketahui
sebelumnya akibat adanya pengganggu yang menyebabkan penurunan kualitas citra.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;Berdasarkan cakupan operasi
yang dilakukan terhadap citra, Operasi pengolahan citra dikategorikan sebagai
berikut :&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Operasi titik, yaitu operasi yang dilakukan
terhadap setiap piksel pada citra yang keluarannya hanya ditentukan oleh nilai
piksel itu sendiri.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Operasi area, yaitu operasi yang dilakukan
terhadap setiap piksel pada citra yang keluarannya dipengaruhi oleh piksel
tersebut dan piksel lainnya dalam suatu daerah tertentu. Salah satu contoh dari
operasi berbasis area adalah operasi ketetanggaan yang nilai keluaran dari
operasi tersebut ditentukan oleh nilai piksel-piksel yang memiliki hubungan
ketetanggaan dengan piksel yang sedang diolah.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Operasi global, yaitu operasi yang
dilakukan tehadap setiap piksel pada citra yang keluarannya ditentukan oleh
keseluruhan piksel yang membentuk citra.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;Contoh penerapan pengolahan
citra ada di bidang fotographer maupun di bidang lainnya. Ambil contoh pada
dunia pemotretan, sudah pasti tidak lepas dari yang namanya aplikasi grafik
komputer seperti Adobe® Photoshop maupun software manupulasi gambar yang
berbasis web sekalipun yang di gunakan untuk mempercantik maupun memperjelas
hasil foto yang di ambil.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14.0pt; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;Referensi :&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;Suyoto. Teori dan
Pemrograman Grafika Komputer, 2003. Penerbit Gava Media.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;&quot;&gt;WIKIPEDIA &lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
</description><link>http://fuhrend.blogspot.com/2012/10/contoh-aplikasi-grafik-komputer-dan_8894.html</link><author>noreply@blogger.com (Achmad Maulana)</author><thr:total>5</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5285088580749753374.post-1523173759053861183</guid><pubDate>Sun, 13 May 2012 17:09:00 +0000</pubDate><atom:updated>2012-05-15T10:17:18.453+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Tips</category><category domain="http://www.blogger.com/atom/ns#">Windows</category><title>Tips Mencegah Virus di Komputer</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Ada dua langkah yang bisa saya jabarkan disini.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Pertama adalah dengan cara :&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;color: #17365d; font-family: Century Gothic;&quot;&gt;Mengupdate OS anda supaya para virus maker susah untuk mencari celah karena OS telah di patch baru saat proses pengupdatean.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;color: #00b050; font-family: Century Gothic;&quot;&gt;Jangan lupa untuk selalu mengupdate database virus, kalau perlu sehari sekali. Untuk meminimalisir masuknya virus.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;color: #5f497a; font-family: Century Gothic;&quot;&gt;Gunakan lah password pada akun user kalian sebagai admin. Supaya file-file asing tidak mudah merubah system tanpa ijin admin.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;color: #5f497a; font-family: Century Gothic;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Caranya :&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Klik start &amp;gt; control panel &amp;gt; user account.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Pilih account klik create a password.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;color: #c0504d; font-family: Century Gothic;&quot;&gt;Matikan Autorun, karena disini sumber paling sering terjangkit virus.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Caranya :&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Buat windows XP: Klik start &amp;gt; Run &amp;gt; gpedit.msc&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;computer configuartion &amp;gt; administrative template &amp;gt; system&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;enable turn off autoplay properties.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Buat windows Vista &amp;amp; 7: Klik Start &amp;gt; gpedit.msc&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;computer configuartion &amp;gt; administrative template &amp;gt; windows components &amp;gt; autoplay policies &amp;gt; turn off autoplay.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Kedua adalah dengan cara :&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;    Scan semua removable disk seperti flash disk dan HDD eksternal sebelum digunakan.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;&lt;br /&gt;     &lt;span style=&quot;color: #4a442a;&quot;&gt;Jangan lupa mengaktifkan firewall terutama saat berada di hotspot wifi umum.&lt;/span&gt;&lt;br /&gt;    &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;&lt;br /&gt;     &lt;span style=&quot;color: #17365d;&quot;&gt;Selalu hati-hati bila menemukan file mencurigakan.&lt;/span&gt;&lt;br /&gt;    &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;&lt;br /&gt;     &lt;span style=&quot;color: #365f91;&quot;&gt;Jangan asla ngeklik link-link tidak jelas yang ada di FB, YM dan di website lain.&lt;/span&gt;&lt;br /&gt;    &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;&lt;br /&gt;     &lt;span style=&quot;color: #943634;&quot;&gt;Pilih lah situs dengan security tinggi saat belanja online seperti di FJB kaskus, tokobagus dkk&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;    Bila menerima email dengan lampiran file, jangan buru-buru di buka, tetepi scan dulu.&lt;span style=&quot;color: #76923c;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;    &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;color: #5f497a; font-family: Century Gothic;&quot;&gt;    Install add-on web of trust didalam browser internet kalian. Untuk mencegah link-link berbahaya.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;/div&gt;</description><link>http://fuhrend.blogspot.com/2012/05/tips-mencegah-virus-di-komputer.html</link><author>noreply@blogger.com (Achmad Maulana)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5285088580749753374.post-4021252675152851367</guid><pubDate>Sun, 13 May 2012 16:37:00 +0000</pubDate><atom:updated>2012-05-14T20:43:12.040+07:00</atom:updated><title>Maintenance Komputer Anda</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span xmlns=&quot;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Apakah komputer anda sudah terasa lamban dalam membuka program?? atau menjalankan program secara multitasking??&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Mungkin itu karena komputer anda jarang di maintenance/dipelihara file-file dan system di komputer anda.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Yang mesti dilakukan yaitu :&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;&lt;b&gt;Uninstal program-program yang sudah tidak digunakan.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Bisa diakukan dengan cara masuk ke control panel&amp;gt;programs and feature atau&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;menggunakan software pihak ketiga seperti ccleaner.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;
&lt;div style=&quot;margin-left: 21pt;&quot;&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;&lt;b&gt;Hapus segala bentuk file-file yang tidak digunakan di dalam hard disk.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Seperti Windows temporary file, cookies, temporary internet files, history, prefetch, java cache dan recycle bin.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Dengan menggunakan ccleaner dan atf cleaner.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;margin-left: 21pt;&quot;&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;&lt;b&gt;Bersihkan semua registry yang sudah invalid/tidak terpakai lagi.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Maksudnya supaya registry yang invalid tidak mengganggu proses dalam system komputer kita. Gunakan ccleaner.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;margin-left: 21pt;&quot;&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;&lt;b&gt;Atur program yang hidup setelah startup komputer.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Disarankan untuk mengaktifkan program yang diperlukan saja, biar proses startup lebih cepat. Gunakan ccleaner biar gampang&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;margin-left: 21pt;&quot;&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;&lt;b&gt;Rawat hard disk dengan mendefragnya.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Lakukan pendefragkan secara berkala misal sebulan sekali atau di saat komputer sudah mulai terasa lamban. &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Bisa dengan cara klik kanan pada partisi yang diinginkan &amp;gt;properties&amp;gt;tools&amp;gt;defragment now&amp;gt;defragment disk.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;margin-left: 21pt;&quot;&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Perlu diingat :&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Sebelum di defrag, matikan page file dulu dengan cara klik kanan my computer &amp;gt; properties &amp;gt; advanced.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Pada bagian performance klik settings advanced &amp;gt; change.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;klik no pagging file. Setelah itu matikan system restore dan antivirus &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;dengan cara klik kanan my computer &amp;gt; properties &amp;gt; system restore. turn off system restore on all hard drive.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Berikut softaware yang dibutuhkan :&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;a href=&quot;http://www.piriform.com/ccleaner/download/portable&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;ccleaner&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;&lt;br /&gt;    &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;a href=&quot;http://www.atribune.org/public-beta/ATF-Cleaner.exe&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;ATF cleaner&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;&lt;br /&gt;    &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Mudah-mudahan komputer kalian tidak lelet lagi, because i hate slow :D&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</description><link>http://fuhrend.blogspot.com/2012/05/maintenance-komputer-anda.html</link><author>noreply@blogger.com (Achmad Maulana)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5285088580749753374.post-4156311596549161864</guid><pubDate>Sun, 13 May 2012 15:15:00 +0000</pubDate><atom:updated>2012-05-15T11:08:02.105+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">photoshop</category><category domain="http://www.blogger.com/atom/ns#">Tutorial</category><title>Membuat Animasi Teks Mengkilat</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFvHcABvtgQRZdD5VOaQOe-Ub7G61fOVvCgyLVtWQgCkmFb-HaxRGNzTa4L-ny2rcEHhC_PFNMC79QIuiig7VNvUJKYkWIbTR-KsKNTNCxWJsjxZP8paVvQ1-HkscXASSddXOt19yV/s1600/Untitled-1.gif&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;71&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFvHcABvtgQRZdD5VOaQOe-Ub7G61fOVvCgyLVtWQgCkmFb-HaxRGNzTa4L-ny2rcEHhC_PFNMC79QIuiig7VNvUJKYkWIbTR-KsKNTNCxWJsjxZP8paVvQ1-HkscXASSddXOt19yV/s320/Untitled-1.gif&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Apa yang ada di pikiran anda tentang animasi diatas?&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Ribet??... susah??...tidak tahu cara buatnya??... atau tidak tahu itu apaan?? :D&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Tenang disini saya akan menjelaskan cara membuat animasi teks mengkilat tersebut dengan Aplikasi Adobe Photoshop.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Disini saya memakai adobe photoshop cs6, mau pakai yang cs 5 pun bisa :D tergantung versi apa yang anda gunakan &lt;/span&gt;&lt;span style=&quot;font-family: Wingdings;&quot;&gt;J&lt;/span&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;&lt;br /&gt;    &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Tetapi lebih baik pakai yang cs5 aja, soalnya cs 3 kebawah tidak bisa secara langsung membuat output file berektensi .gif(kalau tidak salah).&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Ikuti langkah-langkahnya ya :D&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;li&gt;&lt;div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Buat dulu project baru, dengan ukuran 450px X 100px. Dengan background transparan seperti gambar berikut.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDoq6MfBhy4Blvmnt8k8sGNYkdqktuTEaifoUps7TeqsP8WqWWdXm1rpvqfgJtlnMcy2styPPBQXIrS5mBueNfmPVxJIg5nEgugAEddkeTt6YtDIuCiU3ZIS-6AZZlfn8b1qLXDD8l/s1600/1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;251&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDoq6MfBhy4Blvmnt8k8sGNYkdqktuTEaifoUps7TeqsP8WqWWdXm1rpvqfgJtlnMcy2styPPBQXIrS5mBueNfmPVxJIg5nEgugAEddkeTt6YtDIuCiU3ZIS-6AZZlfn8b1qLXDD8l/s400/1.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Buat teks terserah, tetapi karena sedang mengikuti tutor saya maka tulis aja &quot;FUHREND BLOG&quot; tanpa tanda petik dan huruf besar semua.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihXysmTrQO7qQ48XW8DrVP7GfQLaByqTD5g16EXSkMq1M1wrGreAFkW4jqH77Q1TBrb3dbqrEu5x5amHaAktWp2duMz3p0AQ1iAgK59Akpf8K22TUbmhILZmLxkALGLPiQATRtoSDb/s1600/2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;206&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihXysmTrQO7qQ48XW8DrVP7GfQLaByqTD5g16EXSkMq1M1wrGreAFkW4jqH77Q1TBrb3dbqrEu5x5amHaAktWp2duMz3p0AQ1iAgK59Akpf8K22TUbmhILZmLxkALGLPiQATRtoSDb/s400/2.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Ubah ukuran huruf seperti gambar berikut. Atau terserah kalian. (digambar:menggunakan font type century gothic dan bold)&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Klik kanan pada layer font dan klik convert to smart object dan juga rasterize layer.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Buat layer baru dengan mengklik pada area di lingkari merah pada gambar.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjtIi2a8JA7PIChyphenhyphenn1h7qipgiD2sXWaIKhbCu_BVI9autbJ4HwfjH7o6bj_nPye7laLJcWg1tV158SK2dHNJjjOEFgj-KgUQr58e1TRsrxTldne4_BeT6RAjEeOpvVTr8cpOKSlS1F/s1600/3.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjtIi2a8JA7PIChyphenhyphenn1h7qipgiD2sXWaIKhbCu_BVI9autbJ4HwfjH7o6bj_nPye7laLJcWg1tV158SK2dHNJjjOEFgj-KgUQr58e1TRsrxTldne4_BeT6RAjEeOpvVTr8cpOKSlS1F/s320/3.jpg&quot; width=&quot;181&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Buat garis gradient dengan mengikuti gambar-gambar berikut.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJolj8PIRahT8_7cdJRYl13k8-yGUFBfZGFBGyCL_wx3LGuurDV2c-nvYB4kQ6OLJbu0GvT0Zy7DnXTcgtKmm8loH2rCDme5OgGVOvYNfX9n-UEw4vB5lBwKOOkbz_Fs5RulkLWR-2/s1600/4.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJolj8PIRahT8_7cdJRYl13k8-yGUFBfZGFBGyCL_wx3LGuurDV2c-nvYB4kQ6OLJbu0GvT0Zy7DnXTcgtKmm8loH2rCDme5OgGVOvYNfX9n-UEw4vB5lBwKOOkbz_Fs5RulkLWR-2/s400/4.jpg&quot; width=&quot;22&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh0typIzshaQZ3Dw0zFxSB9m7-x_kemfCuZAT2UN3jMBD-5OGCRPr9OoL294txf3nigCKN3EczjCFfFWB4hTIxZG8dPE_51aSmMf96j2wC7vm2e8ayW0DlpPlHGe_EKDDYErzqYuKG/s1600/5.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;7&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh0typIzshaQZ3Dw0zFxSB9m7-x_kemfCuZAT2UN3jMBD-5OGCRPr9OoL294txf3nigCKN3EczjCFfFWB4hTIxZG8dPE_51aSmMf96j2wC7vm2e8ayW0DlpPlHGe_EKDDYErzqYuKG/s400/5.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuWgf99a0L8oVSKYaJHT-MqIzhvMCwmKnOhJ7SViE8D3FQsL47qjLpYxkfw42lowaNVlZlBYW_Oee1_YMRADIzls-HMxbNyPQnA4_TIbB21-67evhT7DgQZ7qrf3Lt-wwIGSSiPVXY/s1600/6.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuWgf99a0L8oVSKYaJHT-MqIzhvMCwmKnOhJ7SViE8D3FQsL47qjLpYxkfw42lowaNVlZlBYW_Oee1_YMRADIzls-HMxbNyPQnA4_TIbB21-67evhT7DgQZ7qrf3Lt-wwIGSSiPVXY/s400/6.jpg&quot; width=&quot;366&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Atur gradient seperti pada gambar&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1WYGbFf9OcrU0Zm8qzlUxU8LmfydJ2LSgW1ywsv5bwH2IXYWZTdlN0z4SO2JNxo2yFwDL98WPS0KeIffI2_5n12acPw5FDZewTshsL-8GGDpcUn-Lsq821t3Za2MQ6sjmIUPAqrlw/s1600/7.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1WYGbFf9OcrU0Zm8qzlUxU8LmfydJ2LSgW1ywsv5bwH2IXYWZTdlN0z4SO2JNxo2yFwDL98WPS0KeIffI2_5n12acPw5FDZewTshsL-8GGDpcUn-Lsq821t3Za2MQ6sjmIUPAqrlw/s400/7.jpg&quot; width=&quot;382&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Buat ukuran gradient dengan klik dan seret dengan area seperti pada gambar (aduh ribet jelasinnya :D).&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiD-UpVJR6l368becPNp37waSks3dABeaRZ1KO5Hkz0XpZ4cYhLTTYQTA_3MHRuj3cWyCXb9-flYvbR1vqJiR2XSpN9ZLcgwYoMrKiIa28RO2ZODNhS_bnbSJHD2BYSOK7OEOGr9v13/s1600/8.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;195&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiD-UpVJR6l368becPNp37waSks3dABeaRZ1KO5Hkz0XpZ4cYhLTTYQTA_3MHRuj3cWyCXb9-flYvbR1vqJiR2XSpN9ZLcgwYoMrKiIa28RO2ZODNhS_bnbSJHD2BYSOK7OEOGr9v13/s400/8.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Klik CTRL+klik gambar kecil dari layer font yaitu fuhrend blog.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
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&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Klik pada area dilingkari merah di gambar.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxDhMCms1ANWpQ0CVd356RkAJxI5EGYXKZJFQOFkorXRtpN4J_8c91cLUYHkYJdUNacOOn2l1CuPeymjGgoafAVmL6wgyrJmzTmK6lX_Y7WDK3akbnwCrjznM-V1wOCtZ-iJpWnTwA/s1600/10.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxDhMCms1ANWpQ0CVd356RkAJxI5EGYXKZJFQOFkorXRtpN4J_8c91cLUYHkYJdUNacOOn2l1CuPeymjGgoafAVmL6wgyrJmzTmK6lX_Y7WDK3akbnwCrjznM-V1wOCtZ-iJpWnTwA/s400/10.jpg&quot; width=&quot;226&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Klik tanda 1 dan pilih mode screen pada tanda 2.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOmg5oHGwSxjwOkj9KxI_gvcNcihh2KOl0waHpSbIHaaMSyviPZfDRy7Pg4L29u8lEsPUxgCn5OwTy5QBEyb8ENtoVbrf-k5aY0evTq6O4VY5eqmvQVMKVwS9ZyUGu5Vq5O1-3G67m/s1600/11.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOmg5oHGwSxjwOkj9KxI_gvcNcihh2KOl0waHpSbIHaaMSyviPZfDRy7Pg4L29u8lEsPUxgCn5OwTy5QBEyb8ENtoVbrf-k5aY0evTq6O4VY5eqmvQVMKVwS9ZyUGu5Vq5O1-3G67m/s400/11.jpg&quot; width=&quot;226&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Buat durasi layer menjadi 0.1 pada tanda 1 dan buat frame baru pada tanda 2.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP4BVKpeLQ1Yo9Dh5Gxi-yySGkMcH64z-3QkbLHj-mGXsrHaDuX5R4RfO0XZ6Y_yD7ZzTwT2v0eqJIeUvR5iJZjlayx2UWJCUb6RAxkSZE501bk5YX6oLuYmVSdCN0rEVykTbo5FH5/s1600/12.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;36&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP4BVKpeLQ1Yo9Dh5Gxi-yySGkMcH64z-3QkbLHj-mGXsrHaDuX5R4RfO0XZ6Y_yD7ZzTwT2v0eqJIeUvR5iJZjlayx2UWJCUb6RAxkSZE501bk5YX6oLuYmVSdCN0rEVykTbo5FH5/s400/12.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Masih pada kondisi frame satu terseleksi.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
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&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Klik layer 1 gradient pada gambar kecil di kotak yang kiri, kan ada dua tuh.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
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&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Terus klik SHIFT+arahkan ke kiri bagian mengkilatnya sampai tidak terlihat saja. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Setelah itu selek frame 2 dan geser bagian mengkilat tadi ke kanan sampai tidak kelihatan saja.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Klik pada area dilingkari merah terus atur sesuai gambar.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPNAKOQXxMfbEecsllgIiDCwEMkmF2z1dUmvxOiDvfhyWgLGq8fUk0MYL3Ba2lFdrZdubeuX6Rjc14oa-7Ui42p8QRhViUy6Es9cgTNVCQg7OX0ChLBtoLMERK30o1m2lZLPwKkrU7/s1600/13.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;36&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPNAKOQXxMfbEecsllgIiDCwEMkmF2z1dUmvxOiDvfhyWgLGq8fUk0MYL3Ba2lFdrZdubeuX6Rjc14oa-7Ui42p8QRhViUy6Es9cgTNVCQg7OX0ChLBtoLMERK30o1m2lZLPwKkrU7/s400/13.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFC4gJu2cDOLcWORRu4SVthMP5hmYZNVWdIXqCImnsqmq-_kxoobpg_X6hcqjpQv9uAa70ifYBUOuOTucRd5kT3I5J73CM0oouxDL-0JNfZveD84z93W6Z2JRjYSa695s5Lg8PJAdk/s1600/14.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;295&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFC4gJu2cDOLcWORRu4SVthMP5hmYZNVWdIXqCImnsqmq-_kxoobpg_X6hcqjpQv9uAa70ifYBUOuOTucRd5kT3I5J73CM0oouxDL-0JNfZveD84z93W6Z2JRjYSa695s5Lg8PJAdk/s400/14.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Save hasilnya di file&amp;gt;save for web&amp;gt;save..&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh_pAi0BD3S53FftxM0pgyDhYxGsLmo043SYcf9rvY2b9N1VYa3-Wrnohtivlc3vd56z9-NIVQOX9pM_sWp437Pndizh_WxPCJPblykyT8UEgiUY929lU444D1sCCTTySM7eRpBe3f/s1600/15.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;283&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh_pAi0BD3S53FftxM0pgyDhYxGsLmo043SYcf9rvY2b9N1VYa3-Wrnohtivlc3vd56z9-NIVQOX9pM_sWp437Pndizh_WxPCJPblykyT8UEgiUY929lU444D1sCCTTySM7eRpBe3f/s400/15.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Save dengan nama yang diinginkan&lt;/span&gt;&lt;/span&gt;&amp;nbsp;&lt;span xmlns=&quot;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;li&gt;&lt;div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;SELESAI.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Dengan saya ucapkan terima kasih, huhh pada lah saya capek ngetiknya sama buat ssnya :D tapi tetap semangat . &lt;/span&gt;&lt;span style=&quot;font-family: Wingdings;&quot;&gt;J&lt;/span&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;&lt;br /&gt;      &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;/div&gt;</description><link>http://fuhrend.blogspot.com/2012/05/membuat-animasi-teks-mengkilat.html</link><author>noreply@blogger.com (Achmad Maulana)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFvHcABvtgQRZdD5VOaQOe-Ub7G61fOVvCgyLVtWQgCkmFb-HaxRGNzTa4L-ny2rcEHhC_PFNMC79QIuiig7VNvUJKYkWIbTR-KsKNTNCxWJsjxZP8paVvQ1-HkscXASSddXOt19yV/s72-c/Untitled-1.gif" height="72" width="72"/><thr:total>1</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5285088580749753374.post-1020852105671589073</guid><pubDate>Sun, 13 May 2012 11:19:00 +0000</pubDate><atom:updated>2012-05-13T18:57:59.986+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Windows</category><title>Low Level Format</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRBTlZ7sZf_8w1ckXwGDU4sZZfR8ct8C2gzVSkOEdlp7v9p2UKeZ9loAAk86UjHX0y46FzwoC_ckCIsmEvYtp6hxl6rcjiGZDKwRrqXauG-iM8hbrJ11u0lp5pqZR7st4Hpq2gWVuE/s1600/komponen+hard+disk.gif&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;340&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRBTlZ7sZf_8w1ckXwGDU4sZZfR8ct8C2gzVSkOEdlp7v9p2UKeZ9loAAk86UjHX0y46FzwoC_ckCIsmEvYtp6hxl6rcjiGZDKwRrqXauG-iM8hbrJ11u0lp5pqZR7st4Hpq2gWVuE/s400/komponen+hard+disk.gif&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span xmlns=&quot;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Apa itu Low Level Format??....&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Suatu Proses memformat dan mencari bad sector dimana keadaan suatu hard disk yang mulai sering mengalami error suatu menghidupkan/booting OS.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Tapi disini saya melakukan tes pada Flash Disk karena, saya pikir hard disk saya masih sehat :D&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Tapi sebelumnya saya sudah melakukannya di Hard disk Laptop saya yang waktu dulu itu terkena bad partition dikarenakan gagalnya proses mempartisi dengan software partition magic.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;
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&lt;div style=&quot;margin-left: 36pt;&quot;&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Langkah pertama&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-left: 36pt;&quot;&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Download software nya disini : &lt;a href=&quot;http://www.mediafire.com/?6kanorrxclmdl7p&quot;&gt;http://www.mediafire.com/?6kanorrxclmdl7p&lt;/a&gt;&lt;br /&gt;    &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Langkah kedua&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-left: 36pt;&quot;&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Instal seperti biasa di direktori default aja.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Langkah ketiga&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-left: 36pt;&quot;&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Buka software tersebut, lalu pilih Hard disk yang mau di perbaiki dari bad sector.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCRvt-moJfABHWLqaq9trcoaC90Czcvntmv8OJ3-0bY2fkrjwR1aNUfenbxqGiEM6aqVlYcaEalu2nOvNTecsQ0FlFczvxY1ZeOWbBWfpkBIo38jnkWG4EQNOBSKw58F6W7hmvx5eP/s1600/1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;201&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCRvt-moJfABHWLqaq9trcoaC90Czcvntmv8OJ3-0bY2fkrjwR1aNUfenbxqGiEM6aqVlYcaEalu2nOvNTecsQ0FlFczvxY1ZeOWbBWfpkBIo38jnkWG4EQNOBSKw58F6W7hmvx5eP/s400/1.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Langkah keempat&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-left: 36pt;&quot;&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Klik pada tab low level format dan silahkan klik &quot;FORMAT THIS DEVICE&quot;. Tunggu sampai proses selesai.. biasanya selesai dalam waktu yang cukup lama tergantung kapasitas hard disk tersebut. Pengalaman saya sih format hard disk 320GB itu makan waktu bisa 6 jam lebih :D&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCDKcWAwO9hskEbEiDLGXCqq0Wv-eTFSD542SpC3d1iGaXsT4H1FGldIyiIjBBT7YE9_rHn_81MAzFaGXpy1NSfuyb2r9hr18eD27SxqsTfL6x_zwkGvjJdaNxtuA5TEOlHIrZ3bB5/s1600/2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;275&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCDKcWAwO9hskEbEiDLGXCqq0Wv-eTFSD542SpC3d1iGaXsT4H1FGldIyiIjBBT7YE9_rHn_81MAzFaGXpy1NSfuyb2r9hr18eD27SxqsTfL6x_zwkGvjJdaNxtuA5TEOlHIrZ3bB5/s400/2.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;div style=&quot;margin-left: 36pt;&quot;&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Langkah kelima&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-left: 36pt;&quot;&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Setelah proses scan bad sector selesai. Maka saat nya untuk memformat hard disk.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOr4L432mRu07ExkYNC5P0wOiFYWLKhQ_JwdCOeA24MvLKsaM_fOZMXKlQmh8LtLZ4e-ER65XL__sFwQ0k9qrwomUHzXO105ki_1Xje8fphscaAP80u8Umz9HKzCCRohwnTzkxNRSL/s1600/3.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;276&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOr4L432mRu07ExkYNC5P0wOiFYWLKhQ_JwdCOeA24MvLKsaM_fOZMXKlQmh8LtLZ4e-ER65XL__sFwQ0k9qrwomUHzXO105ki_1Xje8fphscaAP80u8Umz9HKzCCRohwnTzkxNRSL/s400/3.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Perlu diingat.. dalam proses ini:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Jangan sampai listrik mati, yang mengakibatkan proses LLF terhenti di tengah jalan.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Jangan lupa membuat cadangan data-data penting dalam hard disk.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Kalau punya UPS gunakan lah, biar tidak khawatir kalau-kalau nanti mati listrik :D&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Jika setelah proses LLF ini hard disk tetap error, bisa dimungkin kan hard disk tersebut sudah cacat hardwarenya. Yang mana di akibatkan karena benturan atau goncangan kuat yang mengakibatkan patahnya komponen didalam hard disk.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Alternatif lain selain ini yaitu menggunakan Hiren Boot CD. Kalau ini bisa di cari di google :D&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;</description><link>http://fuhrend.blogspot.com/2012/05/low-level-format.html</link><author>noreply@blogger.com (Achmad Maulana)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRBTlZ7sZf_8w1ckXwGDU4sZZfR8ct8C2gzVSkOEdlp7v9p2UKeZ9loAAk86UjHX0y46FzwoC_ckCIsmEvYtp6hxl6rcjiGZDKwRrqXauG-iM8hbrJ11u0lp5pqZR7st4Hpq2gWVuE/s72-c/komponen+hard+disk.gif" height="72" width="72"/><thr:total>3</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5285088580749753374.post-9183634048066648770</guid><pubDate>Sun, 13 May 2012 09:28:00 +0000</pubDate><atom:updated>2012-05-13T16:32:29.762+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Pengetahuan</category><title>Tentang Sukhoi Superjet 100</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;&lt;br /&gt;    &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;img alt=&quot;&quot; height=&quot;223&quot; 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&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Merupakan salah satu pesawat komersil yang di produksi oleh perusahaan &lt;b&gt;Sukhoi&lt;/b&gt; yang berasal dari Rusia, pesawat tersebut nantinya akan bersaing dengan rival nya sekelas embraer E-Jets dari brazil, bombardier CRJ dari canada maupun Antonov An-148 dari Ukraina. Pesawat ini muncul menggantikan &lt;b&gt;Tupolev Tu-134&lt;/b&gt; dan &lt;b&gt;Yakovlev Yak-42 &lt;/b&gt;yang mana merupakan pesawat peninggalan soviet yang sering mengalami kecelakaan mungkin karena teknologi waktu itu yang masih terbatas dari pada sekarang.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Pesawat ini sebenarnya sudah lama di produksi pada tahun 2007 kalau tidak salah, dan baru diperkenal kan pada 21 april 2011 oleh Armavia sebuah perusahaan maskapai penerbangan di armenia dan juga tidak ketinggalan Aeroflot sebuah maskapai penerbangan di Rusia. Dan setelah saya mencari data tentang pesawat ini di internet, pesawat ini satuannya berharga $23-25 juta. Wow sangat mahal.. tapi dibandingkan dengan embraer e-jets maupun bombardier crj, pesawat ini termasuk murah juga.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
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&quot; /&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Sukhoi SuperJet 100 atau yang lebih enak disingkat SSj-100, memiliki kapasitas kursi paling banyak 103 (kalau ga salah). Memiliki berat 35ton sampai 45ton,  sedikit lebih ringan dari Embraer e-jets. Kecepatan pesawat ini mencapai 0.81 mach/sama dengan 464knot hampir setara dengan rivalnya.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;&lt;br /&gt;    &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;&lt;span xmlns=&quot;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Atas kecelakaan SSJ-100 di Gunung salak, Jawa Barat. Saya pribadi mengucapkan bela sungkawa yang sebesar2nya terhadap keluarga korban yang masih cemas tentang keadaan sanak keluarga yang ikut di dalam JoyFlight yang diseleggarakan oleh PT Trimarga Rekatama.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Semoga dari kejadian ini kita bisa mngambil hikmahnya, bahwa segala sesuatu tidak bisa diukur oleh akal manusia saja.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;/div&gt;</description><link>http://fuhrend.blogspot.com/2012/05/tentang-sukhoi-superjet-100.html</link><author>noreply@blogger.com (Achmad Maulana)</author><thr:total>1</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5285088580749753374.post-8667540080318016783</guid><pubDate>Sun, 13 May 2012 03:00:00 +0000</pubDate><atom:updated>2012-05-13T15:14:18.684+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Pengalaman</category><title>Apa yang telah di dapat selama kuliah ini...</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCZgeVV7YutD7GR0x3d4Fp5MQDF1xPFReOOJU5BjZF1-fQnVUcnvL7JW5xCk4s4-3c0wWFmC8Q3U5Q4L1lQJLwI7b7nN_ZZF5nULfEr6-b57hpmM_mOvkFCysRHcn_miJz2aj_RU2c/s1600/think.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;300&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCZgeVV7YutD7GR0x3d4Fp5MQDF1xPFReOOJU5BjZF1-fQnVUcnvL7JW5xCk4s4-3c0wWFmC8Q3U5Q4L1lQJLwI7b7nN_ZZF5nULfEr6-b57hpmM_mOvkFCysRHcn_miJz2aj_RU2c/s400/think.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Setelah hampir 2 tahun ini, point yang bisa saya dapatkan adalah sebuah jurusan dalam fakultas Ilmu Komputer dan teknologi yang bisa dikatakan jurusan yang mempelajari bagaimana untuk bisa menilai mana yang baik maupun yang kurang dari suatu hal yang sedang di pelajari/dianalisis. Di awal dimulainya perkuliahan saya di kampus L gunadarma, saya banyak menjumpai hal-hal baru dan buat saya penasaran. Pandangan pertama saya terhadap kampus saya ini ialah, bebas dari kebisingan di jalan raya karena letaknya di daerah perumahan. Tetapi di samping itu, saya baru menyadari bahwa sistem perkuliahan di kampus L itu kurang terjadwal dan sering adanya jam kosong dikarenakan dosen-dosen pengajar bukan berasal dari daerah cengkareng melainkan dari depok semua (tapi ada sih beberapa yang dari sini).&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Sebenarnya saya ambil jurusan ini &lt;b&gt;cuma&lt;/b&gt; karena ada embel-embel komputer, entah apa yang ada dibenak saya mengambil jurusan tersebut. Tapi semakin lama saya menjalani kuliah ini saya mulai mencintainya karena dengan menguasai jurusan tersebut, saya bisa menjadi programmer yang handal yang kata orang bisa di gaji &quot;gede&quot;. Tapi setelah saya mencari info tentang gaji programmer, ternyata ada yang besar ada juga yang sangat kecil. Itu tergantung seberapa besar kemampuan kita membuat program karena semakin banyak jenis bahasa program yang kita kuasai maka gaji nya pun ya &quot;gitu deh&quot; :D. Tapi setelah saya mencari info lagi, ternyata programmer di luar negeri sana gaji nya lebih besar dari pada di Indonesia. Masuk akal juga sih, kan di luar sana lebih menghargai kerja keras seseorang dari pada di sini, ada hasil ada upah, ada prestasi ada penghargaan, kalau tidak ada prestasi maupun hasil yang kurang sempurna maka tidak akan diingat jasanya lagi maupun di gaji ... kejam rasanya &lt;/span&gt;&lt;span style=&quot;font-family: Wingdings;&quot;&gt;L&lt;/span&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;&lt;br /&gt;    &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Target semester ini sih maunya dapat nilai minimal B aja jangan ada C lagi, malu juga sama orang tua capek-capek kuliah Cuma dapat ipk pas-pas an :D.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Sekian dulu ^^.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;&lt;br /&gt;    &lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;</description><link>http://fuhrend.blogspot.com/2012/05/apa-yang-telah-di-dapat-selama-kuliah.html</link><author>noreply@blogger.com (Achmad Maulana)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCZgeVV7YutD7GR0x3d4Fp5MQDF1xPFReOOJU5BjZF1-fQnVUcnvL7JW5xCk4s4-3c0wWFmC8Q3U5Q4L1lQJLwI7b7nN_ZZF5nULfEr6-b57hpmM_mOvkFCysRHcn_miJz2aj_RU2c/s72-c/think.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5285088580749753374.post-5623689733103378345</guid><pubDate>Sat, 12 May 2012 08:54:00 +0000</pubDate><atom:updated>2012-05-13T15:19:39.006+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Pengalaman</category><title>Masa Kecil Di Pulau Dewata (PART 2-ENDING)</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Masa Kenaikan kelas 4 pun berlalu, sekarang saya sudah 4 tahun berada di Bali. Hari-hari seperti biasa di sekolah &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Century Gothic&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;&quot;&gt;saya&lt;/span&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt; lalui, tapi ada satu hal yang tidak bisa Saya lupakan. Tepatnya waktu jam pelajaran Agama Islam, disitu kan banyak sekali Agama Hindhu (ya iyalah lagi di bali :P). Pelajaran pun dimulai dengan membaca doa dan membaca Surat-surat Pendek dalam Al-Qur&#39;an. Nah setelah pelajaran kan ada waktu istirahat, tapi yang membedakan kalau salah satu pelajaran agama selesai maka langsung bisa istirahat. Di selang waktu istirahat anak-anak pada bakar sampah, nama juga masi anak-anak jadi hal apapun, di jadikan permainan. Hal itu lah yang membuat kejadian yang tidak diinginkan, yaitu sewaktu bakar-bakaran sampah saya pun ikut juga bermain api :P. Eh tidak tahu kenapa,  sampah plastik yang telah terbakar sedikit saya angkat pakai sebatang kayu dan.... wush.... ketiup angin. Alhasil serpihan plastik yang kebakar bersama apinya terbang terbawa angin dan mengenai wajah adik kelas saya. Ya, waktu itu bukan di kelas saya saja yang bermain api tapi adik kelas saya juga apa lagi dia anak guru Agama saya. Kepanikkan pun melanda saya, teman-teman pada bantu dia dari kejadian itu.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Setelah kejadian itu mungkin saya berpikir untuk tidak bermain api lagi untuk terakhir kalinya. Untung saja dia tidak kenapa-kenapa. Hati saya jadi lega setelah melihat keadaan nya yang tidak begitu parah.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;a href=&quot;http://bali.panduanwisata.com/files/2011/08/waterboom3.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;300&quot; src=&quot;http://bali.panduanwisata.com/files/2011/08/waterboom3.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Kicauan burung  dan ayam pun menderu, itu lah pagi hari (aduh bahasanya :D) ternyata di pagi hari itu juga, temen tetanggan saya mengajak untuk pergi ke &quot;Water Boom&quot;  saya merasa pagi ini benar-benar menyenangkan. Tapi tidak begitu saja saya bisa pergi, pastinya Ibu saya melarang saya pergi ke tempat tersebut, karena Ibu saya tidak ikut. Mungkin takut ada apa-apa kali ya &lt;/span&gt;&lt;span style=&quot;font-family: Wingdings;&quot;&gt;J&lt;/span&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;. Tapi saya tidak menyerah begitu saja, soalnya kalau dipikir-pikir, kapan lagi bisa ke water boom kalau tidak sekarang. Ya jurus ampuh saya yaitu menangis ( maklum masih keci &lt;/span&gt;&lt;span style=&quot;font-family: Wingdings;&quot;&gt;J&lt;/span&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt; ), dan akhirnya bisa pergi juga. Mungkin di hati beliau, masih berat untuk membiarkan saya pergi. Tapi tidak apa-apalah, ini kan sekali selama seumur hidup (memang iya sih, sampai sekarang umur 21 tahun ini saya tidak pernah kesana lagi :D).&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Begitu asyiknya disana , serasa saya sudah lupa rumah saja. Padahal kepantai tidak jarang juga :P, tapi bedanya disini kan ada perosotan airnya pakai pelampung lagi.. benar-benar hari yang indah, tidak bisa di lupakan sampai sekarang &lt;/span&gt;&lt;span style=&quot;font-family: Wingdings;&quot;&gt;J&lt;/span&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;. Tapi di waktu yang sama, uang yang dikasih oleh Ibu saya hilang saat setelah selesai berenang. Padahal kalau diingat-ingat, uang nya di dalam kantong celana. Hmm mungkin jatuh tidak mungkin di ambil juga. Uang nya aja Cuma 50rb. Setelah pulang dari sana, sebagai rasa minta maaf orang tua teman saya yang ada waktu di water boom waktu itu.. Beliau memberi.. lebih tepatnya mengganti uang yang hilang itu. Rasa nya saya jadi tidak enak kepada teman saya gara-gara kejadian itu. Dah lah yang penting hepi :D...&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Hari demi hari berganti, caturwulan demi caturwulan pun berganti. Akhirnya saya naik ke kelas 5, dan di waktu itu pula Ayah saya dapat surat SK dari kantor. Bahwa Ayah saya dipindah kan ke Sabang ( pulau weh, pulau kecil di ujung banda aceh) perpisahan dengan teman pun menjadi hal yang sangat menyedihkan, rasanya saya seperti kehilangan teman. Tapi tidak apa2 lah, mati satu tumbuh seribu ( eh salah ya? :D).&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Dan masa depan akan menyambut saya di depan sana (bukan di pinggir atau pun di belakang :D).&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxSwJbUEnUbmy_n0XlypnOzTJpaQ7vZxhZhyZsg-ap_Ro5IdYLhl_ZJq1xnfesL0pymEZ_eOARo04YLoNgyU59bB_at-1IrWAa3XuGlpd40-m5kPOad1hCPbw8c5pJsF9eaCwPaq4S/s1600/IMG.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;270&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxSwJbUEnUbmy_n0XlypnOzTJpaQ7vZxhZhyZsg-ap_Ro5IdYLhl_ZJq1xnfesL0pymEZ_eOARo04YLoNgyU59bB_at-1IrWAa3XuGlpd40-m5kPOad1hCPbw8c5pJsF9eaCwPaq4S/s400/IMG.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Century Gothic&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;Foto
dibandara Ngurah Rai, Bali.&lt;/span&gt;&lt;/div&gt;
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&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Sekian curhat2an saya hahaha... padahal maunya ceritain semua, tapi &quot;si jari-jari&quot; tangan saya udah &quot;keriting&quot;. Maka saya akhiri cerita ini. &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic;&quot;&gt;Terima kasih :D&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</description><link>http://fuhrend.blogspot.com/2012/05/masa-kecil-di-pulai-dewata-part-2.html</link><author>noreply@blogger.com (Achmad Maulana)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxSwJbUEnUbmy_n0XlypnOzTJpaQ7vZxhZhyZsg-ap_Ro5IdYLhl_ZJq1xnfesL0pymEZ_eOARo04YLoNgyU59bB_at-1IrWAa3XuGlpd40-m5kPOad1hCPbw8c5pJsF9eaCwPaq4S/s72-c/IMG.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5285088580749753374.post-6116298842914572594</guid><pubDate>Fri, 04 May 2012 16:12:00 +0000</pubDate><atom:updated>2012-05-04T23:21:43.840+07:00</atom:updated><title>Resume 6</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 16pt;&quot;&gt;Uang, Bank dan Penciptaan Uang&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGM8kuZ8HIcbHjkxzVQkFFRGOqzKmldemP2tHlpQEX2kGQfJPhBbKjCpHnPy7I46o2bYXG4bUpFaBmQpG4TOk_2kyVnRK0scqyQqknSKxJh6jM_wXNovlGpQKmr-SIRL9C8PTzcpbu/s1600/13281454311905446961.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;212&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGM8kuZ8HIcbHjkxzVQkFFRGOqzKmldemP2tHlpQEX2kGQfJPhBbKjCpHnPy7I46o2bYXG4bUpFaBmQpG4TOk_2kyVnRK0scqyQqknSKxJh6jM_wXNovlGpQKmr-SIRL9C8PTzcpbu/s320/13281454311905446961.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 12pt;&quot;&gt;&lt;span style=&quot;color: #c0504d;&quot;&gt;Uang &lt;/span&gt;adalah Alat pembayaran yang biasa dipakai untuk memenuhi kebutuhan. Karena uang mudah di terima di kalangan masyarakat dan merupakan alat pembayaran yang disahkan pemerintah.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
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&lt;span style=&quot;font-family: &#39;Century Gothic&#39;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 12pt;&quot;&gt;Jenis-jenis uang :&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;ol style=&quot;margin-left: 72pt;&quot;&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 12pt;&quot;&gt;Uang Kartal&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 12pt;&quot;&gt;Uang Giral&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 12pt;&quot;&gt;&lt;span style=&quot;color: #c0504d;&quot;&gt;Bank&lt;/span&gt; Merupakan lembaga penyimpanan uang dan sekaligus tempat investasi yang lumayan menguntungkan, selain untuk menyimpan di bank dapat melakukan transfer, membayar tagihan, dan mempermudah segala aktivitas yang berhubungan dengan uang.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidaNrOdH22Z7WVhXSnxNu04N2RmNbgEa6fpKAKDiXcOxpKeSgdJDXlaqhp9-T85wnBzrKN0A6DaGOOTf2DzZqveLXy_yKXuWpyZJcsRVu2sydeJwf3vMTNVmWqc7BcRSXLxvvz-Nri/s1600/bank-building-icon.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidaNrOdH22Z7WVhXSnxNu04N2RmNbgEa6fpKAKDiXcOxpKeSgdJDXlaqhp9-T85wnBzrKN0A6DaGOOTf2DzZqveLXy_yKXuWpyZJcsRVu2sydeJwf3vMTNVmWqc7BcRSXLxvvz-Nri/s1600/bank-building-icon.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 12pt;&quot;&gt;Jenis-jenis bank :&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;ol style=&quot;margin-left: 72pt;&quot;&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 12pt;&quot;&gt;Bank sentral&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 12pt;&quot;&gt;Bank umum&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 12pt;&quot;&gt;Bank pengkreditan rakyat&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;ul&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnYppX_dc8vyu0ccsFSlRniAbDRYUh3VWc8v7keCg4vEKvoWt_OWvmHmRqgQUQ5_7o5aMboP-BR6JyNd5l3cytP5V-S_Y7JFAvP2-iBGZcENscHZMZnTWNSbtEKY36AjynI6uL2CtO/s1600/peluang_bisnis_online_100_masuk_akal_nggak_muluk_muluk_iklanads.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnYppX_dc8vyu0ccsFSlRniAbDRYUh3VWc8v7keCg4vEKvoWt_OWvmHmRqgQUQ5_7o5aMboP-BR6JyNd5l3cytP5V-S_Y7JFAvP2-iBGZcENscHZMZnTWNSbtEKY36AjynI6uL2CtO/s1600/peluang_bisnis_online_100_masuk_akal_nggak_muluk_muluk_iklanads.jpg&quot; /&gt;&lt;/a&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 12pt;&quot;&gt;&lt;span style=&quot;color: #c0504d;&quot;&gt;Pencipataan Uang&lt;/span&gt; ialah proses pembuatan dan pencetakan uang-uang yang nantinya dapat dipakai oleh masyarakat.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 12pt;&quot;&gt;Cara penciptaan uang :&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;ol style=&quot;margin-left: 72pt;&quot;&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 12pt;&quot;&gt;Mencetak uang kertas dan logam&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 12pt;&quot;&gt;Melalui Pinjaman dan Utang&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 12pt;&quot;&gt;Serta kebijakan Pemerintah&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;/div&gt;</description><link>http://fuhrend.blogspot.com/2012/05/resume-6.html</link><author>noreply@blogger.com (Achmad Maulana)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGM8kuZ8HIcbHjkxzVQkFFRGOqzKmldemP2tHlpQEX2kGQfJPhBbKjCpHnPy7I46o2bYXG4bUpFaBmQpG4TOk_2kyVnRK0scqyQqknSKxJh6jM_wXNovlGpQKmr-SIRL9C8PTzcpbu/s72-c/13281454311905446961.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5285088580749753374.post-819531697351820858</guid><pubDate>Fri, 04 May 2012 15:34:00 +0000</pubDate><atom:updated>2012-05-04T23:24:27.101+07:00</atom:updated><title>Resume 5</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 16pt;&quot;&gt;Analisis Pendapatan Nasional untuk Perekonomian Tertutup Sederhana dan Pertumbuhan Ekonomi&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimGaoO1-7Szg1fEvOPNfBoxLoiO6PVM7QvDXI-2-J_ZPj7YD65h4uzGIZ24xCeDvBbUq_OuI1kYTFtic7ceKKwqNlWFI86IfpRtKkTA1Gd0ty2DMS4lvLKIzkYop2nkCnaAxeB7EVK/s1600/pendapatan-nasional.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimGaoO1-7Szg1fEvOPNfBoxLoiO6PVM7QvDXI-2-J_ZPj7YD65h4uzGIZ24xCeDvBbUq_OuI1kYTFtic7ceKKwqNlWFI86IfpRtKkTA1Gd0ty2DMS4lvLKIzkYop2nkCnaAxeB7EVK/s320/pendapatan-nasional.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 10pt;&quot;&gt;&lt;span style=&quot;color: #c0504d;&quot;&gt;Pendapatan Nasional&lt;/span&gt; merupakan suatu pendapatan yang diperoleh dari &lt;strong&gt;penyerahan faktor-faktor produksi&lt;/strong&gt; oleh seluruh rumah tangga keluarga dalam satu tahun.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 10pt;&quot;&gt;Faktor yang mempengaruhi pendapatan nasional:&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;ol style=&quot;margin-left: 72pt;&quot;&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 10pt;&quot;&gt;Permintaan dan Penawaran agregat&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 10pt;&quot;&gt;Konsumsi dan tabungan&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 10pt;&quot;&gt;Investasi&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 10pt;&quot;&gt;&lt;span style=&quot;color: #c0504d;&quot;&gt;Perekonomian Tertutup&lt;/span&gt; yaitu perekonomian yang berada di dalam negeri saja, karena tidak mengenal yang namanya &lt;strong&gt;ekspor-impor&lt;/strong&gt;. Mungkin bisa di katakan perekonomian dalam negeri, karena segala aktivitas perekonomian hanya terjadi di dalam negeri saja.&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 10pt;&quot;&gt;&lt;span style=&quot;color: #c0504d;&quot;&gt;Perekonomian Sederhana &lt;/span&gt;yaitu perekonomian yang mencakup antara suatu perusahaan swasta dengan rumah tangga ekonomi, hal ini terjadi karena &lt;strong&gt;pemerintah tidak ikut campur tangan&lt;/strong&gt; dalam perkonomian ini.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 10pt;&quot;&gt;&lt;span style=&quot;color: #c0504d;&quot;&gt;Pertumbuhan Ekonomi &lt;/span&gt;adalah adanya perubahan pasang surut dalam grafik kurva yang menandakan kenaikan taraf hidup masyarakat karena naiknya tingkat produktivitas dalam suatu negara. Tetapi pengangguran merupakan nilai mati untuk suatu pertumbuhan ekonomi, karena semakin banyak yang pengangguran maka perekonomian pun tidak mengalami peningkatan.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 10pt;&quot;&gt;Faktor-faktor yang mempengaruhi &lt;strong&gt;jumlah pendapatan yang digunakan untuk konsumsi&lt;/strong&gt; antara lain:&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;ol style=&quot;margin-left: 72pt;&quot;&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 10pt;&quot;&gt;Besarnya pendapatan yang diterima oleh rumah tangga, setelah dikurangi pajak dan potongan lainnya.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 10pt;&quot;&gt;Jumlah anggota keluarga.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 10pt;&quot;&gt;Kondisi lingkungan( faktor geografis dan social.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 10pt;&quot;&gt;Pemikiran masa depan, yaitu pemikiran tentang naik atau turunnya harga barang dan jasa.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;ul&gt;
&lt;li&gt;&lt;div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 10pt;&quot;&gt;Money Multiplier atau &lt;span style=&quot;color: #c0504d;&quot;&gt;angka pengganda uang&lt;/span&gt; adalah merupakan proses pasar yaitu penyesuaian antara permintaan dan penawaran uang &quot;Money Multiplier is the number of deposit (loan) dollars that the banking system can create from $1 of excess reserves; equal to 1 required reserve ratio&quot; (Schiller, 1996:279 – 280).&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrtfmGH1xd2kWBQUKaehn3l_5KevRFFN2IaJQIq2DIVy6g_uHq7VJXYYXYE3ngB3S85st8Hd_S4UNcDXodBkPOu_6MaZvRQwTQ1y065uwtTo_4XZ4fOvvL8hdRpfTE6ytdmTRS8_HW/s1600/New+Picture+(4).png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrtfmGH1xd2kWBQUKaehn3l_5KevRFFN2IaJQIq2DIVy6g_uHq7VJXYYXYE3ngB3S85st8Hd_S4UNcDXodBkPOu_6MaZvRQwTQ1y065uwtTo_4XZ4fOvvL8hdRpfTE6ytdmTRS8_HW/s1600/New+Picture+(4).png&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
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&lt;span xmlns=&quot;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8tXdaoLlgxk-ruWBlzZrxki-UHOgucCljsECSe1m1jtOa40Vv7Z4685aYEzoOyxA6t9c_y9IBnmM9CWdBA5cJSkC8NWWZ4pD6tKOERgoZ_3wdR1DUaDYsohOMxsHLle9hsnUdSl0s/s1600/New+Picture+(5).png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8tXdaoLlgxk-ruWBlzZrxki-UHOgucCljsECSe1m1jtOa40Vv7Z4685aYEzoOyxA6t9c_y9IBnmM9CWdBA5cJSkC8NWWZ4pD6tKOERgoZ_3wdR1DUaDYsohOMxsHLle9hsnUdSl0s/s1600/New+Picture+(5).png&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;/div&gt;
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&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 10pt;&quot;&gt;Keterangan : c = marginal propensity konsumsi&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 10pt;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; t = marginal propensity pajak&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 10pt;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; r = marginal propensity transfer&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 10pt;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; m = marginal propensity import&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 10pt;&quot;&gt;dimana marginal propensity itu sendiri mempunyai arti perubahan konsumsi yang terjadi akibat perubahan pendapatan nasional.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 10pt;&quot;&gt;&lt;span style=&quot;color: #c0504d;&quot;&gt;Inflasi&lt;/span&gt; adalah peristiwa dimana naiknya tingkat harga yang terus menerus, tetapi kenaikan itu hanya bersifat sementara.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 10pt;&quot;&gt;&lt;span style=&quot;color: #c0504d;&quot;&gt;Jenis- jenis inflasi, &lt;/span&gt;yang dilihat berdasarkan faktor- faktor penyebab terjadinya inflasi, yaitu sebagai berikut:&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;ol style=&quot;margin-left: 72pt;&quot;&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 10pt;&quot;&gt;Inflasi Tarikan Permintaan (Demand-Pull Inflation).&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 10pt;&quot;&gt;Inflasi Desakan Biaya (Cost-Push Inflation).&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 10pt;&quot;&gt;Inflasi karena Pengaruh Impor (Imported Inflation).&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;/div&gt;</description><link>http://fuhrend.blogspot.com/2012/05/resume-5.html</link><author>noreply@blogger.com (Achmad Maulana)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimGaoO1-7Szg1fEvOPNfBoxLoiO6PVM7QvDXI-2-J_ZPj7YD65h4uzGIZ24xCeDvBbUq_OuI1kYTFtic7ceKKwqNlWFI86IfpRtKkTA1Gd0ty2DMS4lvLKIzkYop2nkCnaAxeB7EVK/s72-c/pendapatan-nasional.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5285088580749753374.post-7344787104191121940</guid><pubDate>Tue, 24 Apr 2012 14:04:00 +0000</pubDate><atom:updated>2012-04-24T21:08:44.924+07:00</atom:updated><title>Resume 4</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 16pt;&quot;&gt;Struktur Pasar&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG0ndl3FIjrY79LsTcfX6Nu2WkTMLVWhKyZoPMP0pzY8O__y61sKbVaRnyxNivitrGsnL0oEjd9BcmvwWqUAKZUIw5YKY7Yrxw1NDAZCjNIYO0M47SGTjrXzSiDpd74ozSZ45XbOsP/s1600/pasar-tradisional2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;213&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG0ndl3FIjrY79LsTcfX6Nu2WkTMLVWhKyZoPMP0pzY8O__y61sKbVaRnyxNivitrGsnL0oEjd9BcmvwWqUAKZUIw5YKY7Yrxw1NDAZCjNIYO0M47SGTjrXzSiDpd74ozSZ45XbOsP/s320/pasar-tradisional2.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 12pt;&quot;&gt;Pasar : adanya proses jual beli yang terhadap suatu barang, jasa dan tenaga kerja yang dijual. Pasar tempat produsen bersaing dalam menjual barang, jasa yang mereka tawarkan, pasar juga merupakan tempat investasi yang menjanjikan. Jadi, pasar merupakan sumber perputaran duit yang terciptanya hubungan sosial antara penjual dan pembeli sehingga juga akan terciptanya perekonomian yang bagus di dalam suatu negara.&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 12pt;&quot;&gt;Struktur pasar merupakan karakteristik organisasi pasar yang mempengaruhi sifat kompetisi dan harga di dalam pasar (Bain, 1952). Unsur-unsur pasar meliputi konsentrasi, differensiasi produk, ukuran perusahaan, hambatan masuk, dan integrasi vertikal serta diversifikasi.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 12pt;&quot;&gt;Struktur pasar dibagi dalam 2 macam,yaitu:&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;ol style=&quot;margin-left: 54pt;&quot;&gt;
&lt;li&gt;&lt;div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 12pt;&quot;&gt;Pasar Persaingan Sempurna&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 12pt;&quot;&gt;Sifat-sifat pasar persaingan sempurna :&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 12pt;&quot;&gt;- Jumlah penjual dan pembeli banyak&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 12pt;&quot;&gt;- Barang yang dijual sejenis, serupa dan mirip satu sama lain&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 12pt;&quot;&gt;- Penjual bersifat pengambil harga (price taker)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 12pt;&quot;&gt;- Harga ditentukan mekanisme pasar permintaan dan penawaran (demand and supply)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 12pt;&quot;&gt;- Posisi tawar konsumen kuat&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 12pt;&quot;&gt;-Sulit memperoleh keuntungan di atas rata-rata&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 12pt;&quot;&gt;- Sensitif terhadap perubahan harga&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 12pt;&quot;&gt;- Mudah untuk masuk dan keluar dari pasar&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 12pt;&quot;&gt;Pasar Persaingan Tidak Sempurna&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;; font-size: 12pt;&quot;&gt;Pasar yang memiliki produsen yang lebih sedikit ketimbang Pasar Persaingan Sehat dan dengan banyak konsumen yang bervariatif, karena telah ditetapkan dalam undang-undang. Hal ini membuat persaingan tidak sehat karena sedikit nya produsen yang membuat konsumen hanya terpaku pada satu produsen saja, yang mana membuat hasrat membeli barang berkurang. Karena keinginan manusia yang tiada batasnya.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;/div&gt;</description><link>http://fuhrend.blogspot.com/2012/04/resume-4.html</link><author>noreply@blogger.com (Achmad Maulana)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG0ndl3FIjrY79LsTcfX6Nu2WkTMLVWhKyZoPMP0pzY8O__y61sKbVaRnyxNivitrGsnL0oEjd9BcmvwWqUAKZUIw5YKY7Yrxw1NDAZCjNIYO0M47SGTjrXzSiDpd74ozSZ45XbOsP/s72-c/pasar-tradisional2.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5285088580749753374.post-4311632395038325309</guid><pubDate>Tue, 24 Apr 2012 12:03:00 +0000</pubDate><atom:updated>2012-05-11T20:59:22.884+07:00</atom:updated><title>Resume 3</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic; font-size: 16pt;&quot;&gt;Perilaku Produsen&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;img alt=&quot;http://anrewaluyo.files.wordpress.com/2011/04/0818065620x310.jpg&quot; height=&quot;159&quot; src=&quot;http://anrewaluyo.files.wordpress.com/2011/04/0818065620x310.jpg&quot; width=&quot;320&quot; /&gt;&lt;span xmlns=&quot;&quot;&gt; &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic; font-size: 12pt;&quot;&gt;Dalam dunia pemasaran, pasti selalu ada yg namanya Produsen dan Konsumen. Kedua elemen tersebut sangat erat kaitannya dengan aspek-aspek dalam pemasaran.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic; font-size: 12pt;&quot;&gt;Setiap elemen tersebut mempunyai perilaku sendiri dalam kegiatan di dalam pemasaran. Contohnya konsumen dalam membeli suatu barang, tidak jarang kita melihat konsumen lebih memilih barang dalam hal brand/merk, harga, trend dibandingkan dengan kegunaan barang itu sendiri. Produsen pun juga mempunyai perilaku dalam memasarkan barang produksinya. Berikut penjelasannya:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic; font-size: 12pt;&quot;&gt;Dalam memproduksi barang terdapat dua faktor yaitu; Faktor Produksi Asli dan faktor produksi turunan.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;ol style=&quot;margin-left: 54pt;&quot;&gt;
&lt;li&gt;&lt;div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic; font-size: 12pt;&quot;&gt;Faktor Produksi Asli&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic; font-size: 12pt;&quot;&gt;Merupakan segala bentuk SDA(Sumber Daya Alam) di muka bumi ini, meliputi tanah, air dan bahan mentah. Tenaga kerja pun termasuk dalam faktor produksi asli karena didalamnya terdapat fisik dan pikiran.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic; font-size: 12pt;&quot;&gt;Faktor Produksi Turunan&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic; font-size: 12pt;&quot;&gt;Merupakan hal yang membantu proses produksi seperti modal, kehalian dan sumber daya informasi.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic; font-size: 12pt;&quot;&gt;Fungsi Produksi&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic; font-size: 12pt;&quot;&gt;Merupakan proses matematis yang menghubungkan antara inputan produksi yang dipakai dengan output barang yang dihasilkan.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic; font-size: 12pt;&quot;&gt;X = f ( A1, A2, A3,...)&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic; font-size: 12pt;&quot;&gt;X: output yang dihasilkan&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic; font-size: 12pt;&quot;&gt;A1,A2,A3,..: input yang dipakai&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic; font-size: 12pt;&quot;&gt;Produksi Optimal&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Century Gothic; font-size: 12pt;&quot;&gt;Merupakan Produksi dimana dalam memproduksi barang tertentu tidak mengurangi output produksi barang yang lain. Sehingga tidak terjadinya kerugian yang besar.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;</description><link>http://fuhrend.blogspot.com/2012/04/resume-3.html</link><author>noreply@blogger.com (Achmad Maulana)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5285088580749753374.post-3640457858327153650</guid><pubDate>Tue, 10 Apr 2012 07:35:00 +0000</pubDate><atom:updated>2012-04-24T17:34:37.493+07:00</atom:updated><title>Resume 2</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Perilaku
Konsumen&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0t0dZ2VAE6_uy988lyLdKPtC5KBTYilpOiJUahcq9Cka_12CwCpdnFQteiy5rA0tBxD5beS6pEV-AoHDA2p63OK9U3sFy6p8BwihRqRHgXtc2vHyUv9QuQUBPiS9yOuV7IltnnBu2/s1600/shopping_bags.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0t0dZ2VAE6_uy988lyLdKPtC5KBTYilpOiJUahcq9Cka_12CwCpdnFQteiy5rA0tBxD5beS6pEV-AoHDA2p63OK9U3sFy6p8BwihRqRHgXtc2vHyUv9QuQUBPiS9yOuV7IltnnBu2/s320/shopping_bags.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;mso-list: l2 level1 lfo1; text-indent: -18.0pt;&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Symbol; text-indent: -18pt;&quot;&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&lt;span style=&quot;color: #b45f06;&quot;&gt; &amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;color: #b45f06;&quot;&gt;Perilaku
konsumen&lt;/span&gt; adalah proses dan aktivitas ketika seseorang berhubungan dengan
pencarian, pemilihan, pembelian, penggunaan, serta pengevaluasian produk dan
jasa demi memenuhi kebutuhan dan keinginan.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;color: #b45f06;&quot;&gt;Perilaku
konsumen&lt;/span&gt; merupakan hal-hal yang mendasari konsumen untuk membuat keputusan
pembelian.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l2 level1 lfo1; text-indent: -18.0pt;&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Symbol; text-indent: -18pt;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; text-indent: -18pt;&quot;&gt;Untuk
barang berharga &lt;span style=&quot;color: #b45f06;&quot;&gt;jual rendah (low-involvement)&lt;/span&gt; proses pengambilan keputusan
dilakukan dengan mudah, sedangkan untuk barang berharga &lt;span style=&quot;color: #b45f06;&quot;&gt;jual tinggi
(high-involvement)&lt;/span&gt; proses pengambilan keputusan dilakukan dengan pertimbangan
yang matang.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l2 level1 lfo1; text-indent: -18.0pt;&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Symbol; text-indent: -18pt;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 7pt; text-indent: -18pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; text-indent: -18pt;&quot;&gt;Terdapat
tiga pendekatan utama dalam meneliti perilaku konsumen. Pendekatan pertama
adalah &lt;span style=&quot;color: #b45f06;&quot;&gt;pendekatan interpretif&lt;/span&gt;. &amp;nbsp;Pendekatan ini menggali secara mendalam
perilaku konsumsi dan hal yang mendasarinya. Studi dilakukan dengan melalui
wawancara panjang dan focus group discussion untuk memahami apa makna sebuah
produk dan jasa bagi konsumen dan apa yang dirasakan dan dialami konsumen
ketika membeli dan menggunakannya.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Symbol; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; text-indent: -18pt;&quot;&gt;Pendekatan
kedua adalah &lt;span style=&quot;color: #b45f06;&quot;&gt;pendekatan tradisional&lt;/span&gt; yang didasari pada teori dan metode dari
ilmu psikologi kognitif, sosial, dan behaviorial serta dari ilmu sosiologi. Pendekatan ini bertujuan mengembangkan teori dan metode untuk menjelaskan
perliku dan pembuatan keputusan konsumen. Studi dilakukan melalui eksperimen
dan survey untuk menguji coba teori dan mencari pemahaman tentang bagaimana
seorang konsumen memproses informasi, membuat keputusan, serta pengaruh
lingkungan sosial terhadap perilaku konsumen.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l2 level1 lfo1; text-indent: -18.0pt;&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Symbol; text-indent: -18pt;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 7pt; text-indent: -18pt;&quot;&gt; &amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; text-indent: -18pt;&quot;&gt;Pendekatan
ketiga disebut sebagai &lt;span style=&quot;color: #b45f06;&quot;&gt;sains marketing&lt;/span&gt; yang didasari pada teori dan metode dari
ilmu ekonomi dan statistika. Pendekatan ini dilakukan dengan mengembangkan dan
menguji coba model matematika berdasarkan hirarki kebutuhan manusia menurut
Abraham Maslow untuk memprediksi pengaruh strategi marketing terhadap pilihan
dan pola konsumsi, yang dikenal dengan sebutan moving rate analysis.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;color: #38761d;&quot;&gt;Ketiga
pendekatan sama-sama memiliki nilai dan tinggi dan memberikan pemahaman atas
perilaku konsumen dan strategi marketing dari sudut pandang dan tingkatan
analisis yang berbeda&lt;/span&gt;. Sebuah perusahaan dapat saja menggunakan salah satu atau
seluruh pendekatan, tergantung permasalahan yang dihadapi perusahaan tersebut.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;&lt;span style=&quot;color: #351c75;&quot;&gt;Faktor-faktor
yang mempengaruhi Perilaku Konsumen :&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;margin-left: 54.0pt; mso-add-space: auto; mso-list: l4 level1 lfo2; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;1.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Faktor Sosial&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 90.0pt; mso-add-space: auto; mso-list: l5 level1 lfo3; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;a.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Group&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 90.0pt; mso-add-space: auto; mso-list: l5 level1 lfo3; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;b.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Family Influence&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 90.0pt; mso-add-space: auto; mso-list: l5 level1 lfo3; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;c.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Roles and Status&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54.0pt; mso-add-space: auto; mso-list: l4 level1 lfo2; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;2.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Faktor Personal&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 90.0pt; mso-add-space: auto; mso-list: l0 level1 lfo4; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;a.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Economic Situation&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 90.0pt; mso-add-space: auto; mso-list: l0 level1 lfo4; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;b.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Lifestyle&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 90.0pt; mso-add-space: auto; mso-list: l0 level1 lfo4; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;c.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Personality and Self Concept&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 90.0pt; mso-add-space: auto; mso-list: l0 level1 lfo4; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;d.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Age and Life Cycle Stage&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 90.0pt; mso-add-space: auto; mso-list: l0 level1 lfo4; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;e.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Occupation&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54.0pt; mso-add-space: auto; mso-list: l4 level1 lfo2; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;3.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Faktor Psychological&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 90.0pt; mso-add-space: auto; mso-list: l1 level1 lfo5; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;a.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Motivation&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 90.0pt; mso-add-space: auto; mso-list: l1 level1 lfo5; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;b.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Perception&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 90.0pt; mso-add-space: auto; mso-list: l1 level1 lfo5; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;c.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Learning&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 90.0pt; mso-add-space: auto; mso-list: l1 level1 lfo5; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;d.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Beliefs and Attitude&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54.0pt; mso-add-space: auto; mso-list: l4 level1 lfo2; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;4.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Faktor Cultural&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 90.0pt; mso-add-space: auto; mso-list: l6 level1 lfo6; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;a.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Subculture&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;margin-left: 90.0pt; mso-add-space: auto; mso-list: l6 level1 lfo6; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;b.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Social Class&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &lt;span style=&quot;color: #351c75;&quot;&gt;Keputusan
Pembelian&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;margin-left: 54.0pt; mso-add-space: auto; mso-list: l3 level1 lfo7; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;1.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Fully Planned Purchase&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54.0pt; mso-add-space: auto; mso-list: l3 level1 lfo7; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;2.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Partially Planned Purchase&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;margin-left: 54.0pt; mso-add-space: auto; mso-list: l3 level1 lfo7; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;3.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Unplanned Purchase&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;SOURCE : Wikipedia&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;</description><link>http://fuhrend.blogspot.com/2012/04/resume-2.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0t0dZ2VAE6_uy988lyLdKPtC5KBTYilpOiJUahcq9Cka_12CwCpdnFQteiy5rA0tBxD5beS6pEV-AoHDA2p63OK9U3sFy6p8BwihRqRHgXtc2vHyUv9QuQUBPiS9yOuV7IltnnBu2/s72-c/shopping_bags.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5285088580749753374.post-2528441083280677031</guid><pubDate>Mon, 02 Apr 2012 17:23:00 +0000</pubDate><atom:updated>2012-04-24T17:38:50.322+07:00</atom:updated><title>Resume 1</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Penentuan
harga, permintaan dan penawaran&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_tG68hcCd_X8WZdUngMPILuoDX9SbbjTfcc_rAEgGeU1sHkS3e7v5iJZBXICpQGGN5wQX9ery_05yQhUhX9Igh9Nul8BE9iOCwQbBhI_XFc8uNMnTG8L3IOaBYaUBLo3SQTxdDZRD/s1600/Harga.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;242&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_tG68hcCd_X8WZdUngMPILuoDX9SbbjTfcc_rAEgGeU1sHkS3e7v5iJZBXICpQGGN5wQX9ery_05yQhUhX9Igh9Nul8BE9iOCwQbBhI_XFc8uNMnTG8L3IOaBYaUBLo3SQTxdDZRD/s320/Harga.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;mso-list: l1 level1 lfo1; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings;&quot;&gt;&amp;nbsp;v&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Penentuan harga suatu barang sangat mempengaruhi
terhadap jumlah permintaan dari barang yang ditawarkan. Penentuan harga
haruslah dapat memenuhi harga ekuilibrium (keseimbangan). Dimana Harga
ekuilibrium itu&amp;nbsp; ialah harga yang
terbentuk&amp;nbsp; pada titik pertemuannya kurva
permintaan dan kurva penawaran. Harga suatu barang akan terbentuk bila ada
kesepakatan antara penjual dengan pembeli yang mana akan menghasilkan
keseimbangan kuantitas barang di pasar. Bila telah terciptanya keseimbangan ini
maka patokan harga tersebut akan bertahan lama, sehingga Penjual pun akan tetap
memasang harga tersebut dan permintaan barang oleh konsumen tetap stabil.&lt;/span&gt;&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Tujuan penentuan harga :&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;1. Mendapatkan keuntungan sebesar-besarnya&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;2. Mempertahankan perusahaan.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;3. Meraih ROI (Return on Investment).&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;4. Menguasai Pangsa Pasar&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;5. Mempertahankan status quo&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l2 level1 lfo2; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings;&quot;&gt;&amp;nbsp;v&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Dalam permintaan suatu barang tidak akan lepas
pada hukum yang berlaku yaitu dimana harga suatu barang tersebut mahal maka
permintaan pun menurun sedangkan jika harga barang tersebut kemurahan maka akan
mencapai permintaan yang “maksimal” tetapi berdampak pada kecilnya kemungkinan
mendapatkan laba. Dalam penyusunan data permintaan harus menggunakan kurva
permintaan supaya memudahkan dalam menentukan kesimbangan antara kuantitas permintaan
dengan harga yang ditawarkan. Adapun fungsi permintaan yang akan membantu dalam
menunjukkan hubungan antara jumlah barang yang di minta dengan semua
faktor-faktor yang mempengaruhinya.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Qd
= f ( Pq, Ps.i, Y, S, D)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 35.45pt; mso-add-space: auto;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Ket:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 71.45pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Qd : Jumlah barang yang diminta&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 71.45pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Pq &amp;nbsp;: harga
barang itu sendiri&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 71.45pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Ps.i : harga barang pengganti(subtitusi)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 71.45pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Y &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;:
Pendapatan&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 71.45pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;S &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;:
selera&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 71.45pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;D &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;:
jumlah penduduk&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l2 level1 lfo2; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: Wingdings;&quot;&gt;&amp;nbsp;v&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Penawaran memiliki hukum sebagai berikut : “Jika
harga suatu barang tinggi maka penjual akan menjual barang lebih banyak
sedangkan jika harga suatu barang rendah maka penjual akan menjual sedikit
barang untuk menutupi kerugian yang ditanggung.” Tidak jauh beda dari
permintaan, dalam penawaran pun memilik kurva tersendiri. Kurva penawaran
adalah kurva yang menunjukkan hubungan antara tingkat harga barang tertentu dan
jumlah barang tersebut yang ditawarkan oleh penjual. Kurva ini dibuat atas
dasar data asli mengenai hubungan tingkat harga barang dan jumlah penawaran
barang tersebut yang dinyatakan dalam daftar penawaran (tabel penawaran).&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Fungsi penawaran :&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Qs
= f (Pq, Pl.i, C, O, T)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Ket :&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Qs : jumlah barang yang ditawarkan&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Pq : harga barang itu sendiri&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;Pl.i : harga barang-barang lain (i = 1,2, ….,n)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;O : tujuan-tujuan perusahaan&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;T : tingkat teknologi yang digunakan.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;</description><link>http://fuhrend.blogspot.com/2012/04/resume-1.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_tG68hcCd_X8WZdUngMPILuoDX9SbbjTfcc_rAEgGeU1sHkS3e7v5iJZBXICpQGGN5wQX9ery_05yQhUhX9Igh9Nul8BE9iOCwQbBhI_XFc8uNMnTG8L3IOaBYaUBLo3SQTxdDZRD/s72-c/Harga.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5285088580749753374.post-1796083074802385915</guid><pubDate>Tue, 27 Mar 2012 16:18:00 +0000</pubDate><atom:updated>2012-04-24T17:42:10.941+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Pengetahuan</category><title>Penentuan Harga, Penawaran dan Permintaan</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_tG68hcCd_X8WZdUngMPILuoDX9SbbjTfcc_rAEgGeU1sHkS3e7v5iJZBXICpQGGN5wQX9ery_05yQhUhX9Igh9Nul8BE9iOCwQbBhI_XFc8uNMnTG8L3IOaBYaUBLo3SQTxdDZRD/s1600/Harga.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;242&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_tG68hcCd_X8WZdUngMPILuoDX9SbbjTfcc_rAEgGeU1sHkS3e7v5iJZBXICpQGGN5wQX9ery_05yQhUhX9Igh9Nul8BE9iOCwQbBhI_XFc8uNMnTG8L3IOaBYaUBLo3SQTxdDZRD/s320/Harga.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;&lt;span style=&quot;line-height: 18px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;color: #274e13; font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;BAB
I&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #274e13;&quot;&gt;PENDAHULUAN&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #0b5394;&quot;&gt;1.1 LatarBelakang&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Dizaman saat ini khususnya di Negara kita,tidak
dipungkiri bahwa perkembangan dalam bidang teknologi dan informasi membawa
dampak perubahan yang sangat besar bagi masyarakat kita.Masyarakat makin pintar
dalam berfikir dan berkomunikasi,ini mempengaruhi dalam memilah suatu
barang,apa yang menjadi kebutuhan prioritas atau apa yang tidak
dibutuhkan.Tidak bisa dipungkiri bahwa dalam kehidupan ekonomi produsen dan
konsumen adalah suatu kesatuan yang sangat sulit untuk dipisahkan,kehidupan
produsen sangat bergantung dengan tingkat permintaan dari konsumen,dan hal ini
membuat konsumen berlomba-lomba untuk memperoleh penawaran yang
setinggi-tingginya,sistem pasar inilah yang belangsung secara terus menerus
hingga sekarang. Banyak orang menganggap bahwa ilmu ekonomi dimulai dan
diakhiri dengan hukum permintaan dan penawaran &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Oleh karena itu kita perlu mengetahui memahami
apa yang dimaksud dengan penawaran dan permintaan itu sendiri,dan hal yang
paling pertama adalah kita perlu mengetahui apa saja yang mempengaruhi penentuan
harga, permintaan dan penawaran komoditi tertentu, berikutnya baru kita dapat
melihat bagaimana permintaan dan penawaran bersama-sama menentukan harga serta
bagaimana sistem harga itu secara keseluruhan memungkinkan sistem perekonomian
bereaksi terhadap perubahan permintaan dan perubahan penawaran. Permintaan dan
penawaran membantu kita dalam memahami keberhasilan sistem harga dan juga
kegagalannya.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #0b5394;&quot;&gt;1.2 Masalah dan batasannya&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Dalam makalah ini kita hendak membahas bagaimana
pentingnya ilmu ekonomi dalam menentukan harga,baik dalam penawaran maupun
jumlah permintaan khususnya masalah yang terjadi dalam kehidupan bermasyarakat
dizaman ini.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #0b5394;&quot;&gt;Tujuan&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Mengetahui dan memahami defenisi dari penentuan
harga, permintaan dan penawaran.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Mengetahui dan memahami tentang hukum penentuan
harga,permintaan dan penawaran.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Mengetahui dan memahami pentingnya penggunaan
materi ini dalam lingkungan masyarakat.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;color: #0b5394;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Manfaat&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Mahasiswa semakin memahami dan mampu menganalisa
hal-hal apasaja yang berkembang dalam kehidupan bermasyarakat khususnya dalam
bidang ekonomi yaitu mencangkup penentuan harga dan sistem baik dalam
permintaan maupun penawaran.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;
&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;color: #274e13; font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;BAB II&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #274e13;&quot;&gt;PEMBAHASAN&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;color: #0b5394; font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;2.1 PENENTUAN HARGA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #0b5394;&quot;&gt;2.1.1 Definisi Harga&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Harga adalah suatu nilai tukar dari produk,
barang maupun jasa yang dinyatakan dalam satuan moneter.Harga merupakan salah
satu penentu keberhasilan suatu perusahaan karena harga menentukan seberapa
besar keuntungan yang akan diperoleh perusahaan dari penjualan produknya baik
berupa barang maupun jasa. Menetapkan harga terlalu tinggi akan menyebabkan
penjualan akan menurun namun jika harga terlalu rendah akan
mengurangikeuntungan yang dapat diperoleh organisasi Perusahaan&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;color: #0b5394; font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;2.1.2 Tujuan Penentuan Harga&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%; text-align: center; text-indent: -18pt;&quot;&gt;1)&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%; text-align: center; text-indent: -18pt;&quot;&gt;Mendapatkan keuntungan
sebesar-besarnya&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%; text-align: center; text-indent: -18pt;&quot;&gt;&amp;nbsp;2)&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%; text-align: center; text-indent: -18pt;&quot;&gt;Mempertahankan perusahaan.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%; text-align: center; text-indent: -18pt;&quot;&gt;&amp;nbsp;3)&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%; text-align: center; text-indent: -18pt;&quot;&gt;Meraih ROI (Return on Investment).&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%; text-align: center; text-indent: -18pt;&quot;&gt;&amp;nbsp;4)&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%; text-align: center; text-indent: -18pt;&quot;&gt;Menguasai Pangsa Pasar&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%; text-align: center; text-indent: -18pt;&quot;&gt;&amp;nbsp;5)&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%; text-align: center; text-indent: -18pt;&quot;&gt;Mempertahankan status quo&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #0b5394;&quot;&gt;2.1.3 Pendekatan Dalam Penentuan Harga&lt;/span&gt;&lt;/span&gt;&amp;nbsp;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Ada tiga pendekatan dalam penentuan harga :
pendekatan supply dan demand, pendekatan yang berorientasi ke biaya, dan pendekatan
pasar. Meskipun ketiganya berbeda, tapi pada prinsipnya mereka saling
melengkapi. Dengan ketiga alat tersebut, perusahaan dijamin bahwa harga yang
ditentukan akan menutupi biaya, menghasilkan keuntungan, dan citra produk yang
baik pada konsumen.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #741b47;&quot;&gt;1. Pendekatan Supply dan Demand&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Interaksi antara supply dan demand merupakan
proses tawar menawar yang tidak terlihat dan informal yang secara terus menerus
untuk menegosiasikan jumlah produk yang akan dibuat atau dikonsumsikan pada
tingkat harga tertentu. Pada saat tingkat harga tinggi, produsen akan mau
menghasilkan banyak produk dan jika tingkat harga yang rendah akan
mengkonotasikan tingkat penawaran yang rendah.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Demand adalah kualitas barang yang akan dibeli
konsumen pada tingkat harga tertentu. Harga yang tinggi akan menyebabkan
konsumen akan mencari produk alternatif. Sebaliknya, harga yang rendah akan
mendorong konsumen membeli lebih banyak. Equilibrium price adalah tingkatan
harga saat konsumen bersedia membayar seimbang dengan kuantitas yang akan
dihasilkan produsen. Pendekatan ini bisa berjalan untuk pasar keseluruhan, tapi
sulit dijalankan untuk suatu produk individual.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #741b47;&quot;&gt;2. Pendekatan Yang Berorientasi Pada Biaya&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Pendekatan ini dilakukan dengan menjumlah biaya
yang dikeluarkan untuk membuat barang ditambah biaya untuk jasa yang terkait,
biaya overhead, dan tingkat keuntungan yang diinginkan. Dalam pendekatan yang
berorientasi pada biaya ini, ada dua macam pendekatan yang bisa digunakan yaitu
: mark up pricing dan break-even analysis.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Mark up pricing dilakukan dengan menghitung
seluruh biaya yang terkait dalam suatu produk kemudian ditentukan markup untuk
menutupi biaya dan tingkat keuntungan yang diinginkan.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Break even analysis (analisis pulang pokok)
adalah metoda penentuan jumlah unit yang harus dijual pada tingkat harga
tertentu untuk menutupi biaya dan menghasilkan keuntungan. Dalam metoda ini,
perusahaan membandingkan biaya total dan penerimaan total. Biaya total terdiri
atas biaya tetap dan biaya variabel.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Biaya tetap merupakan biaya yang jumlahnya tetap
berapapun unit yang diproduksi. Biaya variabel merupakan biaya yang jumlahnya
berubah sesuai peningkatan jumlah produk. Penerimaan total terdapat dari
perkalian harga jual dan kualitas produk yang dijual.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #741b47;&quot;&gt;3. Pendekatan Pasar&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Pendekatan ini mengasumsikan bahwa variabel
dalam pasar mempengaruhi harga. Faktor-faktor tersebut meliputi faktor Politik,
Sosial, budaya, persepsi Individu, persaingan, waktu, serta good will.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #0b5394;&quot;&gt;2.1.4 Strategi Penentuan Harga Yang Bisa
Digunakan&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Ada berbagai strategi penentuan harga yang bisa
digunakan. Pertimbangan-pertimbangan yang seringkali digunakan dalam strategi
penentuan harga yang dipakai adalah : sasaran perusahaan, tahapan produk
dalamproduct life cycle (daur ulang suatu produk), dan kondisi persaingan.
Beberapa strategi yang bisa digunakan antara lain :&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #b45f06;&quot;&gt;1. Skimming pricing:&lt;/span&gt;&lt;/span&gt; penentuan harga tinggi saat
produk pertama memasuki pasar.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #b45f06;&quot;&gt;2. Penetraling pricing:&lt;/span&gt; penentuan harga rendah
untuk menembus pasar dan mendapatkan pangsa pasar baru.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #b45f06;&quot;&gt;3. Odd pricing:&lt;/span&gt; penentuan harga dengan
mengurangi sedikit dari jumlah tertentu (misal: Rp 9.995)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #b45f06;&quot;&gt;4. Follow the leader pricing:&lt;/span&gt; penentuan harga
didasarkan pada harga yang ditentukan pemimpin pasar.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #b45f06;&quot;&gt;5. Price Lining:&lt;/span&gt; penentuan harga yang berbeda
unutk tiap model produk yang berbeda dan jenis produk tertentu.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #b45f06;&quot;&gt;6. Relative Pricing:&lt;/span&gt; penentuan harga yang bisa
jadi lebih besar, sama, atau lebih kecil dari pesaing.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #b45f06;&quot;&gt;7. Psychological pricing:&lt;/span&gt; praktek pemasaran
didasarkan pada teori bahwa harga tertentu memiliki dampak psikologis.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #b45f06;&quot;&gt;8. Multiple unit pricing:&lt;/span&gt; Akan mendapatkan harga
lebih murah jika membeli dalam jumlah besar.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #b45f06;&quot;&gt;9. Leader Pricing :&lt;/span&gt; Menjual barang yang menarik
di bawah harga pasar&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #b45f06;&quot;&gt;10. Price discount:&lt;/span&gt;
pemotongan berdasarkan persentase dari harga yang telah ditetapkan.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;
&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #0b5394;&quot;&gt;2.2&lt;/span&gt; &lt;span style=&quot;color: #0b5394;&quot;&gt;PERMINTAAN&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;2.2.1 Pengertian Permintaan&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Permintaan adalah jumlah barang atau komoditi
yang diminta oleh pembeli untuk memenuhi kebutuhan masyarakat sosial dalam
suatu pasar ekonomi.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #0b5394;&quot;&gt;2.2.2 Hukum Permintaan&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Hukum permintaan adalah makin tinggi harga suatu
barang, makin sedikit jumlah barang yang diminta dan sebaliknya makin rendah
harga suatu barang makin banyak jumlah barang yang diminta. Adanya kenaikan
permintaan menyebabkan kenaikan harga pada harga ekuilibrium maupun kuantitas
ekuilibrium. Penurunan permintaan akan menyebabkan penurunan harga ekuilibrium
maupun kuantitas ekuilibrium.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #0b5394;&quot;&gt;2.2.3 Faktor-faktor yang Mempengaruhi Permintaan&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Permintaan seseorang atau suatu masyarakat akan
suatu barang ditentukan oleh banyak faktor. Diantara faktor-faktor tersebut
yang terpenting adalah :&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;
&lt;span style=&quot;background-color: white; color: #741b47; font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;1. Harga barang itu sendiri&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;Sesuai dengan hukum permintan itu sendiri
&quot;semakin turun nilai harga barang, maka akan semakin banyak jumlah barang
yang diminta dan sebaliknya semakin tinggi nilai harga barang, makan semakin
dikit pula jumlah barang yang diminta&quot;. Jadi harga barang itu sendiri juga
sangat berpengaruh terhadap permintaan.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;color: #741b47; font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;2. Harga barang-barang subsitusi&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Konsumen akan cenderung mencari barang atau jasa
yang harganya relatif lebih murah untuk dijadikan alternatif penggunaan.
Contohnya: bila seseorang yang sedang pergi dinas ke jogyakarta membutuhkan
transportasi untuk sampai ke kota tujuan dan sudah biasa menggunakan pesawat
terbang. Tetapi harga tiket pesawat Jakarta-Jogyakarta harganya sedang melonjak
sedangkan harga tiket kereta api lebih murah, maka konsumen cenderung akan
memilih kereta api sebagai alat transportasi untuk menghemat biaya. Dan kereta
api termasuk kedalam barang substitusi (pengganti).&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #741b47;&quot;&gt;3. Pendapatan rumah-tangga atau pendapatan
masyarakat&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Orang yang punya gaji dan tunjangan yang besar
maka dia dapat membeli banyak barang yang dia inginkan, tetapi jika
pendapatannya rendah maka seseorang mungkin akan mengirit pemakaian barang yang
dibelinya sehingga tidak terlalu banyak pengeluarannya.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #741b47;&quot;&gt;4. Selera dan prilaku seseorang atau masyarakat&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Selera konsumen terhadap barang dan jasa dapat
memengaruhi jumlah barang yang diminta. Jika selera konsumen terhadap barang
tertentu meningkat maka permintaan terhadap barang tersebut akan meningkat
pula. contohnya, sekarang ini banyak orang yang mencari Ponsel Blackberry yang
sedang trend sekarang ini, karena selera konsumen akan barang tersebut tinggi
maka permintaan akan barang tersebut akan meningkat.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #741b47;&quot;&gt;5. Jumlah penduduk.&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Pertambahan penduduk akan
memengaruhi jumlah barang yang diminta. Jika jumlah penduduk dalam suatu
wilayah bertambah banyak, maka barang yang diminta akan meningkat.&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Kurva permintaan adalah suatu kurva yang
menggambarkan sifat hubungan antara harga suatu barang dan jumlah barang
tersebut yang diminta oleh para pembeli. Kurve permintaan dibuat berdasarkan
data riil di masyarakat tentang jumlah permintaan suatu barang pada berbagai
tingkat harga, yang disajikan dalam bentuk table.&lt;/span&gt;&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;/div&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://photoserver.ws/images/LaUF4f7abdb94e789.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://photoserver.ws/images/LaUF4f7abdb94e789.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;&lt;span style=&quot;line-height: 18px;&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;Fungsi permintaan ( demand function) adalah
persamaan yang menunjukkan hubungan antara jumlah permintaan suatu barang dan
semua faktor-faktor yang mempengaruhinya.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;Qd = f ( Pq, Ps.i, Y, S, D)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;

&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;Ket:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;•Qd : Jumlah barang yang diminta&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;•Pq&amp;nbsp; : harga barang itu sendiri&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;•Ps.i : harga barang pengganti(subtitusi)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;• Y&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; : Pendapatan&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;•S&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; : selera&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;•D&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; : jumlah penduduk&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Perubahan permintaan suatu barang yang
dipengaruhi oleh faktor-faktor selain harga barang itu sendiri, akan
ditunjukkan oleh pergeseran kurva permintaan ke kiri atau ke kanan. Pergeseran
ke kiri menunjukkan penurunan jumlah permintaan, sedangkan pergeseran ke kanan
menunjukkan peningkatan jumlah permintaan.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-family: Tahoma; font-size: 12pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #0b5394;&quot;&gt;2.2.4 Macam-Macam Permintaan&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Permintaan dapat dibedakan menjadi beberapa
kelompok, antara lain permintaan berdasarkan daya beli dan jumlah subjek
pendukung.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;
&lt;ol&gt;
&lt;li&gt;&lt;span style=&quot;color: #741b47; font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Permintaan Menurut Daya Beli&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Berdasarkan daya belinya, permintaan dibagi
menjadi tiga macam, yaitu permintaan efektif, permintaan potensial, dan
permintaan absolut.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #0b5394;&quot;&gt;Permintaan efektif&lt;/span&gt; adalah permintaan masyarakat
terhadap suatu barang atau jasa yang disertai dengan daya beli atau kemampuan
membayar. Pada permintaan jenis ini, seorang konsumen memang membutuhkan barang
itu dan ia mampu membayarnya.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #0b5394;&quot;&gt;Permintaan potensial&lt;/span&gt; adalah permintaan
masyarakat terhadap suatu barang dan jasa yang sebenarnya memiliki kemampuan
untuk membeli, tetapi belum melaksanakan pembelian barang atau jasa tersebut.
Contohnya Pak Yosua sebenarnya mempunyai uang yang cukup untuk membeli mobil,
namun ia belum mempunyai keinginan untuk membeli mobil.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #0b5394;&quot;&gt;Permintaan absolut&lt;/span&gt; adalah permintaan konsumen
terhadap suatu barang atau jasa yang tidak disertai dengan daya beli. Pada
permintaan absolut konsumen tidak mempunyai kemampuan (uang) untuk membeli
barang yang diinginkan. Contohnya Dedi ingin membeli sepeda motor. Akan tetapi
uang yang dimiliki nya tidak cukup untuk membeli motor tersebut. Oleh karena
itu keinginan Dedi untuk membeli motor tidak bisa terpenuhi.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;2.&lt;span style=&quot;color: #741b47;&quot;&gt; Permintaan Menurut Jumlah Subjek Pendukungnya&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Berdasarkan jumlah subjek pendukungnya,
permintaan terdiri atas permintaan individu dan permintaan kolektif.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;background-color: white; color: #0b5394;&quot;&gt;Permintaan individu&lt;/span&gt; adalah permintaan yang
dilakukan oleh seseorang untuk memenuhi kebutuhan hidupnya.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;background-color: white; color: #0b5394;&quot;&gt;Permintaan kolektif&lt;/span&gt; atau permintaan pasar adalah
kumpulan dari permintaan-permintaan perorangan/individu atau permintaan secara
keseluruhan para konsumen di pasar. Contohnya, Shella akan membeli apel di
pasar. Selain Shella, di pasar juga ada beberapa pembeli lainnya yang akan
membeli apel. Jika permintaan Shella dan teman-teman / pembeli lain tersebut
digabungkan maka terbentuk permintaan pasar.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #0b5394;&quot;&gt;2.2.5 Contoh Permintaan sesuai dengan keadaan
sekarang&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Berikut ini adalah contoh daftar permintaan yang
dilakukan masyarakat dalam membeli Bawang, semakin mahal dikarenakan cuaca saat
ini tidak menentu serta serangan hama yang merusak tumbuhan dan menyebabkan
para petani Bawang gagal panen sehingga stok Bawang sangat langka. pada tabel
berikut ini.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;
&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://photoserver.ws/images/71kl4f7d70e809adc.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://photoserver.ws/images/71kl4f7d70e809adc.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Tahoma;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;
&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Dari data Tabel di atas mengenai daftar
permintaan Bawang oleh masyarakat. Dapat di simpulkan. Ketika harga Bawang Rp.
20.000,00/kg permintaan masyarakat dapat mencapai sebesar 80 kg. Namun ketika
harga Bawang menjadi Rp. 50.000,00/kg, permintaan turun menjadi 55 kg. Dan
seterusnya harga Bawang terus meningkat hingga sampai kenaikan Bawang hingga
Rp. 120.000,00/ Kg, permintaan masyarakat menjadi 8 kg. Karena mungkin
masyarakat lebih cenderung pindah ke barang pengganti yang lebih murah. Hal ini
menunjukkan bahwa semakin tinggi harga suatu barang, permintaan akan turun. Kondisi
tersebut menggambarkan bunyi hukum Permintaan. Hukum permintaan adalah
&quot;semakin turun nilai harga barang, maka akan semakin banyak jumlah barang
yang diminta dan sebaliknya semakin tinggi nilai harga barang, makan semakin
dikit pula jumlah barang yang diminta&quot;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;color: #0b5394; font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;2.3 PENAWARAN&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #0b5394;&quot;&gt;2.3.1 Pengertian Penawaran&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Penawaran adalah jumlah barang atau komoditi
yang akan diproduksi dan ditawarkan untuk dijual dalam rangka memenuhi
kebutuhan masyarakat sosial dalam suatu pasar ekonomi.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #0b5394;&quot;&gt;2.3.2 Hukum Penawaran&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Hukum penawaran adalah makin tinggi harga suatu
barang, makin banyak jumlah barang yang ditawarkan oleh para penjual dan
sebaliknya makin rendah harga suatu barang, makin sedikit jumlah barang yang
ditawarkan. Kenaikan harga penawaran akan menyebabkan penurunan harga
ekuilibrium dan menyebabkan kenaikan kuantitas ekuilibrium. Penurunan penawaran
menyebabkan kenaikan harga ekuilibrium dan menyebabkan penurunan kuantitas
ekulibrium.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;color: #0b5394; font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;2.3.3 Faktor-faktor yang Mempengaruhi Penawaran&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #741b47;&quot;&gt;1. Harga barang itu sendiri&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Sesuai dengan hukum penawaran itu sendiri
&quot;semakin tinggi nilai harga barang, maka akan semakin banyak jumlah barang
yang bersedia ditawarkan dan sebaliknya semakin rendah nilai harga barang,
makan semakin dikit pula jumlah barang yang ditawarkan Jadi harga barang itu
sendiri juga sangat berpengaruh terhadap penawaran.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #741b47;&quot;&gt;2. Harga barang-barang lain (barang-barang
substitusi)&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Permintaan barang akan berkurang jika ada harga
barang pesaing yang lebih murah, jadi penawaran pun harus dikurangi supaya bisa
menutupi kekurangan dalam permintaan suatu barang.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #741b47;&quot;&gt;3. Biaya produksi&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Jika biaya pembuatan/produksi suatu produk
sangat tinggi maka produsen akan membuat produk lebih sedikit dengan harga jual
yang mahal karena takut tidak mampu bersaing dengan produk sejenis dan produk
tidak laku terjual. Dengan adanya teknologi canggih bisa menyebabkan
pemangkasan biaya produksi sehingga memicu penurunan harga.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #741b47;&quot;&gt;4. Tujuan-tujuan perusahaan&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Perusahaan yang bertujuan mencari keuntungan
sebesar-besarnya (profit oriented) akan menjual produknya dengan marjin
keuntungan yang besar sehingga harga jual jadi tinggi. Jika perusahaan ingin
produknya laris dan menguasai pasar maka perusahaan menetapkan harga yang
rendah dengan tingkat keuntungan yang rendah sehingga harga jual akan rendah untuk
menarik minat konsumen.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #741b47;&quot;&gt;5. Pajak&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Tinggi nya pajak akan mempengaruhi kestabilan
harga suatu barang, jadi jika pajak tinggi maka barang pun otomatis harganya
akan lebih tinggi dan permintaan konsumen akan berkurang.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #741b47;&quot;&gt;6. Tingkat teknologi yang digunakan&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Adanya kemajuan teknologi akan menyebabkan
pengurangan terhadap biaya produksi dan produsen dapat menawarkan barang dalam
jumlah yang lebih besar lagi.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #741b47;&quot;&gt;7. Perkiraan harga barang di masa datang&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Apabila kondisi pendapatan masyarakat meningkat,
biaya produksi berkurang dan tingkat harga barang dan jasa naik, maka produsen
akan menambah jumlah barang dan jasa yang ditawarkan. Tetapi bila pendapatan
masyarakat tetap, biaya produksi mengalami peningkatan, harga barang dan jasa
naik, maka produsen cenderung mengurangi jumlah barang dan jasa yang ditawarkan
atau beralih pada usaha lain.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Fungsi penawaran adalah persamaan yang
menunjukkan hubungan antara jumlah barang yang ditawarkan oleh penjual dan
semua faktor yang mempengaruhinya.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Kurva penawaran adalah kurva yang menunjukkan
hubungan berbagai jumlah barang dan jasa yang ditawarkan oleh produsen pada
berbagai tingkat harga. Kurva ini akan menghubungkan titik-titik koordinat pada
sumbu harga (sumbu Y) dengan sumbu jumlah barang (sumbu X). Contoh harga
HDD(Hard Disk Drive) komputer mengalami kenaikkan pasca musibah di negeri
Thailand:&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;margin-left: 36pt; text-align: center;&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://photoserver.ws/images/7o5f4f7d70ebc8edc.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;142&quot; src=&quot;http://photoserver.ws/images/7o5f4f7d70ebc8edc.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;&lt;span style=&quot;line-height: 18px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;
&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Kurva Penawaran :&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://photoserver.ws/images/HDwP4f7d726631680.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://photoserver.ws/images/HDwP4f7d726631680.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif;&quot;&gt;&lt;span style=&quot;line-height: 18px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&amp;nbsp;Qs = f
(Pq, Pl.i, C, O, T)&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/blockquote&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Ket :&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Qs : jumlah barang yang ditawarkan&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Pq : harga barang itu sendiri&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Pl.i : harga barang-barang lain (i = 1,2, ….,n)&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;O : tujuan-tujuan perusahaan&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;T : tingkat teknologi yang digunakan.&lt;/span&gt;&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;ul style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;&quot;&gt;
&lt;/ul&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;
&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #0b5394;&quot;&gt;2.3.4 Macam-Macam Penawaran&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Apabila ditinjau dari jumlah barang yang
ditawarkan, penawaran dapat dibedakan menjadi dua macam, yaitu penawaran
perorangan dan penawaran kolektif.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #741b47;&quot;&gt;1. Penawaran Individu&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Penawaran individu adalah menawarkansejumlah
barang yang akan dijual oleh seorang penjual ke konsumen secara langsung.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Kenapa dikatakan demikian? Karena penawaran
individu hanya mencakup ruang lingkup yang sempit, jadi yang melakukan penawaran
adalah penjual itu sendiri.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #741b47;&quot;&gt;2. Penawaran Kolektif&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Penawaran kolektif disebut juga penawaran pasar.
Penawaran kolektif adalah keseluruhan jumlah suatu barang yang ditawarkan oleh
penjual di pasar. Penawaran pasar merupakan penjumlahan dari keseluruhan
penawaran perorangan.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #0b5394;&quot;&gt;2.3.5 Contoh Penawaran sesuai dengan keadaan
sekarang&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Berikut ini adalah contoh daftar penawaran
penjual yang dilakukan penjual dalam menjual note book A yang sedang trand
sekarang ini. pada tabel berikut ini. :&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: Tahoma;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://photoserver.ws/images/geY44f7d70ebdbc09.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://photoserver.ws/images/geY44f7d70ebdbc09.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Tahoma;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;br /&gt;
&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Dari table di atas hukum penawaran dari
penjualan note book A. Pada tabel tersebut, akan terlihat bahwa apabila harga
note book A Rp. 4.500.000,00, jumlah note book A yang ditawarkan sebanyak 10
unit.Pada saat harga note book A Rp. 5.250.000,00. penjual menawarkan note book
sebanyak 20 unit. Hingga pada harga Rp12.000.000,00, jumlah note book A yang
ditawarkan sebanyak 45 unit. Jadi berdasarkan tabel di atas dapat disimpulkan
bahwa semakin tinggi harga, jumlah barang yang ditawarkan semakin banyak.
Sebaliknya semakin rendah harga barang, jumlah barang yang ditawarkan semakin
sedikit. Inilah yang disebut hukum penawaran. Hukum penawaran menunjukkan
keterkaitan antara jumlah barang yang ditawarkan dengan tingkat harga.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Hukum penawaran akan berlaku apabila faktor-faktor
lain yang memengaruhi penawaran tidak berubah (ceteris paribus).&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: #274e13; font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;BAB III&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: #274e13; font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;KESIMPULAN&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Penentuan Harga,Penawaran serta Permintaan
sangat diperlukan dalam perkembangan sistem ekonomi.Penentuan Harga bersumber
pada penawaran dan permintaan.Penawaran bersumber pada kuantitas barang yang
akan diproduksi dan ditawarkan untuk memenuhi kebutuhan masyarakat,sedangkan
Permintaan bersumber pada kuantitas permintaan barang berdasarkan harga yang
ditawarkan.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Ilmu ekonomi ini tidak selalu bisa diterapkan
disetiap Negara,banyak faktor-faktor yang mempengaruhi baik dalam penawaran
maupun permintaan,diataranya harga,mutu barang,kebutuhan,gaya hidup,dsb.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Pelajaran dari teori ini menjelaskan kepada
mahasiswa bagaimana seharusnya menentukan harga,agar hukum penawaran dan permintaan
dapat berjalan seimbang,sehingga terciptanya masyarakat yang paham ekonomi dan
berkualitas.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 18px; text-align: left;&quot;&gt;Materi Tugas&amp;nbsp; : Penentuan Harga,Penawaran dan Permintaan&lt;/span&gt;&lt;/blockquote&gt;
&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 18px; text-align: left;&quot;&gt;Kelas&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; : 2KA35&lt;/span&gt;&lt;/blockquote&gt;
&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 18px; text-align: left;&quot;&gt;Kelompok (1) :&lt;/span&gt;&lt;br /&gt;
&lt;ul style=&quot;font-family: Arial, Helvetica, sans-serif; text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 18px;&quot;&gt;Yosua Minando (18110693)&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;font-family: Arial, Helvetica, sans-serif; text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 18px;&quot;&gt;Achmad Maulana (10110078)&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;font-family: Arial, Helvetica, sans-serif; text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 18px;&quot;&gt;Shella Andelica (16110510)&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;font-family: Arial, Helvetica, sans-serif; text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;, sans-serif; font-size: 12pt; line-height: 18px;&quot;&gt;Imanuel Hasiholan (13110479)&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/blockquote&gt;
&lt;/div&gt;
&lt;/div&gt;</description><link>http://fuhrend.blogspot.com/2012/03/penentuan-harga-penawaran-dan.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_tG68hcCd_X8WZdUngMPILuoDX9SbbjTfcc_rAEgGeU1sHkS3e7v5iJZBXICpQGGN5wQX9ery_05yQhUhX9Igh9Nul8BE9iOCwQbBhI_XFc8uNMnTG8L3IOaBYaUBLo3SQTxdDZRD/s72-c/Harga.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5285088580749753374.post-4291440271682540850</guid><pubDate>Fri, 23 Mar 2012 19:08:00 +0000</pubDate><atom:updated>2012-04-24T17:40:57.807+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Tips</category><category domain="http://www.blogger.com/atom/ns#">Tricks</category><category domain="http://www.blogger.com/atom/ns#">Tutorials</category><category domain="http://www.blogger.com/atom/ns#">Windows</category><title>Cerdik dalam menata tampilan dektop</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;a href=&quot;http://www.plataformaarquitectura.cl/wp-content/uploads/2011/09/1316896027-desktop-computer.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;199&quot; src=&quot;http://www.plataformaarquitectura.cl/wp-content/uploads/2011/09/1316896027-desktop-computer.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
thinks smart guys, masa&#39; tampilan desktop mu masi kayak gini??&lt;br /&gt;
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&lt;a href=&quot;http://photoserver.ws/images/WntR4f6cc4f6bcaef.jpeg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;http://photoserver.ws/images/WntR4f6cc4f6bcaef.jpeg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
mau seperti ini???&lt;br /&gt;
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&lt;a href=&quot;http://photoserver.ws/images/r0hs4f6d7bdbe8300.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;180&quot; src=&quot;http://photoserver.ws/images/r0hs4f6d7bdbe8300.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;div style=&quot;text-align: center;&quot;&gt;
&amp;nbsp; Credit to &lt;a class=&quot;fn url&quot; href=&quot;http://livebeta.kaskus.us/profile/1241319&quot;&gt;jurig.itu.setan&lt;/a&gt;&lt;/div&gt;
atau ini???&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://photoserver.ws/images/htu14e5a2fee0b43d.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;http://photoserver.ws/images/htu14e5a2fee0b43d.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
Credit to &lt;a class=&quot;fn url&quot; href=&quot;http://livebeta.kaskus.us/profile/2898312&quot;&gt;tujuhtigapuluh&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
tapi jangan tanya ke saya bagaimana cara membuat tampilan sama persis seperti diatas. dikarenakan butuhnya sebuah seni untuk membuatnya maksudnya desktop tersebut di buat dengan memodifikasi file-file yang perlu di edit. disini system nya Try n error, karena akan di temukan macam-macam kesalahan dalam mengedit. tapi tidak perlu takut, asalkan ada niat pasti lanjut.... :D&lt;/div&gt;
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&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
oke sekarang saya akan memberikan tips saja dalam memodifikasi desktop.&lt;/div&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
1. harus punya ide dulu dalam menentukan desktop seperti apa yang harus dibuat nantinya.&lt;/div&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
2. dektop yang baik adalah desktop yang dapat mempermudah usernya dalam mengakses komputernya.&lt;/div&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
3. selalu samakan tiap-tiap elemen dalam desktop, supaya bisa dibilang matching. contoh: font di objectdock memakai calibri, di rainmeter pun harus pake calibri juga. begitu juga dengan aplikasi yang lain.&lt;/div&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
4. jangan ada widget-widget yang tidak berguna terpampang dalam desktop, gunakan seminimal mungkin supaya desktop tidak kepenuhan oleh widget yang bisa dibilang nyampahin. contoh: double jam, ada jam di rainmeter ada juga jam di taskbar. kan aneh... ahahahaha&lt;/div&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
5. selalu camkan dalam hati, bahwa desktop itu adalah Seni. jadi semua akan terasa indah dan serasi. jadi modding nya juga enak.&lt;/div&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
6. butuh ketelitian dan kesabaran.&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
tapi tunggu dulu, pasti kalian bingung ini maksudnya apa? :D&lt;/div&gt;
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baca penjelasan berikut (credit to &lt;a class=&quot;fn url tools&quot; href=&quot;http://livebeta.kaskus.us/profile/1462088&quot;&gt;kagakmaho):&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;user-wrap&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: teal;&quot;&gt;&lt;b&gt;Apa sih desktop modding itu?&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
Desktop modding adalah suatu kegiatan memodifikasi tampilan desktop dan user interface dari suatu sistem operasi.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: teal;&quot;&gt;&lt;b&gt;Tujuannya?&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
banyak, tergantung pemilik dari desktop tersebut.&lt;br /&gt;
antara lain, untuk mempermudah penggunaan, mempercantik tampilan user 
interface itu sendiri, atau ada juga beberapa yang ingin menampilkan 
tampilan dari OS (operating system) lain ke desktopnya.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: teal;&quot;&gt;&lt;b&gt;Caranya?&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;Disini saya menawarkan tutorial, software (gratis dan kracked), dan trik-trik untuk memodifikasi tampilan windows kalian (di postingan berikutnya).
simply read the tutorials, download, and try!&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt; :D&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &#39;Century Gothic&#39;;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: teal;&quot;&gt;&lt;b&gt;Ada resikonya gak?&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
Pasti ada, orang lagi tidur aja ada resikonya.. (pas tidur tiba2 gempa, mungkin  )&lt;br /&gt;
Mulai dari kerusakan file2 windows kalian, sampai harus install ulang.&lt;br /&gt;
Tapi selama kalian melakukan segalanya sesuai prosedur dan tidak lupa 
untuk membuat system restore point sebelum melakukan sesuatu, 
resiko-resiko tersebut bisa dihindari.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Software-software yang dibutuhkan yaitu:&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;RAINMETER &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://img198.imageshack.us/img198/9963/32702389.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://img198.imageshack.us/img198/9963/32702389.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Rainmeter adalah aplikasi untuk memonitor proses atau system windows di 
desktop. Dilengkapi dengan macam macam skin yang keren dan pemakaian 
memory yang cukup bersahabat. Jadi jangan takut install karena takut 
bikin berat komputer.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
Jenis skin rainmeter bisa dibagi jadi beberapa macam:&lt;/div&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif; margin: 1em 40px;&quot;&gt;
• Displaying Date/Clock&lt;br /&gt;
• Monitoring System &amp;amp; Computer performance&lt;br /&gt;
• Weather Report&lt;br /&gt;
• Feed (rss/twitter)&lt;br /&gt;
• Drive Meter &lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://rainmeter.net/cms/&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://bit.ly/dg6QZ9&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
DOCK&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://fc08.deviantart.net/fs16/i/2007/197/1/8/Leopard_RocketDock_by_SkyJohn.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;37&quot; src=&quot;http://fc08.deviantart.net/fs16/i/2007/197/1/8/Leopard_RocketDock_by_SkyJohn.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
Dock adalah aplikasi pengganti shortcut di desktop yang dapat 
dikustomisasi dan punya bermacam macam skin keren. Cocok buat yang ga 
suka lagi sama shortcut default nya, atau buat mereka yang mau buat 
tampilan seperti Apple Macintosh.&lt;br /&gt;
&lt;br /&gt;
ada tiga varian:&lt;br /&gt;
&lt;ol&gt;
&lt;li&gt;Objectdock&lt;/li&gt;
&lt;/ol&gt;
&lt;div style=&quot;margin: 1em 40px;&quot;&gt;
Dock yang paling ringan&lt;/div&gt;
&lt;div style=&quot;margin: 1em 40px;&quot;&gt;
o Kelebihan: Ga banyak makan Resource, Free, Gampang di customize, banyak skin nya.&lt;br /&gt;
o Kekurangan: Ga punya banyak add-ons.&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.stardock.com/products/objectdock/downloads.asp&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://bit.ly/dg6QZ9&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 1em 40px;&quot;&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp; &amp;nbsp; 2. Rocketdock&lt;br /&gt;
&lt;div style=&quot;margin: 1em 40px;&quot;&gt;
Dock yang resourcenya moderate&lt;/div&gt;
&lt;div style=&quot;margin: 1em 40px;&quot;&gt;
o Kelebihan: Free, banyak add-ons nya, banyak skin nya, gampang dicustomize.&lt;br /&gt;
o Kekurangan: Lumayan berat untuk laptop spek rendah&amp;nbsp; T.T&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://rocketdock.com/download&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://bit.ly/dg6QZ9&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; 3. Xwindows dock&lt;br /&gt;
&lt;div style=&quot;margin: 1em 40px;&quot;&gt;
Dock paling berat disini&lt;/div&gt;
&lt;div style=&quot;margin: 1em 40px;&quot;&gt;
o Kelebihan: Free, customisasi nya yang paling ekstrim diantara 3 Dock ini.&lt;br /&gt;
o Kekurangan: Berat! Add-ons nya sangat sedikit (mungkin karena udah 
tertutupi dengan customisasi nya), Skin nya juga masih sedikit. Ga bisa 
dipindah lokasi docknya, selalu&lt;br /&gt;
ada di bawah.&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.aqua-soft.org/forum/topic/50179-xwindows-&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://bit.ly/dg6QZ9&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;CD ART DISPLAY&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://fc02.deviantart.net/fs71/i/2010/093/c/e/APPOWS2010___CD_Art_Display_by_neiio.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;295&quot; src=&quot;http://fc02.deviantart.net/fs71/i/2010/093/c/e/APPOWS2010___CD_Art_Display_by_neiio.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
Aplikasi untuk menampilkan lagu yang sedang diputar di desktop, berikut 
CD Cover nya. Aplikasi ini cara kerjanya membaca tag mp3 kalian
 semua, apakah ada covernya, lirik, dan sebagainya. Khusus untuk 
cover (sesuai namanya, CD Art Display) bisa didownload online pake 
aplikasi ini, tapi kalo lirik tergantung tag mp3 nya, apakah ada atau 
tidak.&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://fileforum.betanews.com/sendfile/1109367710/1/1256454670.a7a7a4ae43500c640dd9b3d204f50a3416096d96/setup201.zip&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://bit.ly/dg6QZ9&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;dan masi banyak lagi (lanjut di postingan berikutnya).&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &#39;Century Gothic&#39;;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&amp;nbsp;Sudah jelaskan? tunggu ya posting berikutnya , akan ada tutorialnya tenang aja :D&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</description><link>http://fuhrend.blogspot.com/2012/03/cerdik-dalam-menata-tampilan-dektop.html</link><author>noreply@blogger.com (Unknown)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5285088580749753374.post-3770507577112989878</guid><pubDate>Fri, 23 Mar 2012 09:41:00 +0000</pubDate><atom:updated>2012-03-23T19:13:13.994+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Pengalaman</category><title>Masa Kecil di Pulau Dewata (PART 1)</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
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&lt;a href=&quot;http://mangupura.com/wp-content/uploads/2010/04/mangupura-depan.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://mangupura.com/wp-content/uploads/2010/04/mangupura-depan.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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Pagi hari  adalah hari di mulainya aktifitas, mulai dari yang ngantor sampai yang baru mulai sekolah. Di pagi hari itu pula saya masih tertidur lelap dan masih bermimpi indah &lt;img border=&quot;0&quot; src=&quot;http://static.kaskus.us/images/smilies/sumbangan/15.gif&quot; /&gt; .
Tiba-tiba.... splashh.... ada air yang tersiram di muka saya @.@ ... lah air apa ini? Air surga ya???!!!  Eh ternyata Ibu saya menyiram air ke muka saya gara-gara susah untuk di bangunin T.T rasanya kejam sekali huhuhu.
Tapi tidak apa-apa lah itu pun juga karena Beliau peduli sama saya, thanks mom ^.^ ... tidak lama pula setelah saya mandi, mobil jemputan saya sudah ada di depan rumah diiringi suara teman-teman satu sekolah sekaligus tetanggaan. Tapi rasanya badan ini masi belum bertenaga karena belum sarapan. Apa boleh buat, terpaksa saya lekas beranjak dari rumah tanpa sarapan dan hanya berbekal minum susu.&lt;/div&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;Oh iya, Susu itu adalah minuman yang paling penting dalam hidup saya selama sekolah. Kalau tidak minum pasti ada hal-hal yang tidak diinginkan seperti lemas badan waktu upacara, kurang konsentrasi dalam menangkap pelajaran pertama dan satu lagi yang tidak pernah saya lupakan yaitu Ibu saya pasti datang kesekolah untuk membawakan susu yang lupa saya minum hehehehe jadi malu... teman-teman dengan serentak menyorakkan saya “ ihh maulana minum susu kayak anak kecil saja”... dan saya hanya bisa tersenyum saja. Tapi tunggu dulu, memang minum susu itu kayak anak kecil ya???? Heran saya hahahaha &lt;img border=&quot;0&quot; src=&quot;http://static.kaskus.us/images/smilies/ngakaks.gif&quot; /&gt;.
Tidak hanya lupa minum susu saja, kadang-kadang saya lupa minta uang jajan yang waktu itu Rp.1000 rupiah sudah sangat puas sekali jajan nya, bakso tusuk harga Rp.500/tusuk plus es batangan Cuma seratus perak hahaha murah kan ^.^...  masi ada sisa juga Rp.400 lumayan buat di tabung, kebetulan saya juga suka menabung sampai sekarang. Kalau perlu uangnya tidak perlu dijajanin, bawa air mineral saja dari rumah.

Seperti biasa, tiada angin dan hujan pasti ada sekumpulan anak-anak nakal yang selalu mengganggu siswa-siswa lain. Rasanya dalam hati ingin memukul anak-anak tersebut, tapi buat apa di lawan nanti sama saja saya dengan mereka. Tapi ya juga jangan diam saja, lapor guru sudah kelar masalahnya hahahaha. 
Saat pulang sekolah merupakan saat yang paling menyenangkan bagi semua siswa termasuk saya hahaha. Tetapi disamping itu pula, kecemasan saya mulai muncul jikalau jemputannya belum datang. Solusinya ya hanya menunggu saja, syukur-syukur itu tidak lama datangnya. Kalau jemputan belum datang juga pasti saya dengan teman saya (tapi lebih sering sama Abang saya) menunggu di Supermarket Tragia sebelah sekolah saya (oya saya bersekolah di SDN 1 Benoa).&lt;br /&gt;
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&amp;nbsp;Gambar Tragia Supermarket&lt;/div&gt;
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Untung saja ada tempat bermain nya, jadi waktu menunggu pun tidak terasa. Terkadang malah saya yang keasyikkan bermain sampai lupa kalau mobil jemputan sudah datang. Akibatnya Om Dewa (baca : Dewo) marah kepada saya, gara-gara tidak menunggu si tempat biasa. Saya pun mengerti, tapi masa iya harus menunggu dibawah terik matahari T.T  .........
Dan akhirnya saya masuk kedalam mobil yang sempit-sempitan dengan yang lain karena Om Dewo tidak Cuma jemput anak di perumahan saya (perumahan kampial indah) saja tapi juga di perumahan lain (perumahan wisma).
Bersambung.&lt;br /&gt;
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Sampai Disini dulu ya cerita saya, nyambung nya besok. Keep visit my blog ^.^</description><link>http://fuhrend.blogspot.com/2012/03/masa-kecil-di-pulau-dewata.html</link><author>noreply@blogger.com (Unknown)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5285088580749753374.post-8257052364420011195</guid><pubDate>Thu, 15 Mar 2012 18:09:00 +0000</pubDate><atom:updated>2012-03-23T16:49:01.206+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Pengalaman</category><title>First Impressions</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-size: 16pt;&quot;&gt;Kesan Pertama Terhadap Dosen &quot;SoftSkills&quot;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;Pasti pada bingung kenapa saya membuat judul seperti itu? Hmm...  Kita perhatikan dahulu apa maksud dari/pengertian dari SoftSkills. Menurut WikiPedia:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: small;&quot; xmlns=&quot;&quot;&gt;&lt;b&gt;&quot;&lt;i&gt;Soft skills&lt;/i&gt;&lt;/b&gt;&lt;i&gt; is a sociological term relating to a person&#39;s  EQ (Emotional Intelligence Quotient), the cluster of personality traits, social graces, communication, language, personal habits, friendliness, and optimism that characterize relationships with other people&lt;/i&gt;.&lt;b&gt;&quot;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=5285088580749753374&amp;amp;postID=8257052364420011195&quot; name=&quot;more&quot;&gt;&lt;/a&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;Maksudnya yaitu dalam pribadi sesorang ada yang namanya EQ, karakter kepribadian, komunikasi, bahasa, kebiasaan pribadi, keramahan serta optimisme yang mencirikan dia dalam berkomunikasi terhadap orang lain. Dan tidak sampai disitu saja, ternyata Soft Skills itu mempunyai peranan yg sangat luas terhadap perkembangannya hubungan antar manusia. Contohnya begini, kita pasti hidup didunia tidak sendirian dan pasti berjumpa dengan banyak model manusia, mulai dari yang berpendidikan, ber-title sampai yang sangat krisis dalam perekonomiannya(hampir tidak makan lebih 3 hari pula).&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt; Tapi itulah hidup, mesti mengerti satu sama lain bahwa kita semua itu sama. Maka disinilah perlunya komunikasi terhadap orang yang rendah sekalipun dari segi ekonominya. Karena semakin banyak relasi mulai dari yang paling terendah pun, pasti akan membantu kita di kemudian hari.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;i&gt;Merenung sejenak....&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;i&gt;Apa ya yang sudah saya lakukan untuk orang lain selama ini??...&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;Berhenti merenung, cobalah untuk dapat memecahkan masalah kita....&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;i&gt;Huh ada kucing bertengkar lagi di luar rumah dekat kamar... hush... hush.... yes sudah pada kabur hahahaha.....&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;Balik lagi ke pokok artikel yang saya tulis ini. Baru pertama sekali saya melihat dosen yang bisa dikatakan Miss Perfect seperti Ibu Ira Phajar Lestari. Beliau ternyata sudah mempersiapkan segalanya demi mahasiswa Ilmu Komputer jurusan Sistem Informasi 2KA35, yang sampai saat ini saya masih heran. Kapan ya terakhir kali saya bertemu dosen seperti Beliau?&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;Mau tahu kenapa? Karena ternyata beliau sudah membuat kelompok dan dua file absen untuk mengurus segala tugas yang dua minggu lagi saya kumpulkan ke Beliau. Amazing... :D&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;Tapi kenapa ya sampai saat ini saya masih bingung, Beliau Dosen Akuntansi tapi kok, lancar dalam berkomunikasi dan paham betul tentang yang namanya Soft Skills. Dosen ini pantas mendapat acungan jempol. &quot;kalau bisa jempol kaki saya naik pasti pasti saya kasih 4 jempol&quot; begitu kata beliau saat menceritakan kekagumannya terhadap mahasiswa didikannya yang bisa membuat tugas dengan baik. Hmm... Beliau keren, selain bisa mengajarkan materi kuliahan dengan amat baik, beliau bisa juga memberi penilaian sangat tinggi ke mahasiswanya.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;Kritik dan saran saya sih, Beliau harus bisa memberikan tugas beserta materi yang bisa di pelajari dalam membuat tugas pertamanya. Agar mahasiswa tidak bingung dalam mengerjakan tugas dari beliau. Satu lagi, kalau bisa dalam kelas jangan membiarkan masalah diluar kegiatan perkuliahan di ceritakan ke mahasiswa. Saya jujur, kalau sedang belajar tiba-tiba terpotong plus di ceritakan lagi masalahnya agak detail. Saya susah untuk memperhatikan kembali pelajaran tersebut.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;Oke, sekian kesan-kesan saya kepada Dosen Teori Organisasi Umum -2. Mudah-mudahan Ibu tidak marah ya? Peace V^^&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;Sebelumnya terimakasih.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span xmlns=&quot;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;Have a nice day. ^^&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;</description><link>http://fuhrend.blogspot.com/2012/03/tugas-tou-2.html</link><author>noreply@blogger.com (Unknown)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5285088580749753374.post-6986517164813546064</guid><pubDate>Thu, 03 Nov 2011 09:36:00 +0000</pubDate><atom:updated>2012-03-23T18:25:17.605+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Pengetahuan</category><title>SEKILAS TENTANG TEORI DUA FAKTOR HERZBERG</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;b&gt;&lt;span style=&quot;font-family: Tahoma,sans-serif; font-size: 14pt; line-height: 115%;&quot;&gt;TEORI MOTIVASI FREDERICK HERZBERG&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVYy_eXEjDN138cIrW8mwzS36mzUqYDH_oYcNVIruaRIqrj7fcXoU7gnHkblN4ynnYyf3uGsmzux8euGadRz08hH4VYXbK5CdFsUmqXcB9GqIDZTr7FTnWfZdZk8GSLHKSzAt1fOYIdDU/s1600/herzberg.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVYy_eXEjDN138cIrW8mwzS36mzUqYDH_oYcNVIruaRIqrj7fcXoU7gnHkblN4ynnYyf3uGsmzux8euGadRz08hH4VYXbK5CdFsUmqXcB9GqIDZTr7FTnWfZdZk8GSLHKSzAt1fOYIdDU/s1600/herzberg.jpg&quot; /&gt;&lt;/a&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;border-color: windowtext; border-style: none; border-width: 1pt; color: #333333; font-family: Arial,sans-serif; font-size: 11pt; line-height: 115%; padding: 0cm;&quot;&gt;Frederick Herzberg&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;span style=&quot;float: none;&quot;&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&lt;i&gt;&lt;span style=&quot;color: #333333; font-family: Arial,sans-serif; font-size: 11pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;span class=&quot;apple-style-span&quot;&gt;&lt;i&gt;&lt;span style=&quot;color: #333333; font-family: Arial,sans-serif; font-size: 11pt; line-height: 115%;&quot;&gt;adalah seorang professor dari Case western Reserve University dan Utah university, kelahiran Lynn-Massachusetts dan menyelesaikan Master dan Phd di University of Pittsburg, dimana beliau mengklasifiksikan area permasalahan tentang ‘Job attitudes’ di hampir 2000 tulisan yg d publikasikan antara 1900 – 1955. dalam literaturnya Herzberg meformulasikan opini tentang ‘satisfiers’ dan ‘dissatisfiers’, dan dari hipotest yg berjudul Mental Health is Not the Opposite of Mental Illness., Herrzberg menarik dasar hypothess untuk penelitian study ultimately nya yg di publikasikan 1959 dengan judul The otivation to Work, dimana penelitin tersebut menghasilkan teori yg dikenal dengan ‘Motivation –Hygiene’. Dari dasar penelitian ini juga th 1968 muncullah arrtikel yang sangat boming terjual jutaan copy yg dipulikasikan oleh Harvard Business Review dengan judul ’one More Time, How Do You Motivation Your Employees ?&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;color: #333333; font-family: Arial,sans-serif;&quot;&gt;Menurut &lt;b&gt;&lt;i&gt;Herzberg&lt;/i&gt;&lt;/b&gt; ada dua faktor yang mempengaruhi motivasi kerja seseorang dalam organisasi, yaitu :&lt;/span&gt;&lt;br /&gt;
&lt;b style=&quot;text-indent: 0px;&quot;&gt;&lt;span style=&quot;color: #333333; font-family: Tahoma,sans-serif;&quot;&gt;1.&lt;span style=&quot;font: 7pt &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: #333333; font-family: Tahoma,sans-serif; text-indent: 0px;&quot;&gt;&lt;b&gt;FAKTOR YANG MENYEBABKAN KETIDAKPUASAN (HYGIENE/MAINTENANCE)&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Tahoma,sans-serif;&quot;&gt;Faktor Hygiene tidak berhubungan langsung dengan kepuasan suatu pekerjaan, tetapi berhubungan langsung dengan timbulnya suatu ketidakpuasan kerja ( Dissatiesfier). Sehingga faktor hygiene tidak dapat digunakan sebagai alat motivasi tapi lebih kepada menciptakan kondisi yang mencegah tibulnya ketidakpuasan.&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: Tahoma,sans-serif;&quot;&gt;Faktor higiene memotivasi seseorang untuk keluar dari ketidakpuasan, termasuk didalamnya adalah hubungan antar manusia, imbalan, kondisi lingkungan, dan sebagainya (faktor ekstrinsik&lt;/span&gt;&lt;span style=&quot;font-family: Tahoma,sans-serif;&quot;&gt;).&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: Tahoma,sans-serif;&quot;&gt;Faktor-faktor dalam hygiene ialah:&lt;/span&gt;&lt;/div&gt;
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&lt;li&gt;&lt;span class=&quot;hps&quot; style=&quot;background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; text-indent: 0px;&quot;&gt;gaji&lt;/span&gt;&lt;span class=&quot;&quot; style=&quot;background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; text-indent: 0px;&quot;&gt;,&lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;background-color: whitesmoke; color: #333333; font-family: arial,sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;hps&quot; style=&quot;background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; text-indent: 0px;&quot;&gt;upah&lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; text-indent: 0px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;hps&quot; style=&quot;background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; text-indent: 0px;&quot;&gt;dan tunjangan lainnya&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span class=&quot;hps&quot; style=&quot;background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; text-indent: 0px;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;kebijakan perusahaan&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot;&gt;dan administrasi&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span class=&quot;hps&quot; style=&quot;background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; text-indent: 0px;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;Hubungan baik antar-pribadi&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span class=&quot;hps&quot; style=&quot;background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; text-indent: 0px;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;Kualitas pengawasan&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span class=&quot;hps&quot; style=&quot;background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; text-indent: 0px;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;Keamanan pekerjaan&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span class=&quot;hps&quot; style=&quot;background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; text-indent: 0px;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;Kondisi kerja&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span class=&quot;hps&quot; style=&quot;background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; text-indent: 0px;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;keseimbangan kerja dan hidup&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
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&lt;b style=&quot;text-indent: 0px;&quot;&gt;&lt;span style=&quot;color: #333333; font-family: Arial,sans-serif;&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
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&lt;b style=&quot;text-indent: 0px;&quot;&gt;&lt;span style=&quot;color: #333333; font-family: Arial,sans-serif;&quot;&gt;2.&lt;span style=&quot;font: 7pt &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;b style=&quot;text-indent: 0px;&quot;&gt;&lt;span style=&quot;color: #333333; font-family: Tahoma,sans-serif;&quot;&gt;FAKTOR-FAKTOR PENYEBAB KEPUASAN KERJA (MOTIVATOR)&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Tahoma,sans-serif; font-size: 11pt; line-height: 115%;&quot;&gt;Faktor motivator adalah faktor-faktor yang langsung berhubungan dengan isi pekerjaan (Job Content) atau faktor-faktor intrinsik. &lt;/span&gt;&lt;span style=&quot;font-family: Tahoma,sans-serif; font-size: 11pt; line-height: 115%;&quot;&gt;F&lt;/span&gt;&lt;span style=&quot;font-family: Tahoma,sans-serif; font-size: 11pt; line-height: 115%;&quot;&gt;aktor motivator memotivasi seseorang untuk berusaha mencapai kepuasan, yang termasuk didalamnya adalah achievement, pengakuan, kemajuan tingkat kehidupan, dsb&lt;/span&gt;&lt;span style=&quot;font-family: Tahoma,sans-serif; font-size: 11pt; line-height: 115%;&quot;&gt;.&lt;/span&gt;&lt;br /&gt;
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&lt;span class=&quot;apple-style-span&quot;&gt;&lt;span style=&quot;font-family: Tahoma,sans-serif;&quot;&gt;Hygiene factor ini adalah faktor yang berada di sekitar pelaksanaan pekerjaan; berhubungan dengan job context atau aspek ekstrinsik pekerja. faktor-faktor yang termasuk di sini adalah:&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&lt;span style=&quot;font-family: Tahoma,sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Tahoma,sans-serif;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;li&gt;&lt;span style=&quot;font-family: Tahoma,sans-serif;&quot;&gt;1)&lt;span style=&quot;font: 7pt &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;apple-style-span&quot;&gt;&lt;span style=&quot;font-family: Tahoma,sans-serif;&quot;&gt;Working condition (kondisi kerja)&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&lt;span style=&quot;font-family: Tahoma,sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Tahoma,sans-serif;&quot;&gt;2)&lt;span style=&quot;font: 7pt &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;apple-style-span&quot;&gt;&lt;span style=&quot;font-family: Tahoma,sans-serif;&quot;&gt;Interpersonal relation (hubungan antar pribadi)&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&lt;span style=&quot;font-family: Tahoma,sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Tahoma,sans-serif;&quot;&gt;3)&lt;span style=&quot;font: 7pt &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;apple-style-span&quot;&gt;&lt;span style=&quot;font-family: Tahoma,sans-serif;&quot;&gt;Company policy and administration (kebijaksanaan perusahaan dan pelaksanaannya)&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&lt;span style=&quot;font-family: Tahoma,sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Tahoma,sans-serif;&quot;&gt;4)&lt;span style=&quot;font: 7pt &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;apple-style-span&quot;&gt;&lt;span style=&quot;font-family: Tahoma,sans-serif;&quot;&gt;Supervision technical (teknik pengawasan)&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&lt;span style=&quot;font-family: Tahoma,sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Tahoma,sans-serif;&quot;&gt;5)&lt;span style=&quot;font: 7pt &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;apple-style-span&quot;&gt;&lt;span style=&quot;font-family: Tahoma,sans-serif;&quot;&gt;Job security (perasaan aman dalam bekerja)&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&lt;span style=&quot;font-family: Tahoma,sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
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&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Tahoma,sans-serif;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-family: Tahoma,sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;DETERMINAN DARI SUATU HASIL KERJA (JOB PERFORMANCE)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWDXenLfsFLXmUEUYIF65Xr0wERUScErpeJIBGuj-84JkvLkY69NpmF0kJKYZRiuIx_xIzedn6ZIx2JY1KZizshn7PlE8sNnbkMKU6yxnd5sguvnXVGWkz_6y1P3NadcWmnzuYo7MGbwI/s1600/New+Picture+%252810%2529.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;78&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWDXenLfsFLXmUEUYIF65Xr0wERUScErpeJIBGuj-84JkvLkY69NpmF0kJKYZRiuIx_xIzedn6ZIx2JY1KZizshn7PlE8sNnbkMKU6yxnd5sguvnXVGWkz_6y1P3NadcWmnzuYo7MGbwI/s320/New+Picture+%252810%2529.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span class=&quot;apple-style-span&quot;&gt;&lt;i&gt;&lt;span style=&quot;color: #333333; font-family: Tahoma,sans-serif;&quot;&gt;Penelitian Motivation to work yang dilakukan oleh Herzberg dengan 2 temannya ; Bernand Mausner dan Barbara Snyderman menggunakan obyek perusahaan disekitar area Pittsburd dengan 200 yang diwawancarai yang terbagi dalam dua grup pekerja.yaitu Engineers dan accountants yang pekerjaannya hamper mirip dan sangat diperlukan dlm kelompok pekerja industri moderen, prmilihan model dua grup ini menurut Herzberg sangat penting sebab dia menginginkan ‘Study Comparable group’ Dalam interview, responden menjawab pertanyaan tentang perasaan baik dan tidak tentang pekerjaannya sekarang atau yang lainnya.&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&lt;i&gt;&lt;span style=&quot;color: #333333; font-family: Tahoma,sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span class=&quot;apple-style-span&quot;&gt;&lt;i&gt;&lt;span style=&quot;color: #333333; font-family: Tahoma,sans-serif;&quot;&gt;Dalam artikel The Motivation of Work ,Herzberg menyimpulkan jawaban-jawaban atas pertanyaan ‘What do people want from their jobs ?’ sebagai factor yang mempengaruhi situasi kerja karyawan dan factor tersebut di namakan ‘factor of Hygiene” diantaranya adalah ‘supervision, interpersonal relation, physical working, company policies and administrative procedures, remuneration, benefits and job security., dalam beberapa hal ‘Aktualisasi’ menjadi salah satu atribut kepuasan kerja dari para pekerja dan tidak melulu tentang masalah keuangan, birokrasi yg berbelit juga menjadi pelecut timbulnya ketidak puasan kerja,&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;i&gt;&lt;span style=&quot;color: #333333; font-family: Tahoma,sans-serif;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
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&lt;span class=&quot;apple-style-span&quot;&gt;&lt;i&gt;&lt;span style=&quot;color: #333333; font-family: Tahoma,sans-serif;&quot;&gt;Hal radikal yang dilontarkan Herzberg tentang teori motivasi adalah ´ jobs must be restructured to increase to the maximum the ability of worker to achieve gools meaning fully related to doing of the job’ sehingga diperluka pekerja yang memiliki ‘ability’ tertentu untuk setiap pekerjaan. Dan hal ini mendorong kepercayaan Herzberg tentang perlunya menciptakan prilku Profesional dan Manageril untuk menghapus prilaku ‘clerical’ dan ‘production worker’ sehingga dapat tercapai pekerja yg memiliki ‘ability dan temperament’ yang bias menjadi pegangan untuk sukses dalam pekerjaan&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&lt;i&gt;&lt;span style=&quot;color: #333333; font-family: Tahoma,sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;i&gt;&lt;span style=&quot;color: #333333; font-family: Tahoma,sans-serif;&quot;&gt;&lt;br style=&quot;text-align: -webkit-auto;&quot; /&gt; &lt;br /&gt;
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&lt;span class=&quot;apple-style-span&quot;&gt;&lt;i&gt;&lt;span style=&quot;color: #333333; font-family: Tahoma,sans-serif;&quot;&gt;Dalam Work and the Nature of Man, Herzberg mengadopsi pernyataan Adam tentang kecenderungan manusia sebagai ‘animal nature’ yang bisa mengatasi ketidak ramahan lingkungan, namun semua tergantung kemampuan biologis yang dirasaknnya., pernyataan adam ini seperti hygiene factor in motivation-hygiene theory. Sedangkan pengertian Abraham tentang kecenderungan hasrat manusia ‘to determine, to discover, to achieve, to actualize, to progress and add to his existance’, dua hal inilah yang memperkuat keyakinan Herzberg akan kemandirian alami manusia seperti ‘hygienes and motivators’, sebab ke duanya dapat mempengaruhi kepuasan dan kesenangan dalam kerja yg pada akirnya membawa pada ‘manpower efficiency’ (kreatif, produktif, loyal dan rajin). Sehingga efektifitas pengembangan manajemen tergantung pada terciptanya suasana (atmosfir) perusahaan yang baik dengan didasari ‘supervisors beliefs and behaviour’.&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&lt;i&gt;&lt;span style=&quot;color: #333333; font-family: Tahoma,sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;i&gt;&lt;span style=&quot;color: #333333; font-family: Tahoma,sans-serif;&quot;&gt;&lt;br style=&quot;text-align: -webkit-auto;&quot; /&gt; &lt;br /&gt;
&lt;span style=&quot;float: none;&quot;&gt;&lt;span class=&quot;apple-style-span&quot;&gt;&lt;span style=&quot;float: none;&quot;&gt;Menurut Herzberg (1959), perbaikan terhadap faktor-faktor ini akan mengurangi atau menghilangkan ketidakpuasan, tetapi tidak akan menimbulkan kepuasan kerja karena ini bukan sumber kepuasan kerja. Prinsip dasar dari dinamika faktor ini adalah sebagai berikut:&lt;/span&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;apple-style-span&quot;&gt;&lt;span style=&quot;float: none;&quot;&gt;1) Hygiene factor dapat mencegah atau membatasi ketidakpuasan kerja, tetapi tidak dapat memperbaiki kepuasan kerja.&lt;/span&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;apple-style-span&quot;&gt;&lt;span style=&quot;float: none;&quot;&gt;2) Perbaikan dalam motivator factor dapat mencegah kepuasan kerja, tetapi tidak dapat mencapai ketidakpuasan kerja.&lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;&lt;span style=&quot;color: #333333; font-family: Tahoma,sans-serif;&quot;&gt;&lt;span style=&quot;float: none;&quot;&gt;&lt;span class=&quot;apple-style-span&quot;&gt;&lt;span style=&quot;float: none;&quot;&gt;&lt;br /&gt;
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&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: #333333; font-family: Tahoma,sans-serif;&quot;&gt;&lt;i&gt;&lt;br /&gt;
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&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: #333333; font-family: Tahoma,sans-serif;&quot;&gt;&lt;b&gt;SUMBER : (&lt;/b&gt;&lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: #333333; font-family: Arial,Helvetica,sans-serif; font-size: 13px; line-height: 20px;&quot;&gt;&lt;b&gt;http://fenaro.narotama.ac.id/) (&lt;a href=&quot;http://tutorialkuliah.blogspot.com/2009/10/teori-motivasi-dua-faktor-herzberg.html&quot;&gt;TUTORIALBLOG&lt;/a&gt;) (&lt;/b&gt;&lt;/span&gt;&lt;a href=&quot;http://strategicleader.webnode.com/news/start-with-herzberg-if-motivation-lacks-at-work/&quot;&gt;http://strategicleader.webnode.com/news/start-with-herzberg-if-motivation-lacks-at-work/&lt;/a&gt;&lt;b style=&quot;color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 13px; line-height: 20px;&quot;&gt;)&lt;/b&gt;&lt;/div&gt;
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&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: #333333; font-family: Arial,Helvetica,sans-serif; font-size: 13px; line-height: 20px;&quot;&gt;&lt;br /&gt;
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&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: #333333; font-family: Tahoma,sans-serif;&quot;&gt;&lt;i&gt;&lt;br /&gt;
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&lt;/div&gt;</description><link>http://fuhrend.blogspot.com/2011/11/sekilas-tentang-teori-dua-faktor.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVYy_eXEjDN138cIrW8mwzS36mzUqYDH_oYcNVIruaRIqrj7fcXoU7gnHkblN4ynnYyf3uGsmzux8euGadRz08hH4VYXbK5CdFsUmqXcB9GqIDZTr7FTnWfZdZk8GSLHKSzAt1fOYIdDU/s72-c/herzberg.jpg" height="72" width="72"/><thr:total>3</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5285088580749753374.post-7955013928893088911</guid><pubDate>Thu, 26 Nov 2009 16:36:00 +0000</pubDate><atom:updated>2012-03-24T00:47:27.422+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Mobile Phone</category><category domain="http://www.blogger.com/atom/ns#">Teknologi</category><category domain="http://www.blogger.com/atom/ns#">Tips</category><title>Penyebab Baterai HandPhone Boros dan Solusinya</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;a href=&quot;http://photoserver.ws/images/jdWY4f6cb1c73c119.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;http://photoserver.ws/images/jdWY4f6cb1c73c119.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Sebagai sumber daya, peran baterai sangat vital untuk menunjang aktivitas berponsel. Baterai habis(lowbat) disaat penting sangat menjengkelkan, bahkan sangat merugikan kita dikala berpergian kita lupa bawa charger.&lt;br /&gt;
Untungnya tekhnologi baterai sekarang sudah lebih maju dari sebelumnya. Tekhnologi baterai yang digunakan saat ini adalah Lithium Ion dan Lithium Polymer yang lebih awet dan memiliki kemampuan menyimpan daya listrik yang lebih besar.&lt;br /&gt;
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Meski begitu, perkembangan baterai pun dibarengi dengan hadirnya seabreg fitur yang boros baterai. Misalnya kamera yang makin canggih, alat navigasi GPS, pemutar musik, pemutar video, jaringan UMTS/HSDPA dan sebagainya. Ini mempercepat habisnya baterai.&lt;br /&gt;
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Tapi anehnya, banyak orang menganggap ponselnya bermasalah karena baterainya cepat habis. Padahal belum tentu begitu. Nah sebelum anda berkesimpulan seperti itu, coba perhatikan fitur apa sajakah yang sering anda gunakan sehari-hari.&lt;br /&gt;
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&lt;a href=&quot;http://www.blogger.com/blogger.g?blogID=5285088580749753374&quot; name=&quot;more&quot;&gt;&lt;/a&gt;&amp;gt;Di sini saya akan urutkan fitur apa saja yang boros baterai.&lt;br /&gt;
1. GPS&lt;br /&gt;
GPS merupakan fitur utama yang paling boros daya karena GPS receiver bila terputus akan melakukan pencarian sinyal dengan internet via 3g atau gprs. Yang berarti ada dua fitur yang digunakan sekaligus.&lt;br /&gt;
2. Browsing &amp;amp; Komunikasi Suara&lt;br /&gt;
Browsing dan Komunikasi Suara sama-sama membutuhkan daya yang besar. Untuk itu, ponsel memiliki fitur pendamping dalam menelpon seperti ringkasan/durasi panggilan. Ini supaya anda bisa prepare kapan waktu membutuhkan komunikasi yang bersifat urgent.&lt;br /&gt;
3. Wifi &amp;amp; Bluetooth&lt;br /&gt;
Browsing internet dengan wifi sangat menyenangkan apalagi di tempat gratisan alias hotspot. Tetapi ini juga fitur boros baterai. Begitu juga bluetooth, untuk itu jangan lupa menonaktifkannya bila tidak perlu.&lt;br /&gt;
4. Radio &amp;amp; Pemutar Musik/Video&lt;br /&gt;
Radio dan pemutar musik memang tak sebesar menggunakan kamera tetapi jika fitur ini sering digunakan tetap akan memakan daya yang lebih besar. Selain itu game juga mempengaruhi waktu standby baterai.&lt;br /&gt;
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&amp;gt;Solusi :&lt;br /&gt;
1. Persingkat waktu pengecasan&lt;br /&gt;
&amp;nbsp; &amp;nbsp; maksudnya adalah jangan terlalu lama membiarkan hp tercas, walaupun setelah baterai penuh akan stop charging. tapi bila keseringan akan membuat umur baterai berkurang.&amp;nbsp; &lt;br /&gt;
2. Hindari gonta ganti sim&lt;br /&gt;
&amp;nbsp; &amp;nbsp; bila terlalu sering mengganti kartu sim/simcard. akan memaksa ponsel&amp;nbsp; untuk melakukan start up / booting yg notabene lebih dari pada menguras baterai.&lt;br /&gt;
3. Matikan vibrator dan lampu latar&lt;br /&gt;
&amp;nbsp; &amp;nbsp; supaya kerja ponsel tidak terlalu banyak dalam menerima panggilan, sedangkan mematikan lampu latar agar sewaktu kita tidak menggunakan ponsel tersebut. ponsel tersebut dapat stand by dalam jangka waktu yang lebih lama. &lt;br /&gt;
4. Hindari penggunaan fitur yang tidak perlu&lt;br /&gt;
&amp;nbsp; &amp;nbsp; gunakan yang perlu saja,untuk optimalisasi baterai. &lt;br /&gt;
5. Hindari ponsel dari bentukan &amp;amp; percikan air&lt;br /&gt;
&amp;nbsp; &amp;nbsp; agar tidak merusak komponen-komponen dalam baterai. &lt;br /&gt;
6. Pastikan anda dimode GSM&lt;br /&gt;
&amp;nbsp; &amp;nbsp; ketahuilah, UMTS mode itu sangat boros dibandingkan GSM dalam waktu stand by.&lt;br /&gt;
7. Jangan biarkan baterai habis&lt;br /&gt;
&amp;nbsp; &amp;nbsp; agar baterai tidak dipaksa untuk menarik daya listrik masuk kedalam baterai yang mengakibatkan umur bateri berkurang sedikit demi sedikit. &lt;br /&gt;
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Demikian pembahasan saya kali ini, semoga dapat membantu.&lt;br /&gt;
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SUMBER : &lt;a href=&quot;http://www.tabloidpulsa.co.id/&quot;&gt;TABLOID PULSA&lt;/a&gt;&lt;/div&gt;</description><link>http://fuhrend.blogspot.com/2009/11/penyebab-baterai-boros-dan-solusinya.html</link><author>noreply@blogger.com (Unknown)</author><thr:total>0</thr:total></item></channel></rss>