<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='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'><id>tag:blogger.com,1999:blog-8994812291651323643</id><updated>2024-11-01T00:23:54.414-07:00</updated><category term="Tugas kuliah"/><category term="kuliah"/><category term="Android"/><category term="Tutorial"/><category term="Web desain"/><category term="11 Smartphone Samsung bakal dapatkan Android 4.4 KitKat"/><category term="11 Tips Menghemat Baterai Ponsel Android"/><category term="Aplikasi"/><category term="BBM lebih populer di iOS daripada Android"/><category term="Cara-rooting-hp-android"/><category term="Contoh script pembuatan table database"/><category term="Corel draw"/><category term="Download GUN &amp; STRIKE 3D apk"/><category term="Download Mx player for android"/><category term="Download droid sms aplikasi sms untuk android"/><category term="Download windows 8 launcher for android"/><category term="Download-coreldraw-graphics-suite-x6"/><category term="Download-emulator-ps1-full-untuk-android"/><category term="Jaringan"/><category term="Komputer"/><category term="Linux"/><category term="Peluncuran Android 4.4 terbaru yang dinamakan KitKat"/><category term="Pengertian-hotspot-dan-jenis-jenis-wifi"/><category term="Photoshop"/><category term="Root"/><category term="Tutorial efek sketch dengan photoshop"/><category term="download"/><category term="kenapa?"/><category term="software"/><title type='text'>zumli-nurwansyah.blogspot.co.id</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://zumli-nurwansyah.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default'/><link rel='alternate' type='text/html' href='http://zumli-nurwansyah.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default?start-index=26&amp;max-results=25'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/05453974331566683822</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>84</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-8994812291651323643.post-7301686261143411131</id><published>2017-05-13T05:53:00.001-07:00</published><updated>2017-05-13T06:03:54.421-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="kuliah"/><category scheme="http://www.blogger.com/atom/ns#" term="Tugas kuliah"/><title type='text'>Tugas pendahuluan X  (Pointer)</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoListParagraph&quot; style=&quot;margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Jelaskan yang
dimaksud dengan pointer!&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraph&quot; style=&quot;margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 2.0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Pointer
adalah suatu variabel penunjuk, berisi nilai yang menunjuk alamat suatu lokasi
memori tertentu. Jadi pointer tidak berisi nilai data, melainkan berisi suatu
alamat memori. Lokasi memori tersebut bisa diwakili sebuah variabel atau juga
berupa alamat memori secara langsung.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 2.0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraph&quot; style=&quot;margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;2.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Sebutkan dan
jelaskan jenis-jenis pointer!&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraph&quot; style=&quot;margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 2.0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Operator
Dereference Operator ini biasa disebut dengan &lt;b&gt;“address of”&lt;/b&gt; atau operator
alamat. Dengan menggunakan operator dereference ini, suatu variable akan
menghasilkan/menampilkan alamat lokasi memori.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 2.0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 2.0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Operator
Reference atau biasa disebut dengan “value pointed by”. Bedanya dengan Operator
Dereference, operator ini akan menampilkan nilai yang terdapat dalam suatu
alamat memori, bukan menampilkan alamat memorinya.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 2.0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraph&quot; style=&quot;margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;3.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Sebagai programmer,
kapan anda menggunakan pointer!&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraph&quot; style=&quot;margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 2.0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Saat
memindahkan data atau transfer data dari satu fungsi ke fungsi yang lain dengan
hanya mengirim addresnya saja sehingga fungsi yang lain dapat menuju ke address
untuk mendapatkan niai dari datanya&lt;/span&gt;&lt;/div&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraph&quot; style=&quot;margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;4.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Buatlah contoh
algoritma dan program sederhana menggunakan pointer dengan memakai flowchart!&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraph&quot; style=&quot;margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: 2.0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Program:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: 2.0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: 2.0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;#include
&amp;lt;iostream&amp;gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: 2.0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;#include
&amp;lt;conio.h&amp;gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: 2.0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;#include
&amp;lt;stdio.h&amp;gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: 2.0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;using
namespace std;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: 2.0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;main
()&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: 2.0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;{&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: 2.0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;int a,*Pa;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: 2.0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Pa=&amp;amp;a;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: 2.0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;*Pa=200;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: 2.0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: 2.0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;cout&amp;lt;&amp;lt;*Pa&amp;lt;&amp;lt;&quot; &quot;;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: 2.0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;(*Pa)++;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: 2.0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;cout&amp;lt;&amp;lt;*Pa&amp;lt;&amp;lt;&quot; &quot;;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: 2.0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;(*Pa)--;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: 2.0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;cout&amp;lt;&amp;lt;*Pa&amp;lt;&amp;lt;&quot;\n&quot;;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: 2.0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: 2.0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;getche();&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: 2.0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;}&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: 2.0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: 2.0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Output:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: 2.0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: 2.0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;223&quot; 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&quot; width=&quot;400&quot; /&gt; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: 2.0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: 2.0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Flowchart contoh:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: 2.0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: 2.0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;img class=&quot;CSS_LIGHTBOX_SCALED_IMAGE_IMG&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpjYU5bPJPkobWK5Ky6mtK0MGbsWGLRHrEd1X-me68V5_XO1sRqbWqey_4ZoXguBytCn8IK2Qj9MF5MyNtUqj0EYwyelWP615YTOSelEJO9L9v1CU0x4If4CrHh8n1B4nwZnW-EdUcrS3s/s1600/contoh+flowchart.jpg&quot; style=&quot;height: 247px; width: 401px;&quot; /&gt; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: 2.0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
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&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
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 {mso-style-name:&quot;Table Normal&quot;;
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 mso-style-priority:99;
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 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
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 mso-para-margin-right:0cm;
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 mso-para-margin-left:0cm;
 line-height:115%;
 mso-pagination:widow-orphan;
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 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-bidi-font-family:&quot;Times New Roman&quot;;
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&lt;![endif]--&gt;</content><link rel='replies' type='application/atom+xml' href='http://zumli-nurwansyah.blogspot.com/feeds/7301686261143411131/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://zumli-nurwansyah.blogspot.com/2017/05/tugas-pendahuluan-x-pointer.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default/7301686261143411131'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default/7301686261143411131'/><link rel='alternate' type='text/html' href='http://zumli-nurwansyah.blogspot.com/2017/05/tugas-pendahuluan-x-pointer.html' title='Tugas pendahuluan X  (Pointer)'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/05453974331566683822</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpjYU5bPJPkobWK5Ky6mtK0MGbsWGLRHrEd1X-me68V5_XO1sRqbWqey_4ZoXguBytCn8IK2Qj9MF5MyNtUqj0EYwyelWP615YTOSelEJO9L9v1CU0x4If4CrHh8n1B4nwZnW-EdUcrS3s/s72-c/contoh+flowchart.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8994812291651323643.post-4361346758251380262</id><published>2017-05-13T05:43:00.001-07:00</published><updated>2017-05-13T06:02:17.124-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="kuliah"/><category scheme="http://www.blogger.com/atom/ns#" term="Tugas kuliah"/><title type='text'>Tugas pendahuluan IX (String)</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
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&lt;/xml&gt;&lt;![endif]--&gt;&lt;br /&gt;
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  &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;
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   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
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   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
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   &lt;w:OverrideTableStyleHps/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
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   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&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 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&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 5&quot;/&gt;
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   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;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
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  &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;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
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   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;
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 mso-style-parent:&quot;&quot;;
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 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
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 mso-hansi-font-family:Calibri;
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&lt;![endif]--&gt;

&lt;br /&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;margin-left: 72pt; text-align: left; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Jelaskan jenis-jenis fungsi string pada bahasa
pemograman C/C++!&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;margin-left: 72pt; text-align: left; text-indent: -18pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
- Strlen digunakan untuk mengetahui jumlah karakter dalam string,&lt;br /&gt;
- Strcat digunakan untuk menggabungkan string&lt;br /&gt;
- Strcmp digunakan untuk membandingkan string dengan string lain&lt;br /&gt;
- Strcpy digunakan untuk menyalin string&lt;br /&gt;
- Strrev digunakan untuk membalik urutan string, misal: saya --&amp;gt; ayas&lt;br /&gt;
- Strlen digunakan untuk mengetahui panjang suatu string.&lt;br /&gt;
- Strcat berfungsi untuk menggabungkan 2 buah string.&lt;br /&gt;
- Strncat berfungsi untuk menggabungkan 2 buah string&lt;br /&gt;
- Fungsi strlwr berguna untuk mengubah isi string menjadi huruf kecil.&lt;br /&gt;
- Fungsi strupr berguna untuk mengubah isi string menjadi capital.&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;2.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Sebagai programmer, mengapa anda menggunakan
fungsi string!&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left; text-indent: -18pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
String dapat berupa huruf, angka, karakter khusus, maupun karakter
Unicode. Dalam bahasa C++ terdapat beberapa fungsi yang digunakan untuk operasi
pengolahan string yang membuat fungsi string sangat banyak&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;3.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Buatalah contoh program sederahan mengcopy
beberapa karakter menggunakan array!&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
#include &amp;lt;iostream&amp;gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
#include &amp;lt;conio.h&amp;gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
#include &amp;lt;string.h&amp;gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
#include &amp;lt;stdio.h&amp;gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
using namespace std;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
main()&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
{&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
char asal[100];&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
char hasil[100];&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
cout&amp;lt;&amp;lt;&quot;Masukan kalimat : &quot;; gets(asal);&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
strcpy(hasil,asal);&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
cout&amp;lt;&amp;lt;endl;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
cout&amp;lt;&amp;lt;&quot;Kalimat asli&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;:
&quot;&amp;lt;&amp;lt;asal&amp;lt;&amp;lt;endl;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
cout&amp;lt;&amp;lt;&quot;Kalimat copy : &quot;&amp;lt;&amp;lt;hasil&amp;lt;&amp;lt;endl;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
getch();&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
}&lt;/div&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;4.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Buatlah contoh algoritma dan program sederhana
menggunakan salah satu fungsi string untuk menghitung jumlah karatkter dengan
memakai flowchart!&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
Program:&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
#include&amp;lt;stdio.h&amp;gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
#include&amp;lt;conio.h&amp;gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
#include&amp;lt;string.h&amp;gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
main()&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
{&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
int strlength;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
char *str;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
printf(&quot;\n Masukkan kata/kalimat :&quot;);&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
gets(str);&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
strlength=strlen(str);&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
printf(&quot;\n Jumlah karakternya adalah : %d.&quot;,strlength);&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
getch ();&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
}&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
Output:&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
&lt;img alt=&quot;&quot; height=&quot;223&quot; 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&quot; width=&quot;400&quot; /&gt; &lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
Flowchart&amp;nbsp; contoh:&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
&lt;img class=&quot;CSS_LIGHTBOX_SCALED_IMAGE_IMG&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpjYU5bPJPkobWK5Ky6mtK0MGbsWGLRHrEd1X-me68V5_XO1sRqbWqey_4ZoXguBytCn8IK2Qj9MF5MyNtUqj0EYwyelWP615YTOSelEJO9L9v1CU0x4If4CrHh8n1B4nwZnW-EdUcrS3s/s1600/contoh+flowchart.jpg&quot; style=&quot;height: 247px; width: 401px;&quot; /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;margin-left: 72pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://zumli-nurwansyah.blogspot.com/feeds/4361346758251380262/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://zumli-nurwansyah.blogspot.com/2017/05/tugas-pendahuluan-ix-string.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default/4361346758251380262'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default/4361346758251380262'/><link rel='alternate' type='text/html' href='http://zumli-nurwansyah.blogspot.com/2017/05/tugas-pendahuluan-ix-string.html' title='Tugas pendahuluan IX (String)'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/05453974331566683822</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpjYU5bPJPkobWK5Ky6mtK0MGbsWGLRHrEd1X-me68V5_XO1sRqbWqey_4ZoXguBytCn8IK2Qj9MF5MyNtUqj0EYwyelWP615YTOSelEJO9L9v1CU0x4If4CrHh8n1B4nwZnW-EdUcrS3s/s72-c/contoh+flowchart.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8994812291651323643.post-6739314141865825675</id><published>2017-05-06T14:13:00.003-07:00</published><updated>2017-05-06T14:13:26.304-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="kuliah"/><category scheme="http://www.blogger.com/atom/ns#" term="Tugas kuliah"/><title type='text'>Tugas akhir pertemuan VIII (ARRAY)</title><content type='html'>Buatlah program menampilkan bilangan matriks 3x3 menggunakan ARRAY!&lt;br /&gt;
&lt;br /&gt;
Program:&lt;br /&gt;
&lt;br /&gt;
#include &amp;lt;iostream&amp;gt;&lt;br /&gt;#include &amp;lt;conio.h&amp;gt;&lt;br /&gt;#include &amp;lt;iomanip&amp;gt;&lt;br /&gt;using namespace std;&lt;br /&gt;int main()&lt;br /&gt;{&lt;br /&gt;int x [3][3];&lt;br /&gt;int a,b;&lt;br /&gt;cout&amp;lt;&amp;lt;&quot;Masukan data matriks 3x3 = &quot;&amp;lt;&amp;lt;endl;&lt;br /&gt;for(a=0;a&amp;lt;3;a++)&lt;br /&gt;{&lt;br /&gt;for(b=0;b&amp;lt;3;b++)&lt;br /&gt;{&lt;br /&gt;cout&amp;lt;&amp;lt;&quot;Elemen ke&quot;&amp;lt;&amp;lt;(a+1)&amp;lt;&amp;lt;&quot;.&quot;&amp;lt;&amp;lt;(b+1)&amp;lt;&amp;lt;&quot;:&quot;;&lt;br /&gt;cin&amp;gt;&amp;gt;x[a][b];&lt;br /&gt;}&lt;br /&gt;}&lt;br /&gt;cout&amp;lt;&amp;lt;&quot;Matriks 3x3 =&quot;&amp;lt;&amp;lt;endl&amp;lt;&amp;lt;endl;&lt;br /&gt;for(a=0;a&amp;lt;3;a++)&lt;br /&gt;{&lt;br /&gt;for(b=0;b&amp;lt;3;b++)&lt;br /&gt;{&lt;br /&gt;cout&amp;lt;&amp;lt;setw(4)&amp;lt;&amp;lt;x[a][b]&amp;lt;&amp;lt;&quot;&quot;;&lt;br /&gt;}&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;&amp;nbsp;&amp;nbsp; cout&amp;lt;&amp;lt;endl;&lt;br /&gt;}&lt;br /&gt;return 0;&lt;br /&gt;&lt;br /&gt;}&lt;br /&gt;
&lt;br /&gt;
Output:&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;359&quot; 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&quot; width=&quot;640&quot; /&gt;</content><link rel='replies' type='application/atom+xml' href='http://zumli-nurwansyah.blogspot.com/feeds/6739314141865825675/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://zumli-nurwansyah.blogspot.com/2017/05/tugas-akhir-pertemuan-viii-array.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default/6739314141865825675'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default/6739314141865825675'/><link rel='alternate' type='text/html' href='http://zumli-nurwansyah.blogspot.com/2017/05/tugas-akhir-pertemuan-viii-array.html' title='Tugas akhir pertemuan VIII (ARRAY)'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/05453974331566683822</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8994812291651323643.post-254621435240837807</id><published>2017-05-06T14:04:00.002-07:00</published><updated>2017-05-13T06:37:55.125-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="kuliah"/><category scheme="http://www.blogger.com/atom/ns#" term="Tugas kuliah"/><title type='text'>Tugas akhir pertemuan VII (Fungsi)</title><content type='html'>Buatlah program menampilkan bilangan genap dan ganjil menggunakan fungsi!&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://www.blogger.com/blogger.g?blogID=8994812291651323643&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/blogger.g?blogID=8994812291651323643&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/blogger.g?blogID=8994812291651323643&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/blogger.g?blogID=8994812291651323643&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/blogger.g?blogID=8994812291651323643&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
Program:&lt;br /&gt;
&lt;br /&gt;
#include &amp;lt;iostream&amp;gt;&lt;br /&gt;
#include &amp;lt;conio.h&amp;gt;&lt;br /&gt;
using namespace std;&lt;br /&gt;
&lt;br /&gt;
void genap(int);&lt;br /&gt;
void ganjil(int);&lt;br /&gt;
&lt;br /&gt;
int main()&lt;br /&gt;
{&lt;br /&gt;
int bil;&lt;br /&gt;
do&lt;br /&gt;
{&lt;br /&gt;
cout&amp;lt;&amp;lt;&quot;\nMasukan Sebuah Angka Ganji atau Genap :&quot;;&lt;br /&gt;
cin&amp;gt;&amp;gt;bil;&lt;br /&gt;
genap(bil);&lt;br /&gt;
}&lt;br /&gt;
while( bil != 0 );&lt;br /&gt;
&lt;br /&gt;
getch();&lt;br /&gt;
&lt;br /&gt;
}&lt;br /&gt;
&lt;br /&gt;
void genap( int a)&lt;br /&gt;
{&lt;br /&gt;
if( a%2 == 0 )&lt;br /&gt;
{&lt;br /&gt;
cout&amp;lt;&amp;lt;&quot;Termasuk Bilangan Genap\n&quot;;&lt;br /&gt;
}&lt;br /&gt;
else&lt;br /&gt;
ganjil(a);&lt;br /&gt;
}&lt;br /&gt;
&lt;br /&gt;
void ganjil( int a)&lt;br /&gt;
{&lt;br /&gt;
if( a%2 != 0 )&lt;br /&gt;
{&lt;br /&gt;
cout&amp;lt;&amp;lt;&quot;Termasuk Bilangan Ganjil\n&quot;;&lt;br /&gt;
&lt;br /&gt;
}&lt;br /&gt;
else&lt;br /&gt;
genap(a);&lt;br /&gt;
}&lt;br /&gt;
&lt;br /&gt;
Output:&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;https://www.blogger.com/blogger.g?blogID=8994812291651323643&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/blogger.g?blogID=8994812291651323643&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/blogger.g?blogID=8994812291651323643&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/blogger.g?blogID=8994812291651323643&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/blogger.g?blogID=8994812291651323643&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;img alt=&quot;&quot; height=&quot;359&quot; 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gLWXnnDaO2XfLgAAAAAAAAAAAAAAwwe3fvtBWfTn1kMfbbjqFJaUnFPsR6S4hSc5hsbbBcfZBMZa+8dY+ZMs/YRl5U+y9o+xCYy1C45zDI13C0/yI1KSc4qdwpI+2nD1z62HZNw0aAJp7RbFOT8snPnBx/95/wNZ9N+ZH/x35ofv/+/D9//30fsffDTzg49nfvjx/z785H8fffrBR59+8PFnH37y+UeffvHRp19+/NlXn3z+9Seff/3pl7M++/Kbz7+a/fnX334xa86Xs7778pvvv5o9d9Z3839a9tu6rfvHvBFAIBAIBAKtH09nBbJHgo1h5gcfiQTwxUeffvHxZ1/2b/2r2Z9/NfuLWXO+mDVHaNNzFyyZ+9PSeT8tXbBk5e/rt4/57gCBQJNYP6/44+cVf/y8Ys3PK9b8vHzN4uVrFi9fvXj56kW/rl706++Lfvl94S8KC5cpLFym8POKP3AphY3SRSlqyqtgKpw1c4tIDk+kvgiJtfKLNveKMvaIMHDBaz8PuGf18tYTNw1z19sW7vdtffVevDJwfW3oFm7oFv7ILfyRe/hj9wgTz0hzrygrv+gXIbHhiVS3iOTfzprkVTApRU0DBgCaQLqgdlfH0KyOzmnrfNMuVW2db9o637R2oOrmdHRz2rtb2rvZbd3sti5WaxertauZ08XkdDJbOhktnXR2J53d0cTuaGR1NLI6GprbG5rb65nt9cz2OmZ7LaOttLb5mYvPY0unMW8EEAgEAoFAKePprOCC2t0Xbt5venpluT7WhyB9faj6elH19vX29vX09vX09r3pQdX7pqe3u6e3+w1XXTxx2rs8A14/tnRitHTS2R1VTa2hMRlaj63GfHeAQKBJLBMb1zRqnqBy06i5qZk5KenZiRRqfEoGOSktNpGi9dgKp23pLV1O/sRNV58Yur0OIqVaeEU8dg3VdQx54BCsafHymq6FwQ01+5OKLnv+ctm22vHgJoOLZ65pmd4wc7v7LOD+8xCegh88D9FyDNF1DHnsGmrhFRFESn3k/nrT1SdO/sQBA0ClY+WjY+2ra+OnZ+OnZ+uv/yzgoV2QgX2woUPII4dXj1/gjZzCjJ3DTVzCTV0jzdwJ5h7RTzxJFl4xlt5kK994G78EG//EZwHJdkGp9sGU5yFpDqEZjnjqi7Asp9fZzuE5LpF5rpH5blEFboRC9+hCj+giDyLNk1QMGpQW/fJ7XlkDnd1Rx2znq57ZXsdsq2W01TLaauht1fTW6qbWqqbWysbWykZOeQOnrL6ltK6lpI5dVMMqrGblVzbnVjBzypnUUga1lJFeTE+jNaUWNaYUNiYXNCbmNyTmN8Tn1sfn1pNz6viiFDUlZFcdVL0x5o0AAoFAIBDIczydFSz65feu7jeordDS3t3S1t3SxvUXUKEuA6u1q7m1q7m1i8npZHI66S2dTVyjgWsxiAubU9HIqWjglDdwg6+htzHYbQdVb6TRmtJoTRnF9JI69hkNwzHfHRNFHkSaR3SRe3ShG6HQLarANTLfJTLPOTzH6XX2i7AsRzzVITTjeUiafTDFLij1WUCyjX+ijV+ClW+8pTfZwivmiSfJ3CPazJ1g6hpp4hJu7Bxu5BT2+AX+kcMrQ4cQA/vgh3ZB+s8C9Gz99YcOlg4AACAASURBVGz8dG38dKx9dax8ZMxHQKBxq0Oq6pGkBNsXL60cPCzs3cxsnE2sXhhZOjx6+tzA3E7X2Eb7sdWDRxYevq92HT03gAXw1CVU+1nghmtPg4gpj51DHjzz07TyuWHhc9nETU3tQfCqpRE/fkFc9lXcmlmJf3+TtHF24oZZkbsXm14/d9bA8eoT72sWvtctfa9b+l638FWz8Llh4aNp5fPgmd9j55AgYsqGa0+1nwU+dQmVpVZgAUwIfTtvIZ3dUctoq6a31tDbuGK01TD6fyz7fy95v/QldS3FtWxaDbuwmpVfxf2lzy5jZJbSM0roabQmdLRIckFjUkFDYn5DQl59XG59XG49OacuNqcuNrsuNruOnFOXVcbYp3JlzBsBBAKBQCCQ53g6K/h23kIEQdhS0/5mDm+gAaeT0dLJaOnEjjJAnQt+8Gjk/OS/rL4FVWl9S2ldS2tH9z6VK6lFjajK6lsu3jUd890xUQQWAAg0BB08pRZJSnjyzMXMxsnE6sWjJ/YGZnb6pra6xtbaj63uGTy9o29+S9fUyTNgx+Ez0iwAXWsf9+DYRcf0fCIT9Z/7qz/xuGjkcu6Ry5nHrsfv2xgfViT8PCth7ezU7XMyDnyffWxe7on5eafm5yh9Tzi7+aimwWl906MPbE4auqgaeZwx8jjzyO20gdNJ7WentKyuPHLQtfPxiUxcdEzPPThW13rgLx5YABNC385b2Nzahf4KljdwKlBhDHLuD2RdS0ldS0kdm8b7jS+oaubb/FlljMwSekYx9mee+xsfn8f7jc+ui82ui8mqJfFEpNZmlTEOn9UY80YAgUAgEAjkOZ7OClALgJ/qo3k+NttHRW/ppLM76OyOJoHMv71WMPOvxMRfyou/uJaNilbL5rR3Hz6rwR+gW1rfcvn+kzHfHRNFYAGAQEPQ/pPXIkkJjy0cDJ/YPzR7pmtso21k9cDQ4t7DJ3f0zDV1TG5qGd+4//i5q8/2g6elWQBPXULVzLxU9JxMXYMvP3I8qWN37MGzI1p2R7Se77pu5LVjdcJfs9P3fZ+rMr/o0oLimz+V3l1Yeu+n8jsL9K+du2qiYRq277LptX03dXeoGe9SM9l57dGOyw+2X7qwW/OAyoNb5/VsTV2DVfSc1My8ZBkIABbAhNC38xY2c7pK6tgldezSupZSnimO+Y1nl9SxUXefVsMuquaO8curaM6tYGaVMailjIwSOnaYH+rxx+fVx+f2/9LHZNfGZNUSqahqoqk10dQaainj2IU7Y94IIBAIBAKBPMfTWQFqAUjJ+dGZBZr65xdob2hur2/m3rOAjvznD1gQNC+4aT+3CjWsohpWS3v3sQt30JsUEvMbSuparutaj/numCgCCwAEGoL2qVyJIMbrmdjqGFlrPba8+/DJHT3zW7qmGtrG6g+Mrt81vHrH4PItfWsHj637T0qzAJwDiAuP6tr5RZ57aHfkjsXem+a7NSx23rLefstm1+lb5G0L0vd9l3/mx2KNn8r1FlaaLKq2WFRtubDebOn+CxqG3lcdYneah2/U9tl61VZR+fGB/Q93bdBdv1R7zbanm7deuHpQw/TcQzs7v8iFR3WdAwaeEQAsgAmhOT8sYnI60d8/Wg2b74j3W+O8X8fCapaQzY+O8cvk/dJTipqSC/qd/jjsL30W7wc+kytCZg0hs4ZaylC+fH/MGwEEAoFAIJDneDormPPDIgRB6OwOgUv9fLG4A/77k39m/8h/gdv+G7CzFbTwq4DGz1dLW7fy5fsJefWoSurYavq2Y747JorAAgCBhqC9SpfCCOT7hhb3Hj69o2+uoW2irmWkdv/xtbuGV28bXNLUu3BT99wN7SfPXLYoqki0AAztAmy9CX9eMLlv5XlAw3TblccbLxttuGa+Qd1q3VXzS0eVKHvn5p2aX3Lrp4pHi2psFtc7L27wXNzoszDTbP2Gc7c9k254p5xwidtvHb1FL3jDFfcNR+3+2fZk/W+Ga3fp719zXGPrZcMDGqb3rTzXXjSx9SYY2gVIr9UktgCIySRa3M3qiI1loWtTwm4HxyaO+cF3yJq3cBmT05lbwcytYOZVNudVNufzVcV9gVr7OeXc0X3cAX7iPP6EvPr43HoitZaQWROZXj2gMkvoJ6/rjGyNjj58NWqtd88364h9qqJt8oA6bJdy1ztL3vGYuUXceWx3/a7B9Vvad7UN9B6Zmlk+s7Z3tnruZm7nbmTn/dSTIO8YPjj7cplvxT+ZfRupff9k9q1L711N6VmV8uaXpO7FCV0LyJ3zo1vnhbO+D2mSdyRLrqYsVUtfpp71y82cX27mLFPPWqqWvuRqyuJL8YvOx/x0JmrBqbD5KsHzlfznHfVyiyqQXyQepALHV3a2vmdtvU9KlO9Zx1d2HiQ5hiEqhb+2rfxz0+kr6rcNLaw9XjmFpk5BI1VLS0tLS8vJzUtbW9vJ7SX/r7a2tkMAmb+aX2yx2b/eVcPhRjM2HG9zuNHdrsCDiGVgzHfiqOnTGy9m6Xt9ox769RXfL844fnLM7IO99/+z6eK//jz2zsqdn6rqfHDo9mjG4xRJMQwx1Xl9To94WI946GHkeeMwC9do6nDKlP2s4MSJswcOXDx37s6lS/cvXrzH1/nzd7A6d+7OoUNXlJXPDPasYN7CZQiC1DPbG5rb0SSf+xABVLxHCQjNU8ifpJCf+dNq2YXVrLzK5rwKaWK3dZ28roNOUhifW19cy1Z/aDfmXW6iCCwAEGgI2n3swqsIkqaOqYa2ifoDo2t3Da/cfnj5lv5FDd0z1x8cPqN+4NR1xRPXjCwdN+1VkmgBPHUJPfvI9ZKJ24n7FlsvGaw9q7/m/KPVl0xXX7NcfsbQ4sBG6tF5xWoLyg0W1tgubvBcTA9exHi9qJnwk/Xdw3vUNSNytEIz1HxTTjvH7beI2vzAf+N55437rdZvMPtrww3llcp3157V33rJ4MR9i8umbmcfuQ54L8BksgAue2b8aZH2g2uVQnBVaObllpR/PF7suXp1461r283u/Z0aMUrXsV8Si8Id/ZO09TKvXaFePE/R0CSa2/u8HtaP/Y8/L2dyOrPKGNnlzOxybp4vquxy7ui+zBJ6ZgmdXNhoklJ/IbZeKYauRGZeiG0wT6wJp9agmX+EzMoooZ9S0xtO/K5R+Tef+iXm1mSUNWo+fXnDzPur9ddehOftU7cZhT1yxD41uao9l9knVpS6LkIxO7yoOSyfEZzdeNguRX6ROOIz7+iaGBo+MjQ01NfXv3Xr1oMHD4yNje3t7f38/IhEYmZmZklJSWlpqbNXiCM+U36RTP/HYPo/BjNOEWeoxr53NuG9c8nvXaD862L6vy5lvHcx7b3zKe+dTXzvTNyM0zH/Ohn1L5Vw+UWyVC3jl5s5v2oWrrhTsvxW0S83c5feyFxyLWXxpYRF52N+OhP54yn8jypBPxz3++HIS4fQDPlF4hLm2NRc0t7RRKsIyaa5pufbioqSZxMSc9/W11yuZoSQ/vjj1zMH5188siDI6m9j9RXnD/60dd3CP/9U2LJz36lLNxxfybHH8uURE+tBKvCIIXnExHqSijxjiPy33GIf4jMvxxeZuJKPyy+Ae/fuhYWFhaZUREREYP9qaWlpa2vbeUehq4UHROl9PuvGqKS7UjLt0Um5hR63Ng4tgBehaZ6k4tce+FHe7pwHL9o633yjHoqcWYpsWsQ6s9RKZXHq7d+QMIV3Vu5s63zzxYlRsgA8SEU6fno6EYoPiQcfxx5+HHv4Ucyhh6T9+sR9usR9xq9NPUlDPCOS/axgz54Lz5+TyOS85OSi5OSS5OSy5OSS5OQinmjJyaXJyWVxcQVubuTDh9UGe1bw48/LEQSpYbTVMtrQhB/7YIJaRltMYnrw62i+gsJQEQLxhEA8IQBPCAgl+IREegdHhkYnZZXSJdUFFau165SaXiw6PWFOXXEtW90ALACZO+T4swCqWRzscYwSG6Ft6V3NasQH4/vXqSt46jjAFc1xqyNnNdduUTxyVnNkC8TqyFnNYW7ljqmryhWtO6auY95c41M7j5wLxBO4l/3vGFzU0DuvrnPi8p2Dp9X2n7zG10Mzu017JFsAdl6Rq88Za1h67lUzWndWb9Up3eWqhr+cM116/smyY3ej9y/LOz2/THthrfXiRq/FzIjFzeRFzQk/cciLDp67rG59N6HImJCtFZp+3StJxSFm1+PQjTc8Nh6zW7/XcuOKExeWqWivOqW77qzeXjUjDcuXq88Z23lFSq/VECyA0FdPiuPPF5FV86KO8ZUacT0iwmasLACbVzl/WaUtxfcdT++zKIhFitWR/O3Xr/6tpnNm0zV7dB0/+yOjcHgN8iXlXjxTum9T6d6Npbv/Kdn1d8nO9SU71tEObI2ychlysYuXr6azO9Cn4KQX01FllNAz0L/oi2LuBf80WlNOtLd9bOE/duS5T2NWusetw9duimpa9apmrVe2U3JBYGRUWGrla0qVjBqmBfD8VYqeS7gfKS2cUnDR2u/cY4cf9urO2am7Rkl365nbTq9z5L1TFG2Tc5l9xOpeVJRUYrm7coP5ogazRYXOSgH4IIv4WrOYqsfEisCcJkXbZPlF8sDMydnZ2dzc/PFjoxtqarc0NO7cvm1kZGRnZ+fv708kEtPT0wsKCiorKzs7Ox/b+cgvkul/6Uz/S2fGCcKMU6QZp2PfOxP33tmE984lvXcu6b2zie+diZ+hSp5xOmbGyeh/qUS8pxQmv0iWqmUsU8/+RSPvF428X27mLLuRueQa5efLiYsukBeejV5w+vWCE6/mKwX8cMx73mF324Ak+UXyzPdsPT2zvZPR1JyfU+yenm+XlmstqtQcK+uXp58FyLGfCOmf9StbU495Gv2595/Zmb67ykIPFgceLPQ65KC5bvaX/2f2wm8UYnCLNXGN2+ASt9IlbqUzeaN7jFP/WzF3Myvsa5tT3OL2yS+A27dvIwhiY23d2tZhaWHRwmmztLBgNLdoaWn19vaiLkBEWqWlF2XHoetB5PxRaBMcDjdjxszPPpu9atWStWt3zZ8/e+bM2aOZcos+dF0o5xdaMgptwpe5U5DazdsXLlzwJBX3rfxv59ovs++q+4XJ0cLDatFjh69O3v9GPbTTZDWi9puX3m+ZHgpZdusQzWXvrNz5yTaV787fGoUwPIhFml7ndML3GZAOGcUeMyYfNyYffxRz2JB0UJ+435C4Xzd6r2Gk5tAKl/2sQEXlZkhIcktLa2dnV1tbe309u7aW0dnZhf7b2dlVW9tcV8dqb++KjEw7f15rsGcFi5ev7kOQigZOZSOnqqm1ms4T76kEfoGvKJm5lMwcEeWmU/PSqHnB4bHBr2OCX8d4ePvHphejTyiUpObWrlNqejHZtahoYAEMrk+OPwtAXHpfzeIgbeX85RPaAli7RRFBEKGkfcehM8qXH9wxcRlUUfzkH89j9twFCIIs/nU1fytDiPCOqeuRs5qOrl4j6FNMMu04dMY3JOLyrYcXNfQu3NQ9dfX+wdM3Dpy8LiQdY5uNe45LtACc/Inzj+qqW3psv/JotaruLyd0fz5luOiM6XxVU8UDpwoOf19yak742RWO5zY4nv+bqLGE7jabkz2vJnTF94c13chGlBJrcv6jiKy7AannXeMPWkRuvuuz8bTjP3tNdv94SH3xCf1fTuiuVtXdfuWRuqXHj8d0nfwHmA5gCBZAVYZ6WZr20aZ5R+Pm9fX1tvPIjjgsqujo56NgAfxllbYstO9oKhKRpo3krid6zzurslHN5OGZLEQjD/lVHX/DwVdH+4y8j62+XoSsQ9tp+zZyLYA9G/gWQMn2tcXb1kWbDvGOtaWr1jWxOlIKG1MLG1OLGilFTcKiNaHLU4saUzOKis/Mvn9b44zWdU/77buNbn7pkfdtQMX/eRV//TTprHtcWVl4fJhhWGqljBqOBeAfm+MQEnfSxt/gVbxBaLJpFOXvG06Lzvv9qOw4e/OteX/s+WrJZlc5X1DlWwCkivYK1yMdWrhuHVyPHq5HD9eli2u9j0uz2GEcVaQfVeaf1SBXC+CeoZWXl5ednd0jQ0P/8HC3oKDz589fvXjR0cHh9evXSUlJ+fn5FRUVdXV1XV1dT557yS+S6WvvTV97713l1zNUImeciJxxPHSGEn6GSviM0zEzTpFmnCLOOEmYcSLyXeXw95RC3zsWIr9Ifr6avOQaZen1tP1GOak0VmoRyzW6SkGN/NNZAjf/Vw6Yf8znh8Me8w64WPsmyC8SW++TJdWRjczcrq6W/FJ/aqFTSo5lcvZTUT3zOW3iIseREVwRizwjKPi4rNP3T/xjMFfN5dcYz937N31rpfl7ke+hp9dWq+7/wUZL4alLgLwjcY/1ciL/GplzyZm8wpm8gpB73Zm8wiMmnPfu/ddZZ5KLH7vFy9EC0NTURBCkp7cXm/F2v+lBLQDUBeiN/a+32a4Hj0cjH8DhcPPnL9HU1EpMiEukJDW3NyN9b5rp1QYmxp99Nns0LQB+ti/kAoguGYVmQaVjZH2BhyepuG/lf1Exdv86Oi7ASqvn6CiAur9/r12skGejwKasJjj+0XflZ3QUwAK1ISbeg9Jdjzu3g7cbkA4ZkY+akJVN41RMyMrG5OP4wmesjvo3vW+sEi/qEPYYvzYfQuGynxUcOHDJyek1giCdnV3oXwolF0EQNpvd2EhHEKSujl5Xx0AQ5OVLkrKy5mDPCpauWtfXh3AfTNDIqWzkz+3fWtnIqWzkEEjkzq4u1HQQUgdPnZ1dnV1dUdGxEQk5XAtDglALgP94ArAABqUJYwHUFeDjitARAZLWGQ/CZvVS1kGTc/SA3NPT097eTknPtHVwGVTKjeb/eEEWLVqEIMjsuQsW/7p6aBYAP/8fsoMwFbTtwKmX/vhz6jpn1bRVrz84cEpNrO4bWmzcfUyiBeAeHPvxrrsqes93qRmvOftwkbLunGN6Xxw1/N+Bh2t2q+7dffS7nVe/3n9vzjH9OUp6H++7891edeMz6x00N32vdDO13CGjzC6pyIyYo/sq/frLxOO2xG06gRvPu2z4Q+PIp7s15xzTXaSsu+bsw11qxip6zz/eddc9OFZ6rYZgAVRnahSSTmWHHxZSJfVxK4PIoUe2NIY2175kVD6nV9hmRxyWtwVw2TPjP/69O5KQnOKrvVm/OVvO3rbi+4s3b813qFkb0nckre9wbN+qawFaXhHyPrBqaJ1M3f5n3q6/S0RGAZRsW1u89U/a9nXB3sQhFL5q3ZZ6Zjt65xt/FhxU/Hlx0X/j8+pJwYEFh+ZWXZ1Xo/N9+dPZKzUff2ka+LZD1nt21JmP4n++Fciix7VUGcUlO79KqZBFGSX0U9d1hxB2SHJ5THpBUFyW9quEF8lF1q9iFm69/v0Rh6/XnFiwYsNHS3f/+8slHy3avPeSsVx3Dd8CKPS42KGFQyxnIbnuiOn7iCEOMcAhBrjWBziCxTHt8GKfzDq5WgDaRtahoaGenp7mZmbRJWWFCPKqukbT1Ozc6dM+np7FxcVVVVX19fV0Ov3NmzfWTnIcBTBtjea0NZrvHgt593jov1RCPrrk99E1/AdnvN5VdHlXOfxd5dfvKoW9ezz03aMh7x0NmnFEjknmogvkxRfjFl+MUzGhIAhyzCAmKq02paDpxxOvflQJnq/k/8Mx7x8Oe8w94DJX0VHeFkB6vkMDI6uBQW1pqy2pfJ2WZ59INUukmiZSTeMzjWPS9KNT7hOS79h6nzJ0kKMt4kkq9ojKDiYk5JdUZ9MqT9w9iVuDw+3E/d+s96xf/m2mseLvFV/ePLGogXzI+r6ClVugPCMp9CBluMVecolby5czeY1L3Fq3WC10Hd/412Hp3mHp3oHJcuyx6urqCIJUNNBzymuw0tbWRqcJSPXf24mfTrqEC0yQ435BhcPhZs9e8sLRyszUeObMmTNmzNTUvIX0vUHesJrp1WH40CVLloyyBSCa84+VBaBv7sDP/2/e0fIkFVee2Il1AUYhhrWO9vOv3vtGPTRkz+pmbYVa7d9KX/5BOrAauTH/nZU7v9mvvPSW3B9z+zws/qrHRl+qWVpNeDkr2zrp8pP4U6ZxKiZkJbeMB+iuSa5+pU3YpRW10zkqfbDly35WsGXLCV1dZwRBqNTiV69iEAR5+TIQDYDJZFVW1nZ1dXV1dVVU1BgZvdq958JgzwpWrdvS29tXVM0qqmEV1wo/nqC0voUUG1dQVGXoEP3oBeGxS5SxW6TJy4i8vFImg15ZWVFZWcFk0O2CKHZBlKjo2LD4bAqtSYqaW7tOXdflT09Iq2Xf0H82On17EmgCWQBPnfD8t8azBYB+lQZrAbDZbAaDsXaL4uEzN6/rWsu4LTwez3ccFv+6evbcBegogEWLFqEv+PcFyBg/Nv8fawsgPJbJ/c3KDxdaUuUntHJ4Ff8HjruyZ24TfxEz13akw9u6/6Srd/Dpa/dPXrl37JymJAvglp6ZNAvAI4T89t/q3+y6vvCg5idbr87YcHX6Zo23djx4a/vd9xX1Pr7sMtssZYdP+ZXwWqNUtk12y83AjIVnTf97xHCTtmZutWtBjUtKsWVMngE+Q90rWcWetMPg1Qa1l1u+Vz711maN6Zs1Zmy4+snWqwsPan6z6/rbf6t7hJCl12poFkBXW3FXa2EHK62Dld7BSmtvTu5gRbY1ubU2OLfUO7Jr7dk1z9hV5szSh9nhcrcAfjKI/zGis7T87hvKCtLzD4///m97j2BPUvFZXbtPrTt/9uw7kNqzxr5lp4p8f/IfvH7967MTL3esoW5fW7BnQ4WLfVxqdTiFXpIRWea2s9Z5FfPlytaA3ypDTw2h8NX/7KxltJFz6lDF5aJCZ+7lv6hH34oxU6s8Pbfy8rya+/PK9efkX11roXXhw0fkj+9HfXYj9PPTrnbBfgjdMD359KvkClmUWUI/cU17CGH7x2adfeR22QlvFk11Sy0JLaIvWH902seLcP+d885Xv874fPG7n8z9dOme79eekOuuQS2AlBQi6/405CEOsZqFIAjCqUa8/kEe4VAjoOH2NFtXB6/0WrlaAA+f2JPJ5LCwMFtr62c5hX59iF8v4oMgZunZ6g8NX7o40Rvq29vbm5ub33R327rKcYD3NAW1aQpq7xz2f/dIwCfqUX9n9v0WSv8npXuZU+67R4Pf2efyzhazd3bavH3Ib8YhnxkH5Tge4SfViJ/ORP50JvK4QSyCIPMOuR3RCUcQZO4RT/+YEgRB/IhF8/a/+H6fw3d77ORtAcSmPSqtjq5rojYwcmsa0+qaqNRCt+gU3TDyjRDSRb5svU8aPpejBeARXegdQiAmZ0UnZUUnZ+83VMTp4nAncbj9uLd03vKx3pIXuLcq8mBFxEGLW79ZusrRAnCL1XOJ+8eVfM6VvENIbrFXXclnXMnH+XIjy/EYq6amhv649/b1iQpBkL6Yd9J0/x9R70f5xcDXjBkzNTWvEqPj0NR65szZmzYdQno7MtKScDjcZ5/NdvL0+uyzmfLOuoUyfH7aP4YWwIvQNH7+b+4UxF/+2gPfufZL1AVIMjGVdxibPOy5cwEYr6o8trz2zq/0S78hOr91OXBHAazUkrsFcMftzk3fzcy2enQvRJW4mZJVTMjKRrHHHsUcqueUIgjS3dNpSDp4N3KzQcig20T2s4I//zx47oIZgiCE6Ew3dzyCINo6pgiCRBHIoWGp7p7RaIQubhHXbgas/0dlsGcFq//Z2dPbl1/VXFDFKqph0WrZXCOgjju3P4kUW0irPWsafP5p0EVb/8sOvtdcvLOyipn0xsrKisoKrgXgEJYcFR2Lj8tKLWqUoubWrhPXtAm8ZxPQauGJAIPQeLQABOYCaHTxCNHm5fwuYRTu1ADjzALAXvwfpgUQ9Cr80o17aFF/7zisdOmelHJQC+DwGY3DZzQW/fo7IgFZMnn+PQX8/B/7wZ0HTypfvj+qrRqeG+uJvqhCc37b1BakOEkb84IvW89w3qe4K2t75jaJOgUjp837VBzd/VUu3Tl2XvPgKTVJuqllIu1GAI8Q8tsbNHErj+NWHMOtPv3W+ivTt96evltnxq57n+iT/2OW+rND1lGvgtth5bZJ9UF5TGJZC6nuzRfnLT8+8XD13cuOJN1EmkVi0eOo7Fu+qSetibsuuW9ed2/Xf/bemL5bZ/rW22+tv4JbfRq34hhu5fG3N2jKwwKoSlfvbqe2N/u2M33amD7tTJ82ukdrgzOnzoFd84xVZdlcbk4vNWYU69bnamTJ2QKwC8lecc//dfy9N+l/1/n9+8dff/5+++5f9l5YeujaT3svvK9S/N+byN7AnjWW7BVbVeV6YD0YaDXH/dSB23tiNv9e6mx/37t1p0nbDpO2I5Zt+YVFb4h/9RD/6IlZ8yZu/UtS0WALX7tFsYbeRsqqjUGVXRubXYeK/xq9Ly40pZJ6YXm50ryKC/OqNebVmX2nd3rXvKteX10P+fis938OPZux09jnlUMfwzrr1YqQpApZlFlKV7miNdiYn4ek/3n85mYNq0tuEYYRGc8Ti+2TSqvY3XpeBKdw0qXbhntPXvvut70f/rz701/lOH7Yk2cBFL843KmNQwxwiPWs/iNlqgli8h5iiGt5gCPq/eWZViNXC8DI0pFKpSYnJTk7Ohhk0Gw6EVsOYsFGrDsRi5a+e6EkIwvL5FhiM4vV3t5u4+Qtv0imrbo8bdXld/a/fOeA9xfq4VuzkQ9VAn7Qitqfh7xz0OfHh1Hb07pW+la8reg5Q9H93X1u8otkvkowqqO6kQiCHNEO8yMWRSSXHrof3NvXt+aU45arL7/b8+y7Pbbf7baSqwVg53cmkfo0kfq0piGtqi6pgZGTlutQVBZaXZ+SU+ybnGUTm2YUm/Y4OctG3haAvXdkdHI2ISmLkJRFSMpW1FDE3cHhruFwP+Nwe3Frtv9Q9uogLehAAokVZgAAIABJREFUSchBM7XfLF3lOEbDLVbDNe4PV/J+dBYArNzISq7kI65xiq5xiq7kfa5xiq7kC/KL5OrVqwjSV8dkC40CQNWVc7QjbDrxMi4gvkR+MfA1e/bsxIQ4G2urmTNnzp+/Vln5UH5OHPKGFRDqfvCg8uzZS8xtzM+ePSfvxFu6BSDKKLSMib03mv/rGAk/qp1sZY9aAJUndso7jO0+dks070p6IsDco0q/696UdwyXHfZq+m+OKw9Ad0pDa4UJWcko9tjj2MP6xP2Buebo8shiZ83Xf2m/HvS1AdnPChb/sn3Trtv8H73SsqrDSje5r8sbjp11bm1ta21tO3Labtdxz2Wr9g32rGDtFsU3Pb3ogwkKqpoLq/uNgOJaNq2WHRFFLKTV3nOJOG/re8zS6ZDVs8PPLLOyipn0psqKisqKciaD7hIb9zI1Oio6NpSclVLYKEXNrV0qV7SiMqpR0WrZ13WFOxtIksajBSBpFIBjgLalN6WQih0OMDRdfmClcuXh5QdWI5UQYjP/YVoAXV1d/O9ma2vb+m0HpJSDtQDWbt73yRdfPxBh9twFsowCQOPR0tIS6x0wm9kHVS5e0bIYqRYbjJLykZZYz/BYJvYKv6T0Pil/VCyATXuVnjl7Hzt/67Cq+sHTNyRJ7f5jaRaAe3Dsv7fdfWv16bcUVKatPTdtg9r0Hfen79b++OijT/ViZpomLbCnHvDMv/mq7GlcrW8OI7q0xTSm8vvz+tEEi1/VjD45oTv/ksZfD65s0j3/m4bq3FPnvz186ZP9atP3G04/8Gj6jvvTNqhNW3vuLQWVt1af/vc2udwIUJWu3tWa2M7waWf6tDG8Wxs9WupfsGufsaosmstNGSWGjYW6DXkParPUK9MuZL0+JFcLwCUs/onjjd58xTdRHy/f9A9uyUmcTTvueRfOqQfn3ImzpuOe1n7xkj3NrH3pBhW5Hlj/9tGb7XbyhxcqpvvXEin1aP6/zbhtm1Hbw8DWzuybfcl/9aX8haT+5U3KG2zhG/ccr2jkRHJ/82oImTXoX77wqZVBieWoMg7NKj0yt1x1XvbBefc3rVh04Pq/D9v9+5DtO9uN3v1H692Vl7pZrn3MOyH2vwcllPI/JUXUUsbxi3cGG7Pe85CVihf/umR83NztxkuiDj7DNragls6illbtvPn03wsV//OL0vuL98z5ZcP/Fm2V665BLYAq45979HCIAQ6xmYU95CGMAsRlRZcuLkXzG/fUarlaAE/s3MrKyoqLi+2sLFcaB+6m9R0o7T5U3H2o/M2h6h7FcuSveM5nileVDx+k0+nWL+R47X3a8nPTlp97e6/L23tdP78euiULmf637kLzhC2UrrcV3bZmI/Puv/r6WsD03U7v7nnx7m5H+UUy96gXqsMPQhEESciqeh6Usfiw7ewd5vYBqQxWm9az6G93WszZaTFn51P5WgC+qhW1iVFJ2hn5rtX1lKLy19X1qeFxt/Gx6sRUg1iKcUq2XRLVKjzujrwtgBfeYVgLYN/1fbjLOJw5DrcNhzuN+/LPL/K9D/s92nB4y4LtexSd8anyi4RrAcQpirEAYi/Jb7uiunz5cl9fbyOrsaT+tKj6SO8k3/l/gWajMecrDodbsmQt8oaF9HDCwgLKSgqQHk5ifEwzpxp5w0LesJw8n70mhtvaOk1BC+CRtRtqAdj6kETfrT+0rv7Quny1c/IOY6efnfQnAqzRl7sFcNJyjUbA5mfJ1/k/NU4UTYOYA3rR+7QJu7QIO1u7WAiCtHQy7kRsvP1682DLl/2s4Nsf1y/684au4bMnVq76xq4rtpku33D/iZX7Eyv3h0/wqxR9zt18dv7Gk1V73X/Z6frdwi2DPSvYuOd415te9FHEOeXMvIrmfi+gmpVZQkctgH1GDpsNLbabme+yMt5rZ8gdBVBRjt4I4J8dFpQfHBUd+yqWmlTQIEWs1q7jF+9EZlSjKq5lX9OxGoW+PTk04SyAp+6R1aUVw7EALj+wOn5BF0GQ4xd0h+kCiL34P2QLoDk39/Tqf4LmfJ/yxx9IejpSU+MbGHrs/G0p5WAtAEkDAWQczC/dAsDHpIdGkBRPXB3ZRFomeeY2MXNtuUYAupD3OrxKaJB//wCB/hsB+J8aSW3cc9zSweOwqvohqbp295G0JwI4+RO/3K/71tqLb/1+Ytq6i9M23Zy+W3v6rvtzLr344AFhplHCbNuMbW65FwOLH0ZXvUhrfFXEUXwasvXWjd5GH6TBmxD19Ia53tZb9zepa566d+HJ4/359kvvPLow/Yjp9MMm03drT9t0c9q6i2/9fuKttRe/3C+X6QArKTe6OHFtTJ+nyVlPk7MexBffjCm6Gpl1OiRFOTDuqE/MKQ/fUx6+gVF6pfHKVPxBuVoACTlu5Di1N+R5ZnqrcHOO4vbY4w7a47b54Xa74Xa74XY8x/1lhltniFujs2zzabkeWNe8vDfL9cQ3bie2PzoanMrZbszN/7catd30aO0q0kPS/0HS/0bS1/uSBj0H/tYDJ8sbOBG8R/JGCD6hN4xSif1tjt86q2jf3DKlecl//eB+aNWnay98tU1t46nTH/6t/p9lZ7759VBHwfqeink5L+fI8ksflFieVcY4em7Q8yebuEXNX3/ozKNnT4OiDz31v+IRU1XbUFBRW1BaG5aSr/rI6bquxfn7JgbP/d75Yplcdw1qAVSaLO3RwyGGIhYAqxTx+LNLD5esOdstRb4WgKWDZ2NjY1NT0zNrC9z8izjNpBne1f/2rv6/kIZ/x3De8qXjroV+vP6oxvUrpSUl5s9c5RfJtGWnpi079fZO+7d3Pf/0SuC69N6/Mnp/e03/Tov49m6Hxc6Fayg93xoQpu2we2en7Ts75Pjsxjn7nebsd5qz/8WB2349vX1fbXn09TazWdufLDporaBkfeVRYEdn9+xtJt9uN/92m6m8bwQgp5nTKiLwsZqUXEdaRVRWkXdJFTGG8tg34nRQ9JVg4jVU8rYAbFwDBCyAa/twB3G4uzjcOdxbT976acOCP1evvHRbz+W13GdWkzYKYHQtgAsXLvQhPZSi1KxSayF1pi1jBUyPvoy7fv36KESCw+Fmz56NZvuo8nNyiIQYYtxr5A2rrKmAlEsikUjm5k+noAXAnwhQrAUwatrha7fk1l2hJwKkmP6FPhFg7jGl1XpytwBOWf2p5rNBJ2p3PacM3S+pNa91onc/IGy/G7H5dsQGSk0Yupxc7qcVvnew5ct+VvDpvD8/+U3nw8WnP1h8+qMVtz/fTf5sa8gn6+w+WWf72ZagL/YmfbbZ/9NN3l/siv58g/NnP/w92LOCrQdOdnb3ZJbSqaVcF4A/IiC7jJGU34BaAFuNnu54arrbxmjfc4ODLjrcUQC8uQBy63Nz63OjomNfxVCT8hukiNXadfTcLX5Ni2vZl+8/GcPONrE04SwAbUtvSnkd9ukAgxKa/3e/6UU1TBdAbOY/NAug3cGhYPn73csWdp1S6lTc0fX+e1Gzv3688g8NQwdp5eBw4R98iLUAsj75DMHc9jVSFoDBM38Op3X99kMjnksPJP7Ff97lfUtvcRYAb5oAwRsEtFFTQA7DATbuPmZm6yI9/z+kqn75tsGmvVIfCrjqnNlbG9TfWn1y2vrL07ZqTt+j8/auu7M1A/93J/wDA/LHFpTfXmQf8yq8GVpmHFvzPK1libqltcP/b++8w5q63geeskcYbqwLbVOptmp/raM4QEAREURl7z1EdtggBAhLprISdiAEInsEkBXCFJC9CduBiCB7Sn5/xEYqikC/idrmPp8/ePLknpx7b8g97+ee877acy9SZwYQs72Bi3gnQvsdQssNQv3vy7ifRuK/PweG0qsE0Cn6091yoRW1ohU0pDmnQXPZ/M/bfuQoCtj72HhusvRhe+fo/MLo/MIsgfCSQGh5S8geIyCfE5DPCaEDy961L84GFxTk3KnPlCafAkgsaWzr856uODOZxUnLawIQ9wXoxgcnk7Fs2BoIo133xajti1HbH6Ne0dB6w/dd/H/VcwpdOr7UpEaoFSLUCi0/EUgo3nAC/JvKd/DPx4mZeFcW5smqGkgt7/sQOYEmURBeBtQlB+rT+anHlKfP6qdsjcNiEje28MjeteSdKft+upKzIkjyI/t+jOa+UVkt8Eb7DE9/Ig92TWnojcI1XDNztwjH1Hf0lTficXUdhTWt4WnF6IIar5gsz1jMoT+ukvXSEBVAa6jMnNOHswCW62EEPyDBAzB+F5DvxEduBRAUmTAxMTE5OREeGgL4w5ReIwtokQ+0wbK61dGZZ225ZqiqoZ2GRpWVl1dXVXk+CCdfT2hPqNCeUKETDaC7FrT99sNTjxd3yodvkwljuRFCKxa0TSlot3bY8fJ52qsPGET9Ga76kq8n+28E75cI2i8RJGmJml9Y3HPFba+oz/5rPpf1o/ADI8OvJzwj8g9ccee+6nVQ5B65FUAmFlxZH1LfHh+TLl1a96CzL7etO6OpK7m1Oz2twCg2XSYuSzEhW53cCgD+sDDjEe4vBdB4U+sG4BqATRR4TvqsT9gDGycPctRV+ShfjwLQ09NbJizFY1G5/QIrKXuqsIxlqLD8bqDE39DQkAI9AQAATEycpGf+RMZGnra1NBSV5aeWpWKx2Pj4h+7uX1gBkH7lKKYAYvNaDI1NiQogLuXD/LtxmAokcUvCkLsnIn/lAiBWBMAjeMdrzqUFvK8IcIb8uQCMwiT1ERftsq/ldUW+G/ovL4ZWgW3zhCxzL9o8EiamAyBulQ1PNtr++kcFWw78zvCDOMNRTYbjBgzHDRiOGwKVO4BKbQzH9JnOegBVuoDKHUDlLqY/IQw/SuzkEdroqOCm8p3Z+SViScL67ncioL5nhJSV8FE+tqPr+fUA71swD+kIV/lYiHK83ftcAAP9o69H5udm5+dm8wtxGcUNpB0/yvj0vKwWmKQAul+MG9iT8Q71L+NrVAB/ywVAeNpSBvm7AriPzNucAiDG/8+Gx1eyCQuw9sP/9SsAC3uosrYR/1UpSYFr7Sc5CFVVhNraksPbSw5vJ9TWEqqq2k9y+EBha7TTz3uOAAA8Z2UjKoCy/QcIAEA/51bS2Xs18lr4pvI6D+orVABJeFJU/7FZAKt3IeUCeM+n3/wPEL6hBPWFk+TLpzC0cRORVPukAriPyNLzQNKIO9Gc16K9ZER7zYbuhuNWWedtllmcltnbnYq2eFdyh9RdRrSoP+ywxPSC0wYPGvr0luvP9sNnu73mOh3n20wWWxSXGvmWHv+ykA0qgp3eqe3PoB1OrxxAJ+VKe82G9pIRzXktGnEnPQ/kfUTW2ke1CQXQU2E4NVYMq+siKoDS5xPIztGg5mFI5TNz3IA5bsC0eNC0ePBscEEeRp+sCiC7CtvbAyVk/6huKgngcwWAcwF+bft0YV6x2KjcVjm3JHpXwokcAks4gQZFOCNO3tGhdlr0HoQqkSsZDgVNr0xjprRCJ6OLxuvqI0hTAN5UymyicSl1485nb7Kq+rOqBrKqBjDVA5jqgYzK/tTy3pRVxLu4VV4AtYqBuuVA3UqgCKGjkodP7j90dcch8UMHL7ZE/zCauKfD9WCiN3T1vh+luW9UWsNkE92+n4S7Zhai7hrLp+0oYOKfW9mcW9mUhqt9mF8VmJjnBE8284q8rm1p5hZJ1ksjFfK45sV8YmbKm7u073MBTD4lPLxC8AQQMwIOWND4wQPJrwDQ09PTU1OT4fAQwOk7jDop2+4Ws5umswrd+f3Pi45WZjHRkQhETEJCwqNHj1y8yZjiiOZXeZpf5emFveiFvbfcRh8pnaO94vMOYZ8f04YOF0xxB9TRXfZkFPZgvOxOvp7suea9R9R7j6jX98LOXEIOuy+77BHx2Cvitveyyx7Bu3su2uwTvHvgMpT7ijv3FXdyK4DUfOOYdLmUfKPGzqTYDIUMrGVrd2Z7T3ZDO7qjN6elO6OwyjMeQ3YFgMLinb2DcnFVBRUN3YPDQYgQiwArVGJafnldYGg0LJ2MJ+EDYovdECUiMSVyX1wBaGtrv11egsQ6RnefXclc5c5X8XQFFqzLy2+JJejIDTGcTslCjk0+LSrIKSrI4eHhd3f34OHhlpWVk5WV4+E5ERKCUFVVJ3fU/VUpgNi8FtIUAHt7eyQSGYepeP+GvEYkKoFoAP72OnkQiAz92eRvFQGeZbyvCMAto/q7DdkVAATpqBZ8Bpx8yaNIcXn5XTHLpbeLFQPp2Z2hxPg/oz2wbbhidOYlPG3DyV/XPypg332Y+RepLTo1Wy1G2ZUL2OUyObWesF4NZOa1YOa1YL0auNV8hFU0iPm0IfMvMpz7jm10VCClbjwzv1iLH6nDv1MADT2vK9vfP7cnKgDJMHfZaBeFOAcVtI16skVjI37k1fBAf//AQP/rkZGpqck3b8bWMwtgYnpBWsNkhQKY0Lf1JvfV/NfwFSoA8qGs79zc0bcaZX3nDbWzduS/fgVg5HCf+JAfZuUxJHBkEepIIBAIubmEuDgCgbAIdRwSOAKz8lijHQUFheesbAQAoBvIjtuzlwAA9ALZLCzepfZ4PTpmbueibgxZ/0F9VQsB/p72Lxc3+lck/5lcAB8E/GRRAFduqti7ByjqWa+Nka2HqLTGJxWAOzwlBF1Aex1KI2hAc9mYVsyWTtzuR70AWoMUoFnGDrtH21xLtvlXg+D1lxHNSg+7rvoV/WbpSug0ne+wm283X2jVW2yWX2wUXKo5Nl/48xR6v5uXBrNOONNtBL1qEJ20O62YLc1lYxpBA9rr0BB0gTv8M9psEwoAX2YwPlLoVoZvfDVd/HTCp3rwUniRYGiRILzoUliRdEaXRHq/RHr/meDiR5m6tRlS5FMA+bW5o40qMzH/B1KGAcQCAdA6QEgPIHkGEDUGeNCpX0c4V0wARE/sSiLQ8EFgqVVk/WENKajdG62yO1qZyC/xd8xx4ZDSWK0E88UnIsT4n1Ar8KR0M3OqZbXB7YNj7/PxVvVnVvV/6t6Mzq3PPH+sig/UKgbqlgX1qv6UcvPo7T9P3rv6+6DNTyMeP/Sbg9LFuNPj0etUAC39o7dUNyNQHENzd5zV/f7C7YMCGqdVbI/IWSk7BMflVMJTsfA0nIa9P/cpEQlVM3Lf86RCHhfgxx+UPS8JUpqFAAiB+wktSIIfB8HjXfw/YgtIdxY1SWomtwLwD0NNT0+/eTMGDw6kPavJqItglLrLffKizE1xO2tLe/u7zs7Ovr6+cDg8MTHR3v0B+XpCc0SK5qgUnaALnSCUSdht5w1fOiFXOiEonSCUThC6/brXzuveHFfd6S46MQpCGAU2nAxy/ey+DOW67MJ1yYVLyHGngD2XgAOXEOR7IcgeQcc9AvZ7Be7uE3I8cNmFW9iVWxhKbgUQl6kCSxCGJQjHpMvXtaFyS52iU6XyK1ybu1LburPaurOaOlPwA0UUUACooi7/sITkjJyC8tpcXFVRZWMerjIxOcU/Jpu8n/shnShsS0yJwhdXAJqamkvLi3Jusub1/0ciucOsBnmrzPI79xCtt8tLOjo6FOgJNzc3AADg5+fHtmBPnDjhG+glK6saFYWQkJBzd/ewsrJVVdVzdPSgfEWAD2J+SioA71A06fm/vr4+HA5/98AfnYLC4pFJGCRpQ5MxeyWJM4Fha1cEOGpmRe4+hGJKZX1/14k6a54u0DlSQ1i1lfYnm2P4wFl8JqkXwnM2PHtx/aMC1p2HmM7oA826gLajQJsRoM0Ii3oBw3kLEkCbEYbzlgx/GjL8KsW668eNjgpktcHTc4u1+BHSRICazlcrV+8/KsA2Nnd7pqC90uN9MuN8MbH+OYiqqsaRV+9mAYyMvJoYfzP6+vV6cgFMzCzcUjUkpQPsGZrQsSSjpP6X8Z9SADoWPqLSRnwi6ucuKRPhE1EXlTbSsfBZz+7rfPi/fgVAeqVAXG5YRqjk8HZi8E8gEAhxcSWHtw/LCBWIf/LBOzEXADfoSA8b+wQd3RwtbTeQ/dDhXzm37iAlAlQzclznyfnq0gF+ep3/ezWw6j2rX0nCk6Uo4JVbKlbO/kr6tmtj5uB9TVbrkwoAEoCOTik6qOxBI+FMc8mQVsyOTtTyqPXD724nMYIz2KwwnPaP2KHFW/yquWENJ6M6jttFmfjqLbdrLrSoLDTLLTaJLTWcW6o+tlDEM5t2+HXk7pt3nVmNE5gN4hjUQ+hlPGnF7WkuGdJIOB9U9oxOwX72qDahADpxem9eZoDz2xI6x/xqhy/CCjNxfhlFnmn5LimPHMXi668k95xBdf0RgM3N0K5JlySfAiisz5wt+MPX+HRUbut3F+wBViWAiKf7igi2zQTjRsLxEgJ9CuFINuE7ETcojMzjdSwehcWrJIdyRSvvilL6C8VdMPmmwmuk+P9VpUoCtmMTLSvfsW3pH02v7COSWt6bUrYWSL/I3J8PVF4ANYmCOiVB3fKgXhXQgDboqQGoTxPUJLE318F87RZW0jYwdl1BdxPdDkmt3s2rwnVKget3iaMiKoeF1W8aOgc8LPCNzzN0Df2BV1TVkuzVoVBYvFTI49zOMd/iQa/8zip/sUkHwJwzYNEFsAAFTDkCXloDilz4wOgaCigAz6DYiYmJly9fBjy4T7sLdJRfTFtT3dsd6ubmZmlpaWFhYWdnB4VCfXx8oqKirKHkVAA8EjQ8EvQXbOn47Oj47On47On47r7744Id3QU7ugu29Odt6M9bM12wZrpAxuHyTn7bHfy2O/hsdvBZ77hgtYPPahe/DRe/ze6Ldnsu2u8VdNgn6LhfCHLgkjP3JRfyKoBE3eD4y4FxAiTSCy3q2uJzSiGINLnkPKP8CrfKhrAWfGYgSsM9nBI/KaiClsS86pzShkxcXWx2tbya3u9nzkfnNFLio1eALPaNwYkjSk/HlmjG4JQRpadjSqWQuFBK9kFNTW1pefGkwR+XsnhIIDGaIhePVCMlTxr8sbS8pKm5mZKrG4UUUUtISLi7+7m7e8jKyrm73+fh4dbVNebn55eQkODhOUGBifdrB/yUVACk5//EWoBxKY9IIT8Ki/9b/F+44XVwm+DYvfC9mnc/VRFgp5jaD/obzm6zCRyibWX9jmlGnYqudFx6u0QgEGbmJzEdsMz2IN9SDXMMHzjrglHKWa8kr000vv5RAfueI4zHZViVkjicplmkY1jk0RyQKQ7IFCO/DfMNOPFvDqdpZjFfxhNyXL+JbnRUoHzHdmp2gTgLoK57ZHUO/5w87OLiwsT46MSb0Yk3o5MTE5MTbyYnxmZnpudmZ6ampsYnxsfGRt+Mja6nIsDk7MJ1Bd38umdEeocmtM3dKHA1/x38pxSAvW+cuWu4CQS2EnPXcHvfuPXsvs7If3MK4BnvoZLD2wm5ue9+pnNzSw5vf8Z76LMKgP+qFPH5PwEAeM4ClNex5AYd+WwfVkMqChgd93C1AqB8UcB3a/v/2tpy0e8X/JNC+ncBf+6KNxNnB6x4hQzxPyQALSKpag7xUda3XRtziK/Y2grgfgwG7I+mlfGjuWJGJ27HKeN4wDKJUR3GpB7Mqh0KvB3BfCeawQjF5JjPFdB6yApWmCrytllgqfH8Yv2ZpScnFiuOzOfzzKT9NIU81BDE8xMYxm6RzmKUwKQJo5fzpLtuT3PFjFbWD+yPvh+D+exRbUIBdGB1Xg+EicU3WhU/183uvggrzCj2flpr3F+t11upIRhTRzEF8OhJ3mLmCU+jCygs3isas1PM5jtwFgAxsh1DYM0gAAJ7vruTtEPW3SueQvNm47BdNxJ9d0Uq7oxS3BmluCNSQT1SfLlWmBj/j1QqpeJqNteyqpFDY+9rYhqelPLe5LLPEPuoyV3TOP7nwyWnQU8EQU3XQG3XQR23QI0SoMTT+1yVVMPSKj/bCIm2gTEx2U0mU+STtdz261XOH8/v+z8hruNCRu5hbshcO3g6G/dv6mAKmXupkMfZba89i/qh+b2QXDw8LqrER7zN6VCzw8ECDxH/CJhJUjMRcisAN3gyHo8fGhoqKSlxgTimJqKTkhIDAgKcnJysra3Nzc2tra0hEIi3t7eXl5dLEBmLAtKARGlAovS8ZvRnwfS85n8HTM8Lpuc1o//TlP5PEyZeEyZeY/L1ZNtZ021nTbeeNdnKa7z1T6NtvMY7zprtPAfedd5i9wXL7/ms9/Lb7Rd04L7kfFDYlawKICITHoSSDEAKPojlW0k8RrOoyqe6GVFRD8fVPMgp9bL20PNG5JKvJ58iOqdx994DN2WUonM3nFL0HxKLc0KUnkYVP0EWYxClp5HFFI3/UVi8iorK4tvFXTI7aK4AVrNLZsfS8ltVVVXKdIYUVHNxccvKyvHzSzg6Wp84cUJX15qfn5+Tk5Mya+8Jq7bViwIoowCItQDtoT5hqe8m+cdhKpDxie8VACohLqOYMvE/Cos/5Bi5dkWA79VtKNCNuKIOE5iSpPcRnaizT4d7p2YmF5cWgioNwNl8ZpkXjNPO6aPPOCYYxhVt5sHA+kcFu365yHhMivGMHuM5E8ZzxszXfDis+jms+oGqmWy6JcS/OawH2TRygKKeXL+JbnRUoGrkMDmzUIcfqcOP1HS+qu4Y/oBYdEp+IW41BdiSIlxZQdH7V2Lik3LKmle3sJKp2QUxWS1S4YPeoQlNMxfKfK/+BfynFMA/hHwKINzMZYCHdfVCgAEe1nAzlzXawWAwxPX/3UD25yxAAgDwggW4OQVAxNYboaBrRbIAm2jhP8JVKTVTB28VA/u1sXMLFJfXWUsBOAc9RKbjflT1ppH3pRO1YpZyZpJzZ1UP5DCJ32KfzQ4tAroVA10eAW2St9um/ewYQqg8ulT+82LZkQXcz/MFPLNZh6cSQRMxh8ZD9sT6XNliiuK0wQCN0cxacAY5T7pr1jTyvodUvZDpOOegz//jbUIBZGX6N+So/hleBy7MGVmWAAAL6klEQVQaBBcNng3Oj0ab1aRJ1qTdqkm7dSz4iWZOn2ZO3yGv4rREneet3uRTAMlldeMYvnxfqZBgt4qcKHymyQPrP0wtNM5bRJ0Fh8k5xfknkbFc1qewyEw7Gm2wPVJ+W4j00zJxQq3ATJVIY5nnw+KWTbepaepc1z2SWr6u+D+5rPchDu+PfHRH1+ruyZORh0HpPPvSftkTcQzkff53KwVNN1hSfGHb+hVA++CYiOQmx9bIwo4/ryoA9//GyvXTlv1Hje5Fyhg48Px+Xk7LzMY7OjiZ7ItCUVi8PLwqvWk4tflVcuPLh/UvEmqfo548Q1Y/ja36EFT1oBycjAtG4oq67LzCfQND0zMyS0pKMjMzkUhkUFCQh4eHg4ODlZWVmZmZkbGJjiHYHBpE1pRvBm7R+3nlmE7pMZ26zXTqNtPp20yn9f/iNtPpO8S/mU/dZj6lx3xyM3NA1okvskDP+t56sPGODs+sJetXJSQpOCBeNwSt8Sn8YzQsXG+bu8FhKWRURWvgHpa+axeXgZlNbH4bJT8XiYMiSk+jiuvjinMRpaeRODLmqvwoioqKc4vzb5ffvl1+u7y8vLy8/JbI2+W3b5eXl5eX3i4rKSlRskuAT2+U6cAa8T+FFUBsXkts3sducAUtKCwelUfpeSu7wJHs0o4rKwL05fA2wi8SKwKwCqhvlaOEAkBh8XFFHfYR1rfuHY0p8GvqrO571pXyJFAXdUo79rR65CkXlBOycDPxP2ojo4KtRwS2yCHYr3myXXXjkIRtUUv9OCqJWxRith69vNFRgaap88TMQn33SF33yJOuV6spbxp8VN6SU9b0WR6Vt5Q3DX60ERLTc4sikqqFDc+I9L2c1DB1ovAX7NuFqgDWz8qFAOthjXY+iK59oLD2kxyEZ8/+lg7w2bPPpgNs2MlFXP/PDTrCDTryggXYwcJCSge4uQB+pQWgKoBPISqtAYb4qRk5ro2zb5iE4u21FAAkAH0/BgOBpdIpBtBLuzLKuLFowtiM4zltszldcWw+1RwP6jmDmjgC61kCqg/eQyUFXppM/2khEzSX8uMM+ocp5MHJyAPjsP1DAXv13Cw4bDM4bbPZjBNYtOCMsu700q50igEQWOp6pgBANqUA/FHYBwnFdzDdfKEVfKEVlo96YCmP4WnVoek1YRlPdNM7f72P+/U+Tj2lPTq3GZHXStaigIVVSYORp3rC+dO9eJOCb8WlpH3xX1giEYVN9zHY1CJccvGTeGznP2xN08ylFj+yzvifRHxhGzyl/F5EOuQ+0sEvxh2eHITGIvOak0p7NtRO++Ab4ZvK/6T/0bnN/nFF3jGP3ELT3cMyfGPzYalViLxWylwLO3SjPLxKKuTxZ5GDV9miyT5ajc1v943Nd/CLtXAJNL7rZWjtdscSqm/lauLgZ+eD8InNj82nxLMyfxTWwN53bcBQmCs8jdyBd3Ruc3BS+RoEJZYHJZaTuxvESwNLrfKJyfMIz3QPy1iNR3imT0weLLWKMtfoo2iZOZ06febegzBk4T/9YdkAxZVIHDE/ZQey2Ddu45VN/yGKioryn9sUFRUp1p+VwTY3Nzc/Pz8/Pz+FRcAa8T+FFcDXBrt+1NORcVJFgLp7f6sI8HRshl0/ipL9CcsqvRftF5UcmoGNf5gfYQC/AYmFhGHK/kmb6x8ViN2S5+GX4eGT4uGTXBMpHn6ZazflNjoq0DRzmZheaOh5TUwHQG6m5xaFbypjG58T6X85qWp494t/5b4VqAqA8qxWAJAANMzKo4CLq3779uk/jg5LnK3fvr2Ai2uNXICQALSCrhUx/7+CggIGg8FgMAoKCv2cWwkAQEn545qGFkk1o831kGQBFHStvvjp+joRk9O2dg3UNnddG+8Q5E0Vg88oAEgAOiq56IpZEP1tJJP8PRZNGLtxAqddNpt7KbtfDWdgIye8lTWykykGzxTdyhpQfMnd1dtXqiTkVFPor7XBxzG+vE7O0sJWdtsdUthcijjtstmNE1g0YUzy9+hvx10BB0UlF63zqDatAALQJYGJZcFJ5cHJFSsVQHhWXQSmITK7MSqniQIK4D+CpplLdedwykbi9v8hHU/fCInLf/GTQIUKFSpUqFBBfU2jAk0zl/Hp+Yae1/U9IxRgZm5RSFy+uOk5kf7hSRUD+y9+Ob4VqAqA8hBX3a+Orn2gMA95rfvc3Pe5uT3ktdZ4/k/i2B/nuEFHVk494AYd2b3vYCQqNQv7RNvcbdOdtPVGqBo62Hojvvjp+jq5rqAL8YnQt/Vem6DoZEk1o88rAGhIEiIV+4u2L7N5EqtmCLsRiuNuDtCjjN2/ljO4mS28nQXZw5I8yJo1xIp5zpLazYJqYA8v2RWE2e6fxeJTCPQq5vCpYPepArqXctzNYTdCsWqGMJsn/aLlh0jFuoYkrfOoqArgm0DTzKWqY/iL3OmJN3tBcbkvfhKoUKFChQoVKqivaVRAVACNva8pw8z8oqC4HK75BZH+4UnlO7Zf/HJ8K1AVABUqm0BCUQ/6AGF4139tQuMypNSNP68AIAFoz7DUsKTCvUqe7BAMp0Uim102271yjgd1nPBWIALPmjwIzHkJxI6ylr1hLR9nLR9nLRkFFr4CYp6zJg0AEXhOeCvHgzq2e+VsdtmcFonsTtl7le6FJRV6hqWu/6ioCuCbQNPM5XH7F73Zi8l+8ZNAhQoVKlSoUEF9TaMCogJo6n1NGWbmFwXFZEtbhoj0D08q6lGivsO/A6oCoEJlE9xQ0vcNTwJDYWsTk5wno2G6LgUACUD7RGbAH+Yf1/HjcMli9y9l8yznDKjnjGgHJvQBMUPA4lHg4wnW2imW+mmW+mnW2ing4wlg8SgQMwRM6OOMaOcMqGfzLGf3L+VwyTqu4w9/mO8TmbGho6IqgG8CdWNIeevQRnMB/E9Iq+hr7R+jKgAqVKhQoULlK+HrGRWoG0PGp+db+kcpw+z8kqCYbFnLEJEBqgLYCFQFQIXKJrilahgSh7G+F7k2CVk4WS3wehUAJADtGZYanYIVNQ9iMY7iRDZui2jdEtkBTBpgy38FrBhnrZ9mbp1j7Jhn7Jhnbp1jrZ8GVoyz5b8CJg1siezYFtHKiWxkMYkWNQ+KTsFu6Pk/EaoC+CbQNHXOqx3Ir3uaVtFHyTt9xuP+8tahksbBq1JqX/wkUKFChQoVKlRQX9OoQNPU+dWbGfzz8daBMXLT82JifGr2qpRaeetQeetQZdvL3qEJqgJYP1QFQIXKJpBSN4lOKbzrH7c2iTnlctrmG1AAkAA0NCQpKrkIAksF6dxnh2ZuTcFz5g1x4F6zVU+yNM8xdC3S9r6l7X3L0LXI0jzHVj3JgXvNmTe0NQXP7poF0rkPgaVGJRdB173+fyVUBfBNYOuDcAlCZ5R3ljS/IN75SFS0vaxoe1nZ/vJx+/Dj9uHqjuHqzuGarldPul7V4kfq8CN13SP1PSMNPa8be1839Y0294229I+29o+1Doy1DYy1DxJ50/H0IzT3jRbUdFu4huhZ3/viJ4EKFSpUqFChgvqaRgW2PoiIxLznIxPj0/OrWJggMrMwMbMwSWR2YWp2YWp2cWp2cXruHTNzizPzRJZmP83o+DQcmaZnfW9geKrnxUQtfiQkuVzdBPLFL8e3AlUBUKGyCaQ1TJDpxXEZOFRmSXxWKTq77GFOeWJOeVJuxQfI61hsTAEQuY/IQqbjTP0SeLT9GE0imSPKgdh+luZxhv4FmhfLNC+WGfoXWJrHgdh+5ohyRtOowzp+pn4JyHTcOuv/fRSqAvgmQBZ23PWP0wJDFfSs5HUs5LTNZbXBMppm0hqmkmpGkqqGt1QMbirfuaGkL6God11BV0xOW0xWS1RGQ1Ra/aqUmoik6pVbKsI3lYVvKF2+oXhJQuHSdQUhcXlBcTlBMdm1uS6va+T4ILZgk7WLqVChQoUKFSr/W76eUcEHPZHVBstqgVd14/Z1BV1xeR1SH0Qk1a7cUrlyS4XUASFx+c92gPTRinrWRLTAUG9E7he/HN8KVAVAhcomkNE0k9E0k/0LOW3zlcjrWMjrWMjrWMrrWMpomv0/hq03VLUHIqoAAAAASUVORK5CYIIA&quot; width=&quot;640&quot; /&gt; &lt;br /&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://zumli-nurwansyah.blogspot.com/feeds/254621435240837807/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://zumli-nurwansyah.blogspot.com/2017/05/tugas-akhir-pertemuan-viii-fungsi.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default/254621435240837807'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default/254621435240837807'/><link rel='alternate' type='text/html' href='http://zumli-nurwansyah.blogspot.com/2017/05/tugas-akhir-pertemuan-viii-fungsi.html' title='Tugas akhir pertemuan VII (Fungsi)'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/05453974331566683822</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8994812291651323643.post-4187466626900545528</id><published>2017-05-06T13:58:00.000-07:00</published><updated>2017-05-06T13:58:02.331-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="kuliah"/><category scheme="http://www.blogger.com/atom/ns#" term="Tugas kuliah"/><title type='text'>Tugas Pendahuluan VIII (ARRAY)</title><content type='html'>&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&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&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&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&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&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&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&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&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&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&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&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&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&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&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&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 1&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 1&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 1&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 1&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 1&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 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Quote&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 1&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 1&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 1&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 1&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 1&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 1&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 1&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 1&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 2&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 2&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 2&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 2&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 2&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 2&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 2&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 2&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 2&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 2&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 2&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 2&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 2&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 2&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 3&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 3&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 3&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 3&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 3&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 3&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&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 3&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 3&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 3&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 3&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 3&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 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;
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   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:0cm 5.4pt 0cm 5.4pt;
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 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;
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 mso-bidi-font-family:&quot;Times New Roman&quot;;
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&lt;/style&gt;
&lt;![endif]--&gt;

&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;margin-left: 54pt; text-align: left; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Jelaskan yang dimaksud dengan Array!&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
Array Merupakan kumpulan elemen yang bertipe sama dalam urutan tertentu
yang menggunakan nama yang sama. Letak atau posisi dari elemen array ditunjukan
oleh index atau posisi. Dalam beberapa buku array sering juga disebut dengan
istilah Larik atau Tabel. Array termasuk dalam struktur data statis, artinya
adalah lokasi memori untuk suatu array tidak dapat ditambah atau dikurangi
selama program dijalankan.&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;2.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Sebutkan dan jelaskan jenis-jenis Array!&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: normal; margin-left: 72pt; text-align: left; text-indent: -18pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Array Satu
Dimensi &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: normal; margin-left: 72pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0.0001pt 54pt; text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Dikatakan
array satu dimensi karena banyaknya penunjuk indeks hanya satu. Sebelum
variabel array digunakan maka variabel array harus dideklarasikan terlebih
dahulu. Pendeklarasian variabel array satu dimensi sebenarnya hampir sama
dengan pendeklarasian variabel yang lain, hanya saja pendeklarasian variabel
array diikuti dengan maksimum banyaknya elemen yang dapat disimpan dalam variabel
array yang dituliskan dalam pasangan tanda siku penutup.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0.0001pt 54pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: left; text-indent: 49.65pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;2. Array Dua Dimensi&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: left; text-indent: 49.65pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-left: 49.65pt; text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Array dua dimensi sering digambarkan sebagai sebuah matrik.
Merupakan perluasan dari array satu dimensi. Jika array satu dimensi hanya
terdiri dari satu baris dan beberapa kolom, maka array dua dimensi terdiri dari
beberapa baris dan beberapa kolom.Dengan demikian array dua dimensi tersusun
dalam bentuk baris dan kolom, dimana indeks pertama menyatakan baris dan indeks
kedua menyatakan kolom.&lt;br /&gt;
Sama halnya dengan array satu dimensi sebelum digunakan juga harus
dideklarasikan terlebih dahulu.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-left: 49.65pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;margin-left: 54pt; text-align: left; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;3.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Jelaskan kelebihan menggunakan Array pada bahasa
pemograman C/C++!&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 2cm; text-align: left; text-indent: 0cm;&quot;&gt;
&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Array sangat&amp;nbsp; baik jika digunakan untuk
mengakses secara acak(random). &lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 2cm; text-align: left;&quot;&gt;
2. &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Jika berada di suatu lokasi
index sangatlah mudah untuk mencari ke index yang sama&lt;br /&gt;
3. &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Jika index array adalah nilai - nilai
tersendiri dan semuanya harus terjaga, maka&amp;nbsp; penggunaan &amp;nbsp; &amp;nbsp;&amp;nbsp; penyimpanannya sangatlah
tepat&lt;br /&gt;
4. &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Tidak mudah crash&lt;br /&gt;
5. &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Cepatnya mengeksekusi data &lt;br /&gt;
6. &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Tidak banyak memekan memory&lt;/div&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;


&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 2cm; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;4.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Buatlah contoh algoritma dan program sederhana
menggunakan Array dengan memakai flowchart!&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
Program:&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
#include &amp;lt;iostream&amp;gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
#include &amp;lt;conio.h&amp;gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
#include &amp;lt;string.h&amp;gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
using namespace std;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
int main (){&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
string d[10];&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
int a,b[10],c,e;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
cout&amp;lt;&amp;lt;&quot;input nama dan nilai mahasiswa \n&quot;;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
cout&amp;lt;&amp;lt;&quot;masukkan jumlah input mahasiswa : &quot;;cin&amp;gt;&amp;gt;e;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
for (a=0;a&amp;lt;e;a++){&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
c=a+1;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
cout&amp;lt;&amp;lt;&quot;mahasiswa &quot;&amp;lt;&amp;lt;c&amp;lt;&amp;lt;&quot;
&quot;&amp;lt;&amp;lt;&quot;NAMA : &quot;;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
cin&amp;gt;&amp;gt; d[a];&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
cout&amp;lt;&amp;lt;&quot; nilai : &quot;;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
cin&amp;gt;&amp;gt;b[a];&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
}&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
cout&amp;lt;&amp;lt;&quot;nilai mahasiswa telah diinput\n&quot;;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
for (a=0;a&amp;lt;e;a++){&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
cout&amp;lt;&amp;lt;&quot;NO : &quot;&amp;lt;&amp;lt;a+1&amp;lt;&amp;lt;&quot; NAMA :
&quot;&amp;lt;&amp;lt;d[a]&amp;lt;&amp;lt;&quot; NILAI : &quot;&amp;lt;&amp;lt;b[a]&amp;lt;&amp;lt;endl;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
}&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
}&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
Contoh Fowchart:&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
&lt;img class=&quot;CSS_LIGHTBOX_SCALED_IMAGE_IMG&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpjYU5bPJPkobWK5Ky6mtK0MGbsWGLRHrEd1X-me68V5_XO1sRqbWqey_4ZoXguBytCn8IK2Qj9MF5MyNtUqj0EYwyelWP615YTOSelEJO9L9v1CU0x4If4CrHh8n1B4nwZnW-EdUcrS3s/s1600/contoh+flowchart.jpg&quot; style=&quot;height: 247px; width: 401px;&quot; /&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
Terimakasih semoga bermamfaat. &lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://zumli-nurwansyah.blogspot.com/feeds/4187466626900545528/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://zumli-nurwansyah.blogspot.com/2017/05/tugas-pendahuluan-viii-array.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default/4187466626900545528'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default/4187466626900545528'/><link rel='alternate' type='text/html' href='http://zumli-nurwansyah.blogspot.com/2017/05/tugas-pendahuluan-viii-array.html' title='Tugas Pendahuluan VIII (ARRAY)'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/05453974331566683822</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpjYU5bPJPkobWK5Ky6mtK0MGbsWGLRHrEd1X-me68V5_XO1sRqbWqey_4ZoXguBytCn8IK2Qj9MF5MyNtUqj0EYwyelWP615YTOSelEJO9L9v1CU0x4If4CrHh8n1B4nwZnW-EdUcrS3s/s72-c/contoh+flowchart.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8994812291651323643.post-1062559388160058349</id><published>2017-05-06T13:46:00.001-07:00</published><updated>2017-05-06T13:46:52.228-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="kuliah"/><category scheme="http://www.blogger.com/atom/ns#" term="Tugas kuliah"/><title type='text'>Tugas Akhir Pertemuan VI Looping (While)</title><content type='html'>Buatlah program menampilkan bilngan fibonacci menggunakan perintah while, tampilan output sebagai berikut!&lt;br /&gt;
&lt;br /&gt;
Program:&lt;br /&gt;
&lt;br /&gt;
#include&amp;lt;iostream&amp;gt;&lt;br /&gt;using namespace std;&lt;br /&gt;int main()&lt;br /&gt;{&lt;br /&gt;int x=-1,y=1,z,a,b;&lt;br /&gt;cout &amp;lt;&amp;lt;&quot;PROGRAM MENAMPILKAN DERET FIBONACCIDENGAN FUNGSI WHILE\n&quot;&amp;lt;&amp;lt;endl;&lt;br /&gt;cout &amp;lt;&amp;lt;&quot;_____________________________________________________&quot;&amp;lt;&amp;lt;endl;&lt;br /&gt;cout &amp;lt;&amp;lt;&quot;Masukan Jumlah Deret Nilai &quot;;cin&amp;gt;&amp;gt;b;&lt;br /&gt;cout &amp;lt;&amp;lt;&quot;\n fibonacci:&quot;;&lt;br /&gt;a=1;&lt;br /&gt;while (a&amp;lt;=b)&lt;br /&gt;{&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; z=x+y;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; cout&amp;lt;&amp;lt;z&amp;lt;&amp;lt;ends;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; a++;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; x=y;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; y=z;&lt;br /&gt;}&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; cout&amp;lt;&amp;lt;&quot;....\n&quot;;&lt;br /&gt;}&lt;br /&gt;
&lt;br /&gt;
Output:&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;359&quot; 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&quot; width=&quot;640&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://zumli-nurwansyah.blogspot.com/feeds/1062559388160058349/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://zumli-nurwansyah.blogspot.com/2017/05/tugas-akhir-pertemuan-vi-looping-while.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default/1062559388160058349'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default/1062559388160058349'/><link rel='alternate' type='text/html' href='http://zumli-nurwansyah.blogspot.com/2017/05/tugas-akhir-pertemuan-vi-looping-while.html' title='Tugas Akhir Pertemuan VI Looping (While)'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/05453974331566683822</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8994812291651323643.post-2064535425022110933</id><published>2017-05-06T13:36:00.002-07:00</published><updated>2017-05-06T13:36:55.977-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="kuliah"/><category scheme="http://www.blogger.com/atom/ns#" term="Tugas kuliah"/><title type='text'>Tugas Pendahuluan VII (Fungsi)</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;

&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;mso-list: l1 level1 lfo1; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Jelaskan yang dimaksud dengan rekursi pada
fungsi pada bahasa pemograman C/C++!&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
Rekursi adalah suatu proses yang memanggil
dirinya sendiri yang biasanya dilakukan oleh fungsi atau prosedur pada
pemrograman prosedural, seperti contohnya bahasa pemrograman C, atau metode
pada pemrograman berorientasi objek seperti C++ atau Java.&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: l1 level1 lfo1; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;2.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Sebutkan dan jelaskan perintah-perintah
pendukung fungsi&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;Fungsi yang void sering disebut juga prosedur.
Disebut void karena fungsi tersebut tidak mengembalikan suatu nilai keluaran
yang didapat dari hasil proses fungsi tersebut.

&lt;/li&gt;
&lt;/ul&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Fungsi non-void disebut juga function. Disebut
non-void karena mengembalikan nilai kembalian yang berasal dari keluaran hasil
proses function tersebut .&lt;/li&gt;
&lt;/ul&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 42.55pt; mso-add-space: auto; text-indent: -7.1pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;mso-list: l1 level1 lfo1; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;3.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Jelaskan kelebihan menggunakan fungsi pada
bahasa pemograman C/C++&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Memudahkan&amp;nbsp;&amp;nbsp;&amp;nbsp; dalam&amp;nbsp;&amp;nbsp;
mengembangkan&amp;nbsp; program.&amp;nbsp;&amp;nbsp; Karena suatu Program&amp;nbsp; dapat&amp;nbsp;
dibagi&amp;nbsp; menjadi beberapa sub-sub program yang lebih&amp;nbsp; kecil, yang mana
dalam hal ini pengembangan bagian program lebih difokuskan pada sub-sub yang
memerlukan pengembangan saja. Tidak perlu mencari dalam seluruh bagian program.&lt;/li&gt;
&lt;/ul&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Menghemat&amp;nbsp;&amp;nbsp;&amp;nbsp;
ukuran&amp;nbsp;&amp;nbsp;&amp;nbsp; program,&amp;nbsp;&amp;nbsp;&amp;nbsp; karena&amp;nbsp;
beberapa&amp;nbsp;&amp;nbsp;&amp;nbsp; perintah&amp;nbsp; yang&amp;nbsp; sama dan dijalankan
beberapa kali dalam program dapatdijadikan&amp;nbsp; satu kali&amp;nbsp; saja&amp;nbsp;
dalam&amp;nbsp; suatu&amp;nbsp; function, yang mana kemudian&amp;nbsp; function&amp;nbsp;
tersebut&amp;nbsp; dapat&amp;nbsp; dipanggil berulang kali.&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;mso-list: l1 level1 lfo1; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;4.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Buatlah contoh algoritma dan program sederhana
menggunakan fungsi dengan memakai flowchart&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
Program:&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
#include&amp;lt;iostream&amp;gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
using namespace std;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
int a;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
int prima(int n){&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
int i;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
for (i=2;i&amp;lt;n;i++){&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;if(n%i==0)&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;{
a++;}&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
}&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
return (a);&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
}&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
void main(){&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;int
N, cek;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;cout&amp;lt;&amp;lt;&quot;masukan bilangan prima:&quot;;
cin&amp;gt;&amp;gt;N;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;cek=prima(N);&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;if(cek==0){&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;cout&amp;lt;&amp;lt;&quot;Bilangan &quot;&amp;lt;&amp;lt;N&amp;lt;&amp;lt;&quot; merupakan
bilangan prima&quot;&amp;lt;&amp;lt;endl;}&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;else
{cout&amp;lt;&amp;lt;&quot;Bilangan &quot;&amp;lt;&amp;lt;N&amp;lt;&amp;lt;&quot; bukan merupakan
bilangan prima&quot;&amp;lt;&amp;lt;endl;}&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;system(&quot;pause&quot;);&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
}&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
Contoh Flowchart:&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;img class=&quot;CSS_LIGHTBOX_SCALED_IMAGE_IMG&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpjYU5bPJPkobWK5Ky6mtK0MGbsWGLRHrEd1X-me68V5_XO1sRqbWqey_4ZoXguBytCn8IK2Qj9MF5MyNtUqj0EYwyelWP615YTOSelEJO9L9v1CU0x4If4CrHh8n1B4nwZnW-EdUcrS3s/s1600/contoh+flowchart.jpg&quot; /&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
Terimakasih semoga bermamfaat. &lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
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  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
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  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
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   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
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   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
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&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&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&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 2&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 2&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 2&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 3&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 3&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
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&lt;![endif]--&gt;</content><link rel='replies' type='application/atom+xml' href='http://zumli-nurwansyah.blogspot.com/feeds/2064535425022110933/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://zumli-nurwansyah.blogspot.com/2017/05/tugas-pendahuluan-vii-fungsi.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default/2064535425022110933'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default/2064535425022110933'/><link rel='alternate' type='text/html' href='http://zumli-nurwansyah.blogspot.com/2017/05/tugas-pendahuluan-vii-fungsi.html' title='Tugas Pendahuluan VII (Fungsi)'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/05453974331566683822</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpjYU5bPJPkobWK5Ky6mtK0MGbsWGLRHrEd1X-me68V5_XO1sRqbWqey_4ZoXguBytCn8IK2Qj9MF5MyNtUqj0EYwyelWP615YTOSelEJO9L9v1CU0x4If4CrHh8n1B4nwZnW-EdUcrS3s/s72-c/contoh+flowchart.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8994812291651323643.post-4230525547823999665</id><published>2017-04-05T10:04:00.000-07:00</published><updated>2017-04-05T12:04:48.033-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Komputer"/><category scheme="http://www.blogger.com/atom/ns#" term="Linux"/><title type='text'>Cara Menyembunyikan File didalam File (steganography)</title><content type='html'>&lt;b&gt;Assalammu&#39;alaikum... wr.wb...&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;marquee b=&quot;&quot; behavior=&quot;alternate&quot; bgcolor=&quot;#0099FF&quot; gt=&quot;&quot;&gt;***&lt;/marquee&gt;&lt;br /&gt;
Alhamdulillah, akhirnya saya bisa posting juga...hehe. Oke bicara tentang &lt;i&gt;steganography&lt;/i&gt;, apa itu steganography?, mengutip dari &lt;a href=&quot;http://wikipedia.com/&quot;&gt;Wikipedia.org&lt;/a&gt;: &quot;&lt;i&gt;Steganografi adalah seni dan ilmu menulis pesan
 tersembunyi atau menyembunyikan pesan dengan suatu cara sehingga selain
 si pengirim dan si penerima, tidak ada seorangpun yang mengetahui atau 
menyadari bahwa ada suatu pesan rahasia&lt;/i&gt;&quot;. Tetapi pada postingan kali ini bukan pesan yang akan di sembunyikan, tetapi yang akan di sembunyikan adalah sebuah/banyak file ke dalam sebuah file.&lt;br /&gt;
&lt;marquee b=&quot;&quot; behavior=&quot;alternate&quot; bgcolor=&quot;#0099FF&quot; gt=&quot;&quot;&gt;***&lt;/marquee&gt;&lt;br /&gt;
Baiklah kita mulai saja, berhubung saya menggunakan OS GNU/Linux, maka saya akan menggunakan Terminal dalam pengoperasiannya.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Step 1:&lt;/b&gt; Buat sebuah folder (terserah anda). Saya membuat folder &quot;Hidden&quot;&lt;br /&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/AVvXsEiBzdiPQdEOPExIAj2LBv9DETiBXZUL0wFrw6I4GMdzTWRkEFIPOg9c-KcsLthtlyl9QJOu2per3tfnty5G9V1tsKghIMxslLzMwn9VtmxRHLl2gba5Tt_kXRxcxG-gE0HUypp_-OwWitI5/s1600/1.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;257&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBzdiPQdEOPExIAj2LBv9DETiBXZUL0wFrw6I4GMdzTWRkEFIPOg9c-KcsLthtlyl9QJOu2per3tfnty5G9V1tsKghIMxslLzMwn9VtmxRHLl2gba5Tt_kXRxcxG-gE0HUypp_-OwWitI5/s400/1.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Step 2:&lt;/b&gt; Masukkan sebuah file (gambar/Music)&amp;nbsp; kedalam folder tersebut.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Step 3: &lt;/b&gt;Kemudian buat folder lagi (saya membuat folder &quot;H1&quot;) ke dalam folder yang tadi (&quot;Hidden&quot;)&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&amp;nbsp; &lt;/div&gt;
&lt;b&gt;Step 4:&lt;/b&gt; Dan buat folder lagi (saya membuat folder &quot;H2&quot;) kedalam folder &quot;H1&quot;. &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Step 5:&lt;/b&gt; Kemudian masukkan File yg Ingin Disebunyikan (saya akan menyembunyikan file teks dan gambar) kedalam folder &quot;H2&quot;.&lt;br /&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/AVvXsEj_s-dSmqIpRzIEiQwSC1NfxDVr7dPyRUfj8y0EAvmEep7W68FpIsaePDYppegF94-i9cZbt_0A4d9pQHE5-NylhBfNabLN_HzBKX34FQDlFVVFEN63g0D9_At7AdGxLk-95ert5PO9uXwW/s1600/oo.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;287&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_s-dSmqIpRzIEiQwSC1NfxDVr7dPyRUfj8y0EAvmEep7W68FpIsaePDYppegF94-i9cZbt_0A4d9pQHE5-NylhBfNabLN_HzBKX34FQDlFVVFEN63g0D9_At7AdGxLk-95ert5PO9uXwW/s400/oo.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&amp;nbsp;&lt;b&gt;Step 6:&lt;/b&gt; Kemudian jadikan folder &quot;H1&quot; menjadi archive .zip&lt;br /&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/AVvXsEjtaFvjj9ohTBt2Ut0zzxMmrxLuUdxhVoHFk1y0AIo1NYGmQBhPS9VZtz81msLqP0aRUMI6n0EXtNUVoX5v3gLjNTMUpI7U4YenbDVYe6h_xm2ihhl6LEvLXOqzGeeaXx8skCjjr5xNqEdD/s1600/2017-04-05-234404_1366x768_scrot.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;291&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtaFvjj9ohTBt2Ut0zzxMmrxLuUdxhVoHFk1y0AIo1NYGmQBhPS9VZtz81msLqP0aRUMI6n0EXtNUVoX5v3gLjNTMUpI7U4YenbDVYe6h_xm2ihhl6LEvLXOqzGeeaXx8skCjjr5xNqEdD/s400/2017-04-05-234404_1366x768_scrot.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;b&gt;Step 7:&lt;/b&gt; Jalankan perintah pada terminal &lt;span style=&quot;background-color: #cccccc;&quot;&gt;&quot;cat [file-yg-ingin-ditampilkan] [objek-file-yg-ingin-disembunyikan] &amp;gt;&amp;gt; [output-sesuai-jenis-file-yg-ingin-ditampilan]&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: #cccccc;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: #cccccc;&quot;&gt;##Contoh:&amp;nbsp; &quot;cat bomb.ogg H1.zip &amp;gt;&amp;gt; bomb-out.ogg&quot;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: #cccccc;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;Sehingga file output akan terlihat (bomb-out.ogg).&lt;/span&gt;&lt;/span&gt;&lt;br /&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/AVvXsEjMpUXFcrnKYz5ZEq6w3hcKRHba2yZlP2VCLwi7OUxdT4qo2acnHkOgO2oDqgjMhDpBAXDFoqdv1IrW8qQjg7xfln_GGmk-xcGcwssUfVlXDzopPqy1DGl3jJiQYZ1aaeNzttZ8XwbRh4EQ/s1600/2017-04-05-234750_1366x768_scrot.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;311&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMpUXFcrnKYz5ZEq6w3hcKRHba2yZlP2VCLwi7OUxdT4qo2acnHkOgO2oDqgjMhDpBAXDFoqdv1IrW8qQjg7xfln_GGmk-xcGcwssUfVlXDzopPqy1DGl3jJiQYZ1aaeNzttZ8XwbRh4EQ/s400/2017-04-05-234750_1366x768_scrot.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt; &lt;/div&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
Oke, proses penyembunyian file sudah selesai, silahkan di check, apakah file output tersebut corrupt atau tidak. Jika corrupt, maka proses berarti gagal.&lt;br /&gt;
Lalu bagaimana cara mengeluarkan file yg disembunyikan?&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;/span&gt;
&lt;u&gt;Oke caranya sangat mudah, yaitu:&lt;/u&gt;&lt;br /&gt;
- buka terminal dan extract menggunakan perintah &lt;span style=&quot;background-color: #cccccc;&quot;&gt;&quot; unzip -file-output&quot;&lt;/span&gt;&lt;br /&gt;
#contoh:&amp;nbsp;&lt;span style=&quot;background-color: #eeeeee;&quot;&gt; &lt;span style=&quot;background-color: #cccccc;&quot;&gt;&quot;unzip bomb-out.ogg&quot;&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; (sebelumnya pindahkan file output ke folder lain, agar tidak menimpa file yg ada).&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;/span&gt;
Ya itulah Step-by-step bagaimana cara menyembunyikan file kedalam sebuah file tanpa menggunakan software khusus.&lt;br /&gt;
Terima kasih untuk yang sudah menyimak :)&lt;br /&gt;
&lt;marquee b=&quot;&quot; behavior=&quot;alternate&quot; bgcolor=&quot;#0099FF&quot; gt=&quot;&quot;&gt;***&lt;/marquee&gt;&lt;br /&gt;
Wassalammu&#39;alaikum... wr.wb&lt;br /&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;/span&gt;&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://zumli-nurwansyah.blogspot.com/feeds/4230525547823999665/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://zumli-nurwansyah.blogspot.com/2017/04/cara-menyembunyikan-file-didalam-file.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default/4230525547823999665'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default/4230525547823999665'/><link rel='alternate' type='text/html' href='http://zumli-nurwansyah.blogspot.com/2017/04/cara-menyembunyikan-file-didalam-file.html' title='Cara Menyembunyikan File didalam File (steganography)'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBzdiPQdEOPExIAj2LBv9DETiBXZUL0wFrw6I4GMdzTWRkEFIPOg9c-KcsLthtlyl9QJOu2per3tfnty5G9V1tsKghIMxslLzMwn9VtmxRHLl2gba5Tt_kXRxcxG-gE0HUypp_-OwWitI5/s72-c/1.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8994812291651323643.post-2002281170068221193</id><published>2017-04-05T01:49:00.001-07:00</published><updated>2017-04-05T01:49:25.470-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="kuliah"/><category scheme="http://www.blogger.com/atom/ns#" term="Tugas kuliah"/><title type='text'>Program mengkoversi nilai mata uang ke jumlah pecahan C++</title><content type='html'>Program:&lt;br /&gt;
&lt;br /&gt;
#include &amp;lt;stdio.h&amp;gt;&lt;br /&gt;#include &amp;lt;conio.h&amp;gt;&lt;br /&gt;&lt;br /&gt;main(){&lt;br /&gt;&lt;br /&gt;long int uang,temp,data[7]={100000,50000,20000,10000,5000,2000,1000};&lt;br /&gt;int i,jml;&lt;br /&gt;&lt;br /&gt;printf(&quot;\nMenghitung Pecahan Uang &quot;);&lt;br /&gt;printf(&quot;\n========================&quot;);&lt;br /&gt;printf(&quot;\n========================&quot;);&lt;br /&gt;printf(&quot;\n========================&quot;);&lt;br /&gt;printf(&quot;\nMasukan Jumlah Uang : &quot;);scanf(&quot;%li&quot;,&amp;amp;uang);&lt;br /&gt;&lt;br /&gt;temp=uang;&lt;br /&gt;printf(&quot;\nOutput Pecahan Uang : &quot;);&lt;br /&gt;for(i=0;i&amp;lt;=6;i++){&lt;br /&gt;jml = temp / data[i];&lt;br /&gt;temp = temp - (data[i]*jml);&lt;br /&gt;&lt;br /&gt;printf(&quot;\n%d) %li : %d&quot;,i,data[i],jml);&lt;br /&gt;}&lt;br /&gt;&lt;br /&gt;getch();&lt;br /&gt;
&lt;br /&gt;}&lt;br /&gt;
&lt;br /&gt;
Output:&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;359&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;640&quot; /&gt;</content><link rel='replies' type='application/atom+xml' href='http://zumli-nurwansyah.blogspot.com/feeds/2002281170068221193/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://zumli-nurwansyah.blogspot.com/2017/04/program-mengkoversi-nilai-mata-uang-ke.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default/2002281170068221193'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default/2002281170068221193'/><link rel='alternate' type='text/html' href='http://zumli-nurwansyah.blogspot.com/2017/04/program-mengkoversi-nilai-mata-uang-ke.html' title='Program mengkoversi nilai mata uang ke jumlah pecahan C++'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/05453974331566683822</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8994812291651323643.post-977549073805616026</id><published>2017-04-05T01:46:00.000-07:00</published><updated>2017-04-05T01:46:19.938-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="kuliah"/><category scheme="http://www.blogger.com/atom/ns#" term="Tugas kuliah"/><title type='text'>Program menghitung nilai faktorial bilangan buat</title><content type='html'>Program:&lt;br /&gt;
&lt;br /&gt;
#include &amp;lt;iostream&amp;gt;&amp;nbsp; &lt;br /&gt;using namespace std; &lt;br /&gt;&lt;br /&gt;int factorial (int a){ &lt;br /&gt;if (a&amp;gt;0){ &lt;br /&gt;cout &amp;lt;&amp;lt; a &amp;lt;&amp;lt; &quot; &quot;; &lt;br /&gt;return (a*factorial(a-1)); &lt;br /&gt;&amp;nbsp;}&lt;br /&gt;else &lt;br /&gt;return 1; &lt;br /&gt;}&lt;br /&gt;int main() &lt;br /&gt;{&lt;br /&gt;int a; &lt;br /&gt;int factorial(int a);&amp;nbsp; &lt;br /&gt;cout&amp;lt;&amp;lt;&quot;Masukkan nilai Faktorial Bilangan Bulat : &quot;;&amp;nbsp; &lt;br /&gt;cin&amp;gt;&amp;gt;a; &lt;br /&gt;cout&amp;lt;&amp;lt;endl;&amp;nbsp; &lt;br /&gt;cout &amp;lt;&amp;lt;&quot;\n\nRekursif -&amp;gt; Hasil perkalian semua nilai dari &quot;&amp;lt;&amp;lt;a&amp;lt;&amp;lt;&quot;! = &quot;&amp;lt;&amp;lt;factorial (a);&lt;br /&gt;return 0; &lt;br /&gt;}&lt;br /&gt;&lt;br /&gt;Output:&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;359&quot; 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&quot; width=&quot;640&quot; /&gt;</content><link rel='replies' type='application/atom+xml' href='http://zumli-nurwansyah.blogspot.com/feeds/977549073805616026/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://zumli-nurwansyah.blogspot.com/2017/04/program-menghitung-nilai-faktorial.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default/977549073805616026'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default/977549073805616026'/><link rel='alternate' type='text/html' href='http://zumli-nurwansyah.blogspot.com/2017/04/program-menghitung-nilai-faktorial.html' title='Program menghitung nilai faktorial bilangan buat'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/05453974331566683822</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8994812291651323643.post-817852674114922151</id><published>2017-04-02T07:05:00.001-07:00</published><updated>2017-04-02T07:05:29.740-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="kuliah"/><category scheme="http://www.blogger.com/atom/ns#" term="Tugas kuliah"/><title type='text'>Tugas Akhir Pertemuan Ke V Looping (FOR)</title><content type='html'>Program:&lt;br /&gt;
&lt;br /&gt;
#include &amp;lt;iostream&amp;gt;&lt;br /&gt;using namespace std;&lt;br /&gt;int main()&lt;br /&gt;{&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; int a,b,f=0, f2=1, fib;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; cout&amp;lt;&amp;lt;&quot;Input Deret Yang Ditampilkan : &quot;;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; cin&amp;gt;&amp;gt;b;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; cout&amp;lt;&amp;lt;endl&amp;lt;&amp;lt;&quot;Deret Fibonacci : &quot;&amp;lt;&amp;lt;f;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; for(a=1;a&amp;lt;=b-2;a++)&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; {&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; cout&amp;lt;&amp;lt;&quot; &quot;&amp;lt;&amp;lt;f2;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; fib=f+f2;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; f=f2;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; f2=fib;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; }&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; cout&amp;lt;&amp;lt;&quot; &quot;&amp;lt;&amp;lt;fib&amp;lt;&amp;lt;endl;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; return 0;&lt;br /&gt;}&lt;br /&gt;
&lt;br /&gt;
Output dengan 12 angka deret fibonacci:&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;359&quot; 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&quot; width=&quot;640&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
</content><link rel='replies' type='application/atom+xml' href='http://zumli-nurwansyah.blogspot.com/feeds/817852674114922151/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://zumli-nurwansyah.blogspot.com/2017/04/tugas-akhir-pertemuan-ke-v-looping-for.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default/817852674114922151'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default/817852674114922151'/><link rel='alternate' type='text/html' href='http://zumli-nurwansyah.blogspot.com/2017/04/tugas-akhir-pertemuan-ke-v-looping-for.html' title='Tugas Akhir Pertemuan Ke V Looping (FOR)'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/05453974331566683822</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8994812291651323643.post-233007882773348400</id><published>2017-04-02T06:45:00.000-07:00</published><updated>2017-04-02T06:45:27.877-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="kuliah"/><category scheme="http://www.blogger.com/atom/ns#" term="Tugas kuliah"/><title type='text'>Tugas Pendahuluan VI Tentang Looping (WHILE)</title><content type='html'>1. Mengapa anda sebagai programmer
harus menggunakan perintah while dan do..while dalam program!

&lt;ul&gt;
&lt;li&gt;Karna untuk melakukan perintah secara berulang
kita tidak perlu menulis program secara berulang tetapi tetap bisa menggunakan
perintah perulangan&lt;/li&gt;
&lt;/ul&gt;
2. Jelaskan kelebihan dan kekurangan perintah while dan do..while!



&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt; while adalah terletak dari kondisi yang
diperiksa. Pada perintah while, kondisi yang diperiksa terletak di awal
perulangan, sehingga sebelum masuk ke dalam perulangan while kondisi harus
bernilai benar. &lt;span style=&quot;mso-bidi-font-family: Calibri;&quot;&gt;pada perintah while
pengecekan dilakukan pada awal blok.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt; perintah do...while, kondisi diperiksa di akhir
perulangan. Ini berarti bahwa paling sedikit sebuah perulangan akan dilakukan
oleh perintah do...while, karena untuk masuk ke perulangan tidak ada kondisi
yang harus dipenuhi. &lt;span style=&quot;mso-bidi-font-family: Calibri;&quot;&gt;sedangkan
perintah do-while melakukan pengecekan pada akhir blok.&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
3. Buatlah
contoh algoritma dan program sederhana menggunakan perintah do..while dengan
menggunakan&amp;nbsp; flowchart!&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:RelyOnVML/&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;br /&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
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   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:0cm 5.4pt 0cm 5.4pt;
	mso-para-margin-top:0cm;
	mso-para-margin-right:0cm;
	mso-para-margin-bottom:10.0pt;
	mso-para-margin-left:0cm;
	line-height:115%;
	mso-pagination:widow-orphan;
	font-size:11.0pt;
	font-family:&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-bidi-font-family:&quot;Times New Roman&quot;;
	mso-bidi-theme-font:minor-bidi;}
&lt;/style&gt;
&lt;![endif]--&gt;

&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;#include &amp;lt;stdio.h&amp;gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 18.0pt; text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;int main ()&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 18.0pt; text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;{&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 18.0pt; text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;int angka = 0;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 18.0pt; text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;do {&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 18.0pt; text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;printf(&quot;%d\n&quot;, angka);&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 18.0pt; text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;angka ++;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 18.0pt; text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;} while(angka &amp;lt;= 10);&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 18.0pt; text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;return 0;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 18.0pt; text-indent: 14.2pt;&quot;&gt;
}&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:RelyOnVML/&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;br /&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&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&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&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&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&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&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&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&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&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&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&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&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&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&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&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 1&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 1&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 1&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 1&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 1&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 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Quote&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 1&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 1&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 1&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 1&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 1&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 1&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 1&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 1&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 2&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 2&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 2&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 2&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 2&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 2&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 2&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 2&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 2&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 2&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 2&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 2&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 2&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 2&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 3&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 3&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 3&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 3&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 3&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 3&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 3&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 3&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 3&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 3&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 3&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 3&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 3&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 3&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 4&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 4&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 4&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 4&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 4&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 4&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 4&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 4&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 4&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 4&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 4&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 4&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 4&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 4&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 5&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 5&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 5&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 5&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 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:0cm 5.4pt 0cm 5.4pt;
	mso-para-margin-top:0cm;
	mso-para-margin-right:0cm;
	mso-para-margin-bottom:10.0pt;
	mso-para-margin-left:0cm;
	line-height:115%;
	mso-pagination:widow-orphan;
	font-size:11.0pt;
	font-family:&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-bidi-font-family:&quot;Times New Roman&quot;;
	mso-bidi-theme-font:minor-bidi;}
&lt;/style&gt;
&lt;![endif]--&gt;4. Buatlah
contoh algoritma dan program sederhana menggunakan perintah while dengan
menggunakan flowchart!&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 35.45pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 35.45pt;&quot;&gt;
#include &amp;lt;stdio.h&amp;gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 35.45pt;&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;int main ()&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 35.45pt;&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;{&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 35.45pt;&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;int angka = 0;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 35.45pt;&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;while(angka&amp;lt;=10) {&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 35.45pt;&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;printf(&quot;%d\n&quot;, angka);&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 35.45pt;&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;angka ++;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 35.45pt;&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;};&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 35.45pt;&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;return 0;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 35.45pt;&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;}&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 35.45pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 35.45pt;&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;Flowchart:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 35.45pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 35.45pt;&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt; &lt;img alt=&quot;&quot; height=&quot;267&quot; 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PwB0yUkdgDzqhMaD1cYPhK5EfPUy1OCae/tnAj8AdMlJHYA8qoTGYD1/rVvfjc38Zb7jXZsQ+AGgT07qAORRITSGE3X9DfOhuT/7V/9HBwMCPwB0yUkdgDyExnYZOwDokpM6AHkIje0ydgDQJSd1APIQGttl7ACgS07qAOQhNLbL2AFAl5zUAchDaGyXsQOALjmpA5CH0NguYwcAXXJSByAPobFdxg4AuuSkDkAeLyZqt4hYBg4AuuSkDkAe08AvOh6fUQOAjjmpA5BNMD0KkIdlvACgb07qAOQ0lyElyeMwRgBwJ5zXAchsOU8KllUYFAC4Q07tAOQXGS85lNpHDQCQmbM7AKXUDrDEqn2kAABFOMcDUFbtMMus2ocGAFCWkz0AN1I73vKs9rEAANyCUz4AFdQOvHen9oADABVYAQDAOvkZAGiOJQsArBP4AYDmWLIAwDqBHwBojiULAKwT+AGA5liyAMA6gR8AaI4lCwCsE/gBgOZYsgDAOoEfAGiOJQsArBP4AYDmWLIAwDqBHwBojiULAKwT+AGA5liyAMA6gR8AaI4lCwCsE/gBgOZYsgDAOoEfAGiOJQsArBP4AYDmWLIAwDqBHwBojiULAKwT+AGA5liyAMA6gR8AaI4lCwCsE/gBgOZYsgDAOoEfAGiOJQsArBP4AYDmWLIAwDqBHwBojiULAKwT+AGA5liyAMA6gR8AaI4lCwCsE/gBgOZYsgDAOoEfAGiOJQsArBP4AYDmWLIAwDqBHwBojiULAKwT+AGA5liyAMA6gR8AaI4lCwCsE/gBgOZYsgBAFJkfAGiL9QoARBH4AYC2WK8AQBSBHwBoi/UKAEQR+AGAtlivAEAUgR8AaIv1CgBEEfgBgLZYrwBAFIEfAGiL9QoARBH4AYC2WK8AQBSBHwBoi/UKAEQR+AGAtlivAEAUgR8AaIv1CgBEEfgBgLZYrwBAFIEfAGiL9QoARBH4AYC2WK8AQBSBHwBoi/UKAEQR+AGAtlivAEAUgR8AaIv1CgBEEfgBgLZYrwBAFIEfAGiL9QoARBH4AYC2WK8AQBSBHwBoi/UKAEQR+AGAtlivAEAUgR8AaIv1CgBEEfgBgLZYrwBAFIEfAGiL9QoARBH4AYC2WK8AQBSBHwBoi/UKAEQR+AGAtlivAEAUgR8AaIv1CgBEEfgBgLZYrwBAFIEfAGiL9QoAxJL2AYCGWLIAAABAhwR+ADJ7QXdqH1MAwB5O4QBkVjuckl/tYwoA2MMpHIDMaodT8qt9TAEAeziFA5BZ7XBKfrWPKQBgD6dwADKrHU7Jr/YxBQDs4RQOQGayYgcMIgB0wCkcgMxkxQ4YRADogFM4AJnJih0wiADQAadwADKTFTtgEAGgA07hAGQmK3bAIAJAB5zCAchMVuyAQQSADjiFA5CZrNgBgwgAHXAKByAzWbEDBhEAOuAUDkBmGbLi51/83V//7q+iHm9+vfu1//RVQkv++18+X3/1r/8p/NE/+03it/7dX/39F/+b+HGLBH4A6IBTOACZpWfF//3X/47NvZPovvW1f/ev74JtmAvPq6n7dDqdTl/9bPtrN7X8OsPv+bhlAj8AdMApHIDMkrPiu3/5+/mIG94Gv+y3p7z2yW/ezDwn9ObTMoHrl18l8+sGXIf2xZYv2PlxKwR+AOiAUzgAmaVmxXAsfy7dD+69P27Up7z2dDqFt9kHVwRmrwUEnxAq+x884aq4YK3lYbs/bo3ADwAdcAoHILPErBiubB9spAdD+3n7et9rn5NwIM+vXg4Y7JyPQnvwHgGDjxhuua+2PCDh41YJ/ADQAadwADJLy4qrle3BJ8yX3Me+NmqPffl6wfhfQwn88pzr/fbwj/CXI3rCx60T+AGgA07hAGSWlBVXU3fwCec70q2+NrSBf7mb3Wq1/9oFhVBoH4fwr379m69+PY3xwYat1PMnfFwEgR8AOuAUDkBmKVmxZD1/cBf9aXs/HLmvfxW/fM+/hT+qt/b3/8J/EWBTPf+Wj4sh8ANAB5zCAcgsISuu1OQvRvrF167l+ajIvbwPv5DA//qqlGAi4o/qTd9h/8dFEfgBoANO4QBktj8rLtbkhzP5JdauBuCFMD/z2tFP6FcaMHPFYfk9T6e56wirr937cXEEfgDogFM4AJntzorhDfy4NBv92sAP42deO3pmeB/+6kf+cdE95jpC1D32dn1cJIEfADrgFA5AZnuzYtSW9XhzfvG1P/vNzD9dvcPM526q51952vXjqth+8c4CqzZ/XCyBHwA64BQOQGY7s2LEX8Xb+dpQKh7se8f8Sby4iwJPwsX/wTy/+IcDIm34uGgCPwB0wCkcgMz2ZcXV+/Pvfm3wX59r5mO27pfvz386nZ5S97AUf/5XBis3C4yp59/3cfEEfgDogFM4AJntyoor9+dPee3CX/I7naL22GP/OsB0Zz54peD5aTvq+VM+bgOBHwA64BQOQGZ7smLkL+T3vHYlVK/s/8++Q+D3AsGd+en7rxQXLOfzlI/bQuAHgA44hQOQ2Y6sGP4Velw9/8prV0P1yi/8w1cELk8Y/muwHmHSvOerGDvq+VM+bhOBHwA64BQOQGbbs2LMbfN2vnb9UkKoDP75o5f/dTWBj68mDMv199yfP+HjthH4AaADTuEAZLY5K6bcqX7lteHLAaNd9MBFgfMVgUDan0To6wYslgZcv3bft979cRsJ/ADQAadwADLbmhV336l+/bXhu+tP98Zn/ureQl3AWhtWXxv1qtA77Pu4rQR+AOiAUzgAmW3LihF/8W7/a2cC/8zVhHA5QOgCQfJrZxo2/xh1SEpTowj8ANABp3AAMpMVO2AQAaADTuEAZCYrdsAgAkAHnMIByExW7IBBBIAOOIUDkJms2AGDCAAdcAoHIDNZsQMGEQA64BQOQGayYgcMIgB0wCkcgMxkxQ4YRADogFM4AJnJih0wiADQAadwADKTFTtgEAGgA07hAGT2gu7UPqYAgD2cwgHIrHY4Jb/axxQAsIdTOACZ1Q6n5Ff7mAIA9nAKByCz2uGU/GofUwDAHk7hAGRWO5ySX+1jCgDYwykcADaQhAGAVlipAMAGAj8A0AorFQDYQOAHAFphpQIAGwj8AEArrFQAYAOBHwBohZUKAGwg8AMArbBSAYANBH4AoBVWKgCwjcwPADTBMgUAthH4AYAmWKYAwDYCPwDQBMsUANhG4AcAmmCZAgDbCPwAQBMsUwBgG4EfAGiCZQoAbCPwAwBNsEwBgG0EfgCgCZYpALCNwA8ANMEyBQC2EfgBgCZYpgDANgI/ANAEyxQA2EbgBwCaYJkCANsI/HAD/hcDSGcOBYBtBH4o6kVI7UYBNMnsCQDbyCFQSDDq+98NYDfzJgBsJoFAXqtR3/90ADuYMQFgM/EDctkU9f1/B7CJuRIANhM8IF1MpBf7AVKYJQFgM5EDUmyN8WI/wD7mRwDYTNiAfVKiu9gPsJWZEQA2EzNgq1xxXewHiGdOBIDNBAyIVyKii/0AMcyGALCZaAExSsdysR9gmXkQADYTKmDZLaO42A8wxwwIAJuJEzCnVvwW+wGmzH0AsJkgAVNHiNyrbfA/LHBXTHkAsJn8AENHy9hiP8CZyQ4ANpMc4HT4XH3w5gHcgGkOADaTGbhzDWXphpoKkJ0JDgA2kxa4W43m50abDZDI1AYAm8kJ3KEOMnMHXwFgE5MaAOwhIXA/+svJnX0dgDmmMwDYQzzgHvQX9Yc6/moAZyYyANhDMKBv9xOG7+ebAnfIFAYAe4gE9Oo+A/B9fmugeyYvANhDGKA/Qq8eADpj2gKAPcQAeiLoDukNoBsmLADYQwCgD8LtHD0DdMBUBcARffmDH3nc4FF7nKlJoI2hl4CmmaQAqK967vW4PGofC9yIELuJ7gIaZYYCoJrq4dZj+VH7AKEg2XUHnQY0xwwFwK1Vz7Eemx61jxeKkFp303VAQ8xQANxO9ezqkfKoffiQk8iaQu8BrTBDAXALsuUxGZe7JbKm0HtAK8xQABQnSTbEYN0JkTWF3gNaYYYCoCy5sVEyf99E1hR6D2iFGQqAgsTF1hnBXomsKfQe0AozFAAFCYp9kPn7I7Km0HtAK8xQAJQiIvbEaHZGZE2h94BWmKEAKEU+7IwB7YnImkLvAa0wQwFQinzYGQPaE5E1hd4DWmGGAqAU+bAzBrQnImsKvQe0wgwFQCnyYWcMaE9E1hR6D2iFGQqAUuTDzhjQnoisKfQe0AozFAClyIedMaA9EVlT6D2gFWYoAEqRDztjQHsisqbQe0ArzFAAlCIfdsaA9kRkTaH3gFaYoQAoRT7sjAHtya7I+p8//bcf/3Dy+OkX4+c9/M8/LD7n83/+1Y9/+G8//uGvfvkw856hx89fffHzlef86pcPpduwv/cAKjBDAVCKfNgZA9qTjZH1KhL/zf98Pg7/v/vPwZOfsnQoh59Op9M3v/ybSwJfzfCDD331u0D8ngT7cyYv1YZdvQdQjRkKgFLkw84Y0J5siKyjPPyY7UeJ+h/++Zun5z9l6WlOPnuK6D9/dTo9fPP5wzeP/zrJ86M9+ck+/Lklk4/76Rfl2rC99wCqMkMBUIp82BkD2pPYyDre/X6saZ/G70swnmy5D64FnE7PVwquigICbzj4rGBLnt42FPhLtWFr7wHUZoYCoJTUfPjlh6ff/sXg8d7p2+sn/PG953/9/S/GL//2F4//9Mc/rL1z6M2nzxm+z+v4F06ekOqz0+/fC3zf0x9Ov59p7Ujg6y8+//I6gb8jcZF1ZlP9tLCFvqWWfmhaV3+dxsd7709vGyrpL9WGjb0HUJ8ZCoBS0vLhZ5NQ+uH1E67z7ezlgA9D//H6DV+H3uH1/Kdf/unLHc1OcLmEMf3o4T8tfOgo6n953YeBiwjXrxb4OxITWRf2yWdvibelln5oaz3/09uGLkmUasO23gM4AjMUAKUk5cOrZB4KseOIO9qjfoqyrz8b/5fpu11i8POTJ7n98Z8ubzKzb7/a7H3Ge/KX9xx9qb+YfJH5tr3+LPDywCWMQSsE/o5ERNZJlh7sk0+y8eO1gBvX8wfv2Fe6nj+u9wAOwQwFQCn78+E0zE/3n6fReviES0J+TLCTAD9MttPAHy7Lv7zJTIaPafZWgSsIT+0M/tNcbg9fMpgE/sXCfoG/J6uRdbqHP9gnn7sWkK2WfrQnH6znH7ewcBs29R7AQZihAChlbz6c2bW+Ss7B5wx23V8vxtpRCH89ybqvJ8+/hPnZAB/T7C3GvykY5flBCcM4+U+vR0yudzx+2bn/Hibw92Qtsk5i83CffC4bZ6ulH+3JT/fe5yN9qTZs6j2AozBDAVDKznw4t3E9TM7BvfRpjp3bCb/aAP/D6ds/XNfnT3+HP9ld39Hs4K3yAl9h5qvNbd1PLzRMWzi+dvB0ZWT5xoQTAn85L2qbtGhTPf9jeA4W2Afec7WWfrQnP3d//pBSbVgcr/knAlRmhgKglD358JLkX/9iKccup+urev7td9FbTubBHfuYZi/s2A+jeLBMIBz1rz969pmTHrh8hbkLAXMdUzXwV4nB92Pc3Qv75JN/egrPk6KAUah+yu0ba+nXSvSvFGrDytG48EyAusxQAJSyPR9eNqs/nL9t3uBpv5/G/vdO317X80/Te6AG/joqryTz6fWCmGZP6whCgpULizfSW6/nny1w2Hwp5DKUVRIpRY0He35TfXYLfa2W/rEuYBLXV2rp1972SqE2TKz0HsBhmKEAKGVz4F/emb9Um19S8R8/C+yHX0rig3eh/+3kb9GN970X6/mD2+CRzY6xcIu+sNV6/umXfUr1wUshi6T9jo0Hexz4L4Xx49L3563yySb51S763Nb6Wi392i33l5udpw1TK70HcBhmKABK2Rj4n6LyOXgv/NW9x1T83unb1TvVBzexz5vtMzeoj/ml/Zfbmx1Vz7/lKsPZaj3/9AmzPzFYqec/Cfxdm4z2dQZ+CsCj+B2M09Pd9edXjX85n7eev1AbAtZ6D+AozFAAlH7GIwkAAAsWSURBVLIt8L++jp2zgX9wd/rg04b72Atxd/xP588N3c9/mtUD9/NfbPZsI6dtm6k+mH7u2Wo9/+xt+RZ+MbEyoFXiaPdWOz+71QZcZ/vp37ef7rRPb+y/nqJz1vMXasOu3gM4CDMUAKVsCPzx++qX8Py4lT2TkM/xdfq2lw3wUVRe2J+fFhFcsvHmcoDIjpt729EmfMT9+ceNf3qHuf++3K6qv+Hf3o8siere6f351vLwJDzPbKqfTbbWRxv4O6J49jYEOTiBVpihACglOvCv/mx+kJwfk+pgKztY1T+6OjCOtTP1/MEYHNif/3BzszcLvfloh3/9/vxzJQA7bzTgz/L1RGRNofeAVpihACglNh9eQumXof94lWav6/nPprn3+S/njYL9XOH9fD3/6RTK3te3D1hv9l5X7zbZhF+t559+0/M3Gr0wopj/TODviciaQu8BrTBDAVBKVD789hfh2Lm82R68bV5wv3qUeIN38lu5TWDoVwN/3NLsFJdWPV/FOIVbNZfbr+5B8OH49wJbrkcI/D0RWVPoPaAVZigASonKh3O708Hk/Hrmya+XM/binfB+O3cj/cH7zN5jP67Z6c5/VmBo4fYEU8FfPWz6e4HnzxT4OyKyptB7QCvMUACUIh92xoD2RGRNofeAVpihAChFPuyMAe2JyJpC7wGtMEMBUIp82BkD2hORNYXeA1phhgKgFPmwMwa0JyJrCr0HtMIMBUAp8mFnDGhPRNYUeg9ohRkKgFLkw84Y0J6IrCn0HtAKMxQApciHnTGgPRFZU+g9oBVmKABKkQ87Y0B7IrKm0HtAK8xQAJQiH3bGgPZEZE2h94BWmKEAKEU+7IwB7YnImkLvAa0wQwFQinzYGQPaE5E1hd4DWmGGAqAU+bAzBrQnImsKvQe0wgwFQCnyYWcMaE9E1hR6D2iFGQqAUkb5UERsndHsiciaQu8BrTBDAVCKwN8To9kZkTWF3gNaYYYCoKBpShQUmxMcROPYuhcTtVvUDF0HNMQMBUBZ4mK75sbO8HVgmlpl11U6DWiOGQqAshZCo+h4TIbsHsxlVwk2SHcBjTJDAVDcaoCUJKszRndoOcTKsWd6CWiaSQqAG4mPlB7HfNQ+gihCoJ2jZ4AOmKoAuKnqqdVj36P2gUNZwu2Q3gC6YcICoILq8dUj8lH7SOGmBF09AHTGtAVATdUDrUfwUfu4oKb7DL33+a2B7pm8ADiQ6kH3nh+1B59juZ8AfD/fFLhDpjAAAML6DsN9fzuAk8APAMCy/oJxf98IIMh0BgDAuj5Cch/fAiCSSQ0AgFirgfmwmbnRZgOkMLUBALBNW7G/oaYC5GWCAwBgj4PH/oM3D+AGTHMAAOx3wFx9wCYBVGGyAwAg1UEy9kGaAXAQpjwAAPKomLdFfYApEx8AAJndMnuL+gBzTH8AABRROoeL+gDLTIIAABRUIpPL+QAxzIYAABSXK6KL+gDxzIkAANxISlwX9QG2MjMCAHBTkdF99WmiPsAy8yMAABXE53lRH2AfsyQAANWI+gDlmCsBAKhM1AcowYwJAMAhiPoAeZk3AQA4EFEfIBezJwAAhyPwA6QzewIAcDgCP0A6sycAAIcj8AOkM3sCAHA4Aj9AOrMnAACHI/ADpDN7AgBwOAI/QDqzJwAAhyPwA6QzewIAcDgCP0A6sycAAIcj8AOkM3sCAHA4Aj9AOrMnAACHI/ADpDN7AgBwOAI/QDqzJwAAhyPwA6QzewJwUC+4udpjDs8cnADpzJ4AHEKVfMuq2scF98uhCJDO7AlANVUSLLvVPl64Lw4/gHRmTwAqqJJXyaX24cNdcNQBpDN7AnA7VdIphdQ+muic4w0gndkTgBsRKY/PGHEcjjSAdGZPAIqTG9tl7KjFYQaQzuwJQHGyYgdkfm7MMQaQzuwJQFkiYmcMKLfhAANIZ/YEoCDJsFeGldIcYADpzJ4AFCQWdszIUpQDDCCd2ROAgizZO2ZwKcoBBpDO7AlAQZbsHTO4FOUAA0hn9gSgIEv2jhlcinKAAaQzewJQkCV7xwwupTnGABKZOgEoyHq9YwaX0hxjAIlMnQAUZL3eMYNLaY4xgESmTgAKsl7vmMGlNMcYQCJTJwAFNbFe//6TD778wY82Pb7+5OHy8u8+Gv3rB+/eLHzaq7ehN9nWho9eFeyOaE0MLk1zjAEkMnUCUFAL6/WHd+9vS/vXkf45wAcvB4y9/Dj0JjvaUD/2tzC4tM0xBpDI1AlAQQ2s1998+nU4UX/8XczLnwP84PH+p9/PPP25HGD4nPU2BC4rVM/8DQwujXOMASQydQJQ0PHX67O19HFZelLPv1zVv7Gef9iG4JWFlZ8PlHX8waV1jjGARKZOAAo6/Hp9tpb+7cuYl89svM9V9W+s579qw0wVwNLPBwo7/ODSPMcYQCJTJwAFHX29XqKef76qf289/+LT6lX1H31waZ9jDCCRqROAgg6+Xp8pyE+s55+7ZBCu549tw9zFBYGffjnGABKZOgEo6Njr9dmC/MR6/vCbhOv5Y9uQeK+BEo49uPTAMQaQyNQJQEGHXq/P7ZnP32M/6uUzUTxczz/7JuMCgblCAL/hp2OOMYBEpk4ACjryej0xQi/W809D+7Z6/kkbEosRijjy4NIHxxhAIlMnAAUdeL2+UpC/Vjkf9fLnNL6tnn/yx/ZmCwH8WT565hgDSGTqBKCg467XVwvylzfSn1/+8duFrf6nywTb6vknvymYrSaI/PVBGccdXHrhGANIZOoEoKDDrtfT6vkf3r0/iPTrf5yvVD1/xR/wnw48uHTDMQaQyNQJQEFHXa9H19IHvfn066ud/4Xy/g/evemznv903MGlH44xgESmTgAKOuh6Pe3+/IO/kPd4W76FG/h9/clDl/X8p8MOLh1xjAEkMnUCUNAx1+s56/nPlqr6P/g69P5N35//7JiDS08cYwCJTJ0AFHTI9Xreev7l9xw+wn+lb7kNg2qCY23vnw46uHTFMQaQyNQJQEFHXK/nruc/nU5X2/5zj+Ef9ottw+zbVt/ePx1zcOmLYwwgkakTgIIOuF7PX89/Op0WtuJDET22DXPXBa4/upYDDi6dcYwBJDJ1AlDQ8dbrJer5x/+UqZ5/5mkHKOY/O97g0hvHGEAiUycABR1uvV6knv9ssap/ez3/TMnA9HOrOdzg0h3HGEAiUycABR1tvV6onv9soap/az3/8dP+6XiDS38cYwCJTJ0AFHSw9Xqxev7JExLq+WcqBY7xu/2hgw0uqV4cXu0eAmiPqROAgo61Xp+rpV95PEbxxXr+s4isvqcNx9rYvzjW4E7cKoRyU7UPK4DGmDcBKOhQi/W5WvqVx+NP61fq+c+Cpfgx9fyrPwQ4oCp5jztX+6gHaIx5E4CCLNY7ViXvcedqH/UAjTFvAlCQxXrHquQ97lntQx6gPaZOAAqyXu9YlchHObUPKADyM7kDUJBE0bEqoTRe7e4BgPqcDgEoSAbrmMEFgINzegagIJmwYwYXAA7O6RmAghRad8zIAsDBOT0DUJbM3x+/mQeAJjg9A1BWMBzKh40ymgDQEGdoAIqbS4myYiuMIAC0yEkagFtYTozS49HEj5chA4DDcpIG4EY2ZUiaUPuYAgCWOFUDcFO1Iyp51D6OAIB1TtgA1FE7sbJT7QMHAIjltA1AZbUDLFFqHyYAwGbO3wAcSO1Uy7PaxwIAkMrpHAAAADok8AMAAECHBH4AAADokMAPAAAAHRL4AQAAoEMCPwAAAHRI4AcAAIAOCfwAAADQIYEfAAAAOvT/1KFcbzoDdh4AAAAASUVORK5CYIIA&quot; width=&quot;640&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 35.45pt;&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraph&quot; style=&quot;text-indent: 35.45pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraph&quot; style=&quot;text-indent: 35.45pt;&quot;&gt;
Output:&lt;/div&gt;
&lt;div class=&quot;MsoListParagraph&quot; style=&quot;text-indent: 35.45pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraph&quot; style=&quot;text-indent: 35.45pt;&quot;&gt;
&lt;img alt=&quot;&quot; height=&quot;320&quot; 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&lt;![endif]--&gt;</content><link rel='replies' type='application/atom+xml' href='http://zumli-nurwansyah.blogspot.com/feeds/233007882773348400/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://zumli-nurwansyah.blogspot.com/2017/04/tugas-pendahuluan-vi-tentang-looping.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default/233007882773348400'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default/233007882773348400'/><link rel='alternate' type='text/html' href='http://zumli-nurwansyah.blogspot.com/2017/04/tugas-pendahuluan-vi-tentang-looping.html' title='Tugas Pendahuluan VI Tentang Looping (WHILE)'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/05453974331566683822</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8994812291651323643.post-930483486718474508</id><published>2017-03-26T07:26:00.001-07:00</published><updated>2017-03-26T07:26:46.274-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="kuliah"/><category scheme="http://www.blogger.com/atom/ns#" term="Tugas kuliah"/><title type='text'>Tugas Akhir Pertemuan IV Tentang Decison (SWITCH</title><content type='html'>&lt;img alt=&quot;&quot; height=&quot;359&quot; 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&quot; width=&quot;640&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
Program:&lt;br /&gt;
&lt;br /&gt;
#include&amp;lt;iostream&amp;gt;&lt;br /&gt;using namespace std;&lt;br /&gt;int main()&lt;br /&gt;{&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;int kode;&lt;br /&gt;cout&amp;lt;&amp;lt;&quot;Jumlah/Kode Pembelian :\n&quot;;&lt;br /&gt;cout&amp;lt;&amp;lt;&quot;1.Pembelian Rp.100,000 - 200,000&quot;&amp;lt;&amp;lt;endl;&lt;br /&gt;cout&amp;lt;&amp;lt;&quot;2.Pembelian Rp.200,000 - 300,000&quot;&amp;lt;&amp;lt;endl;&lt;br /&gt;cout&amp;lt;&amp;lt;&quot;3.Pembelian Rp.300,000 - 400,000&quot;&amp;lt;&amp;lt;endl;&lt;br /&gt;cout&amp;lt;&amp;lt;&quot;4.Pembelian Rp.400,000 - 500,000&quot;&amp;lt;&amp;lt;endl;&lt;br /&gt;cout&amp;lt;&amp;lt;&quot;5.Pembelian diatas Rp.500,000&quot;&amp;lt;&amp;lt;endl;&lt;br /&gt;cout&amp;lt;&amp;lt;(&quot;Masukan Kode Pembelian (1-5):&quot;);&lt;br /&gt;cin&amp;gt;&amp;gt;kode;&lt;br /&gt;switch(kode)&lt;br /&gt;{&lt;br /&gt;case 1:&lt;br /&gt;cout&amp;lt;&amp;lt;&quot;Bonusnya adalah :discount 5%&quot;;break;&lt;br /&gt;case 2:&lt;br /&gt;cout&amp;lt;&amp;lt;&quot;Bonusnya adalah :Tiket ke Yogyakarta&quot;;break;&lt;br /&gt;case 3:&lt;br /&gt;cout&amp;lt;&amp;lt;&quot;Bonusnya adalah :Tiket ke Bali&quot;;break;&lt;br /&gt;case 4:&lt;br /&gt;cout&amp;lt;&amp;lt;&quot;Bonusnya adalah :Jam Tangan Rolex&quot;;break;&lt;br /&gt;case 5:&lt;br /&gt;cout&amp;lt;&amp;lt;&quot;Bonusnya adalah :Tiket ke Switzerland&quot;;break;&lt;br /&gt;default:&lt;br /&gt;cout&amp;lt;&amp;lt;&quot;maaf, kode pembelian anda salah&quot;;&lt;br /&gt;}&lt;br /&gt;}&lt;br /&gt;
&lt;br /&gt;
Input bisa liat digambar terimakasih :) </content><link rel='replies' type='application/atom+xml' href='http://zumli-nurwansyah.blogspot.com/feeds/930483486718474508/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://zumli-nurwansyah.blogspot.com/2017/03/tugas-akhir-pertemuan-iv-tentang.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default/930483486718474508'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default/930483486718474508'/><link rel='alternate' type='text/html' href='http://zumli-nurwansyah.blogspot.com/2017/03/tugas-akhir-pertemuan-iv-tentang.html' title='Tugas Akhir Pertemuan IV Tentang Decison (SWITCH'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/05453974331566683822</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8994812291651323643.post-8447821979320513262</id><published>2017-03-26T07:22:00.001-07:00</published><updated>2017-03-26T07:56:32.135-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="kuliah"/><category scheme="http://www.blogger.com/atom/ns#" term="Tugas kuliah"/><title type='text'>Tugas Pendahuluan V tentang LOOPING (FOR) Soal dan Pembahasan</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
&lt;ol&gt;
&lt;/ol&gt;
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&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-left: 14.2pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0cm; text-indent: -14.2pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;background: white; font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Jelaskan kelebihan dan kekurangan perintah-perintah
perulangan (looping) pada bahasa C/C++!&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-left: 14.2pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0cm; text-indent: -14.2pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 14.2pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;background: white; font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Kelebihan Looping &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-left: 14.2pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;background: white; font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;Kita tidak perlu
susah-susah menulis statement di dalam program hanya untuk mengerjakan &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;fungsi yang sama. Mempersingkat waktu&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-left: 14.2pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 14.2pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Kekurangan&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-left: 14.2pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Hanya dapat menyelesaikan masalah yang
sama dengan pola yang sama . Tidak perlu &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;lagi &amp;nbsp;&amp;nbsp;menulis program output satu
persatu&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-left: 14.2pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;line-height: 150%; margin-left: 14.2pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0cm; text-indent: -14.75pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;2.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Mengapa anda sebagai programmer
harus menggunakan perintah for dalam program! &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin-left: 14.2pt; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin-left: 14.2pt; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Lopping/perulangan (FOR) ini sangat
dibutuhkan bagi seorang programmer Karena&amp;nbsp; &lt;span style=&quot;background: white;&quot;&gt;Mengulang
suatu proses merupakan tindakan yang banyak dijumpai dalam pemrograman. Lebih
ekonomis dan hemat waktu. Bisa dibayangkan jika ada programmer membuat program
perulangan menulis “world” sampai 10x dan jika tidak menggunakan looping ini
programmer harus menulis sampai 10x&amp;nbsp; , dan bagaimana jika ada tugas
perulangan 50x atau 100x .maka itu programmer sangat butuh yang namanya
struktur looping ini.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;


&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin-left: 14.2pt; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;line-height: 150%; margin-left: 14.2pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0cm; text-indent: -14.2pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;3.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;background: white; font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Jelaskan perbedaan operator aritmatika i++ dan ++i!&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;line-height: 150%; margin-left: 14.2pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0cm; text-indent: -14.2pt;&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; text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;i++ = variabel akan &lt;b&gt;DICETAK&lt;/b&gt;
terlebih dahulu kemudian &lt;b&gt;DITAMBAHKAN&lt;/b&gt;. &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&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; text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;++i = variabel akan &lt;b&gt;DITAMBAHKAN&lt;/b&gt;
terlebih dahulu kemudian &lt;b&gt;DICETAK&lt;/b&gt;.&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; text-indent: 14.2pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Contoh kode untuk
testing:&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;int i = 5;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;System.out.println(&quot;i = &quot; +
i);&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;System.out.println(&quot;i++ = &quot; +
i++);&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;System.out.println(&quot;++i = &quot; +
++i);&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Maka output seharusnya adalah: &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;5, 5, 7&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 14.2pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-left: 14.2pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -14.2pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;4.&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 7.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Buatlah
contoh menampilkan dan program sederhana menggunakan perintah for dengan
memakai Flowchart!&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-left: 14.2pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -14.2pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Program:&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;#include &amp;lt;stdio.h&amp;gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;#include &amp;lt;conio.h&amp;gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;main()&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;{&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;/* Menampilkan bilangan ganjil dan
genap tanpa penyeleksian */&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;int i;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;printf(&quot;Bilangan Ganjil \n&quot;);&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;for (i=1;i&amp;lt;20;i+=2)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;printf(&quot;%3d&quot;, i);&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;printf(&quot;\n&quot;);&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 14.2pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;printf(&quot;Bilangan Genap \n&quot;);&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;for (i=2;i&amp;lt;=20;i+=2)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;printf(&quot;%3d&quot;, i);&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;printf(&quot;\n&quot;);&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;getch();&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 14.2pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;}&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 14.2pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-indent: 14.2pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&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&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&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&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&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&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&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&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&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&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&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&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&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&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&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 1&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 1&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 1&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 1&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 1&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 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Quote&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 1&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 1&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 1&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 1&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 1&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 1&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 1&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 1&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 2&quot;/&gt;
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&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
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 mso-ascii-theme-font:minor-latin;
 mso-hansi-font-family:Calibri;
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&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Output: &lt;/span&gt;&lt;/div&gt;
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&quot; width=&quot;640&quot; /&gt; &lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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Flowchart&lt;/div&gt;
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&quot; width=&quot;640&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&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&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&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&quot;/&gt;
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&lt;![endif]--&gt;</content><link rel='replies' type='application/atom+xml' href='http://zumli-nurwansyah.blogspot.com/feeds/8447821979320513262/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://zumli-nurwansyah.blogspot.com/2017/03/tugas-pendahuluan-v-tentang-looping-for.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default/8447821979320513262'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default/8447821979320513262'/><link rel='alternate' type='text/html' href='http://zumli-nurwansyah.blogspot.com/2017/03/tugas-pendahuluan-v-tentang-looping-for.html' title='Tugas Pendahuluan V tentang LOOPING (FOR) Soal dan Pembahasan'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/05453974331566683822</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8994812291651323643.post-8241318181602385716</id><published>2017-03-19T04:32:00.001-07:00</published><updated>2017-03-19T04:32:49.786-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="kuliah"/><category scheme="http://www.blogger.com/atom/ns#" term="Tugas kuliah"/><title type='text'>Tugas pendahuluan algoritma IV tentang switch c++</title><content type='html'>&lt;div style=&quot;text-align: left;&quot;&gt;
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&lt;/xml&gt;&lt;![endif]--&gt;&lt;/div&gt;
&lt;i&gt;&amp;nbsp;Tugas Pendahuluan IV &lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;1.Jelaskan kelebihan perintah switch
dibandingkan peritah IF!&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;switch&lt;/i&gt; lebih digunakan
untuk memilih berdasar banyak pilihan, dimana dari masing-masing pilihan akan
menghasilkan pernyataan atau aksi yang berlainan sesuai pilihan yang dilakukan.
Pernyataan &lt;i&gt;switch&lt;/i&gt; juga sering bermanfaat apabila kita ingin menuliskan
percabangan multi arah. Pernyataan &lt;i&gt;switch&lt;/i&gt; akan mencari nilai ekspresi
yang sesuai dengan nilai-nilai yang didaftarkan pada pernyataan &lt;i&gt;case&lt;/i&gt;.&lt;span class=&quot;ya-q-full-text&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span class=&quot;ya-q-full-text&quot;&gt;swich
digunakan untuk menggantikan fungsi if yang berurutan atau if dalam if yang
banyak. Jadi daripada kebanyakan menuliskan if dalam if maka lebih mudah
menggunakan swicth-case. Keunggulannya lebih mudah penulisannya dan
meminimalkan kesalahan.&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&amp;nbsp;2. Mengapa anda sebagai programmer harus
menggunakan perintah switch dalam program!

&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: left; text-indent: -0.55pt;&quot;&gt;
Kerena penggunaan
dari perintah switch sangat mudah dan juga sebagia alternative keputusan untuk memilih
salah satu pernyataan. Perintah switch sangat cocok untuk memilih dengan banyak
pilihan dimana masing-masing pilihan akan menghasilkan satu pernyataan sesuai
perintah case.&lt;/div&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;


&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: left; text-indent: -36pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;3. Sebutkan dan jelaskan perintah-perintah
pendukung switch!

&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Perintah: CASE&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: left;&quot;&gt;
Contoh: case1 januari maka 1adalah kode
januari&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: left;&quot;&gt;
Penjelasan: case adalah pernyataan yang
dirancangan khusus untuk menangani pengambilan keputusan yang melibatkan
sejumlah atau banyak alternatif penyelesaian. Pernyataan switch - case ini
memiliki kegunaan sama seperti if – else bertingkat, tetapi penggunaannya untuk
memeriksa data yang bertipe karakter atau integer.&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;2.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Perintah: BREAK&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
Penjelasan: Break digunakan untuk keluar dari perulangan. Break juga
berfungsi untuk menuju akhir dari statement switch.&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: left; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;/span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 4. Buatlah contoh algoritma dan program sederhana
menggunakan perintah switch dengan memakai&amp;nbsp; flowchart! &amp;nbsp; &lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: left; text-indent: -18pt;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: left; text-indent: -18pt;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Program:&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: left; text-indent: -18pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: left; text-indent: -18pt;&quot;&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp; #include&amp;lt;stdio.h&amp;gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: left;&quot;&gt;
&amp;nbsp;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: left;&quot;&gt;
int main()&lt;br /&gt;{&lt;br /&gt;&amp;nbsp; &lt;br /&gt;&amp;nbsp;&amp;nbsp; int pilihan;&lt;br /&gt;&amp;nbsp; &lt;br /&gt;&amp;nbsp;&amp;nbsp; printf(&quot;Daftar ojek online : \n&quot;);&lt;br /&gt;&amp;nbsp;&amp;nbsp; printf(&quot;1.Gojek\n&quot;);&lt;br /&gt;&amp;nbsp;&amp;nbsp; printf(&quot;2.Grabbike\n&quot;);&lt;br /&gt;&amp;nbsp;&amp;nbsp; printf(&quot;3.Uber\n&quot;);&lt;br /&gt;&amp;nbsp;&amp;nbsp; printf(&quot;Masukan pilihan anda dengan mengetik angka (1/2/3) : &quot;);&lt;br /&gt;&amp;nbsp;&amp;nbsp; scanf(&quot;%d&quot;,&amp;amp;pilihan);&lt;br /&gt;&amp;nbsp; &lt;br /&gt;&amp;nbsp;&amp;nbsp; switch(pilihan)&lt;br /&gt;&amp;nbsp;&amp;nbsp; {&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; case 1 : printf(&quot;Gojek sudah di pesan harap menunggu beberapa menit\n&quot;);break;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; case 2 : printf(&quot;Grabbike sudah di pesan harap menunggu beberapa menit\n&quot;);break;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; case 3 : printf(&quot;Uber sudah di pesan harap menunggu beberapa menit\n&quot;);break;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; default : printf(&quot;Pilihan yang anda masukan tidak tersedia\n&quot;);break;&lt;br /&gt;&amp;nbsp;&amp;nbsp; }&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp; return 0;&lt;br /&gt;}&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: left;&quot;&gt;
Output:&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: left;&quot;&gt;
&lt;img alt=&quot;&quot; height=&quot;318&quot; 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&quot; width=&quot;640&quot; /&gt; &lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: left;&quot;&gt;
Flowchart dibuat seperti contoh seperti ini:&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: left;&quot;&gt;
&amp;nbsp;&lt;img class=&quot;absimg&quot; height=&quot;640&quot; src=&quot;https://html2-f.scribdassets.com/1qw2jxz3cw47gsty/images/3-4b23b196e0.jpg&quot; style=&quot;clip: rect(1px, 642px, 828px, 1px); display: block; left: 128px; top: 109px;&quot; width=&quot;494&quot; /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: left;&quot;&gt;
&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://zumli-nurwansyah.blogspot.com/feeds/8241318181602385716/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://zumli-nurwansyah.blogspot.com/2017/03/tugas-pendahuluan-algoritma-iv-tentang.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default/8241318181602385716'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default/8241318181602385716'/><link rel='alternate' type='text/html' href='http://zumli-nurwansyah.blogspot.com/2017/03/tugas-pendahuluan-algoritma-iv-tentang.html' title='Tugas pendahuluan algoritma IV tentang switch c++'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/05453974331566683822</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8994812291651323643.post-84826151245664511</id><published>2017-03-11T23:39:00.001-08:00</published><updated>2017-03-11T23:39:26.357-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="kuliah"/><category scheme="http://www.blogger.com/atom/ns#" term="Tugas kuliah"/><title type='text'>Tugas akhir pertemuan ke 3 algoritma pratikum menentukan hari</title><content type='html'>&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;359&quot; 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&quot; width=&quot;640&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;i&gt;&lt;b&gt;Program input yang dimasukkan adalah sebagai berikut&lt;/b&gt;&lt;/i&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;i&gt;&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; #include&amp;lt;stdio.h&amp;gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; #include&amp;lt;string.h&amp;gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; #include&amp;lt;conio.h&amp;gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; main ()&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; {&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; long int kode;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; char hari[10];&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; printf(&quot;Masukan kode hari [1-7] : &quot;); scanf(&quot;%ld&quot;, &amp;amp;kode);&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; if (kode==1)&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; {strcpy (hari, &quot;Senin&quot;);}&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; else if (kode==2)&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; {strcpy (hari, &quot;Selasa&quot;);}&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; else if (kode==3)&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; {strcpy (hari, &quot;Rabu&quot;);}&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; else if (kode==4)&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; {strcpy (hari, &quot;Kamis&quot;);}&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; else if (kode==5)&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; {strcpy (hari, &quot;Jumat&quot;);}&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; else if (kode==6)&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; {strcpy (hari, &quot;Sabtu&quot;);}&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; else if (kode==7)&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; {strcpy (hari, &quot;Minggu&quot;);}&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; printf(&quot;\nkode yang dimasukan adalah %ld\n&quot;, kode); &lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; printf(&quot; Yaitu hari : %s\n\n&quot;, hari);&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; }&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;i&gt;&lt;b&gt;Output yang dihasilkan sebagai berikut&lt;/b&gt;&lt;/i&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;i&gt;&lt;b&gt;&lt;img alt=&quot;&quot; height=&quot;321&quot; 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&quot; width=&quot;640&quot; /&gt; &lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/i&gt;</content><link rel='replies' type='application/atom+xml' href='http://zumli-nurwansyah.blogspot.com/feeds/84826151245664511/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://zumli-nurwansyah.blogspot.com/2017/03/tugas-akhir-pertemuan-ke-3-algoritma.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default/84826151245664511'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8994812291651323643/posts/default/84826151245664511'/><link rel='alternate' type='text/html' href='http://zumli-nurwansyah.blogspot.com/2017/03/tugas-akhir-pertemuan-ke-3-algoritma.html' title='Tugas akhir pertemuan ke 3 algoritma pratikum menentukan hari'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/05453974331566683822</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8994812291651323643.post-3736731760074115220</id><published>2017-03-11T23:33:00.001-08:00</published><updated>2017-03-11T23:34:33.862-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="kuliah"/><category scheme="http://www.blogger.com/atom/ns#" term="Tugas kuliah"/><title type='text'>Tugas akhir pertemuan ke 2 algoritma pratikum menghitung jari-jari bola</title><content type='html'>&lt;i&gt;&lt;b&gt;Tugas akhir pertemuan ke2&amp;nbsp; tentang dasar pemograman C++&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;b&gt;&lt;i&gt;Judul menghitung luas permukaan bola dan volume bola&lt;/i&gt; &lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;356&quot; 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width=&quot;640&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;i&gt;&lt;b&gt;&amp;nbsp;Input programnya&lt;/b&gt;&lt;/i&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;b&gt;#include &amp;lt;iostream&amp;gt;&lt;br /&gt;using namespace std;&lt;br /&gt;/*run this program using the console pauser or add your own getch, system(&quot;pause&quot;) or input laptop */&lt;br /&gt;&lt;br /&gt;int main (int argc, char** argv) {&lt;br /&gt;float phi=3.14;&lt;br /&gt;float r, vol, luas;&lt;br /&gt;cout&amp;lt;&amp;lt;&quot;Masukkan jari-jari: &quot;;&lt;br /&gt;cin&amp;gt;&amp;gt;r;&lt;br /&gt;luas=((4*phi)*r*r);&lt;br /&gt;vol=(1.3*phi*r*r*r);&lt;br /&gt;cout&amp;lt;&amp;lt;&quot;Luas permukaan bola : &quot;&amp;lt;&amp;lt;luas&amp;lt;&amp;lt;endl;&lt;br /&gt;cout&amp;lt;&amp;lt;&quot;Volume Bola : &quot;&amp;lt;&amp;lt;vol&amp;lt;&amp;lt;endl;&lt;br /&gt;return 0;&lt;br /&gt;} &lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;&lt;b&gt;Output yang dihasilkan adalah&amp;nbsp;&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;&lt;b&gt;&lt;img alt=&quot;&quot; height=&quot;323&quot; 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&quot; 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