tag:blogger.com,1999:blog-10874875387087141752024-02-08T08:51:01.554-08:00ahmad zahabiBlog yang diciptakan untuk memenuhi tugas mata kuliah Algoritma Pemrogramanzahabihttp://www.blogger.com/profile/17897644089595014792noreply@blogger.comBlogger3125tag:blogger.com,1999:blog-1087487538708714175.post-74056660603344753132015-12-06T07:05:00.001-08:002018-12-23T00:18:27.339-08:00TIPE DATA DAN VARIABEL DALAM PEMROGRAMAN JAVA<div style="text-align: justify;">
Assalamu`alaikum warahmatullahi wabarakatuh para pembaca sekalian,</div>
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oke di waktu yang luang ini penulis akan memberi sebuah pelajaran yang menarik yaitu <span style="color: blue;"><span style="font-family: "times" , "times new roman" , serif;"><b>TIPE DATA DAN VARIABEL DI PEMROGRAMAN JAVA.</b></span></span></div>
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<b><i>Apakah para pembaca sekalian tau apa itu TIPE DATA dan VARIABEL ?</i></b></div>
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<u><b>TIPE DATA </b></u></div>
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<i>Yaitu sebuah data yang akan tersimpan divariabel yang mempunyai batasan-batasan tempat dan karakteristik sesuai kebutuhannya dan juga merupakan penamaan dalam sebuah program yang berfungsi sebagai pengartian dari metode representase informasi dan cara informasi tersebut direpresentsekan. sedangkan,</i></div>
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<b><u><i><br /></i></u></b></div>
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<b><u>VARIABEL</u></b></div>
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<i>Yaitu tempat penyimpanan pada sebuah data atau value(nilai) pada memori yang disesuaikan dengan tipe data yang dibuat.</i></div>
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<i> </i>Dibawah ini adalah bentuk dari jenis tipe-tipe data yang sering digunakan dalam pemrograman java.</div>
<ol>
<li>Bilangan bulat: <code>int</code>, <code>Integer</code>, <code>long</code>, <code>short</code>, <code>byte</code></li>
<li>Teks: <code>String</code></li>
<li>Karakter: <code>char</code></li>
<li>Bilangan desimal: <code>float</code>, <code>double</code></li>
<li>Boolean: <code>boolean</code></li>
<li>Objek: <code>NamaKelas</code></li>
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" /></div>
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<div style="text-align: justify;">
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<div style="text-align: justify;">
<b>1. Integer(Bilangan Bulat)</b></div>
<ul>
<li><span style="font-size: small;"><span style="font-family: "times" , "times new roman" , serif;"><b>Byte :</b><i> Tipe data ini menggunakan nilai berukuran 8 bit yang memiliki nilai minimumnya -128 dan maksimumnya +127. </i></span></span></li>
<li><span style="font-size: small;"><span style="font-family: "times" , "times new roman" , serif;"><b>Short : </b><i>Menggunakan nilai yang berukuran 16 bit yang memiliki nilai minimum -32.768 <b></b>dan maksimumnya +32.767.<b> </b></i></span></span></li>
<li><span style="font-size: small;"><span style="font-family: "times" , "times new roman" , serif;"><b>Int : </b><i>Menggunakan nilai berukuran 32 bit yang memiliki nilai minimum - 2147483648 dan nilai maksimumnya </i><i> +2147483647.</i></span></span></li>
<li><span style="font-size: small;"><span style="font-family: "times" , "times new roman" , serif;"><b>Long : </b><i>Menggunakan nilai yang berukuran 64.</i><i></i> </span></span> </li>
</ul>
<b>2. Floating Point(Bilangan Pecahan)</b><br />
<ul>
<li><b>Float : </b><i>Menggunakan nilai yang berukuran 32 bit, tipe data seperti ini cocok untuk nilai -nilai besar pada besaran mata uang dan tipe data ini juga menggunakan memory yang cukup besar.</i></li>
</ul>
<br />
<ul>
<li><b>Double :</b><i> Menggunakan nilai yang berukuran 64 bit, yang memiliki nilai-nilai decimal dan akan cocok untuk nilai-nilai seperti mata uang.</i></li>
</ul>
<br />
<b>3. Boolean (Data Logika)</b><br />
<b> </b><i>Digunakan sebagai penampung nilai-nilai logika, yang mana nilai tersebut memiliki 2 kemungkinan yaitu TRUE atau FALSE.</i><br />
<br />
<i> </i><b>4. Character (Karakter Tunggal)</b><br />
<i> Berfungsi untuk menyatakan sebuah karakter yang nilainya berukuran 16 bit. </i><b> </b><br />
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<img alt="" 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" /><br />
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<br /></div>
<div style="text-align: justify;">
<b>Contoh :</b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="background-color: #999999;">package Operator;<br />public class Logika {<br /> public static void main(String[] args) {<br /> <br /> int a = 4;<br /> int b = 5;<br /> boolean x = (a < b & ++b+2 < a*2);<br /> <br /> System.out.println("A = " + a);<br /> System.out.println("B = " + b);<br /> System.out.println("AND = " + x);<br /> <br /> <br /> }<br />}</span><br />
</div>
<div style="text-align: justify;">
<b>Hasilnya :</b></div>
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<img alt="" src="data:image/png;base64,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" /></div>
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zahabihttp://www.blogger.com/profile/17897644089595014792noreply@blogger.com0tag:blogger.com,1999:blog-1087487538708714175.post-39455204579970265442015-12-06T07:05:00.000-08:002015-12-06T07:05:26.299-08:00TIPE DATA DAN VARIABEL DALAM PEMROGRAMAN JAVA<div style="text-align: justify;">
Assalamu`alaikum warahmatullahi wabarakatuh para pembaca sekalian,</div>
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oke di waktu yang luang ini penulis akan memberi sebuah pelajaran yang menarik yaitu <span style="color: blue;"><span style="font-family: Times,"Times New Roman",serif;"><b>TIPE DATA DAN VARIABEL DI PEMROGRAMAN JAVA.</b></span></span></div>
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<br /></div>
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<b><i>Apakah para pembaca sekalian tau apa itu TIPE DATA dan VARIABEL ?</i></b></div>
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<u><b>TIPE DATA </b></u></div>
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<i>Yaitu sebuah data yang akan tersimpan divariabel yang mempunyai batasan-batasan tempat dan karakteristik sesuai kebutuhannya dan juga merupakan penamaan dalam sebuah program yang berfungsi sebagai pengartian dari metode representase informasi dan cara informasi tersebut direpresentsekan. sedangkan,</i></div>
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<b><u><i><br /></i></u></b></div>
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<b><u>VARIABEL</u></b></div>
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<i>Yaitu tempat penyimpanan pada sebuah data atau value(nilai) pada memori yang disesuaikan dengan tipe data yang dibuat.</i></div>
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<i> </i>Dibawah ini adalah bentuk dari jenis tipe-tipe data yang sering digunakan dalam pemrograman java.</div>
<ol>
<li>Bilangan bulat: <code>int</code>, <code>Integer</code>, <code>long</code>, <code>short</code>, <code>byte</code></li>
<li>Teks: <code>String</code></li>
<li>Karakter: <code>char</code></li>
<li>Bilangan desimal: <code>float</code>, <code>double</code></li>
<li>Boolean: <code>boolean</code></li>
<li>Objek: <code>NamaKelas</code></li>
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<img alt="" src="data:image/png;base64,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" /></div>
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<div style="text-align: justify;">
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<b>1. Integer(Bilangan Bulat)</b></div>
<ul>
<li><span style="font-size: small;"><span style="font-family: Times,"Times New Roman",serif;"><b>Byte :</b><i> Tipe data ini menggunakan nilai berukuran 8 bit yang memiliki nilai minimumnya -128 dan maksimumnya +127. </i></span></span></li>
<li><span style="font-size: small;"><span style="font-family: Times,"Times New Roman",serif;"><b>Short : </b><i>Menggunakan nilai yang berukuran 16 bit yang memiliki nilai minimum -32.768 <b> </b>dan maksimumnya +32.767.<b> </b></i></span></span></li>
<li><span style="font-size: small;"><span style="font-family: Times,"Times New Roman",serif;"><b>Int : </b><i>Menggunakan nilai berukuran 32 bit yang memiliki nilai minimum <span>- 2147483648 dan nilai maksimumnya </span></i><i><span><span> +2147483647.</span></span></i></span></span></li>
<li><span style="font-size: small;"><span style="font-family: Times,"Times New Roman",serif;"><span><span><b>Long : </b><i>Menggunakan nilai yang berukuran 64.</i></span></span><i><span><span></span></span></i> </span></span> </li>
</ul>
<b>2. Floating Point(Bilangan Pecahan)</b><br />
<ul>
<li><b>Float : </b><i>Menggunakan nilai yang berukuran 32 bit, tipe data seperti ini cocok untuk nilai -nilai besar pada besaran mata uang dan tipe data ini juga menggunakan memory yang cukup besar.</i></li>
<li><b>Double :</b><i> Menggunakan nilai yang berukuran 64 bit, yang memiliki nilai-nilai decimal dan akan cocok untuk nilai-nilai seperti mata uang.</i></li>
</ul>
<br />
<b>3. Boolean (Data Logika)</b><br />
<b> </b><i>Digunakan sebagai penampung nilai-nilai logika, yang mana nilai tersebut memiliki 2 kemungkinan yaitu TRUE atau FALSE.</i><br />
<br />
<i> </i><b>4. Character (Karakter Tunggal)</b><br />
<i> Berfungsi untuk menyatakan sebuah karakter yang nilainya berukuran 16 bit. </i><b> </b><br />
<br /><img alt="" 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" /><br />
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<br /></div>
<div style="text-align: justify;">
<b>Contoh :</b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="background-color: #999999;">package Operator;<br />public class Logika {<br /> public static void main(String[] args) {<br /> <br /> int a = 4;<br /> int b = 5;<span></span><br /> boolean x = (a < b & ++b+2 < a*2);<br /> <br /> System.out.println("A = " + a);<br /> System.out.println("B = " + b);<br /> System.out.println("AND = " + x);<br /> <br /> <br /> }<br />}</span><br /> </div>
<div style="text-align: justify;">
<b>Hasilnya :</b></div>
<div style="text-align: justify;">
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<b> </b></div>
zahabihttp://www.blogger.com/profile/17897644089595014792noreply@blogger.com0tag:blogger.com,1999:blog-1087487538708714175.post-67502333895319328162014-06-17T09:54:00.001-07:002014-06-18T06:12:35.791-07:00Java Program - Array Ahmad Zahabi<div style="font-family: ''; text-align: justify;">
oke guys, dalam kesempatan ini gua akan menjelaskan tentang <u>ARRAY/MATRIKS</u>. <o:p></o:p></div>
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<a href="http://2.bp.blogspot.com/-Nx-yTIzV0eI/U6Be18yjUKI/AAAAAAAAAEs/HTP-ZvsqkDo/s1600/Untitled.png" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>Apakah anda pembaca tau apa itu ARRAY/MATRIKS ?<o:p></o:p><br />
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<div style="text-align: center;">
<u><b> ARRAY/MATRIKS</b></u></div>
<div style="text-align: center;">
<br /></div>
Array adalah sebuah penyimpanan dalam java di mana didalam nya terdapat elemen elemen yang bisa di simpan. <span style="font-family: '';">Array atau lebih di kenal dengan nama matrik dapat menyimpan suatu blok blok data dalam sebuah file penyimpanan java . Atau array merupakan kumpulan-kumpulan elemen yang tipenya sama dan juga menggunakan nama yang sama. Array dapat ditemukan dengan indeksnya, indeks tersebut dimulai dari 0 (nol) dan juga bisa dimulai selain dari angka 0. Penemuan array biasanya dibuat dengan menggunakan perulangan (looping).</span><br />
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<b>Jenis-jenis dari Array(Larik) tersebut :</b></div>
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<br /></div>
>Larik one dimension<br />
>Larik two dimension<br />
>Larik multi dimension<br />
<br />
<div style="text-align: center;">
<b><u> LARIK ONE DIMENSION </u>( Array Satu Dimensi )</b></div>
<div style="text-align: center;">
<br /></div>
Array yang dapat menyimpan satu variabel saja, dengan kata lain array satu dimensi hanya memiliki satu kolom dan satu baris, atau arrray satu dimensi hanya bisa menampung satu nilai, sangat berbeda denha array dua dimensi dan multi dimensi yang bisa banyak menyimpan data. Array tersebut dipakai dalam tipe data string terutama dalam bahasa pemrograman C.<br />
<br />
<br />
berikut contoh array satu dimensi dalam bahasa pemrograman java, dimana hasil outputnya hanya menampung satu jenis data yaitu hanya berbentuk nialai. <br />
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<ul>
<li><b>coding dalam JAVA </b></li>
</ul>
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<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:8.0pt;
mso-para-margin-left:0in;
line-height:107%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]-->
<br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<b><span lang="IN" style="color: #7f0055; font-family: "Courier New"; font-size: 10.0pt;">publicclass</span></b><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"> array </span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">{</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 1;"> </span></span><b><span lang="IN" style="color: #7f0055; font-family: "Courier New"; font-size: 10.0pt;">publicstaticvoid</span></b><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">
main(String[]zahabi)</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 1;"> </span>{</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 2;"> </span></span><span lang="IN" style="color: #3f7f5f; font-family: "Courier New"; font-size: 10.0pt;">// <u>buat</u>
array <u>nilai</u></span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 2;"> </span>Integer [] nilai = </span><b><span lang="IN" style="color: #7f0055; font-family: "Courier New"; font-size: 10.0pt;">new</span></b><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"> Integer
[5];</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 2;"> </span>nilai [0] = 21;</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 2;"> </span>nilai [1] = 22;</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 2;"> </span>nilai [2] = 23;</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 2;"> </span>nilai [3] = 24;</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 2;"> </span>nilai [4] = 25;</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 2;"> </span></span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 2;"> </span></span><span lang="IN" style="color: #3f7f5f; font-family: "Courier New"; font-size: 10.0pt;">// print</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 2;"> </span></span><b><span lang="IN" style="color: #7f0055; font-family: "Courier New"; font-size: 10.0pt;">for</span></b><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"> (</span><b><span lang="IN" style="color: #7f0055; font-family: "Courier New"; font-size: 10.0pt;">int</span></b><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"> a=0+1;
a<5; a++)</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 2;"> </span>{<span style="mso-tab-count: 1;"> </span></span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 3;"> </span>System.</span><i><span lang="IN" style="color: #0000c0; font-family: "Courier New"; font-size: 10.0pt;">out</span></i><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">.println(</span><span lang="IN" style="color: #2a00ff; font-family: "Courier New"; font-size: 10.0pt;">"nilai
"</span><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">+a+</span><span lang="IN" style="color: #2a00ff; font-family: "Courier New"; font-size: 10.0pt;">" = "</span><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">+nilai[a]);</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 2;"> </span>}</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 1;"> </span>}</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">}</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<br />
<ul>
<li><b>hasil outputnya </b></li>
</ul>
</div>
<div style="margin-left: 36pt; text-align: justify;">
<div style="font-family: ''; margin-left: 36pt;">
<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><br />
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
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<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
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<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:8.0pt;
mso-para-margin-left:0in;
line-height:107%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]-->
<br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">nilai 1 = 22</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">nilai 2 = 23</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">nilai 3 = 24</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">nilai 4 = 25</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<b>Contoh Array:</b><br />
<br />
<div style="font-family: '';">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 17px;"> <b> (Array berupa persegi )</b></span><br />
<br />
</div>
</div>
<div style="font-family: ''; margin-left: 36pt;">
<table align="left" border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 6.75pt; margin-right: 6.75pt;"><tbody>
<tr style="height: 19.5pt;"><td style="border: 1pt solid windowtext; height: 19.5pt; padding: 0cm 5.4pt; width: 40.1pt;" valign="top" width="53"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">[0][0]<o:p></o:p></span></div>
</td><td style="border: 1pt solid windowtext; height: 19.5pt; padding: 0cm 5.4pt; width: 40.45pt;" valign="top" width="54"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">[0][1]<o:p></o:p></span></div>
</td><td style="border: 1pt solid windowtext; height: 19.5pt; padding: 0cm 5.4pt; width: 39.7pt;" valign="top" width="53"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">[0][2]<o:p></o:p></span></div>
</td><td style="border: 1pt solid windowtext; height: 19.5pt; padding: 0cm 5.4pt; width: 40.45pt;" valign="top" width="54"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">[0][3]<o:p></o:p></span></div>
</td></tr>
<tr style="height: 19.5pt;"><td style="border: 1pt solid windowtext; height: 19.5pt; padding: 0cm 5.4pt; width: 40.1pt;" valign="top" width="53"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">[1][0]<o:p></o:p></span></div>
</td><td style="border-bottom-color: windowtext; border-bottom-width: 1pt; border-right-color: windowtext; border-right-width: 1pt; border-style: none solid solid none; height: 19.5pt; padding: 0cm 5.4pt; width: 40.45pt;" valign="top" width="54"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">[1][1]<o:p></o:p></span></div>
</td><td style="border-bottom-color: windowtext; border-bottom-width: 1pt; border-right-color: windowtext; border-right-width: 1pt; border-style: none solid solid none; height: 19.5pt; padding: 0cm 5.4pt; width: 39.7pt;" valign="top" width="53"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">[1][2]<o:p></o:p></span></div>
</td><td style="border-bottom-color: windowtext; border-bottom-width: 1pt; border-right-color: windowtext; border-right-width: 1pt; border-style: none solid solid none; height: 19.5pt; padding: 0cm 5.4pt; width: 40.45pt;" valign="top" width="54"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">[1][3]<o:p></o:p></span></div>
</td></tr>
<tr style="height: 19.5pt;"><td style="border: 1pt solid windowtext; height: 19.5pt; padding: 0cm 5.4pt; width: 40.1pt;" valign="top" width="53"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">[2][0]<o:p></o:p></span></div>
</td><td style="border-bottom-color: windowtext; border-bottom-width: 1pt; border-right-color: windowtext; border-right-width: 1pt; border-style: none solid solid none; height: 19.5pt; padding: 0cm 5.4pt; width: 40.45pt;" valign="top" width="54"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">[2][1]<o:p></o:p></span></div>
</td><td style="border-bottom-color: windowtext; border-bottom-width: 1pt; border-right-color: windowtext; border-right-width: 1pt; border-style: none solid solid none; height: 19.5pt; padding: 0cm 5.4pt; width: 39.7pt;" valign="top" width="53"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">[2][2]<o:p></o:p></span></div>
</td><td style="border-bottom-color: windowtext; border-bottom-width: 1pt; border-right-color: windowtext; border-right-width: 1pt; border-style: none solid solid none; height: 19.5pt; padding: 0cm 5.4pt; width: 40.45pt;" valign="top" width="54"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">[2][3]<o:p></o:p></span></div>
</td></tr>
<tr style="height: 19.5pt;"><td style="border: 1pt solid windowtext; height: 19.5pt; padding: 0cm 5.4pt; width: 40.1pt;" valign="top" width="53"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">[3][0]<o:p></o:p></span></div>
</td><td style="border-bottom-color: windowtext; border-bottom-width: 1pt; border-right-color: windowtext; border-right-width: 1pt; border-style: none solid solid none; height: 19.5pt; padding: 0cm 5.4pt; width: 40.45pt;" valign="top" width="54"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">[3][1]<o:p></o:p></span></div>
</td><td style="border-bottom-color: windowtext; border-bottom-width: 1pt; border-right-color: windowtext; border-right-width: 1pt; border-style: none solid solid none; height: 19.5pt; padding: 0cm 5.4pt; width: 39.7pt;" valign="top" width="53"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">[3][2]<o:p></o:p></span></div>
</td><td style="border-bottom-color: windowtext; border-bottom-width: 1pt; border-right-color: windowtext; border-right-width: 1pt; border-style: none solid solid none; height: 19.5pt; padding: 0cm 5.4pt; width: 40.45pt;" valign="top" width="54"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">[3][3]<o:p></o:p></span></div>
</td></tr>
</tbody></table>
</div>
<div style="margin-left: 36pt;">
<div style="font-family: '';">
<br /></div>
<div style="font-family: '';">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 17px;"><br /></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 17px;"><br /></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 17px;"><br /></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 17px;"><br /></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 17px;"><br /></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 17px;"><br /></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 17px;"></span><br />
<br />
<b>(<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 17px;"> </span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 17px;">Array berupa segi Tiga)</span></b><br />
<br />
</div>
<table align="left" border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; font-family: ''; margin-left: 6.75pt; margin-right: 6.75pt;"><tbody>
<tr style="height: 19.5pt;"><td style="border: 1pt solid windowtext; height: 19.5pt; padding: 0cm 5.4pt; width: 40.1pt;" valign="top" width="53"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">[0][0]<o:p></o:p></span></div>
</td><td style="border: 1pt solid windowtext; height: 19.5pt; padding: 0cm 5.4pt; width: 40.45pt;" valign="top" width="54"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br /></div>
</td><td style="border: 1pt solid windowtext; height: 19.5pt; padding: 0cm 5.4pt; width: 39.7pt;" valign="top" width="53"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br /></div>
</td><td style="border: 1pt solid windowtext; height: 19.5pt; padding: 0cm 5.4pt; width: 40.45pt;" valign="top" width="54"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br /></div>
</td></tr>
<tr style="height: 19.5pt;"><td style="border: 1pt solid windowtext; height: 19.5pt; padding: 0cm 5.4pt; width: 40.1pt;" valign="top" width="53"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">[1][0]<o:p></o:p></span></div>
</td><td style="border-bottom-color: windowtext; border-bottom-width: 1pt; border-right-color: windowtext; border-right-width: 1pt; border-style: none solid solid none; height: 19.5pt; padding: 0cm 5.4pt; width: 40.45pt;" valign="top" width="54"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">[1][1]<o:p></o:p></span></div>
</td><td style="border-bottom-color: windowtext; border-bottom-width: 1pt; border-right-color: windowtext; border-right-width: 1pt; border-style: none solid solid none; height: 19.5pt; padding: 0cm 5.4pt; width: 39.7pt;" valign="top" width="53"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br /></div>
</td><td style="border-bottom-color: windowtext; border-bottom-width: 1pt; border-right-color: windowtext; border-right-width: 1pt; border-style: none solid solid none; height: 19.5pt; padding: 0cm 5.4pt; width: 40.45pt;" valign="top" width="54"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br /></div>
</td></tr>
<tr style="height: 19.5pt;"><td style="border: 1pt solid windowtext; height: 19.5pt; padding: 0cm 5.4pt; width: 40.1pt;" valign="top" width="53"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">[2][0]<o:p></o:p></span></div>
</td><td style="border-bottom-color: windowtext; border-bottom-width: 1pt; border-right-color: windowtext; border-right-width: 1pt; border-style: none solid solid none; height: 19.5pt; padding: 0cm 5.4pt; width: 40.45pt;" valign="top" width="54"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">[2][1]<o:p></o:p></span></div>
</td><td style="border-bottom-color: windowtext; border-bottom-width: 1pt; border-right-color: windowtext; border-right-width: 1pt; border-style: none solid solid none; height: 19.5pt; padding: 0cm 5.4pt; width: 39.7pt;" valign="top" width="53"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">[2][2]<o:p></o:p></span></div>
</td><td style="border-bottom-color: windowtext; border-bottom-width: 1pt; border-right-color: windowtext; border-right-width: 1pt; border-style: none solid solid none; height: 19.5pt; padding: 0cm 5.4pt; width: 40.45pt;" valign="top" width="54"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br /></div>
</td></tr>
<tr style="height: 19.5pt;"><td style="border: 1pt solid windowtext; height: 19.5pt; padding: 0cm 5.4pt; width: 40.1pt;" valign="top" width="53"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">[3][0]<o:p></o:p></span></div>
</td><td style="border-bottom-color: windowtext; border-bottom-width: 1pt; border-right-color: windowtext; border-right-width: 1pt; border-style: none solid solid none; height: 19.5pt; padding: 0cm 5.4pt; width: 40.45pt;" valign="top" width="54"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">[3][1]<o:p></o:p></span></div>
</td><td style="border-bottom-color: windowtext; border-bottom-width: 1pt; border-right-color: windowtext; border-right-width: 1pt; border-style: none solid solid none; height: 19.5pt; padding: 0cm 5.4pt; width: 39.7pt;" valign="top" width="53"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">[3][2]<o:p></o:p></span></div>
</td><td style="border-bottom-color: windowtext; border-bottom-width: 1pt; border-right-color: windowtext; border-right-width: 1pt; border-style: none solid solid none; height: 19.5pt; padding: 0cm 5.4pt; width: 40.45pt;" valign="top" width="54"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">[3][3]<o:p></o:p></span></div>
</td></tr>
</tbody></table>
<br />
<div class="MsoNormal" style="font-family: '';">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 17px;"><o:p></o:p></span></div>
<div class="MsoNormal" style="font-family: '';">
<br /></div>
<div class="MsoNormal" style="font-family: '';">
<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 17px;"><br /></span></div>
<div class="MsoNormal" style="font-family: '';">
<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 17px;"><br /></span></div>
<div class="MsoNormal" style="font-family: '';">
<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 17px;"><br /></span></div>
<div class="MsoNormal" style="font-family: '';">
<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 17px;"><br /></span></div>
<div class="MsoNormal" style="font-family: '';">
<b><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 17px;"><br /></span></b></div>
<div class="MsoNormal" style="font-family: '';">
<b><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 17px;"><br /></span></b></div>
<div class="MsoNormal" style="font-family: '';">
<b><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 17px;"><br /></span></b></div>
<div style="font-family: '';">
<b>Bentuk umum pendeklarasian variabel array multi dimensi di Java</b><br />
<br />
<o:p></o:p></div>
<div style="font-family: '';">
<span style="font-family: "Courier New"; font-size: 11pt;"><span style="background-color: #999999;">tipeData[][]<NamaArray>=new tipeData[jmlhBaris][jmlhKolom];</span><o:p></o:p></span></div>
<div style="font-family: '';">
<br /></div>
<div style="font-family: '';">
<b>Example:</b><br />
<br />
<o:p></o:p></div>
<div class="MsoListParagraphCxSpFirst" style="font-family: '';">
<span style="background-color: #999999; font-family: 'Courier New';">Int[][] TIFA = new int[jmlhBaris][jmlhKolom];<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="font-family: '';">
<span style="background-color: #999999; font-family: 'Courier New';">Int[][] TIFB = new int[jmlhBaris][jmlhKolom];<o:p></o:p></span></div>
<div class="MsoNormal" style="font-family: '';">
</div>
<div class="MsoListParagraphCxSpLast" style="font-family: '';">
<span style="background-color: #999999; font-family: 'Courier New';">Int[][] TIFC = new int[jmlhBaris][jmlhKolom];<o:p></o:p></span></div>
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<div style="text-align: center;">
<b><u> LARIK TWO DIMENSION </u>( Array Dua Dimensi )</b></div>
<div style="text-align: justify;">
array dua dimensi atau array multi dimensi adalah array yang dapat menampung banyak jumlah data, dan banyak bentuk data yang tersusun atas elemen-elemen data.</div>
<div style="text-align: justify;">
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 17px;">Berikut Contoh Program yang menggunakan Array dengan menggunakan <u>Scanner Class</u>, dimana hasil outputnya nanti akan menampung data nama mahasiswa, jumlah mata kuliah, sama nilai mata kuliah<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 17px;"><br /></span>
<ul>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 17px;">berikut codingnya dalam JAVA ( bisa dipahami sendiri )</span></li>
</ul>
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<b><span style="color: #7f0055; font-family: "Courier New"; font-size: 10pt;">package</span></b><span style="color: black; font-family: "Courier New"; font-size: 10pt;"> mencoba;</span><span style="font-family: "Courier New"; font-size: 10pt;"><o:p></o:p></span></div>
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<br /></div>
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<b><span style="color: #7f0055; font-family: "Courier New"; font-size: 10pt;">import</span></b><span style="color: black; font-family: "Courier New"; font-size: 10pt;"> java.util.Scanner;</span><span style="font-family: "Courier New"; font-size: 10pt;"><o:p></o:p></span></div>
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<br /></div>
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<b><span style="color: #7f0055; font-family: "Courier New"; font-size: 10pt;">public</span></b><span style="color: black; font-family: "Courier New"; font-size: 10pt;"> </span><b><span style="color: #7f0055; font-family: "Courier New"; font-size: 10pt;">class</span></b><span style="color: black; font-family: "Courier New"; font-size: 10pt;"> NilaiRata2 {</span><span style="font-family: "Courier New"; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "Courier New"; font-size: 10pt;"> </span><b><span style="color: #7f0055; font-family: "Courier New"; font-size: 10pt;">public</span></b><span style="color: black; font-family: "Courier New"; font-size: 10pt;"> </span><b><span style="color: #7f0055; font-family: "Courier New"; font-size: 10pt;">static</span></b><span style="color: black; font-family: "Courier New"; font-size: 10pt;"> </span><b><span style="color: #7f0055; font-family: "Courier New"; font-size: 10pt;">void</span></b><span style="color: black; font-family: "Courier New"; font-size: 10pt;"> main(String[] Args)</span><span style="font-family: "Courier New"; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "Courier New"; font-size: 10pt;"> {</span><span style="font-family: "Courier New"; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "Courier New"; font-size: 10pt;"> </span><span style="font-family: "Courier New"; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "Courier New"; font-size: 10pt;"> Scanner x = </span><b><span style="color: #7f0055; font-family: "Courier New"; font-size: 10pt;">new</span></b><span style="color: black; font-family: "Courier New"; font-size: 10pt;"> Scanner (System.</span><i><span style="color: #0000c0; font-family: "Courier New"; font-size: 10pt;">in</span></i><span style="color: black; font-family: "Courier New"; font-size: 10pt;">);</span><span style="font-family: "Courier New"; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "Courier New"; font-size: 10pt;"> </span><span style="font-family: "Courier New"; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "Courier New"; font-size: 10pt;"> System.</span><i><span style="color: #0000c0; font-family: "Courier New"; font-size: 10pt;">out</span></i><span style="color: black; font-family: "Courier New"; font-size: 10pt;">.print(</span><span style="color: #2a00ff; font-family: "Courier New"; font-size: 10pt;">" NAMA MAHASISWA = "</span><span style="color: black; font-family: "Courier New"; font-size: 10pt;">);</span><span style="font-family: "Courier New"; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "Courier New"; font-size: 10pt;"> String <u>y</u> = x.nextLine();</span><span style="font-family: "Courier New"; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "Courier New"; font-size: 10pt;"> </span><span style="font-family: "Courier New"; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "Courier New"; font-size: 10pt;"> System.</span><i><span style="color: #0000c0; font-family: "Courier New"; font-size: 10pt;">out</span></i><span style="color: black; font-family: "Courier New"; font-size: 10pt;">.print(</span><span style="color: #2a00ff; font-family: "Courier New"; font-size: 10pt;">" JUMLAH MATA KULIAH = "</span><span style="color: black; font-family: "Courier New"; font-size: 10pt;">);</span><span style="font-family: "Courier New"; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "Courier New"; font-size: 10pt;"> </span><b><span style="color: #7f0055; font-family: "Courier New"; font-size: 10pt;">int</span></b><span style="color: black; font-family: "Courier New"; font-size: 10pt;"> r = x.nextInt();</span><span style="font-family: "Courier New"; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "Courier New"; font-size: 10pt;"> </span><span style="font-family: "Courier New"; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "Courier New"; font-size: 10pt;"> </span><span style="color: #3f7f5f; font-family: "Courier New"; font-size: 10pt;">//Array</span><span style="font-family: "Courier New"; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "Courier New"; font-size: 10pt;"> </span><b><span style="color: #7f0055; font-family: "Courier New"; font-size: 10pt;">int</span></b><span style="color: black; font-family: "Courier New"; font-size: 10pt;"> [] b = </span><b><span style="color: #7f0055; font-family: "Courier New"; font-size: 10pt;">new</span></b><span style="color: black; font-family: "Courier New"; font-size: 10pt;"> </span><b><span style="color: #7f0055; font-family: "Courier New"; font-size: 10pt;">int</span></b><span style="color: black; font-family: "Courier New"; font-size: 10pt;"> [r];</span><span style="font-family: "Courier New"; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "Courier New"; font-size: 10pt;"> </span><b><span style="color: #7f0055; font-family: "Courier New"; font-size: 10pt;">double</span></b><span style="color: black; font-family: "Courier New"; font-size: 10pt;"> Jumlah = 0;</span><span style="font-family: "Courier New"; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "Courier New"; font-size: 10pt;"> </span><b><span style="color: #7f0055; font-family: "Courier New"; font-size: 10pt;">for</span></b><span style="color: black; font-family: "Courier New"; font-size: 10pt;"> (</span><b><span style="color: #7f0055; font-family: "Courier New"; font-size: 10pt;">int</span></b><span style="color: black; font-family: "Courier New"; font-size: 10pt;"> a=0; a<r; a++)</span><span style="font-family: "Courier New"; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "Courier New"; font-size: 10pt;"> {</span><span style="font-family: "Courier New"; font-size: 10pt;"><o:p></o:p></span></div>
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<a href="http://2.bp.blogspot.com/-Nx-yTIzV0eI/U6Be18yjUKI/AAAAAAAAAEs/HTP-ZvsqkDo/s1600/Untitled.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><span style="color: black; font-family: "Courier New"; font-size: 10pt;"> System.</span><i><span style="color: #0000c0; font-family: "Courier New"; font-size: 10pt;">out</span></i><span style="color: black; font-family: "Courier New"; font-size: 10pt;">.print(</span><span style="color: #2a00ff; font-family: "Courier New"; font-size: 10pt;">" NILAI MATA KULIAH ["</span><span style="color: black; font-family: "Courier New"; font-size: 10pt;">+(a+1)+</span><span style="color: #2a00ff; font-family: "Courier New"; font-size: 10pt;">"] = "</span><span style="color: black; font-family: "Courier New"; font-size: 10pt;">);</span><span style="font-family: "Courier New"; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "Courier New"; font-size: 10pt;"> b [a] = x.nextInt();</span><span style="font-family: "Courier New"; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "Courier New"; font-size: 10pt;"> Jumlah = Jumlah + b [a];</span><span style="font-family: "Courier New"; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "Courier New"; font-size: 10pt;"> }</span><span style="font-family: "Courier New"; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "Courier New"; font-size: 10pt;"> </span><span style="font-family: "Courier New"; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "Courier New"; font-size: 10pt;"> System.</span><i><span style="color: #0000c0; font-family: "Courier New"; font-size: 10pt;">out</span></i><span style="color: black; font-family: "Courier New"; font-size: 10pt;">.println (</span><span style="color: #2a00ff; font-family: "Courier New"; font-size: 10pt;">" NILAI RATA-RATA ANDA = "</span><span style="color: black; font-family: "Courier New"; font-size: 10pt;">+Jumlah/r );</span><span style="font-family: "Courier New"; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "Courier New"; font-size: 10pt;"> </span><span style="font-family: "Courier New"; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "Courier New"; font-size: 10pt;"> </span><span style="font-family: "Courier New"; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "Courier New"; font-size: 10pt;"> }</span><span style="font-family: "Courier New"; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "Courier New"; font-size: 10pt; line-height: 13px;">}</span></div>
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}</div>
</div>
</td></tr>
</tbody></table>
<div class="MsoNormal" style="font-family: '';">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 17px;"><br /></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 17px;"><br /></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 17px;">Dan berikut hasil outputnya ( bisa menampung nama mahasiswa, jumlah matakuliah, dan nilai mata kuliah ) : <o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 17px;"><br /></span></div>
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<span style="font-family: 'Courier New'; font-size: 10pt;">NAMA MAHASISWA = </span><span style="color: #004080; font-family: "Courier New"; font-size: 10pt;">AHMAD ZAHABI</span><span style="font-family: "Courier New"; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="font-family: 'Courier New'; font-size: 10pt;">JUMLAH MATA KULIAH = </span><span style="color: #004080; font-family: "Courier New"; font-size: 10pt;">3</span><span style="font-family: "Courier New"; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="font-family: 'Courier New'; font-size: 10pt;">NILAI MATA KULIAH [1] = </span><span style="color: #004080; font-family: "Courier New"; font-size: 10pt;">90</span><span style="font-family: "Courier New"; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="font-family: 'Courier New'; font-size: 10pt;">NILAI MATA KULIAH [2] = </span><span style="color: #004080; font-family: "Courier New"; font-size: 10pt;">95</span><span style="font-family: "Courier New"; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="font-family: 'Courier New'; font-size: 10pt;">NILAI MATA KULIAH [3] = </span><span style="color: #004080; font-family: "Courier New"; font-size: 10pt;">85</span><span style="font-family: "Courier New"; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="font-family: 'Courier New'; font-size: 10pt; line-height: 13px;">NILAI RATA-RATA ANDA = 90.0</span><br />
<br />
<br />
<br />
<span style="font-family: 'Courier New'; font-size: 10pt; line-height: 13px;"><span style="font-family: Georgia, "Times New Roman", serif;">berikut contoh pengurutan dalam array dengan menggunakan scanner class, dengan memasukkan atau menginputkan nilai dalam outputnya, dalam bahasa JAVA.</span></span><br />
<br />
<ul>
<li><span style="font-family: 'Courier New'; font-size: 10pt; line-height: 13px;"><span style="font-family: Georgia, "Times New Roman", serif;">coding dalam JAVA </span></span></li>
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</span></span><b><span lang="IN" style="color: #7f0055; font-family: "Courier New"; font-size: 10.0pt;">import</span></b><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">
java.util.Scanner;</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span><span style="font-family: 'Courier New'; font-size: 10pt; line-height: 13px;"><span style="font-family: Georgia, "Times New Roman", serif;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<b><span lang="IN" style="color: #7f0055; font-family: "Courier New"; font-size: 10.0pt;">publicclass</span></b><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"> Alpro </span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">{</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 1;"> </span></span><b><span lang="IN" style="color: #7f0055; font-family: "Courier New"; font-size: 10.0pt;">publicstaticvoid</span></b><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"> main
(String[] args){</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 2;"> </span>Scanner input=</span><b><span lang="IN" style="color: #7f0055; font-family: "Courier New"; font-size: 10.0pt;">new</span></b><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">
Scanner(System.</span><i><span lang="IN" style="color: #0000c0; font-family: "Courier New"; font-size: 10.0pt;">in</span></i><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">);</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 2;"> </span></span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 2;"> </span>System.</span><i><span lang="IN" style="color: #0000c0; font-family: "Courier New"; font-size: 10.0pt;">out</span></i><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">.print(</span><span lang="IN" style="color: #2a00ff; font-family: "Courier New"; font-size: 10.0pt;">"\nMasukkan
panjang array Tab Nilai: "</span><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">);</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 2;"> </span></span><b><span lang="IN" style="color: #7f0055; font-family: "Courier New"; font-size: 10.0pt;">int</span></b><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"> n =
input.nextInt();</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 2;"> </span></span><b><span lang="IN" style="color: #7f0055; font-family: "Courier New"; font-size: 10.0pt;">int</span></b><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">
TabNilai[]=</span><b><span lang="IN" style="color: #7f0055; font-family: "Courier New"; font-size: 10.0pt;">newint</span></b><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">[n];</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 1;"> </span></span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 2;"> </span>System.</span><i><span lang="IN" style="color: #0000c0; font-family: "Courier New"; font-size: 10.0pt;">out</span></i><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">.println(</span><span lang="IN" style="color: #2a00ff; font-family: "Courier New"; font-size: 10.0pt;">"masukkan
"</span><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">+n+</span><span lang="IN" style="color: #2a00ff; font-family: "Courier New"; font-size: 10.0pt;">" data ke array TabNilai"</span><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">);</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 2;"> </span></span><b><span lang="IN" style="color: #7f0055; font-family: "Courier New"; font-size: 10.0pt;">for</span></b><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"> (</span><b><span lang="IN" style="color: #7f0055; font-family: "Courier New"; font-size: 10.0pt;">int</span></b><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"> i=0;
i<n; i++){</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 3;"> </span>System.</span><i><span lang="IN" style="color: #0000c0; font-family: "Courier New"; font-size: 10.0pt;">out</span></i><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">.print(</span><span lang="IN" style="color: #2a00ff; font-family: "Courier New"; font-size: 10.0pt;">"
Data ke-"</span><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">+(i+i)+</span><span lang="IN" style="color: #2a00ff; font-family: "Courier New"; font-size: 10.0pt;">": "</span><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">);</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 3;"> </span>TabNilai[i]=input.nextInt();</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">}</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 1;"> </span></span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 2;"> </span>System.</span><i><span lang="IN" style="color: #0000c0; font-family: "Courier New"; font-size: 10.0pt;">out</span></i><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">.print(</span><span lang="IN" style="color: #2a00ff; font-family: "Courier New"; font-size: 10.0pt;">"\nData
TabNilai yang dimasukkan: "</span><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">);</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 2;"> </span></span><b><span lang="IN" style="color: #7f0055; font-family: "Courier New"; font-size: 10.0pt;">for</span></b><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">(</span><b><span lang="IN" style="color: #7f0055; font-family: "Courier New"; font-size: 10.0pt;">int</span></b><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"> i=0;
i<n; i++)</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 3;"> </span>System.</span><i><span lang="IN" style="color: #0000c0; font-family: "Courier New"; font-size: 10.0pt;">out</span></i><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">.print(</span><span lang="IN" style="color: #2a00ff; font-family: "Courier New"; font-size: 10.0pt;">""</span><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">+TabNilai[i]);</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 1;"> </span></span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 2;"> </span></span><span lang="IN" style="color: #3f7f5f; font-family: "Courier New"; font-size: 10.0pt;">//<u>prosespengurutan</u>
data <u>masukan</u></span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 2;"> </span></span><b><span lang="IN" style="color: #7f0055; font-family: "Courier New"; font-size: 10.0pt;">for</span></b><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">(</span><b><span lang="IN" style="color: #7f0055; font-family: "Courier New"; font-size: 10.0pt;">int</span></b><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"> kiri=0;
kiri<n; kiri++)</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 2;"> </span>{</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 3;"> </span></span><b><span lang="IN" style="color: #7f0055; font-family: "Courier New"; font-size: 10.0pt;">for</span></b><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">(</span><b><span lang="IN" style="color: #7f0055; font-family: "Courier New"; font-size: 10.0pt;">int</span></b><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"> kanan
=kiri+1; kanan<n; kanan++)</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 3;"> </span>{</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 4;"> </span></span><b><span lang="IN" style="color: #7f0055; font-family: "Courier New"; font-size: 10.0pt;">if</span></b><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">
(TabNilai[kiri]>TabNilai[kanan])</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 4;"> </span>{</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 5;"> </span></span><b><span lang="IN" style="color: #7f0055; font-family: "Courier New"; font-size: 10.0pt;">int</span></b><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"> bantu =
TabNilai[kiri];</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 5;"> </span>TabNilai[kiri]=
TabNilai[kanan];</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 5;"> </span>TabNilai[kanan]=bantu;</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 5;"> </span>}</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 4;"> </span>}</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 3;"> </span>}</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 1;"> </span></span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 2;"> </span>System.</span><i><span lang="IN" style="color: #0000c0; font-family: "Courier New"; font-size: 10.0pt;">out</span></i><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">.print(</span><span lang="IN" style="color: #2a00ff; font-family: "Courier New"; font-size: 10.0pt;">"\n\nTabNilai
yang telah diurutkan: "</span><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">);</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 2;"> </span></span><b><span lang="IN" style="color: #7f0055; font-family: "Courier New"; font-size: 10.0pt;">for</span></b><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">(</span><b><span lang="IN" style="color: #7f0055; font-family: "Courier New"; font-size: 10.0pt;">int</span></b><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"> i=0;
i<n; i++){</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 1;"> </span></span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 3;"> </span>System.</span><i><span lang="IN" style="color: #0000c0; font-family: "Courier New"; font-size: 10.0pt;">out</span></i><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">.print(</span><span lang="IN" style="color: #2a00ff; font-family: "Courier New"; font-size: 10.0pt;">""</span><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">+TabNilai[i]);</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 3;"> </span>}</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 1;"> </span></span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 2;"> </span>System.</span><i><span lang="IN" style="color: #0000c0; font-family: "Courier New"; font-size: 10.0pt;">out</span></i><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">.println();</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 1;"> </span>}</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">}</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal">
<span lang="IN"> </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
# berikut hasil outpunya, ( kita masukkan data secara acak , dan data itu akan terurut secara otomatis seperti ini ! ). </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--></div>
</span></span><div class="MsoNormal">
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
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<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
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<w:LsdException Locked="false" Priority="59" SemiHidden="false"
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<w:LsdException Locked="false" Priority="34" SemiHidden="false"
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<w:LsdException Locked="false" Priority="71" SemiHidden="false"
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<w:LsdException Locked="false" Priority="67" SemiHidden="false"
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<w:LsdException Locked="false" Priority="71" SemiHidden="false"
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</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:8.0pt;
mso-para-margin-left:0in;
line-height:107%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
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<![endif]-->
</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="background-color: #cccccc;"><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">Masukkan panjang
array Tab Nilai: 5</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></span></div>
<span style="background-color: #cccccc;">
</span><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="background-color: #cccccc;"><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">masukkan 5 data
ke array TabNilai</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></span></div>
<span style="background-color: #cccccc;">
</span><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="background-color: #cccccc;"><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-spacerun: yes;"> </span>Data ke-0: 3</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></span></div>
<span style="background-color: #cccccc;">
</span><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="background-color: #cccccc;"><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-spacerun: yes;"> </span>Data ke-2: </span><span lang="IN" style="color: #00c87d; font-family: "Courier New"; font-size: 10.0pt;">4</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></span></div>
<span style="background-color: #cccccc;">
</span><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="background-color: #cccccc;"><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-spacerun: yes;"> </span>Data ke-4: </span><span lang="IN" style="color: #00c87d; font-family: "Courier New"; font-size: 10.0pt;">1</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></span></div>
<span style="background-color: #cccccc;">
</span><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="background-color: #cccccc;"><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-spacerun: yes;"> </span>Data ke-6: </span><span lang="IN" style="color: #00c87d; font-family: "Courier New"; font-size: 10.0pt;">2</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></span></div>
<span style="background-color: #cccccc;">
</span><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="background-color: #cccccc;"><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-spacerun: yes;"> </span>Data ke-8: </span><span lang="IN" style="color: #00c87d; font-family: "Courier New"; font-size: 10.0pt;">5</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></span></div>
<span style="background-color: #cccccc;">
</span><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<span style="background-color: #cccccc;">
</span><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="background-color: #cccccc;"><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">Data TabNilai
yang dimasukkan: 34125</span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></span></div>
<span style="background-color: #cccccc;">
</span><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<span style="background-color: #cccccc;">
</span><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="background-color: #cccccc;"><span lang="IN" style="color: black; font-family: "Courier New"; font-size: 10.0pt;">TabNilai yang
telah diurutkan: 12345</span></span><span lang="IN" style="font-family: "Courier New"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal">
<br /></div>
<br />
<span style="font-family: 'Courier New'; font-size: 10pt; line-height: 13px;"><span style="font-family: Georgia, "Times New Roman", serif;"><div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
</span></span></li>
</ul>
</div>
</div>
</div>
zahabihttp://www.blogger.com/profile/17897644089595014792noreply@blogger.com0