tag:blogger.com,1999:blog-53713742290140633162024-03-05T12:38:42.210-08:00Informasi Gudangnya TeknologiAnonymoushttp://www.blogger.com/profile/00119652823468669899noreply@blogger.comBlogger15125tag:blogger.com,1999:blog-5371374229014063316.post-29063739330298352752015-02-10T19:18:00.003-08:002015-02-10T19:18:32.116-08:00Perkenalan - Pemrograman HTML5, CSS3 dan PHPAssalamualaikum WR...WB....<br />
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Maaf banget buat kalian yang udah lama nunggu informasi-informasi terbaru di log ini, sekarang gue akan ngasih info-info terbaru yang lagi buming sekarang ini yang gue paduin dengan CSS dan PHP yaitu HTML5 (untuk info lebih jelasnya mengenai HTML5 bisa kalian cek di websitenya langsung atau dengan wikipedia)<br />
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Logo HTML5</div>
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Logo CSS3</div>
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Logo PHP</div>
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Sekian dulu nihh salam pembukaan dari gue SALAM KENAL KEMBALI!!!</div>
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<span style="color: red;">!!!TOLONG KOMENNYA YAA !!! untuk masukkan buat admin agar jd lebih baikk lagi blog ini dan naikkin rating AMINNNNNNNN</span></h4>
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<br />Anonymoushttp://www.blogger.com/profile/00119652823468669899noreply@blogger.com0tag:blogger.com,1999:blog-5371374229014063316.post-61788640735154207312013-01-01T16:26:00.000-08:002013-01-01T16:26:20.009-08:00Seleksi Bersarang<div class="separator" style="clear: both; text-align: center;">
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Suatu bentuk seleksi bertingkat diperlukan, bentuk seperti inilah yang
dinamakan sebagai seleksi bersarang.</div>
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<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto;">
Contoh Program seperti Menetukan tahun kabisat (menentukan kabisat atau
bukan kabisat).</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto;">
<br /></div>
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Algoritma:</div>
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<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>JIKA sisaPembagian(tahun,4)<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">≠</span>0
MAKA</div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 6.0pt; margin-left: 1.0in; margin-right: 0in; margin-top: 0in; mso-add-space: auto;">
Tampilkan(“Buakan
kabisat”)</div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: .5in; margin-right: 0in; margin-top: 0in;">
SEBALIKNYA</div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: .5in; margin-right: 0in; margin-top: 0in;">
<span style="mso-tab-count: 1;"> </span>JIKA
sisaPembagian(tahun,100)=0 MAKA</div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: .5in; margin-right: 0in; margin-top: 0in;">
<span style="mso-tab-count: 1;"> </span>Tampilkan(“Bukan
kabisat”)</div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: .5in; margin-right: 0in; margin-top: 0in;">
SEBALIKNYA</div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: .5in; margin-right: 0in; margin-top: 0in;">
<span style="mso-tab-count: 1;"> </span>tampilkan(“Kabisat”)</div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: .5in; margin-right: 0in; margin-top: 0in;">
<span style="mso-spacerun: yes;"> </span>AKHIR-JIKA</div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: .5in; margin-right: 0in; margin-top: 0in;">
AKHIR-JIKA</div>
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<br /></div>
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Program:Kabisat.java</div>
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" 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Pengeksekusian program:</div>
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" 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Anonymoushttp://www.blogger.com/profile/00119652823468669899noreply@blogger.com0tag:blogger.com,1999:blog-5371374229014063316.post-32009099485915422692012-12-31T17:13:00.000-08:002012-12-31T17:14:41.230-08:00OPERASI SELEKSI<!--[if gte mso 9]><xml>
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<style>
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<br />
<div class="MsoListParagraphCxSpFirst" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Mengenal Struktur Seleksi pada JAVA</div>
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<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto;">
Secara garis besar Java menyediakan dua buah pernyataan yang terkait
dengan seleksi, yaitu pernyataan <b style="mso-bidi-font-weight: normal;">if </b>dan
<b style="mso-bidi-font-weight: normal;">switch.</b></div>
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<br /></div>
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<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Penerjemahan Bentuk JIKA..AKHIR-JIKA</div>
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<br /></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 0.25in;">
Tabel
di bawah ini memperlihatkan pedoman pengonversian bentuk pseudokode
JIKA..AKHIR-JIKA ke dalam pernyataan Java. </div>
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<br /></div>
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</div>
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<style>
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{mso-style-name:"Table Normal";
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mso-ascii-theme-font:minor-latin;
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mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;}
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<![endif]--><!--[if gte mso 9]><xml>
<o:shapedefaults v:ext="edit" spidmax="1027"/>
</xml><![endif]--><!--[if gte mso 9]><xml>
<o:shapelayout v:ext="edit">
<o:idmap v:ext="edit" data="1"/>
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</div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Seleksi Sederhana</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto;">
Beberapa contoh seleksi sederhana baik dalam bentuk algoritma program
dibahas pada sub bab ini.</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto;">
Algoritma:</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto;">
Algoritma untuk menentukan bilangan genap atau ganjil adalah seperti
berikut.</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Masukkan(bilangan)</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>JIKA sisaPembagian(bilangan, 2)=0 MAKA</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto;">
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.blogger.com/blogger.g?blogID=5371374229014063316" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="" border="0" 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tampilkan(“Bilangan genap”)</div>
<div class="MsoListParagraphCxSpMiddle">
SEBALIKNYA</div>
<div class="MsoListParagraphCxSpLast">
<span style="mso-tab-count: 1;"> </span>tampilkan(“Bilangan
ganjil”)</div>
<div class="MsoNormal" style="margin-left: .5in;">
Program :</div>
<div class="MsoNormal" style="margin-left: .5in;">
Contoh berikut menunjukkan pengonversian
algoritma di atas ke dalam program Java.</div>
<div class="MsoNormal" style="margin-left: .5in;">
<br /></div>
<div class="MsoNormal" style="margin-left: 0.5in;">
Program : BilanganGenap.java </div>
<div class="MsoNormal" style="margin-left: 0.5in;">
</div>
<br />
<br />
<br />
<br />
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<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"/>
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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:10.0pt;
mso-para-margin-left:.25in;
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-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;}
</style>
<![endif]-->
<br />
<div class="MsoNormal" style="margin-left: .5in;">
Contoh pengeksekusian program dapat
dilihat di bawah ini.</div>
<div class="MsoNormal" style="margin-left: 0.5in;">
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<![endif]-->
<div class="MsoListParagraphCxSpFirst" style="line-height: 115%; margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Memahami Paket</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-left: .25in; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-left: .25in; mso-add-space: auto; text-align: justify;">
Java dengan sendirinya mengenali
paket <b style="mso-bidi-font-weight: normal;">java.lang. </b>salah satu kelas
yang tersedia pada paket tersebut adalah <b style="mso-bidi-font-weight: normal;">String.
</b>Itulah sebabnya program Java bisa memanfaatkan kelas tersebut dengan
sendirinya.</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-left: .25in; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-left: .25in; mso-add-space: auto; text-align: justify;">
Untuk mengakses kelas-kela tertentu
yang tidak terdapat pada folder kerja atau pasa paket java.lang, diperlukan
pernyataan <b style="mso-bidi-font-weight: normal;"><span style="mso-spacerun: yes;"> </span>import. </b>Contohnya telah anda dapatkan pada
program <span style="font-family: "Courier New";">LuasPersegiPanjang.java. </span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">mengingat
pada program tersebut diperlukan penggunaan class terdapat pernyataan:</span></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-tab-count: 1;"> </span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-left: .25in; mso-add-space: auto; text-align: justify; text-indent: .25in;">
<span style="font-family: "Courier New";">import java.util.Scanner;</span></div>
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<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-left: .25in; mso-add-space: auto; text-align: justify;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">kalau ada beberapa paket yang
dilibatkan, misalnya pada <b style="mso-bidi-font-weight: normal;">java.util,</b>
maka sesudah <b style="mso-bidi-font-weight: normal;"><span style="mso-spacerun: yes;"> </span>java.util </b>boleh dituliskan * yang berarti
semuia kelas pada <b style="mso-bidi-font-weight: normal;">java.util. </b>jadi
pernyataan berupa:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-left: .25in; mso-add-space: auto; text-align: justify;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-tab-count: 1;"> </span></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 115%; margin-left: .25in; mso-add-space: auto; text-align: justify; text-indent: .25in;">
<span style="font-family: "Courier New";">import java.util.*;</span></div>
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<br /></div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Lebih Lanjut Tentang Pembacaan Data dari
Keyboard</div>
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<b style="mso-bidi-font-weight: normal;">Scanner </b><span style="mso-spacerun: yes;"> </span>menyediakan metode tersendiri<span style="mso-spacerun: yes;"> </span>untuk menangani setiapp tipe dalam pemasukkan
data.</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-left: .25in; mso-add-space: auto;">
contoh berikut memberikan gambaran cara membaca data
nama dari <i style="mso-bidi-font-style: normal;">keyboard.</i></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-left: .25in; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 115%; margin-left: .25in; mso-add-space: auto;">
Program: Nama.java</div>
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<w:LsdException Locked="false" Priority="65" SemiHidden="false"
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<w:LsdException Locked="false" Priority="34" SemiHidden="false"
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<w:LsdException Locked="false" Priority="29" SemiHidden="false"
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<w:LsdException Locked="false" Priority="66" SemiHidden="false"
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<w:LsdException Locked="false" Priority="68" SemiHidden="false"
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<w:LsdException Locked="false" Priority="69" SemiHidden="false"
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<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"
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<w:LsdException Locked="false" Priority="61" SemiHidden="false"
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<w:LsdException Locked="false" Priority="63" SemiHidden="false"
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UnhideWhenUsed="false" Name="Light List Accent 3"/>
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UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
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UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
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UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
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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"/>
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<w:LsdException Locked="false" Priority="73" SemiHidden="false"
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<w:LsdException Locked="false" Priority="60" SemiHidden="false"
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UnhideWhenUsed="false" Name="Light List Accent 5"/>
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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"/>
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<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
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UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
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UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
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UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
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UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
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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"/>
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<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:10.0pt;
mso-para-margin-left:.25in;
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-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;}
</style>
<![endif]--><!--[if gte mso 9]><xml>
<o:shapedefaults v:ext="edit" spidmax="1027"/>
</xml><![endif]--><!--[if gte mso 9]><xml>
<o:shapelayout v:ext="edit">
<o:idmap v:ext="edit" data="1"/>
</o:shapelayout></xml><![endif]-->
</div>
<div class="MsoNormal" style="margin-left: 0in;">
Berikut adalah contoh hasil
pengeksekusian program <span style="font-family: "Courier New";"><span style="mso-spacerun: yes;"> </span>Nama.</span></div>
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Anonymoushttp://www.blogger.com/profile/00119652823468669899noreply@blogger.com0tag:blogger.com,1999:blog-5371374229014063316.post-9291900753112864612012-12-27T03:51:00.000-08:002012-12-27T03:52:42.309-08:00Operator Penugasan- Operator Penugasan<br />Operator penugasan berguna untuk memberikan nilai ke suatu variabel.<br /><br />Operator += berguna untuk menaikkan nilai terhadap suatu variabel.<br />Contoh:<br /> a+=2<br />berarti nilai variabel a dinaikkan sebesar 2. Kalau misalnya semula a berisi 5 maka a akan bernilai 7.<br /><br />- Menangani Pemasukkan Data <br />Pemasukkan data dari keyboard bisa dilakukan dengan menggunakan objek berkelas Scanner. Pertama-tama buatlah variabel yang akan merujuk ke objek berkelas Scanner seperti berikut:<br /> Scanner scan = new Scaanner(System.in);<br /><br />Program: LuasPersegiPanjang.java<br /><img alt="" height="348" 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" width="400" /><br /> <br />
Jika program telah dikompilasi dan kemudian dijalankan maka akan diperoleh hasil seperti berikut:<br /><img alt="" src="data:image/png;base64,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" /><br />Anonymoushttp://www.blogger.com/profile/00119652823468669899noreply@blogger.com0tag:blogger.com,1999:blog-5371374229014063316.post-78307969043695991382012-12-27T03:39:00.000-08:002012-12-27T03:48:56.588-08:00 Operator Penambahan dan Pengurangan- Operator Penambahan dan Pengurangan<br /><br />Pada Java anda bisa memberikan pernyataan seperti berikut:<br /> x = x + 1;<br /> y = y – 1;<br />Pernyataan pertama menyatakan bahwa variabel x dinaikkan sebesar 1. Bagaimana cara bekerjanya? Mula-mula ekspresi x + 1 dievaluasi. Selanjutnya, hasilnya diberikan ke x. sebagai contoh, bila semula x bernilai 5, maka ekspresi x + 1 menghasilkan 6. Selanjutnya 6 diberikan x. dengan demikian, x berubah menjadi 6. Serupa denngan pernyataan pertama, pernyataan kedua akan membuat isis y berkurang sebesar 1.<br /><br />Operasi seperti diatas seringkali dilaksanakan dengan menggunakan operator ++ atau --. Operator ++(penambahan) berguna untuk menaikkan suatu variabel sebesar 1. Contoh:<br /><br /> y = x++;<br /> y = ++x;<br />serupa dengan operator ++, anda bisa menebak sendiri hasil dari kedua pernyataan di atas. Contohnya dapat dilihat pada tabel berikut:<br /><br /><img alt="" src="data:image/png;base64,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" /><br /><br />Contoh program yang menggambarkan pemakaian dan efek operator ++ dan-dapat dilihat di bawah ini.<br /> <img alt="" height="353" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAiIAAAHkCAIAAACMj9NJAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAEaXSURBVHhe7Z0vmOU0F4evRCJXrkQieUatRCKRqHmQSNyHW8k4JHIlbpBIJBKBQCKRyP1OmzY9aZM0aZv033vFcrnTJidv0vxykubk8fF+n7///vs39Xn//v3/+EAAAhAoSeDXX3+1vc4ff/xxq373ce3SSr3+8ssv0ni+/vrrd+/ePdrP27dv5bv9fP/99yVbF2lDAAIQ+N+XX35p+5zPP//c9EXyRX4XOj///LN0Vv/+++8lO+Srycyff/75008/iai8efNGalHq9auvvpJa/PDhg9TiJauQQkEAAiclIG6NeDnSQX3zzTfSWX366aeffPKJCI9Msfz+++8nLdTU7CvIjEyCyVhA6knclM8+++zbb78VUfnnn38uU0kUBAIQuAmB//77T4RHpli++OILUR0ZJf/4449nn2Q7scyIuojmi66IuojGiNLILzdpixQTAhC4PAGZQ5M5/++++07m1mR6RgbQJ9Wb88mMqL0oijiYoi6i+TJLdvnWRgEhAIGbE5DpGVkOEL2RgbUMr881W3MmmRFfUrwWcSTlXxZabv7UUXwI3JOADKxleC3OjSzhyIBbht3H53AOmRHP0byScRasx694LIQABE5NwAy7ZVJHFm8OLjZHlxnRFREYWQc76aTkqdsxxkMAAgcnILNnsnhzcLE5rsyIwJi1fQTm4A0d8yAAgX0JGLGRmTR5N/qAm2+OKDPiDAovERjeHNu37ZI7BCBwIgIiMCIzxrM5lNnHkhnRZFmAkc+53qM4VI1iDAQgcGcCIjbi2ci2m+Ns8DyKzMgSlrylJzosrsydmwhlhwAEILCegGiMKI1stTnCHNohZEbeTpZ1fnlL7+DvS6yve1KAAAQgUI2AbLWRfTayzl0tR29GO8uM6Irorey1ZJflvu2A3CEAgUsSkAUIWefedyViT5kRaRG3TvT2krVLoSAAAQgchIAsRsiM0V672neTGfHjRGN4WfkgrRAzIACBaxMQt0bmjWRton4xd5AZmSgTJ04+R1ibqk+cHCEAAQjsRUDetJLxfeVXeWvLjEyUie+2+5LUXnVMvhCAAAT2JSAvocl7ARLBq5oZVWXGvGPHan+12iUjCEAAAlMCMpMkEbyqDffryYysQcnMIBNlNHoIQAACRyAgKxcSNaCCJZVkRmRT3qhjW0yFGiULCEAAAokERGZkS0nixYsvqyEz5qTrxSZyIwQgAAEIFCIgW0q+/vrroj5AcZkRqazjlxWqA5KFAAQgcG0CHz58kKWackpTVmbEiWH35bUbKKWDAAQuQEDWzsspTUGZEScGP+YC7Y8iQAACdyAgrziL0pQoaSmZESemwspSCSKkCQEIQOCeBAr120Vkppwq3rPuKTUEIACBOgRKzEJtLzMSnY13l+s0CHKBAAQgsDkBWVPfdufmxjIjoTDZg7l5rZMgBCAAgZoExFXY8ITJLWVGdvhLvLK///57GY7X58fzq+fW0O/LcuEuCEAAAhCIE5CXm6Uz3yow2JYyI28pLA/H9tfL09OLp+Sh3/tL5e8P5+OVqqRG1aa0/PakPHwXDSXYIfPFVpsbZQzgp2/rZV2ZSqc/V3zJ39ss5+7j7xA4OwET5niTzTSbycyPP/743XffLSa7xpWRHs32ZU3vtqJjUyktLkrejY3G9AY3feoK4/MybhRik8x0OuM0ddVkmmcvL53+Uru4DwJXJyArNJsEcNlGZiT0sizJLNe9pa6MqeWRzDy9/NXVvvZ0VI9qvAe5rBsqq+GqkZlhCG3uUkPqIXH3D09Prrx1Wc/145OuvvHp/vrY+VVjO/rSWv8hpVBe48dOglOswbtyyISgOWV4fXaSGsmMoWKstrXQP6qDTS7M0ul7uwoHkFMkH0/7m1w5NLqZxnP1LoryXYLAJq8DbCAzK5dkTDe+ZlXGmTdzesahfxg5Co4KvL7aJaFBZvRUiXOBo2LWbO2UdNLXdMszMtPKay+KrmQ6M3hq6kbfkVSogPEh6pKvNWnkGgag5Xkb+mpdfC1ILszS6c90BuM6SmgMzi1B/pfohCjE1QlsskizgcysWpLpfII1KjP2ZrrOfbJooyfZp/27aS3dQH5kTmhoq7NYNIMflxltReclLChUcFzuE/fJJJeeRQxAczIYkZtOmoVkpqlF66U5MEunnyszejVKDxKaKmrTcsGG/aKrd1CU7yIE1i/SrJUZibkm0T3X4Az1+KHfp3mN+rKhRw53/RGZeX4erZDEJm2sMQvXhAKTZq3gjaZq2v8NzS72ntDINxp1ee6M1oYyE3TaMmRG1asLM+Trdk7jdEigF+omQHpXc246U9esSiRhBs+hnNR41jw+3AuBCgRWRgdYJTMyXSaHfa47VnrlhNm0rxkSjPRPYZlpup+mm7MSpXv2ZmQ69DlaCcYy40wwxZpB6BWA8cRRb09eocLGayXT5XXkzVWJsDeTJzMdwXaYb2mGYWbLTGb6pr6DM5xOqaM8zSDAeYskfn2F7oEsILARAXnrTLZFLktslczIq2XygtmyjM1dm7gy7iu1ej3EmbDolGM876Rlo+tr7PTNZBG3dXX6vtF5lXrkOSXLTNvd9yVwlvRNXt1H/SWvUOpqx3gD35O8w6eHE4SmjXFnkEa1omW7L5N0yaM3Arq/DDBLp9+3wkSZcV4HGfOUtBpzXc2N8F/z4HAvBCoTEI0RpVmW6XKZWZNrb+sGrsyyYh//rvqvVh+fyS4WTuf9djGDTCGwOwGJhrzsYJflMrPGh9qS10MV4QjftyjbmTdsblH+/dNQTsiilzv2LwEWQGBrArI+It3+glWShTKzckVo4+IbdTnOvxsXj+QgAAEIHILAsp5/icws1rSCnI7gx2gbChaVpCEAAQjsRmDBPNYSmVm/8r8bITKGAAQgAIEVBBYcJ5YtM7Ip9NNPP10eV2ZF8bgVAhCAAAR2J5Dr0GTLzMoQmbsDwgAIQAACEFhDINehyZMZcWLevn274E2DNUXiXghAAAIQOBSBLIcmT2ZwZQ5V0xgDAQhAYBcCWQ5NhszgyuxSnWQKAQhA4GgEsuQgQ2ZwZY5W09gDAQhAYC8C6YqQITNffPGFHF+2V5HIFwIQgAAEjkMg/a3jVJmRIwckGPNxSoglEIAABCCwLwE5BUbOgpm1IVVmvv/++/fv388mxwUQgAAEIHATAr/++uuXX345W9hUmXnz5g3vMc/S5AIIQAACtyKQIg1JMpMoWbeCS2EhAAEIQCBloitJZr755puff/4ZoBCAAAQgAAFNIOXgsXmZSX+dAPoQgAAEIHA3ArMRAeZlJmu35934Ul4IQAACNyfwv/YTgTAvM8cJ+69Ojh+XyJ5V7x7E3l0mN3p/X9M44jmuSXn23jOfralOpXw0H1svG/EsnX64ctoCbN7MZhsDF0BgdwK//fbbu3fvVsnMrENUs5AvT7EHuf6x7fVz1J1Z06fW69gkt00y0+mM09yCZ+n0/e19C8trPknkBYHNCMwurMx4M//++6+cLrOZOW5CnXcyDEC7XswMbM3/mJH708tf5tZGZibX21Snj3pkjKx8gud4Bxq50tO5OKfId2a3Fg5/eHrS7lXodx/1SVf/8tSwCZFskrAItO+gwHbZ2xPvvfaPnQRbIUMdmXqyRtuKG6ffcBjk6vXZSWrEM9ISojyLpo/MFOoPSPbEBMSbEZ8mVIAZmSm9MOPMg0n/0/dTuiuSvkbJjOos1fWmeKER5fT39tZOA9p+MDhOj1/pk5nXVh9N/zv0ofpK7ZGEfvdWmEYxKnKIpLZh5P10AmSK/tqbbb+49rfduoeS5GsL2SSoLvGn76Qz782EWkKYW543k58+MnPi3hDTCxGIL8/MyEzphZnRqokd24Zlxhn8xsfCFuhEDJr70nDPXBn3ZpQb5noVOnftbcxZFZcZLQIdGZ14uxaiHY5paq3eNKrbfzRtn8xMyq9nNf3puxmMhMs7INDrN45uKzNVbToFKJC+p+E0Wc7VXVp74yoInJJAfHlmRmZKL8zosXbbxXXdyGllJjYjpGXP6z6NvAF/f+Z2nBagn2Tb04earU8GIvZvKDNB3zFDZlSpXG5+r2vk/Nm7Qy1NQ5uvl7Anfco+A6MhkEkgvjwTk5miCzOmFO7bOYPrMExVtWNTZ9LM9puTPjR90szxoppexHGSNOH4leMctUlmiNuvzowm0KzMhH4P1XLoFYAIyVCn7pGZsP1tZXXFMcD6GlToXBxhbyZPZoahh9MSXMdGL8eEp0C9MpaZvr9mQm0v82nlcgiclUBkeSYmM7Ovqa3nIXMsz2qSZugrhtme55d+2cH81/xvNwGkl1fUXE/fCY5XrtXMhv5TUGPaAnqvDKas/mCK1iU+WO1bKrcFSkHqfaE5SNKdpOoIjCfTBgIh+8UwddN0BcatkWD6IezhmvK1hG6A4pk0K51+sH6QmZSmyzUXJhBZYYnJzE8//fTtt98W5RJ/Qblo1hdLHJI7V6jrdu9sDNlDoDqBiF7EZKb0+v/jh344+vwq3y2Wvb5Xr5f8DB+qvtzvHUpxM8LXDPlxjWGRyyG/xrgDAjchEImwHJOZr776Sl5oLsrIKMpx/i1a2G0SNz0j/+5FYJtaJBUIXI2AnBQjhwJ4SxWTGTkuUw7NLA1jL98llG/p8m6Qfu4YnOuX+S4hbhtUIUlA4IIEPvnkE3nlbFqwmMzIPMwFSVAkCEAAAhAoQCC0ASYoJOLHiDdTwBKShAAEIACBCxL4+uuvP3z4kOHNlA4zc0HGFAkCEIDAjQmETtIMejNyXKYcmnljYp6iH+okgm2rpsRZCbMWxjI122U2CQk9sWO7wo4jDqg9XU/RYOKzbJqdy5uUvt935NnqtEn68yWJXxENVBG8tS3VIexfW/5L3f/+/XtRmgxvBpnx1v+RTiKIRVXxGZ97/d4PwOF3PI6C0AyhK8ye3rTABKUpp4fGKG1JKP0F7fLwTWMvljvnG1KNoDczeyDazgXaIvtQ/Hw9kj7ASQTDzvbhBIHxrnkVyED9ybu53w2gMOztn44NE89KsBlKdmrPfheoWgdtsJVmLxtnOtz/9PIa1XRzZUNExYaIH2egAhnofLvqtuEokoNgTuLI+WIWhWsqdFaCF07USJvHEDJDo/aO+lN7am9zihwkMUSdGBnja8bGylafsx7oVOOzEuXi1QSQGT/C459EoJ+oceAy77RBZiR/wyUW7KuLtxObotC361BmkWMCfJkqfyBl0qy5plFS89+2v+qFNQjBX1g9B5M6uB75Mi1Gbxyg0BkKhkCrku5ZDIEaCRk5TK/5IhGs9WbCJL3Gh4wJN2OjM3kTYMjMakUokkAoPlnQm5EwMxI8oIgtR0p0NAN+vBDR4RMEQg+nM3yei+Tf18XkuU0/K6EfkXYDUtVlTBIduSfjv4/OdZjtfPr7rbApmQkdZxCUGf9xA5G2Gh2DJ06aaUkeZTXtSf1a3iZh79UTd6EBRPz3cYmDzanRyHE0wIgx1kdzY/q12U2tjvURjUWZ3s+Rupwr25ItM7L+Lx7QlZF0w0//ATa6i3OH55UPvHFqwB1Ae7th50e3345126tlpveHdJa7yUwEQiWZMX1wX3lB8pvLzDTBdd5MjOSszIRKN/ED82TGeIF57s/lO7JjFDC0DSbozVSINHMEMpH4+YH48Gok5Y7dIq1/+lQ4XlTz2EVOIghFvPdF5tcmmVGfOifaG8k/NLZNt7Crxzbr0ePvjHcnFDzapiZP5t8lCnkzUQjeavI7CvEGOu4s3b7SVfgQ+Q1kxjnkdFLlOUfKeoobJek1XtW4Y0z0wItZv3VsGjJzhM5zasPff//99u3b6e9BmYmf7XzMQi6w6vgnEYROEDDd5RB8VI2c7Y/tqrb3wEk7FhyvUC86K6HL250pan/UUyWjc7E9Bzc4py7IGRGxd5ptys+v5quU065NqFLp4xj8hVUpxV6ImLYud9JIhMW8j2A+zmjbU1MOGV1N+UaqpMSE0YBlnTejj5FQJIPGOzWujYk0Y14BWNBxHfMWZMZfLzjfx2yvp7BqMvmzv9VTv2ClzKwpUqKTkniZY4kdUKyxj3u3JoDMeIhyEsHWzexu6S3pIQsw0s5b9x65zaV3PBZtz1wSdLUzRoKIDx5dJAjpZOa5AB+SrEQAmfGDPs4ZBDpidKVGQTYQmCVQ+sCFWQO44DwEkJlgXXESwXmaMZbuQWCJT9PbmXLvHmUizxIEkJkSVEkTAhCAAAQ6AsgMTQECEIAABAoSQGYKwiVpCEAAAhBAZmJtYKug67QzCEAAArclgMxsVfUHeYd1q+KQDgQgAIFtCCAzfo56B7i9wvxoNj03H194+VE4fU/qasOCZ+9CYrV2d+rAN6ODTIod/pVoIZdBAAIQaAkgM7GGMN0p3Xbv3Y4213/J8WaaVFqF8MSaSm2YbuSoUeBksxWOKIKpMLkOAhAoRwCZyZaZQGT4HJmRPDt3ZI0SDDkSMbDcE0LKEIDASgLIzD4y452Uy63L3qHJPQMmNx+uhwAEILCcADKzlcz4wu8H0lYzb+PgxTaocFqVNg7NOMi+3MmcWRo+roIABCoQQGa8kPODrgfC709T7/2Y/hRhNzp8m3HGTJpeK7J5mRWfCq2HLCAAAQjMEkBmZhHVvCD7lQD3RQBjqiQSPAytZmHICwIQgIAQQGZ8zSAlrl/KNblNLOegEuVwISq5oLkeAhCoRwCZCbDeKs55vaokJwhAAAJHJIDMhGslxV9JueaI9Y5NEIAABCoRQGYqgSYbCEAAAvckgMzcs94pNQQgAIFKBJCZSqDJBgIQgMA9CSAz96x3Sg0BCECgEgFkphJosoEABCBwTwLIzD3rnVJDAAIQqEQAmakEmmwgAAEI3JMAMnPPeqfUEIAABCoRQGYqgSYbCEAAAvckgMzcs94pNQQgAIFKBJCZSqDJBgIQgMA9CSAz96x3Sg0BCECgEgFkphJosoEABCBwTwLIzD3rnVJDAAIQqEQAmakEmmwgAAEI3JMAMrNHvTenZNrP8+seJpAnBCAAgToEkJk6nN1cRGYQlz3AkycEIFCfADLjY957G6IF6qu/dhzPpHdRZkQkJjOvz00iqFD9Z4EcIQCBIgSQmQDWRj2eXv76+LHp9tsvG360ND29uAkjMxuCJikIQGB/AshMuA46MZj3TIZ1lkRvRuXZZILrsv+DgAUQgEApAshMkKx1OcqqAOs0pdo26UIAAocggMxEVlyMvjSzWNsqTT8f16XuTMkxZ3aI5wIjIACBzQggMx6UvR/T9P+FfJrhjWZXwcxK0GbVS0IQgAAE9iaAzOxdA07+ojJbv25wqPJhDAQgcD8CyMz96pwSQwACEKhIAJmpCJusIAABCNyPADJzvzqnxBCAAAQqEkBmKsImKwhAAAL3I4DM3K/OKTEEIACBigSQmYqwyQoCEIDA/QggM/vUud03w/vL+1QAuUIAArUIIDO1SKt8ZMunVRf1tYYlOmudX+j3GjaRBwQgcGkCyIyverut/50WmPgvoYAzCw4CkATt3n/9fYOWNneEQabMEPpmgzohCQjcnAAy428Abnf8+rxxAJhOuYqcLBM9wgCZufkDT/EhUJ8AMhNiPrgZ8RjKC7wZicapvJloWE5P6glhPKdHGHjSaX210O/1WyI5QgACFyWAzAQrth/4b+7KiMoMC/8lzgGIhPvM9GYu2uopFgQgUJEAMhOB3Tg0Ly9PCe5DXo0VlZlWY4JHGOTJDEszeRXL1RCAgIcAMhNrFqrL3rT1xA5pXpXR7BEGWTLDqQSrKoObIQCBlgAyMyMzN97XwqkEdBIQgMAGBJAZP0T1KtiNhWaDBkYSEIDA3QkgM3dvAZQfAhCAQFECyExRvCQOAQhA4O4EkJm7twDKDwEIQKAoAWSmKF4ShwAEIHB3AsjM3VsA5YcABCBQlAAyE8RrY/U/np6236JZtFb3TlzQrdzTGglkMFe4UWDSx6OJR9e+OejaNNTv86veMDuX/vK/m0IlkjHmpb/m2FxvS2pD8LX7pJZbzJ0Q2IIAMuOnqPeMNF1UYt/gSWzjEMyrK/1M9iyIxNN05bqybCBR9w9yle3BWwlK789HNZDHM/Fqs4s243SGvo1ONxQn5ri6XZEABIIEkJl5mRmu6MbY3gMChp024vyoaC/tIQLdR/VlOhCA6RbNL83NzZBXgtyY0exs41VeV3exHjU7g2K1G6i1aKZv7Qbfw11D/22T7f7Y2+n1Qjp7ns2BCqpQc/aMZCaYjmI0Pb/H6sswdIjKV5Bnpv3TdMTMptOfphOoY7/MdIidgU+vrb4RUVtsXw6EEpp9trhgGwLITMKkmXqi3Sd/iKqpO64hqFiTtn80qXvDoW/oh97mv+3N80pgr9DjdZ3r2OYc18yZ5nE7LKe7e31tpbL7TLtxPcp2icRG2znptFmPfZlA5Yaxai9HJ5ZrfygdPXk362eky0y0Mwjlg8xs04eSyiwBZGYWUTuvPyjN8NA6naD2TpzBo+8h1xfrAX6fou1fZmRm0g3bOJ8byoweNo+CfoY00CsPNp102ctJp63H4MjdreUQ1jBP/Zd5+5fUi6cd+mVmvsGOrhi8uOxbuQECWxBAZhIoto+7Hqq33WvwgAB3SB2QGe88xhFlxpGSi8jMVL5M7SIzCU8Dl0AglwAy4yXmDgDHg99GOUYHBOhJsNHMjf2TnQozw27PWwVxmXFmqTqznaUI1UsOBWinRrRWeO3pZ5zGb0KNJwA9cusfho9KF/YGPgbt8XT7jhB4BvuJk2ad2yNjBfMZaIV45tofqZeAV5fszfiaQfSxD0yaMWeW21ly/VICyExAZrqleDOlNVYEPVNv7h/Weyfr9mqGzJ1/cl8OGA6yfH41t4g2OBrh7V+c+TfvKwbd2wS6d+tzdsvll7FhxXoA4WSqVcx0XerTypK9XPLT360LMbFnSTp9RaS+M6arbADh45lv/+hY0s6kPp3mf6ccdEMcl3/87pynTQZ7gMBEYpNFwgsmSzsW7oPAQACZWdIaNpo0X5J15XsKHOpWtgTJ/kxZM46TetiXSdXj45QFS05KAJnxVdzjMfzqfrfDzI+PR7NAYz7h60PpnOX3zs+Q0fSBy/j4Yagv+e6dj3Sq+WhlKdd5uMuK5fIhZQhECCAzATimJ+LfkxAwSjP9N9j0j1YueikIXJcAMhOu26ONebEn6juOfJr5Z/ZoPOct5goInJIAMnPKasNoCEAAAmchgMycpaawEwIQgMApCSAzwWojQvPiFn2KCM2LSxe4sXv53BsNeuu8SA8CZyKAzPhrS+/PdIPN5NbubOSq3ARXXn8me0K79SMIxi80mz2x8k5ghTedo3mVfgm+dPormx2335kAMjMvM8MV3Z46IjR321H7DaTDRj/vrkPzoycy8XgX4ngnx0hmgumoOkyN0Nxvu+0N9sdkGG02nd0VabVsGkcsVQaUQRHbpq02Nf0793aUfScCyEzCpBkRmg0kdz+5EzTgXBGapSzW8zC74e0WqGLPYYYMLLItI/1iZSRhCHgJIDPzDYMIzZbRRUJnmvI4OulpBk7cGX98nvnGM0SVGTyjBFWbs23iYbsRfsqrZkLJuQQCHQFkJqEpuFup+2EjEZqbEx69+KZrKvoXd9wdWyvKScfjb8Wr1ju/l9AaFl6S5W0ssC0r/YVl4DYILCKAzHixEaG5w3LVCM1tP24mQ9e94ZH81KXLwDLb0tNPNpkLIbANAWQmIDNEaG7BSOjMZxV1uVulGk8nWa9mSWRllZhdBFuSjqnI6SsA0wruc5yPlLzNQ9amkigDi21LTH/DEpEUBBIJIDOJoJzL7vNIE6F5SfvgHghAQBFAZnzNgQjNhopdV75YhGa6AAhAoCIBZCYA+2gRfLEnSiA7QnPFZ4ysIHBzAshMuAEcLYIv9vQ+1lBnikl2hOabP/oUHwK1CCAztUiTDwQgAIFbEkBmblntFBoCEIBALQLITC3S5AMBCEDglgSQmVtW+9UKfagg/OWNccNSXK0yKc/lCCAzl6vSexbIhptsvnjCLVelEjVmk01XRzvOoSpeMjsbAWTmbDWGvQECVl+mQfjHd3Rb7b0HOgSudY8EmNWxiDGpMhM30o2WrYw2ARRmDaQZQaAeAWSmHmtyOg6BcfjOp5dqtqXKzDg+zShUa8ifQWaq1SQZpRJAZlJJcd21CAzd9DQOtC7pOH5bfx5aNg1PQrMnAkSMnPfZsi3kBgiUIYDMlOFKqocn0HsVwQMdCpUg3ZsRA8JGIjOF6odktyeAzGzPlBRPQqDxFV6qBwfNkpn2nAKvkYFJM+bMTtL4bmUmMnOr6qawDgF1sks9MpkyY47fnCzpB14BMEdO1ysMOUEggQAykwCJSy5KILfH3wWD18iwLzO73rNLIcj01gSQmVtX/zUKHwqaGfl9ODfth0fgpOn92ajD3VzxYHvm/pWDBRkEkJkMWFx6WAKhgwByfz9sATEMAuclgMyct+6w3CGwwKex9+t7wQoBCGxLAJnZliepQQACEICAQwCZoUFAAAIQgEBBAshMQbgkDQEIQAACyMwebcCJO0KUwz2qgDwhAIFaBJCZWqR1PvEoWntYRJ4QgAAEChFAZnxge29DHA311V8FS0IrxmSGaCGFmjrJQgAC+xBAZgLc7clUJnzHX5tWj5amcWgQZGZT1CQGAQjsTQCZCddAJwYzaydLvBmVpz3/au+WQP4QgAAEihBAZoJYrX6UXaNnnaZIwyZRCEDgKASQmciKi9GXZhZrW6WRkLt2Gm58bAhzZkd5NLADAhDYhgAy4+HY+zGNFhTyaZrg7ubjKhiB3Ldp16QCAQgchgAyc5iq6DynrV83OFT5MAYCELgfAWTmfnVOiSEAAQhUJIDMVIRNVhCAAATuRwCZuV+dU2IIQAACFQkgMxVhkxUEIACB+xFAZu5X55QYAhCAQEUCyExF2GQFAQhA4H4EkJl96tzum+H95X0qgFwhAIFaBJCZWqRVPrLl06qL+lrDEp21zi/0ew2byAMCELg0AWTGV73d1v9OC0z8l1DAmQWhMyVBu/dff9+gpc0dYZApM4S+2aBOSAICNyeAzPgbgNsdvz6Pw/WvbDadckXUa3kG0SMMkJnlYLkTAhBYRACZCWEb3Ix4DOUF3oxE41TeTDQspyf1hDCe0yMMPOm0vlro90WNiZsgAAEITAkgM8FW0Q/8N3dlRGWGhf8S5wBEwn1mejM8MhCAAATWEkBmIgQbh+bl5SnBfcirhqIy02pM8AiDPJlhaSavYrkaAhDwEEBmYs1Cddmbtp7YIc2rMpo9wiBLZjiVYFVlcDMEINASQGZmZObG+1rGJ67xyEAAAhBYQACZ8UNTr4LdWGgWNChugQAEIOASQGZoERCAAAQgUJAAMlMQLklDAAIQgAAyQxuAAAQgAIGCBJCZgnBJGgIQgAAEkBnaAAQgAAEIFCSAzATh2lj9j6en7bdoFqzT/ZMWdCv3tEYCGcwVbxSY9PFo4tG1bw66Ng31+/yqN8zOpb/876ZQaWSGVx0T33Rs0rYltSH42n1Syy3mTghsQQCZ8VPUe0aaJz6tb/CltXEI5tWVfiZ7FkTiabpyXVk2kKj7B7nKdt9tj57YmU/x5/FMvFoVIq319VdNNxQn5ri6XZEABIIEkJl5mRmuiB0QoIafT31Pp3bftGcJqL5MBwIw3aL5RTynNm6zBLkxd8w2XuV1dRfrUXOfjITJ7Mb0rSXmM9O3doPvoRRD/22T7f7Y2+n1Qjp7ns2BCqpQET5tsUcyE0xHMZqe32P1ZRg6ROUryDPT/mk6pgaep+lE6/ivl+cmyKn9TOOifvzYy5JPk9piBwZAyc7VbCvkAgiECSAzQTZ6UkU/46pvHqJq6o5rCCrWde0eV0j3hkPf0A+9zX/bXmleCewVeryux7BugJm80a0zzeN2WE539/raSmX3mXbjepTtWhCzJyedXpdSHM8wVu3laJ659ofS0ZN3STUxnfXyyUy0iwvlY0R+uZ9OvwqBRALIzDwod4g4PLROJ6i9E2fw6HvI9cV6gN+naIVhRmYm3bCN87mhzOh+aBT0M6SBXnmw6aTLXk46bT0GR+5uLYewhnnqv8zbv6ReQv7G4tk8m+Dgxc23da6AQAECyEwCVHdE2fcywQMC9CjYTJPokX6T33SIaqw4osw43dxFZGYqXy5/2yasbNeXGe0/JbTRyCXIzDp+3L2aADLjReg+mePBb6McowMC9CSYKzMyb9711M3vvaPjn8iIy4xvtsRZilB94VCAdmpEa4XXnk7kJrMo4wlA5ai5g3oHY5YXErRnsjajhNiKtV61MOtbSbNA4wruCYV4hmXGX7+Regl4dWOAtqmMOW81acac2erekwQSCSAzAZnpluLNlNa455qONIeFnMm6vZohc+ef1Fp806fY655fzVfRBkcjvP2LSj3wikH3NoHu3fqc3XL5ZWxYsR5AOJlqFTNdl/q0sqRK5ny3LsTEniXpmNSmrwCEngRdZQMIH898+0fHkqpxRv/mhU5zbOEYr/uqRq7MBCYSG8QJL5gk9iNcBoEIAWRmSfOIDOSXJHfgewoc6la2tMn+TFkzjpN64AUAZtKOU0XXtwSZ8dXx4zH86n63w+yPj8fwmmn4+lA6Z/m98zNktH/gMj5+GOpLvnsWw0aVfLSylOtnQquA5XIkZQhMCCAzgUZheiL+PQkBozTTf4OP/NHKRd8EgesSQGbCdXu0MS/2mLoKcBj5NPPP7NF4zlvMFRA4JQFk5pTVhtEQgAAEzkIAmTlLTWEnBCAAgVMSQGZOWW0YDQEIQOAsBJCZYE1xEMDiRpy6STKcQWxbyYxZ+g3ebt+R9yCAxaUL3Fgzr61tJz0IlCSAzPjp6m0Fbkyz3NpICpCYm+iK689kTygoTKT4430zJvSCxAqosKEmmlfpvVal01/R5Lj17gSQmXmZGa7oxtjdpu5uD023g3zYuN4EEDA/jjezcxDAYQ4C6KM79G6TJ0TNZDP+fEBjq2XT3Y+pMqAMitg2bbWp6d+9x6P8OxBAZhImzVQX5D7MHATQB+I510EAUufW8zBBV9zQaCUexAwZWGRbRvolikeaEAgTQGbmW4c7aTZMOjlTOnroy0EAkxg1mtVYqsPBLqeTZuF02noMxO/y1/FccLAF3ownI08qCao2Z9vEw3YDyZVXzfnHhisg0BNAZhLaghuxo+8lOQigDz09QZgjD7G1opx0smXG9v9JIZ0Tmkn8kixvY4FtWemvLg0JQCCDADLjhcVBAB2Wqx4E0PbjwwJaBaVJl4FltqWnn9E9cCkEtiCAzARkhoMAWjAy+/Wsgvt33fF4IsjOAi0J4K8Ss739knRMRaYcBNDn2Ji9wG9Y9twlysBi2xLTX2Y8d0FgDQFkZgm9+zzSHASwpH1wDwQgoAggM77mwEEAhopdV77YQQB0ARCAQEUCyEwA9tECxWNPlED2QQAVnzGygsDNCSAz4QZwtEDx2NP7WEOdKSbZBwHc/NGn+BCoRQCZqUWafCAAAQjckgAyc8tqp9AQgAAEahFAZmqRJh8IQAACtySAzNyy2q9W6EMF4S9vjBuW4mqVSXkuRwCZuVyV3rNAzbbGWgH/ZwlHjdlk09XRjnOYRcIFdyaAzNy59i9V9qZvb8MITIPwj8vZbbX3HugQuFaHpuzD1ETwRYxJlZm4kcEgoSaAQoXoOZdqPBSmKAFkpiheEj8oAbevD0ZBLWF9qsy0hxWoYM4jI0P+DDJTotJIcxUBZGYVPm4+LYHAgQ6T8ozjt/XnoWUX3JPQ7IkAESPnfbZsC7kBAmUIIDNluJLq4Qn0vkJVV0aopHsz6uKpkcjM4VsYBvYEkBnawm0JNL7CS/XgoFky0640eY0MTJoxZ3bb5nzggiMzB64cTCtMQJ3sUjgnlXymzJijCiZL+oFXAMyR0/UKQ04QSCCAzCRA4pKLEsjt8XfB4DUy7MvMrvfsUggyvTUBZObW1X+NwoeCZkZ+H85N++Ehh5sd86MOd3PFg+2Zx6wwrAoQQGZoGlcgEDoIIPf3K7CgDBA4GAFk5mAVgjlLCSzwaWxW+t6l+XMfBCDgJ4DM0DIgAAEIQKAgAWSmIFyShgAEIAABZIY2AAEIQAACBQkgMwXhBpN24o4Q5XCPKiBPCECgFgFkphZpnY/IDOKyB3jyhAAE6hNAZnzMe29DtEB99dfOktCKMZkhWkj9p4AcIQCBggSQmQBcezKVCd+x7Q4+LU3j0CDITMHmTtIQgEB9AshMmHknBjPTW0u8GZWnPf+qft2TIwQgAIEKBJCZIGSrH2WXUVinqdDMyQICENiPADITWXEx+tLMYm2rNP2x9V3qzpQcc2b7PQzkDAEIlCCAzHio9n5M0/8X8mma4O7m4yoYgdxLtHLShAAEdiSAzOwIf5o1RyIeqjowBgIQ2IAAMrMBRJKAAAQgAIEQAWSGtgEBCEAAAgUJIDMF4ZI0BCAAAQggM7QBCEAAAhAoSACZKQiXpCEAAQhAAJmhDUAAAhCAQEECyExBuJGk7b6ZrcOl7VMccoUABCAQIoDM7NA2ZMunVRf1tYYlOmudX+j3GjaRBwQgcGkCyIyverut/50WmPgvoYAzC0JnSoJ277/+vkFLmzvCIFNmCH2zQZ2QBARuTgCZ8TcAtzt+fR6H61/ZbDrliqjX8gyiRxggM8vBcicEILCIADITwja4GfEYygu8GYnGqbyZaFhOT+oJYTynRxh40ml9tdDvixoTN0EAAhCYEkBmgq2iH/hv7sqIygwL/yXOAYiE+8z0ZnhkIAABCKwlgMxECDYOzcvLU4L7kFcNRWWm1ZjgEQZ5MsPSTF7FcjUEIOAhgMzEmoXqsjdtPbFDmldlNHuEQZbMcCrBqsrgZghAoCWAzMzIzI33tXAqAZ0EBCCwAQFkxg9RvQp2Y6HZoIGRBAQgcHcCyMzdWwDlhwAEIFCUADJTFC+JQwACELg7AWTm7i2A8kMAAhAoSgCZKYqXxCEAAQjcnQAyE2wBNojy4+lp+70zl254gm7lZqPIDtM5cqOIcY9HEyiofaXDtWmo3+dXvZNpLv3lfzeFSiQzvPSedkOTti2pjY3UvsC+3GLuhMAWBJAZP0X9Mm/TRaU96r60No6NubrSz2TPghAJTe+sK8tGeHP/IFfZNwhbCVr8PmEez8Sr9Y6lpFv6Njrd6ZV0++pWRQIQiBBAZuZlZrgiFrl5eAVanB+1Db+N7tx9VF+md2iabtH80tzcDHkl+kDz34ShqPK6unGrHjX3yUj8sm5M77fHh6EbfA8lG/pvm2z3x95OrxfS2fNsIl2rQqnXxrs/tGbaz0hmgumoW6YHK1h9GYYOUfkK8sy0f5qOqYHnaTrRLmqsE9OAdR8/9trqGxG1xQ4MgNKdK3pRCCwngMwE2elJFd3xKa0Ywp3pjmuI9tJ17R5XSPeGQ9/QD73Nf9teaWaUrUfleryu+yZ353/e6NaZ5nE7LKe7e31tpbL7TLtxPcp2LYjZk5NOm/XYlwlUbhhriGeu/ZF6sa7xXE30IjxqPj6ZydKp/mKT/nI/fXmvw503I4DMzFe4O0QcOgenE9TeiTN49HUm+mI9wO9TtMIwIzOTbtgGYNtQZnQ/NIrGFtJArzzYdNJlLyedth6DI3e3lkNYwzz1X+btX1IvseHOOikYvLj5ts4VEChAAJlJgNr2KxOHJhi52R1SB2TGO49xRJlxpOQiMhOaNDukzDQu2iqdQWYSnnEuKUkAmfHSdZ/M8eC3UY5R5GY9CTaaubF/slNhZtjt6TriMuObLXGWIlR/NBSgnRrRWuG1p59xGs+ijCcAPXLrAZjlhQTtaefApjNGAa8oZ9Ksc3vsQtBAK8Qz7M3IukhHV9dvpF5i9vcs9XsMev4tVE1LJs2YMyvZsZK2JoDMBGSmW4o3U1pjRdAz9eb+YSFnsm6vZsjc+Sf35YDhhLHnV3OL9F6ORngn5Z35N+8rBt3bBLp363N2y+WXsWHFegAxnvRzX9oalUudnSb52Vuj9vTLEurlCYGs752m01dE6jtjusoGED6e8Xz99RtLp7EwZH/fHBWBlWszgYnEJoOEF0zoLiGwngAys4ShOzu/JIWz3LNyvqZ+MUeuZH0DjpZj4EUDZtKOVlFXtgeZ8dXu4zH86n63g8yPj0dzyLH5hK8PpXOW3zt3QgbUBy7j44ehvuS7dz7SqeajlaVcD+MuK5bLh5QhECGAzATgmJ6If09CwCjN9N9g0z9aueilIHBdAshMuG6PNubFnqjvOPJp5p/Zo/Gct5grIHBKAsjMKasNoyEAAQichQAyc5aawk4IQAACpySAzJyy2jAaAhCAwFkIIDPBmuIggMWN+BQHASwuXeDGbo+T99CBrfMiPQiciQAy468tva3AjWmWW7tzARJz01t7/ZnsWRBmZbxvxmzNl1fPK2yoieZVeq9V6fTXtjvuvzEBZGZeZoYruq3b3T7zbg9Nt0l72LbNQQCjwAkGmycA/niz/3gD/0hmgumoOkw9CKCP7tDvxveH/tEBDfwBIdzmY7VsuvsxVQaUQRHbpq02Nf0bd3YUfS8CyEzCpJnqgtyHmYMA+kA85zoIQOrceh4m6Ip7zk2JpzFDBhbZlpF+ieKRJgTCBJCZ+dbhTpoNk07OWFvHsOIggIyQl7FJvOmkmf7F07EmHgRg6ryrsmD0Y12l1q3JjpXsSSVB1eZsm3jYbiC58qo5/9hwBQR6AshMQltwI3b0vRsHAfShiScIc+RhN5mx/X+2ciQ0mZWTWgtsw5tZVC3cVIMAMuOlzEEAHZarHgTQ9uNGX9a94ZH8kKbLwDLb0tNPNpkLIbANAWQmIDMcBNCCkdmv5/YsX2cBfDwRdLKDAHrzUwLyb/OYmSm6hMkye0BAtm2J6W9WHhKCQDIBZCYZlbrwPo80BwEsaR/cAwEIKALIjK85cBCAoaK9mKMFmlT2ZB8EQBcAAQhUJIDMBGAfLVA89kQJZB8EUPEZIysI3JwAMhNuAAcevx/5kLG9bMs+CODmjz7Fh0AtAshMLdLkAwEIQOCWBJCZW1Y7hYYABCBQiwAyU4s0+UAAAhC4JQFk5pbVfrVCHyoIf3lj3LAUV6tMynM5AsjM5ar0ngWy4SabL3XCx4RBR43ZZNPV0Y5zuGejo9SJBJCZRFBcdnQCVl+mQfjHpndhALwHOgSudY8EmNWxiDGpMhM3Mhgk1ByuMGvg0WsT+65EAJm5Um1SllQCbl8fjIKamlzOdakyM45PMzIy5M8gMzmVwbVVCCAzVTCTyeEIBA50mNi5zXEAkuySEwEiRs77bIdDjkF3JYDM3LXmb1/u2QMdChFK92aMNrVTe1N/C5kpVD8kuz0BZGZ7pqR4EgKNr/BSPTholsy05xR4jQxMmjFndpLGdyszkZlbVTeFdQiok13qkcmUGTPZNlnSD7wCYI6crlcYcoJAAgFkJgESl1yUQG6PvwsGr5FhXyblUJtdykGm9yWAzNy37i9T8lDQzMjvZm6p+fzwaNY+DvkZjBQPRRvJ9sxD1hdGhQggM7SNKxAIHQSQ+/sVWFAGCByMADJzsArBnKUEFvg0Nit979L8uQ8CEPATQGZoGRCAAAQgUJAAMlMQLklDAAIQgAAyQxuAAAQgAIGCBJCZgnCDSTtxR4hyuEcVkCcEIFCLADJTi7TOR2QGcdkDPHlCAAL1CSAzPua9tyFaoL76a2dJaMWYzBAtpP5TQI4QgEBBAshMAK49mcqE79h2B5+WpnFoEGSmYHMnaQhAoD4BZCbMvBODmemtJd6MyvMIhz3Wb3bkCAEI3IcAMhOsa6sfZZdRWKe5z9NGSSFwSwLITGTFxehLM4u1rdJIyF07DTc+NoQ5s1s+hxQaAhcmgMx4Krf3YxotKOTTNMHdzcdVMAK5X/hho2gQuCcBZOZQ9c6RiIeqDoyBAAQ2IIDMbACRJCAAAQhAIEQAmaFtQAACEIBAQQLITEG4JA0BCEAAAsgMbQACEIAABAoSQGYKwiVpCEAAAhBAZmgDEIAABCBQkAAyUxBuJGm7b2brcGn7FIdcIQABCIQIIDM7tA3Z8mnVRX2tYYnOWucX+r2GTeQBAQhcmgAy46vebut/pwUm/kso4MyC0JmSoN37r79v0NLmjjDIlBlC32xQJyQBgZsTQGb8DcDtjl+fx+H6VzabTrki6rU8g+gRBsjMcrDcCQEILCKAzISwDW5GPIbyAm9GonEqbyYaltOTekIYz+kRBp50Wl8t9PuixsRNEIAABKYEkJlgq+gH/pu7MqIyw8J/iXMAIuE+M70ZHhkIQAACawkgMxGCjUPz8vKU4D7kVUNRmWk1JniEQZ7MsDSTV7FcDQEIeAggM7FmobrsTVtP7JDmVRnNHmGQJTOcSrCqMrgZAhBoCSAzMzJz430tnEpAJwEBCGxAAJnxQ1Svgt1YaDZoYCQBAQjcnQAyc/cWQPkhAAEIFCWAzBTFS+IQgAAE7k4Ambl7C6D8EIAABIoSQGaK4iVxCEAAAncngMzcvQVQfghAAAJFCSAzQbw2Vv/j6Wn7LZpFa3XvxAXdyj2tkUAGc4UbBSZ9PJp4dO2bg65NQ/0+v+oNs3PpL/+7KVQGmfaGxDcdzaVdSW0Ivnaf1HKLuRMCWxBAZvwU9Z6RpovK6BtGCW4cgnl1pZ/JngWReJqeWVeWDSTq/kGust13K0GJnfkUfx7PrKsbiXhRgYkidd+30emG4qwcV7cuEoCAhwAyMy8zwxWxAwKGnTbi/KhoL+0hAt1H9WU6EIDpFs0vzc3NkFeC3DT/TRiKKq+rG7fqUXOfjITJ7Ea6fnt8GLrB91Cyof+2yXZ/7O30eiGdPc/mQAVVKLU7qftDa6b9jGQmmI66ZXp+j9WXYegQla8gz0z7p+mYGniepuOD31k79bOmcVE/fuy11TciahMK5JDnXNGDQmAZAWQmyE1PquiOT2nFEFVTd1xDULGua/e4Qro3HPqGfuht/tv2SjOjbD0q1+N1PYZ1A8zkjW6daR63w3K6u9fXViq7z7Qb16Ns14KYPTnptFmPfZlA5Yaxhnjm2h+pF+saR0o+lCNNZqIPfygfI/LL/fRlPQ533ZAAMjNf6e4QcXhonU5QeyfO4NH3kOuL9QC/T9EKw4zMTLphG+dzQ5nR/dAo6GdIA73yYNNJl72cdNp6DI7c3VoOYQ3z1H+Zt39JvTgWDkOc2Il68013gOK6iYl3chkENiGAzCRgbPuViUMTPCDAHVIHZMY7j3FEmXGk5CIyE5o0O4zMDI1y1p+db7/DZOH8tVwBgQIEkBkvVPfJHD/qjXKMDgjQk2CjmRv7JzsVZobdntmKuMw4s1Sd2c5ShOolhwK0UyNaK7z29DNO41mU8QSgR249ALO8kKA97RzYiFLYq2jNSJw069weO8IfaIV4RvL12h+pl4BXF3i4y02aMWdWoD8lSS8BZCYgM91SvJnSGiuCnqk39zuzHK6nombI3Pkn9+WA4SDL51dzi2iDoxE+mXGPv/S+YtC9TaB7tz5nt1x+GRtWrAcQ40k/96WtUbnUEZ2Sn701as/43QCzUqXvnabTV0TqO2O6ygYQTtG6pOL5+us3lk6TbMh+3RwtBaeevM0g0r0FJhKbxBNeMKHfhMB6AsjMEobu7PySFM5yT4FD3coWPdmfKWvGcVIPvADATNpxquj6liAzvjp+PIZf3e92gPnx8ZAxafcJXx9K5yy/d56JDKcPXMbHD0N9yXfvfKRTzUcrS7l+xl1WLJcPKUMgQgCZCcAxPRH/noSAUZrpv8Gmf7Ry0UtB4LoEkJlw3R5tzIs9pq4CHEY+zfwzezSe8xZzBQROSQCZOWW1YTQEIACBsxBAZs5SU9gJAQhA4JQEkJlTVhtGQwACEDgLAWQmWFMcBLC4EZ/iIIDFpQvc2O1x8h46sHVepAeBMxFAZvy1pbcVuDHNcms3L1Rlbur515/JnlBQmEipx/tmTOgFefW8woaaaF6l91qVTj+/pXEHBDoCyMy8zAxXdBuwu83h3R6abov2sHGdgwBGgRMMNk8A/PFm//EG/pHMBNNRdZh6EEAf3aHfje8P/aMDGvgDQrjNx2rZdPdjqgwogyK2TVttavp0fRCoTgCZSZg0U12Q+zBzEEAfiOdcBwFInVvPwwRdKR/AOEMGFtmWkX71XoYMb04AmZlvABwEYBldJEKzKc9ccDAnLJk/DNx843GDzvWnPsyq2pxtEw/bDSQ3m36C4VwCga0IIDMJJN2IHf2wkYMA5HgEf382XVPRv4w9wvDJWjnptPWYeN6MVplaB3tleRtW4dIPHctKP6HRcwkENiOAzHhRchBAh+WqBwG0/bjpw9e94ZH8JKbLwDLb0tNPNpkLIbANAWQmIDMcBNCCkQjNz+1Zvs4C+Hg66WQHAfTmpwbk3+RRS5SBxbYlpr9JWUgEAlkEkJksXN3F93mkOQhgSfvgHghAQBFAZnzNgYMADBXtxRwt0KSyJ/sgALoACECgIgFkJgD7aIHisSdKIPsggIrPGFlB4OYEkJlwAzjw+P3Ih4ztZVv2QQA3f/QpPgRqEUBmapEmHwhAAAK3JIDM3LLaKTQEIACBWgSQmVqkyQcCEIDALQkgM7es9qsV+lBB+Msb44aluFplUp7LEUBmLlel9yyQDTfZfEkP0VIGVtSYTTZdHe04hzIcSfUiBLJl5quvvvrll18uUnqKcSECVl+mQfjHpey22nsPdAhc6x4JMKtjEWNSZSZuZDB6mzlcYdbAC1U8RTk8gWyZ+eabb37++efDlwsDIRAjMA7f+fRSjVeqzLQhpFVw0lGo1pA/g8xUq0kySiXw559/fvbZZ9OrH6EEvv32259++ik1ea6DwEEJDN30NA60Nnkcv60/Dy27WJ6EZs+5iRg577NlW8gNEChD4Lfffnv37l2GzPyv/ZQxhlQhUI9A7ysED3QoZEq6NyMGhI1EZgrVD8luTwCZ2Z4pKZ6EQOMrvFQPDpolM+05BV4jA5NmzJmdpPHdykxZZ5HVlgxvRmbMZN7sVowo7FUJqJNd6hUxU2bM8ZuTJf3AKwDmyOl6hSEnCCQQyJaZ0A0JeXEJBI5FILfH38V6r5FhX2Z2vWeXQpDprQm8f//++++/z/Bm5G1meaf51swo/MEIhIJmRn43c0vN54dH4KTp/Qs5GCkeij4Om+2Z+1cOFmQQCK3oB980C72alpEnl0JgawKhgwByf9/aLtKDAAQ+fv311x8+fMjwZv77779PPvkEchA4GoEFPo0tgr73aOXCHgicncDnn3/+xx9/ZMiMXCobbcSnOXvJsR8CEIAABCoQ+PTTT//99988mfnyyy9//fXXCsaRBQQgAAEInJrAP//88+bNG28RgmszcvV33333448/nrrkKca3C7DEhkpBxTUQgAAE/ARCezPl6pjM3GfrTLNBXL/hQ0OCAAQgAIEcAhG9iMmMzJjJvFlORme9Fpk5a81hNwQgcAwCkdmvmMxE5tqOUa7NrOBUj81QkhAEIHBLApGzY2IyI6zevn0rRwhcH9ou0Uiuj5USQgACdyEQes1sZm1G/nyTU2fwZu7yKFBOCECgAAHZLiObZkIJz3gzN4lsxtpMgYZHkhCAwF0IyDvJsjazUGZusjyDzNzlaaCcEIBAAQJympm80LxQZuS2UPyAAqbukyQx1ffhTq4QgMAlCEhkMlmYkX+Xy8xNNmleoropBAQgAIHaBCIbM40pM2szcgUnAtSuNPKDAAQgcB4Cofj/tgTzMiOh0CRSTcQhOg8NLIUABCAAgY0JfPHFF7///nsk0XmZkZtDpwhsbCzJQQACEIDAqQiknEyWJDP3iTpzqvrFWAhAAAI7E5BTmeVs5rgRSTIjSci8mbzcvHOByB4CEIAABI5EICVSTKrMlHvfjDj8R2oz2AIBCEAglcDsO2YmoVSZiccSSDUqcB27I1cC5HYIQAAC9QkkRiNLlRkpQLl9mshM/fZBjhCAAATWEJjdlWkTz5CZeNSaNeYSuXINPe6FAAQgUJ9AesTLDJkR7ZLVniIvAhCHv34bIUcIQAACKwikz29lyIzYU8ihwZtZUdfcCgEIQKA2gazoMHkyU8ihYW2mdhshPwhAAAIrCKS7MpJJnswUcmiQmRXVza0QgAAEqhLIcmWWyIyszcgKzYYhzojDX7WBkBkEIACBdQSyXJklMiP3lNuqua7s3A0BCEAAAmUJ5LoyC2VGHBpRsyKvnJXlQ+oQgAAEILCKQK4rs1Bm5Laffvrp22+/XWUsN0MAAhCAwKkILOv5s18BsEwWaNqpeGIsBCAAAQgMBBbPYy2XmaJRzqhbCEAAAhA4FAGZwRJvZoFJy2VGMuNdgAXEuQUCEIDA6Qis8StWyYyc3/zZZ5/xLsDpWgwGQwACEMgisGaVZJXMiJUfPnyQI5yzzOViCEAAAhA4EYFlK/+2gGtlRhL66quv5E3qEyHDVAhAAAIQSCTw999/iysjc1eJ108v20BmJHsxQkxZbAQ3QgACEIDAAQlIwJd37979/vvva2zbQGYkezFCTNkwAs2aInEvBCAAAQhsQmCT97y2kRkpT6EzAjYhRSIQgAAEIJBLYEFcGW8Wm8mMpP7ll1/++uuvuSXheghAAAIQOBqB9UsytkRbysziPaJH44s9EIAABO5MYJMlmSIyI4nKFp4vvviCRZo7N1DKDgEInJ3AN9988/PPP29Vii29GWOTzJvJK84ozVY1RDoQgAAEahLYZNlfG7y9zEjq7Nms2SbICwIQgMBWBP7XfrZKzaRTRGYkXV4827aeSA0CEIBAaQIyUSbTZZvnUkpmxNASqrh5+UkQAhCAAASEgKx3yNvCJVAUlBkxV4RxWeDoEkUlTQhAAAIQ8BIouqZeVmakPHJEweYzfTQUCEAAAhDYioCsphd9b6u4zJjZsxLzfVshJh0IQAACtyUgE04SZb/ou8E1ZEbqT1aWZNavaElu20ooOAQgAIFlBMQHkAmnZfem31VJZsQgmfuT8Jprokmnl4orIQABCEAgTkAmmeqsaNSTGSmwBHKWGAF//vkn1Q8BCEAAAnsRkOG+LMZsuM8/XpCqMiOmiMbI4TTVirdXLZIvBCAAgWMSkOG+dMI1z6KsLTPCXVZoxFmTCUGWao7ZCrEKAhC4KgHZOC+LF5VPodxBZkz9yesNTKBdtSlTLghA4GgEzESZxCurP77fTWakDkw4Z3ll+2j1gT0QgAAErkSg/kSZprenzIgdIrDyyrZorJxVc6VKpSwQgAAEjkBA+ljxYGRAX3mi7EAyY0yRxai3b9++f/++vjd3hHaADRCAAARKEJCXrT777DNZjymReHqaO3sz1lARmO+//17ef+CY5/TK40oIQAACXgJmSUJetjrCRNFRZMaQktedJVgAc2g8ORCAAASWETCzZDJkl/WYZSlsftexZMbOob1580Z0eMfJxM1BkyAEIACBogREYGRXvyxA7D5LNirmEWXGmCizisJLxEa8v6J1Q+IQgAAETk1AZsbEg5HRucjMAQN6HVdmrNiI9yfTaIjNqR8DjIcABEoQMAJjPJjDvkJ1dJmx02giNrJsIy7OYVGWaEOkCQEIQMBLQN6WksmegwuMsfwcMmNsNVg//fRT+fe3336j8UEAAhC4GwF5T0peypX5sRMNu88kM6Y9iTcjPo2E5REZF9zEe77bY0Z5IXBDAjI5JgG6ZFJH9sHIFsMjvKacXgvnkxlbNnkPTXALdPOmgGgPb6alVzxXQgACBycgi/mydd28nSzui4QbPukS9YllRuuNaIyZphTVkcqQOGnnUvuDN3fMgwAE6hCQ2RpZHZB5GtlcKQsE8vaTrO2fVF0ssSvIjK5+mUMzR1uL+D8eD5lbk3qSl/xEeFjOqfOckAsEIJBIQPRDREU6KBklS2cluvLJJ5/IoovM0xxnc2ViWSKXXU1mRkUVaRGvU2pRhEdqUYRHPuL0yHf7kYGDXMAHAhCAQDkCIh62z5FJMNMXmRdoJVOZj5HO6oBbXtZrjKRwcZnxMpIlHKlR+5GBQ7m2RcoQgAAEhIB4LbbPOfskWK723FFmchlxPQQgAAEILCaAzCxGx40QgAAEIDBPAJmZZ8QVEIAABCCwmAAysxgdN0IAAhCAwDyB/wMsQ2b7pOZlWgAAAABJRU5ErkJggg==" width="400" /><br /><br /><br />Jika program telah dikompilasi dan dijalankan maka akan diperoleh hasil seperti berikut:<br /><img alt="" height="176" src="data:image/png;base64,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" width="400" /><br />Anonymoushttp://www.blogger.com/profile/00119652823468669899noreply@blogger.com2tag:blogger.com,1999:blog-5371374229014063316.post-43177184939250507962012-12-27T03:38:00.001-08:002012-12-27T03:48:56.587-08:00- Operator Aritmetika pada String<br /><br />Kelas String menyediakan operator berupa + yang berguna untuk menggabungkan stirng dan objek yang lain menjadi sebuah string. Contoh dapat dilihat pada program Konkatenasi.java.<br /><br />Program: Konkanetasi.java<br /><img alt="" height="175" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAoUAAAEdCAIAAAD1loowAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAC+JSURBVHhe7Z0tmN22EoYXFhYGBhYW5llUWBgYGLRPYGBZLwvMssDAwLAUBgYWFgQEFgYW5o5/jq1fa2TLtmy/C5KzZ2Vp5h1Zn0eW5bsf/EAAAhCAAAQgsDeBu70NoH0IQAACEIAABH6gx3QCCEAAAhCAwP4EatHjz58/f/z48c8//3zx4sVvxs8dPxCAAAQgAIESBJ48eWLqy6tXr0R0RH3+/vvv/dX4x3758b///vvhwwfB8csvvwhnYfT8+XNBI18KneGnBkbYAAEIQAACJyAgumPqy7t370R0RH1+/fVXkaFnz5798ccff/3113///beLs1vnx9++fXvz5o1osFynSCosOP75559dPKdRCEAAAhCAwEDgy5cvIk+///77Tz/9JCL9/v3779+/b8lnIz2Wyw3xTfx8+vSpXICgwVvGmLYgAAEIQCCLgKTRL1++lLxR/pWMOevY2YVX12NR4rdv34oMb+nVbBwcCAEIQAACEOgIDJmkTGjLCqe1sayox4MSv379Wmbt1/aE+iEAAQhAAAJrEJAFX7LCaW1VXkuPJcGXm8Qo8Ro9gzohAAEIQGB7Ap0qy63llW65ltdjSYXFYrlVLEu3tudFixCAAAQgAIH1CMitZUmUZSFU8WXYhfVYZtglLd5gnn091tQMAQhAAAIQmCAgSiwrsUWVyybKJfVY1m1JZrzxAnE6DQQgAAEIQGB7AiLG8siypMulmi6jx3KxIA8Ty93iUmZRDwQgAAEIQKByApJ/yu1kyUWL2FlAj+U+sVwjyL5aRQyiEghAAAIQgMCBCEguKhnp8tvJS/VYNjQRMa5k888DxQ9TIQABCEDgNAQkI5VEeeGTvYv0WLbcWm7BaeKBIxCAAAQgcFkCkp3KCq8l2el8PZZF1LJ6a3mGftng4TgEIAABCJyJgOTHIsmzn/WdqcfdujKWUp+pJ+ELBCAAAQgsJCD5sYjjvEx1jh6LDC+5BFjoLYdDAAIQgAAEqiXQTR7PMG+OHss944JPXM0wmkMgAAEIQAAC1RKQ1yrLT6552XosC7tLPWuVayvlIQABCEAAAocgICly7laVeXosC6rltYmHYIGREIAABCAAgb0IyC3k3A01M/RYFnPLTPW829R7EaFdCEAAAhCAwC4EZKG1SLJ+4bNWj2dI/S7+0ygEIAABCECgEgJZk8paPZZ3WcjrpYp5+Onh7v5xqrZkgWKmUBEEIAABCEBgLQLy+JPMLmtqV+mxJN3yFsWCM9WP93cPn6bMSxbQ+EYZCGQR+CrdLtEx0/WVqCPdCiUgAIGjENA/kazS4xnrxBK57/SoJ8nx4mGxZKgae+Tn/vFryVqPUdeVfEePj9EnsRICRyOgfC4prcei7XJHuqD7kkBMK1uywGhMO4J6P9O59zxX2gn0qvTY8r1xeWRRGMBy36WGwjbNiyJHQQACENiegOyj+fTp0+Qcc1qPCyfHjYpMDs3JAi5LVy2aCqZvTs+JxnJNmtNq6hjbqiL5XaDJ5b6jx6lI8ncIQODUBDQpckKPiyfHyaE9WcALmX9ESKGNJNrNc4dEs71O6Cdo3Rnzsc6hgFnEztPDmbRZ5uExeF2SOztseNocmm7XuhbqHW+OGm0LXMos8d2gFQ+BM81huaEzciH/YEz1g4M/TeNEYsI869gWvlm4q0fjnd5aSkIAAtsT0KTICT2uPjnuBNQbwE1R8ZZqh1fcNCncQ3OjuMveZZi0lMlWvun8O5Sn2pPw3fjvzxPM1ON4YuyqdPe72RfFz3vjDkIIzlLf2xjFJ0UUAVIYafg0m3/23Ez4pE5cUwbMa8JiAfK+GFtaaxZk+wGKFiFwLQLJFHlKjzV6noVzYpDp6kkWCDXnZ2DmyBZWgk8PXirZVpMQja9d9py+FeqPyKlp+iyQQ+GmHVHTsLj7lyo3yKbzrgC7FyLjFc9s3yf1WBUghZEWwJn8t9HjUFycnj99IiT0fl5X4igIQGBlAsn55ik9ln2qRc+LWdjd151YEpUsoMxGTN0IL/gKrZaeTOHGaeyIFidnLI2J8Kh85qMeXQ2KZZPj+8BtT90yYT2eslnnuxrcbVrbvmiwHfGM1NlgzJgHzVlNj9PmmZ3fOxHSh+d3HY6AAAS2JyCLo0WVY+1O6fH0kbmeJMe6ZIFIi6FsYZgC1Veq0GMZw4Nprj+DmMxg/HnjXJ5+rtsN42Y9BfV4me9xuLoATV80FOOvMyYZKSf6SvOGy1UnjsrDk1ZRAAIQ2J3AdJYb1eNkZp3pmEah5j1QFKrZyJ+0E8VpPe7MC0wl+rKX9DYyl5wJ1bt37jgbNMP5UpcfL/R9Cq4mQNNGFuO/jh5rzet7ltvBtIfn9h3KQwACmxOQu8BPnjzJzo/nvb4x1kxyoEsWiHPzRadLPm8TtZHlM674a/W4XeplT7yH1mrZJYZ8/eaGn8ve8t2snUc8392G3ALpHDo8X32jNcP3xjE7Iu3celaAUnps0m5rd9aaK/knemFfc3L9gHfFkzKv7xWtEj+4S7vSvWvzMYUGIQCB2QTktUyfP38OHh7NjyeOybcjkFPalSQLRNr0b6x1twjdu4O3kfR2A9FZ8eVvKWKptT3CG20Opaz6pfL+96EZt313kfPNvZCWTF3jDIaPDvXPxgxfOIjMCW3Pk4Bry33v7LfM8CdC4gHSGDk+pNYHP4u/thMNraTW84WuksYuFuge5lVa4Km1VO/KPyE5AgIQ2IvARK4b1mPZRuTnn39Obiai9CeSC45HJwsoG6IYBGogkJhqqcFEbIAABHYiIMmxpLsZ+fHEATu5QLMQOAoB/wbKUSzHTghAYHUCE+luOD8u/HbF9Ry8M+w/+uf1KFHzygScGe/UfPbK1lA9BCBQN4HYGxjDevzq1at3797V7dHNuk6Gj/7vMVhjJQQgAAEILCXw4sWLDx8++LWE9Vj//uSldhU5nsy4CEYqgQAEIACB9QnEZqDDeiwPSMljUutbRQsQgAAEIACBaxGQ5FhSZFV+/P37d1lcfS08eAsBCEAAAhDYhEBsu61Afvzt2zd5c/ImVtEIBCAAAQhA4FoEYiIb0GMedrpW18BbCEAAAhDYloDsEKSar0aPt40LrUEAAhCAwLUIaPX448ePz58/vxYbvIUABCAAAQhsRUAWaclSLae1QMr8/v37ly9fbmUV7UAAAhCAAASuRUAWacldZPT4WlHHWwhAAAIQqI0AelxbRLAHAhCAAASuSAA9vmLU8RkCEIAABGojgB7XFhHsgQAEIACBKxJAj68YdXyGAAQgAIHaCKDHtUUEeyAAAQhA4IoE0OMrRh2fIQABCECgNgLocW0RwR4IQAACELgiAfT4ilHHZwhAAAIQqI0AelxbRLAHAhCAAASuSAA9vmLU8RkCEIAABGojgB7XFpEr2vP18f7u7uHTFV3HZwhAAAI9gar1+NODvH6q+7nYYN17fv/49RI9dZ4et0fdXYXRJToCTkLg0gSq1uM+Ms24W40edyJgXCWMvxe2UTR5odZIDYVtqulcWc6nJm+wBQIQuDwB9HhGF7CVYF5yl252ud6cWo+rukpLR5MSEIAABBIEdtZjK9uUbPDxPpASxkdeM1eNzVxa+exjINVOFvAQGkrZTCyHs1jLNjNN7X1ujhrL3D9OtBKct5/03ThizOZdQy34jhs6I5fzn39LAj1mcIMABM5FYE89bkZzQ4eitwOVI28oT5UmDLXsBn9rCjdZIBTuXo/jibGr0t3vZlVy4XFv2BZaz2SrfkCwjfrCpkzmx231tknubXqFkQkbtHiVITbNnXHIuU5dvIEABE5GYD89DolFbn7sBMOf4U3eeU4WiOmxqGlsnVlwotn50hXg1nO7rf6I9iIifRs41OiEHof/9OnByvUVRlomz+DfHz9DXGcccrJzF3cgAIFzEdhNjzPujsZHXmfGNbTa1p65DehasoAf8FEig2IZnHT/YSugWyasx1NLy3W+R4TcP/g2rW0KctJInQ3GjHnsuiJTXFvsCxe7nes8xhsIQOD4BA6sx/4cbVLj/XljP8N2ZnEn5qu7PzVmeHPRgeeUZumx6Fcwg9f5Hs+Pdfo3rcc6G9wEOoxXZ49V14xDjn+64gEEIHBiArvpsS9jUcqRkddPQ5N6/KPJUqfzqmQBMdMt40imbr7aNiM+X902505Y63yfun+smaif1mOdDclbCsNFTXpOHj0+8UiEaxCAwG56LOj9RUzOCq8+PFE99tdq2WLrLVlyLwKSBcIdxBNctx63QDqHntLjWw5u7A0SWiflX2h00wG3w5xJ3sASMLt8E6Cpi4a0DXq8M5LdGYdwukMAAhComMCeetxlmuaPOfzHbnEaaZR1tHzf/z6UcGpv7zl686eWAenJasus0Zb+yZ/hC8d6s13jT52/3hcDl55HoIBNLuD7OJk+OOhPDLiARn80RiZtSPFXhDh+6qDHFQ8rmAYBCMwgsLMez7CYQyDQEtDcWQAVBCAAgcMQQI8PEyoMdQh06TXLrOkYEIDAOQjso8d3/7sb8NX8ORDju9HyH3zuAK3B4RynF15AAAIQUBPYR4+bMbyV5Pr/jUpyJ0L8ux4BdSemIAQgAIETENhNjwcx7lOsijNmsuRVMmBNVn2CMwwXIAABCOgI7KnHOgspBQEIQAACEDg/AfT4/DHGQwhAAAIQqJ8Aelx/jLAQAhCAAATOTwA9Pl6MAztrHc+JsMU1u4ZtO/aymuHviIWmT0YAPd4ioO7GYZE2jf2spjZzPvHYVLNrWtv6Xcc2fS5aa9uyzm7vkLqsrsyjt3DQ2C7OOf3if8l0o77iPMRfVUzQ463CMfVyB9uGGneC1Fsf47m8hq0iVaCdE+4d5u/B3nHqd4ptd2W9f3z03tdynLgnz7tkgQI9Z+MqTthRNyZYtjn0uCzPeG36canG015vPXosBM43zAVeMtaJsf3CbH/DtOU9Z6szNHneJQtsZWmxds7nUTE0+1SEHqe5j7PN5gsSzFdEOPPRw/SWU6aZBTOriExKx08SzYS29ZIGGSz91yKGPDaznIdH82WM/kshukzIeNuUnSR5f1TVsIZrDgovmRtdMN13321pxWwiZMN7O7q3e0zOVw9z2pJP3nDeCFgHWoaF6pziZsycj/U4r1RJd/+2RFCOAx3VdFwR9yFCLdfhAJNyAQfNfjC+esULUFKckgVsmInYKXw3XzXTdMueRbSH2GeuIrSZHilqpMgiAuixDl8zztzfG0N1ezaZJ4aXB7RKONbe1zBWEb0lljxJ4gWcF1Yqbw6F3pzoCE9OlhN2TFdDadcCSuJKS/O7E8jwa75itjkVhAbNYCdrx2tDiNqPU8GP9pipw6QXSscdHPRfcqo5AToXvZKtq4n3Vivi3hR5GKtyTpyu1amOMemgHZ0hOAGvF5x3aYax2E34rrBcceZOmpZ0Oe0YJUoSQI91NN1B+5Y0jIORQo+9/CZ8OiRPkglh8AZHTX5spsMRHIpR1TgylB7qaijtmp/aOXIcMjWS3kZsC0xANCXT67nGA82aJzkFrU3JlS2ZQbVLnQQTKm5lwQFtVsRdI+vTF2pmu7aDfnQi1xbTl0KJa4IUv+bv4djFfddYrjhz0WNNcGopgx7rItGeTG5R68xX6HGihlv1c/U4OlinXbQG1VDGkxhVh7m3+MuWFeNyPA1a4Fo3zt7U0VPK8HR+0NhgXMLBUtmr0WMF2HT6aN1bmKPHwavRQK8KiYsi7ooi0/lx1MFgdILn8mQK3ruaPDFtJKrYxXzXWp48c6Mnf3tk+qoxPXhQohwB9FjH8uR6bEEIJRBTQ6Y/FVc8P1bpWzySgyB3cmwWrFmPdWA30ON2EXViXrqH6mVsCrFVFDmcHmtjt1SPk2cu+bFuhK+jFHqsi0OjUd6AZJ1L3onlSHgoxyg7X+2Ljc43v5Qvf1NDZnBizbvw1gy60TnDpa714QtEMaj0YfnffL5aB3YLPQ5dojUS6adXdelxs9LQtTHoSwMxmf4mCxhnkjZ28dMiw/Kx3cwL1xyP5g4mHJdBAD3WweqnhQxJ9rqyec+wLx5YzzWODv4VtHZaTH8vrVv5PL2k1kv9Q+JnX03YU12hRSX+RNhUDWMMyrpmjVPdmiE/y3OHsKj2x2xzVL6fpkzPBCbnq3Vgt9Dj4PrqzlHLT68vdevpxjJ2z+njo7lUm+oYNmpnQt6OzhCcwGmfFKdkAUuPTTLDeGA9ldAUn/A9abnqzCU/1o3wdZRCj3Vx6E6b/rTqbpIGn5e43T+Vwsa4PKq5eU/Jlkn/blNX1yAgyQKdJ5aNmhtEzgGtZ5HRKnZ32Kpi5BTf5cixay3XDDcC4jH81Wk+My4edOkY8fG3a9RoselGt1+NB+I6dgmwCW5OK16zuq4/dis/nu3zdEOviCy2toq48m0e7J9XZRw0KUpwAxcNiWsa7YWyBTQRO/+0C4wp05Yrz9yJMOdcYeT0FsrOJIAe68BpLuF1NVEKAockEJOxwzmzkR6vwKV8CNzJoRWMpsoMAuixDhZ6rONEqRMTUD3FVb3/US+MZLzO/avX4D81b1R9KM9nIHqcjund/4xJtf/dtROJzY98Pxx8lM9pbykBgZMRsGe90zf2l7t/N44MP5Z9Hu4GSD2j5Zo6l3tBDZsTQI9VyDu5Pfq/KlcpBAEILCfQSea+/y73ghq2JYAea3kfJQOO2an1k3IQgEARAposdu0yRRyhkq0IoMdbkaYdCEAAAhCAQJwAekzvgAAEIAABCOxPAD3ePwZYAAEIQAACEECP6QPzCUS3GJtfJUdCAAIQuCgB9PiigS/iNnpcBKNVybiXW/m6J2rsnwka3sGcfrHxKuYZW05F31/R7QjW/dn8vIpBVAqBDQmgxxvC3rApcxfD+8fH5m2R1ta57G8yKxjh/Rt1bz7KaHCf6LR9pvfF/NwZ7m7OWNxpk8/EPo6dHV3rXThWtSQjahSFwFIC6PFSghUe7+zj42/7P7mNfYUOVWWSu8VgIwrTb+zINn8fPe4kt1c387OrlO0F3qoyGNfj1q7+4tL8nM2YAyBQHwH0uL6YLLQoMJaZEhLcx95On4cssB2bhwPMPGRqXtF4kcaYpvuKZeaa4zso4rsn6aq1X29g1DYc3mhJP6bfvLAajdbQx8Xf8tf4xpltHnx0X7psvkbBd7nVY+9tEAv7heZw8z3HwXceN/7d3noR6A/OO1e8oHtv7vDed9RZGdXjpv0br9glQ1NBH8TC10kahJSBwHwC6PF8drUeOTVO3WxWZGBNkYcxY5IhMqyp4elCKX3f5I39gOsO7ua4Oki+YvRMVOuExLu/Pc5vGtOeUy+5CdwhT+bHHtsgusHUcBPWy37SGxeHr7IiLyKb6Lg3vY2I4vjnwKxAA0ZiPvaH1jPjaqMlZzYelPwpPTbNs7uQ4xN6XOvohF1TBNDjc/YPa3wOKKZOj5OTknEpc4daW5NmvWv9lveY7kxLXav0ZvqZfOWw3xu8dNiXPodvph57Rga+SLm5TSe2NLj7xcxvgwI5wgh3uU8PoRmRqUukbXylFQjsQAA93gH6xk2G8mWdHidXykzpcfwt8cGjvOQpSMkVck+onBlR552yGj2eriGsntaFS1qPFU3Y6OvQY39dgvs24+AMSvel7/Ntzj4gyOjxxmMEzdVBAD2uIw4rWyEjqT3An1OP/anf3Pw4WUNAjyV21sVEQo91TWTqcan56ol+GBRUU4CDV1TDlUSWxGYVXvncoXoIbEYAPd4M9UYNtQOgu0ymLj1ultu4NnaTnUlG0/lxsNqs+epkDWE9tvJXT49todI1kanHSXCLC5i3bm+V2d+FSjRXKjdXvE4Yt2mhHt8uHZLzO4upUAEEShJAj0vSrKGubixKTSTa9/ra7CqgkMnxbN58dZdQugt/iuixs3zotpD6FpjkfLU9Jdtnnd5tUv9hbucu9fjrUMXQN3RN1KbHQbG1w9i7aljudA9/ZqCtoPh8dS/Hyd5bw+mKDRAwCKDHZ+sOXX5sP7QTGpmsIq58m4/j+It0Y7cC+2aMP3f1el+0zM0pVsmMk/ePVdVa87bj0zfyyTncTKEsIYnXYHtiIXIAm4DGpgfIk00YfzQ3vRie0dqhv7r2NibYfeD2YJzzvFNAat2JdWdxnt/xZmz4EXrgfgdsNAmBXALocS4xyq9DIKnH6zRLrcUIKNYkFGtrqqJW8kmON2FNI2UJoMdleVLbTALpR2xnVsxhWxGoRI/DM+tbQaAdCCwggB4vgMehSwjYM57xfblubdzdja1d+fMS5rOPTQEXEfwxzjU/yOfywZptPAdC4CAE0OODBAozhUA3yvPvLp2hBuy7OE6jENiKAHq8FWnaKUJgjcTriHUWgZlbSQ2gcm2mPASOQwA9Pk6ssBQCEIAABM5LAD0+b2zxDAIQgAAEjkMAPT5OrLAUAhCAAATOSwA9Pm1sA7shndZXHIMABCBweALo8eFDGHNgaz32t0s8LdqEY+Nblr2C/tZmgQe9vC263GqWF7hqaPAbAjUTQI9rjs6Ots3b3GHeUTu6WbTpm9jePz6Ob1GwW0i/KMEq0W5a5rwcZHmBok5TGQQgUIoAelyK5Mnqmaes8446GTpxJ8ohqceBF1jZWz8uL3A+3HgEgXMQQI/PEUfLi6npzD6Ha7Ku8Z0T1osO3R3//fdJxJG1OhR+fUR/kP2ii2Dy1zZ4e0NB17olSc7bGryXMCWa2CLgs/X404P70kmnquUF7EAo3nG5BTDagAAEfvxAj8/bCyZfhnh/P86ENgLm7r8/L9PttHFU2cSu1LFb3E3jD+NbAdpXVvVxaloY6x+0OBpF5V308EVIzqWIe0UUfqGBe//YkUPT09Fh46pleYGbnf1VC3p83gEAzw5HAD0+XMjUBk/psS3A4VF+xityvPudgZpd4YotaAo2787Wdq9tnBSV0D1YNcOZBbVXM02ITOMDIbPNX15gpkccBgEIrE4APV4d8W4NTObH1iqhknpsy6hXs3aBcVCNgx61gmVCVjWxblS0etxeTtjprztTUbrAuo5TOwQgMJ8AejyfXe1H1qfH/uRxOHmNyZlCj7VNOMHbar7a7zNWxh9Of41rk+UFau+12AeB6xJAj88b+/r0ODjbHJ6vjkyWJ+ertU2sG3Z1fuzFSCawLde9mpYXaFy/zSHMuCexLjlqh8CFCaDH5w3+Uj12102lX1HsP+djz1fby7u8hdFDKCbkrDloFJFeVoz5am0T64Y94kDrsSGB9uK0ziSLWGj6YHmBQY5R43W7AbVDII8AepzHq/7S/t1T65Eh48+dvnpf3Fy0KtJp8e2N9N04H6rZmheWYv3vN2EIThu7bZuFRInd+8eJJlaMYBi9Y75lXhCrWU30NrqN2nEqWUO7uFoR0xVhUTUEIOASQI/pEwcn4K3nOrg/G5jv5ukbNEkTEIBAkgB6nEREgaoJJB5xrtr2nYyz5/x3MoJmIQAB8uNz94G7u9G/tT87JNdubqj/6+OP22yt/C+f81w+dwfAOwhA4LAEyI8PG7qY4Z0+rf1vsPW1Gy1V/+lijkMQgMAJCKDHJwii50JuyphbfoJZblV7lT9j2PEJAhA4NAH0+NDhw3gIQAACEDgJAfT4JIHEDQhAAAIQODQB9PjQ4cN4CEAAAhA4CQH0+CSBxA0IQAACEDg0AfT40OHDeAhAAAIQOAkB9PgkgcQNCEAAAhA4NAH0+NDhw3gIQAACEDgJAfT4JIHEDQhAAAIQODQB9PjQ4cN4CEAAAhA4CQH0+CSBxA0IQAACEDg0AfT40OHDeAhAAAIQOAkB9PgkgcQNCEAAAhA4NAH0+NDhw3gIQAACEDgJAfT4JIHEDQhAAAIQODQB9PjQ4cN4CEAAAhA4CQH0+CSBxA0IQAACEDg0AfT40OHDeAhAAAIQOAkB9PgkgcQNCEAAAhA4NAH0+NDhw3gIQAACEDgJAfT4JIHEjSMS+Pp4f3f38OmIpmMzBCBQmgB6XJoo9UFATWA9Pf70cHf7KaD3ctlw//i1c6u1ub+KMD+rna6u4Pk8qg5x3x0LdMXqXCtqEHpcFGc1lXVjZvdz//j4MA6npUyUM+zoZ9ehXdAZ30jN0jA1ddw/mv2m7V19tebntsx4JdBJ+Pj7UkNKdd1APZMeqdstQVvdWLmC/fXIOGK0n4pHS9djY24dlG1mlNDjTGBHKG5mM2JvO9YM6U0pB5adXaWsWFTPoV3QGV9gFGv01B2bW43tvzQ/9+GQr+z+1n6xKFZrH5zwSNd8Adq6hsqXckPmX4QtblPXY9Hjb98cBnc+k/fv3798+XJxSKhgfQKBQcE82dz05SbYXSbdz0maXzYj76OZZhlTocYltSP4zjX3+Nf+D23SfmvzVmP2RYM5DTCKhjM5NpgySoLKhVioxurNahy9GRptVWsoOAjb1HzygOhrdy3Vc7rZk2O83xkSlXtOh+S47x43Z7yb4Ak9tqLmXymm0DUmmt1LzOiR9P0nUX8krqYXM2/rz9BjXTiiHqnPphQTL2QN09v5mD6hGqaKJh4+GYHLO9tnsF1/rC3eAvlxcaS7VxhIWGybAkOsn1IbZ0t3Ojo50uTVrpcPOQPcOD1o1J15xjVHmqd097shWrbBUruboi24YG8cvDengttxxhthmhYexlzStyHus5grDQw1hjRPMaMYqT9V+dhfbKpGPzI7kdtKQo+t3tiCC3gygc6O/KDF4RMvVr9fesoj3Umd2YOHSvXhGK5FTGLZZ1OAiRsyLz/2TpbACWVQCjdhXfM7Y04C8Vy2usjVUgo9riUSZe2wcihvtHNPNk+gFXcdJ8Qs/KdPD6NcNdrYpeLmaZajj/71fJeGGpf0K+txWH3ttdLJS6MpPbZlyh3+dLCiejxd+dgZZ2WKVu/z8nu3pwdD2aW8wSuOsfMYF18T8+Hh+oudbyFnO58V10udFS7kaamz+nl3ePbZFLpimr5/nKnHnpGBL1JummsPHOP0bIvFeZOK0ONNMO/aSGhksxQ4dKFqjzKR/CX8oI45l2ifRka2lz2COAj9QbkpMA4amuFDJ2nB2LXjmfsXf3xJtjCZHxt3D9oLF6vFZNXe5Y5hrksvOjLaqai2G4dGe8N4v4MEpi5j/gWJ2eFQ1a/1Jafc3BwuGY5pjzR6nGISFmjjvE+fUIomkpfIcdpz2ebEb/+y6PH+MdjAAj/fHVNkRUfvRmXbzrgeKCrUjCDTWNBj1fr2aH5sK2A8U5mbH0fXc/kTmdH8OJhfpvRYW/8aZ52i5webndbjpEfJsylZQyB57a5u1TeAdE2gx4luhx6vcV7uWWc7tI7LsjpTQvPPfYpsZcpRw/0xcyo/S053J0eQJMHgIG586ZkXyGh1KWYsP/anzPz6ki3Unh+308bZS6On8uPgbHNGfmxOz95CYxqprT/Zw2YUWEePkx4lz6ZkDWE9tq7SEieUrgn0GD2ecV4d+ZBu1sga4IKTq92tW2vNkDG82UPwmEyPZOyZzOY3o1H/arkf2PsLheQIYo60kVtx7qDvGGlOwrfWBVN8w2bHhcaC/rjAzar+L8b4Esvbpm8iLtLjaeNbhIvz45aB+kZoH7ZpPTY75xAZ9wrSuPXgnY22Sf006a3H2jdf4vWvcY6vpccJYsmzScEkeMHtPnAxjCr+CaVrAj1Gj9c48Squs8uP7WcPYuNpe1r5f7zJ0HjzN5ghWY34GY5bS9+OcVRzzO3X5q++yE0oYi821hNXVlhM86T2Ydg2R36lC0FE42M2tweSjJp9hOb1ihOewYcwIuvpHoNz3Pip+h3+scrtC68MQTY8d/cD6Yd3i81I8dbGNLpR8Qdq0jmtK85E/XWdu6pwxD3Snk2TTBLd8QYscUJNNmH8sYuz53ddYdnLGuar9yJfQbtdRullJhVYVr0J3uxd9RYvMDAyv7KgxtKH1m9haY+p75QE0ONThlXl1JyZSFXFFyh0KT1u1x/UfOFWuXkXOB9wsQwB9LgMx1pquTP2Vot/Hqb6fpj3ZnXHjp5etbxoccutf8hUPp+Jyd3/Rndin6d6+zY02unOIQrNtUJuu5Wcsblmn7V8JeHY2wz0eO8IFG+/O2P5FwJzCXQyHPs33WHntrtdv037sGGJ+nFtY+GGyKttCj2uNjQLDDvrRTR+dZ1ibQ43Me5bMzJmbadc28Il9Wt92LDcEnfOdOyGyOtsCj2uMy5YBQEIQAAC1yKAHl8r3ngLAQhAAAJ1EkCP64wLVkEAAhCAwLUIoMfXijfeQgACEIBAnQTQ4zrjglWHJ9DvQNRuR2R+PrxjCgf29D2wy5vC4j2KzN1ecw9baXMTAujxJphp5JIExhfFd++4zd4Iei614A6IGZtezm3XOK6M7zMl6yjbtbAlT4GedqYq0OMzRRNfKiNgbhAe2Sx8NYvdNwT4bwxYrem24iK+n1yPu3e6eC/SXjcw1F4vAfS43thg2QkImO8PnvUu4dkMPP01tG2c0zXfAlBaGAr4vkSPJ19ZYL9wxdsMdDi2nVQYIFlTDM77FfpCY1WJJrrAKvaQ7+spHZ3ZHYsD1yOAHq/Hlpoh0I3lt2Fcry7Blxz1O3Qqd5IO6bE5pjd/v783ptBbfVFWrovsPN/NuvXELIs6fJY0TjnWeh6Yzm+mvR/Gd6BJsQFg08JY5aDFUS6xJhR7g6PHut52hlLo8RmiiA8Q8Ai4eizDuiU5tqL0h1dx4zV+MaK9BZ66FknC6grEbzGMrxy+VdXhnOiHsfsF3EPm5B0IoMd0BgickoCram6C2OqD67mZAtZAZX5+bEu355e/4i2QQMeuToJWeTxVTXSiz1x0DZ2tAhvQ4wqCgAkQcAiUnq8OvJHwwnrsTx6Hk9cFeqxtwr6hwXlwcQLo8cU7AO6flYBmvtqb/61ivtqIyDr5cXC2OSM/bm76BqYbzDRX20Ty/vEty9ZO1Z+1O1/DL/T4GnHGy8sR8FM++5s+BTfG+bD43VL1XQRhLT02160Ni7G+un1k4urEvuvbi6Yx7WxPSMSbSK2vNndWuVwXvp7D6PH1Yo7Hpydg3bo0hLTThe6LTmysifHgGuRd9XhGpAyPOkdDzz1Zbo8YbqiCtwtCGXG/5L3JjN35/0QTnWfJ54/bxdVFF73PQMohWxFAj7ciTTsQqIpAbVPTVcGZYUzwfnyinuTa6lbUd5mZmEGAQxYTQI8XI6QCCByRAHpcNGqBFXOp+tOT8Um9TjXB349FAD0+Vryw9hgE7v53Nxi6xucEhbux9R+hzzLOy/e3n4dgmWOA9q1M+d4cUaTM10eDYcNztEXz+ah8sXtFAujxinCp+soEOhle71+VJHfCMO/f4wZvnr/bH3Vcwli+DgH0eB2u1AqBmxh3JCrMkqcyxaOHT5Oh1lDm6JyxvygB9LgoTiqDAAQgAAEIzCKAHs/CxkEQgAAEIACBogTQ46I4qQwCEIAABCAwiwB6PAsbB0EAAhCAAASKEkCPM3CyV04GLIpCAAIQgEAOAfQ4h5Zif7u86igNAQhAAAIQaAmgx5kdYc6ueJlNUBwCEIAABK5HAD3OjDl6nAmM4hCAAAQgoCGAHmsoGWXQ40xgFIcABCAAAQ0B9FhDySiT3gM+s0KKQwACEIAABLh/PKMPdK9T5R1oM9BxCAQgAAEIxAiQH2f2DfLjTGAUhwAEIAABDQH0WEPJKMP940xgFIcABCAAAQ0B9FhDCT3OpERxCEAAAhDIJIAeZwIjP84ERnEIQAACENAQQI81lMYy3D7O40VpCEAAAhDQEUCPdZzaUuxfnQGLohCAAAQgkEMAPc6hRVkIQAACEIDAOgTQ43W4UisEIAABCEAghwB6nEOLshCAAAQgAIF1CKDH63ClVghAAAIQgEAOAfQ4hxZlIQABCEAAAusQQI/X4UqtEIAABCAAgRwC6HEOLcpCAAIQgAAE1iGwsx7zRO86YaVWCEAAAhA4GIGd9VhoNTte3T8eDBvmQgACEIAABIoS2F+Pf7AjdNGIUhkEIAABCByRAHp8xKhhMwQgAAEInI0Aeny2iOIPBCAAAQgckUAFeswrk47YcbAZAhCAAASKEqhAj7slXXd3D5+KekZlEIAABCAAgeMQqECPyY+P012wFAIQgAAEViJQgR6zvnql2FItBCAAAQgchwB6fJxYYSkEIAABCJyXAHp83tjiGQQgAAEIHIfA/nrM7ePj9BYshQAEIACBtQjsrMfsX71WYKkXAhCAAAQORWBnPT4UK4yFAAQgAAEIrEUAPV6LLPVCAAIQgAAE9ATQYz0rSkIAAhCAAATWIqDV448fPz5//nwtK6gXAhCAAAQgcG0CP//88/fv3x0Gdz6Tz58///bbb9dmhfcQgAAEIACBtQjIvtF+1YGvvnz58uzZs7WsoF4IQAACEIDAhQn8999/P/30k0qPv337JlPbF2aF6xCAAAQgAIG1CMRENpAfx6R7LdOoFwIQgAAEIHAZArFJ6IAeC5MnT578+++/l4GDoxCAAAQgAIGNCHz48OHFixeq+Wop9Pvvv//1118bmUYzEIAABCAAgcsQ+OOPP968eaPV41evXr179+4ycHAUAhCAAAQgsBEBSY4lRdbq8du3b1+/fr2RaTQDAQhAAAIQuAyBX3/99e+//9bqsRSVAy4DB0chAAEIQAACWxCQbUBkM5BgS+H1XFI0uHvIFsbSBgQgAAEIQOCkBCZ2wIzqsWyZKYedFAhuQQACEIAABHYgIPeC5Y5wXn7MLeQdAkWTEIAABCBwagKxm8fidDQ/lueP5SnkU2PBOQhAAAIQgMB2BP75559ffvkl1l5Uj+UAnkLeLkq0BAEIQAACZycQe/K483tKj2N7iJydGP5BAAIQgAAEyhOY3vtySo9lI2s52H9HY3kbqRECEIAABCBwagKy66XMOk+4OKXHctjESrBTc8M5CEAAAhCAQEkCyaeWEnosq7rk3YuSKJc0irogAAEIQAACVyKg2WUrocekyFfqMPgKAQhAAAKrEEgmx9JqWo9JkVcJDpVCAAIQgMA1CGiSY5UeSyFe93SNPoOXEIAABCBQnoAmOdbqsSyxlkeYJVEubyY1QgACEIAABM5LILmsenA9PV/dFX3//v3Lly/PSwzPIAABCEAAAoUJyGpo2SBTtuXS1KvVY6nr2bNnX7580VRKGQhAAAIQgAAE3rx5I3tyKTlk6PG3b99E59keREmWYhCAAAQgcGUCksH+9ttv+geGM/RYsH7+/Fm2F9HXfuVI4DsEIAABCFyWgGSwMqmcte4qT4+F7Lt372S59WUR4zgEIAABCEBgmoBkrSLG8phTFqhsPZbaefwpCzGFIQABCEDgUgRevHghL2TKdXmOHovyy6y1zF3nNkZ5CEAAAhCAwLkJZK3hMlHM0WM5XlZ1ydoumR8/N1a8gwAEIAABCOgJfPz4UXb/0JcvoMdShcyM596snmciR0EAAhCAAATqJ9AtqJ79FNLM/LjjIm1Llpx7y7p+plgIAQhAAAIQyCIgu2YtEWNpa5Eey/GymFuy5Bk3rrP8pDAEIAABCECgWgKvX7+WLSwXPgy8VI+Fjlgga8nEmmpJYRgEIAABCEBgDQIyOy1p8du3b5dXXkCPOyPEGrmJPXvefLkn1AABCEAAAhDYkoBsTC0zxKWeNiqmx4JA1pWJZcqNs7dERlsQgAAEIACBsgSKS15JPRZXRYxlhdeff/65cBq9LDVqgwAEIAABCJQiIAun5C5t8Snhwnos3ooSix7L+5LlpY+lnKceCEAAAhCAQA0EZLsPEbg1VjGX1+OOl2wVInt4sY1XDb0HGyAAAQhAYDkBeaLp6dOn8v7ElVZKraXHneeSIsvCM/kpdbt7OVBqgAAEIAABCGQR6JRYnmhadVfKdfW4c1jEWCRZEnxZg5318qksXhSGAAQgAAEIFCQgK6LkUd4nT56srcSdzVvocdfS4JjcA5eZd4S5YKehKghAAAIQKEVA1EreLCxrkzdOI7fT44GUrBGXlWlyxSGuyqsbRZt5RKpUN6IeCEAAAhCYQUC2fxYNNrVp+62gd9DjgVR3DSL+izDf3d3JxYhMa8va7O5H1rDJRDc/EIAABCAAgVIEZFXToDIyFy2iIzeGRYBk84wuP9xx7nZPPXYuYeRiRIgPpGQNW7cWjB8IQAACEIBAEQLy1M+gMrKkSURn1SVaWZl6RXqcZTeFIQABCEAAAmcigB6fKZr4AgEIQAACRyWAHh81ctgNAQhAAAJnIoAenyma+AIBCEAAAkclgB4fNXLYDQEIQAACZyLwf61FgaZb0YpDAAAAAElFTkSuQmCC" width="400" /><br /><br /><br /><br />Jika program telah dikompilasi dan kemudian dijalankan maka akan diperoleh hasil seperti berikut:<br />
<img alt="" src="data:image/png;base64,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" /><br /><br />Anonymoushttp://www.blogger.com/profile/00119652823468669899noreply@blogger.com0tag:blogger.com,1999:blog-5371374229014063316.post-81575121052543453062012-12-27T03:32:00.000-08:002012-12-27T03:32:02.147-08:00 Operator BIT- Operator BIT<br /><br />Java mengandung 7 buah operator yang beroperasi pada level bit (0 dan 1), yaitu:<br /><br />1. &(dan untuk biner)<br />2. | (atau untuk biner)<br />3. ^ (atau ekslusif)<br />4. ~ (bukan untuk biner)<br />5. << (geser kiri)<br />6. >> (geser kanan)<br />7. >>> (geser kanan tak bertanda)<br /><br />1. Operator &<br />Operator & berguna untuk melakukan operasi “dan” pada tataran bit.tabel dibawah ini memperlihatkan sifat operasi &.<br /><img alt="" height="87" src="data:image/png;base64,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" width="400" /><br />
<br />Tampak bahwa bit hasil berupa 1 hanya kalau kedua bit yang dikenai operator & bernilai 1.<br /><img alt="" height="101" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMMAAABjCAIAAACpASMTAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAcxSURBVHhe7Z0ve+owFMb7EfgIyEkkz1VIJHIStQeJxF05yRwSOYkbEolEIq5ATiKRu28JtEmaQpL+YSQvYg+D5LR5z2/nnKZplvzwRQXqUCCpwwhtUIEfK5J2u91ms1mtVn/5ikCBz89PuHu73Tr9fdwiCbYmk0m32+31eoPBYDQaRSAjh/j39fUV7u73+51OZzweAywbpMwkIQgJW4vF4nA42Bhim/AUOB6Py+USYCGUIErdHqCBpOl0atMzPOE4ojIFRGQBUqfTqayNQhIYHA6H8/mcmlKBogJIc0hTZTkqJwkYgbv1ek0RqcDt4GSEKScJ0YgYkaG7Cuz3exQ/xTR3IQm1EZPaXRHZQCiA+SBcyGtqpCShngJllIkK2CsAksCT3D4liXnNXkG2FAog+qD6lnNcgnkCFNoUiAq4KoBJS8w2Zb0SzGJj+tHVCttTAa1aSnAzhLPYxMJDAaQ23E7JElxKkocVdqECUAB1UXYXJWGRRCa8FZBLpQQ3U7wNNdzx38ef5O2r4YPQfAUFZrPZ+/u7MJBgTtLNVOrf6+vPxz+3zpfWdozYtfI6AXaqRQGxBOdCUvbOyvTXW5Lk+MDVfizZMWLXyuq82agRBbxJSjkqSTdypMqaCNLSXueX+FxumVFZ1h19tO6pifNHzHuNwOFk1Jek0hhx5uDqWSlsCT4kgK5tVEvO3UmSk7+ba+xLUllI0ghLfxVJT/ki/9jwhRRgLLo3Jw0tOylQN0k6YfjdQFKak65VlYKYe3en0bJxcwr4knSuTwzliV1MKiXJvXtz0tCykwLeJIlquXjtplzRaXVSTp4Wk3Izzt1ZJzn5u7nG/iSVXXpdLqfEJZpCmhTDJJKy9te22QWaVXeS1BwcTpYrkeR0JDYOWwFfkhLpQZTf8D5sLz3D6HxJwtgEQL/h5zMIHfw5ViApw0iI9KjIFLyLnmSA1Uh6kkHyNFtQgCS1IHIUhyBJUbi5hUGSpBZEjuIQJCkKN7cwSJLUgshRHIIkReHmFgZJkloQOYpDkKQo3NzCIElSCyJHcQiSFIWbWxgkSWpB5CgOQZKicHMLgyRJLYgcxSFIUhRubmGQJKkFkaM4RPgkGR8Ob923xufWWz+LJg8YEEn5MynSVhfy076GR/REH21rDMPuA9VcoDyiHupOBqGQJDtLJqbs/WV3i7cvGbUzL1mPG3toGMGCpZKdLjRL6iYv1SD9Pb1DIUlxlvw03dVtalzIHaCTJPV1RSl9mNS4808xJgW4uUpIJGVeVBG4JKsbW/SUZMNCuLofAMq3ecoLJb9tpu4f+8EtQiFJffL3T7aV4Dkkvb1JD54rj/+KJOdIklI9Z3vaSW8K0Mpoa0/BP9j/9R0+HJIkTQylTvbQt56yPEi6ob4xJumJlXVSffw2aymDRaXkekmmZpcW6iSdJI+s2axgtVgPLybJW06o209cUVKSj+7W/HfXgrv82k1NaGGGpJ9gSMpnk9RtnaTPxReiysFb+Rt5Vikvg2q8wpIPFmbJHQxJtURoGvFXgCT5a8eesgIkiTzUowBJqkdHWiFJZKAeBUhSPTrSCkkiA/UoQJLq0ZFWSNIDGPj68PwPZg84V+tDRkpSy0ty9dUDIc5yB0SSdENC/Z8D+ibzykoS5e6aYb1ILU4P856tGq6CIQlEFP4XmPuSXEUcR/+X38HVF0FZZ4xnahgMSbLo1zjjvST3bMx1LcD55rA5hDky+UwAZecaIkmZ35T1Gy5Lci9LBtwzW8nqWzVrupt9BrQCJElGRq6dHJbkFhblFrKeadFt9tnN1SjqmqlnYMTuHEMjqTyPuCzJ9chsQu7yJwJydwSa6oIiSV/maqqdtOrXuCTX19eldVKVQt4uIjy+VTgk3VzU6rQk13N57O3Vt8ojVCFWSqGQVJwJSr3lviQ3eza3zj/yGArucNZx1+l52vJQIJSY5DF0dqlVAZJUq5wRG1NIms1mEUvBoVdSQCFpPB5XMsbOESugkDQYDCKWgkOvpADC0HK5FCaSl5eXSsbYOWIFhsPher2+kNTpdI7HY8RqcOj+CsjwJHKA8jfJnvEpsNls5NIoWa1Wo9EoPh044qoKTKfT+XyeWUnwrtfr7Xa7qobZPyYFvr+/u93u6XRSSELRhNIpJh041qoKTCaTxWIhW0ljEl6slqpKG1P/7Xbb7/e1EV9IQpjCd8xxMfHgOVbkNZRD+GkmCZ8eDge02O/3nkdgtwgUAECIOLhqK471EpPEF8AI7XA1F4EmHKKzAkhqiDX4aeypkIQWmKXEpABeDE7OSofbAaEIJTaiTDGpZYPWSRJfICzhLgo64418pReuVhyZWQEkMswbAQbtSu1OdtO+RmcEJ8yIYyoTF3fixi9fMSiAIAKnC9dj+tHmfpo5JslIISYBTNzyjUFBjlEogCACp9sAdCe7MdZTAVcF7sckV4tsH6cCJClOv9c/6v+15nmk5sTa7AAAAABJRU5ErkJggg==" width="200" /><br /><br />Penjelasan contoh di atas dapat dilihat pada gambar berikut:<br />
<img alt="" height="89" src="data:image/png;base64,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" width="320" /> <br />
<br />
2. Operator |<br /><br />Operator | berguna untuk melakukan operasi ‘atau” pada tataran biner.<br />Tabel dibawah ini memperlihatkan sifat operasai biner antarbit.<br /><img alt="" height="95" src="data:image/png;base64,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" width="400" /><br /><br />Tampak bahwa bit hasil berupa 0 hanya kalau kedua bit yang dikenai operator |bernilai 0.<br /><br />3. Operator ^<br />Operator berguna untuk melakukan operasi “atau ekslusif” pada tataran biner.<br /><br />4. Operator ~<br />Operator ini memberikan hasil dengan masing-masing bit berupa kebalikan dari bit operand.<br /><br />5. Operator <<<br />Operator << (geser kiri) berfungsi untuk menggeser bit-bit ke kiri.jumlah penggeseran ditentukan oleh operand yang terlletak di kanan operator ini.<br /><br />Pada dasarnya, penggeseran sebuah bit dengan operator << identik dengan pengalian dengan bilangan 2. Secara umum<br /> X << n<br />Identik dengan<br /> X * 2 n<br /><br />6. Operator >><br />Operator >> (geser kanan) berfungsi untuk menggeser bit-bit ke kanan. Jumlah penggeseran ditentukan oleh operand yang terletak di kanan operator ini.<br /><br />7. Operator >>><br />Operator >>> berfungsi seperti operator >>, tetapi bit terkenan diisi dengan nol. Akibatnya jika terdapat bilangan negative digeser ke kanan dengan operator ini maka hasilnya selalu positif.<br />Anonymoushttp://www.blogger.com/profile/00119652823468669899noreply@blogger.com0tag:blogger.com,1999:blog-5371374229014063316.post-74998200246654467242012-12-27T03:25:00.001-08:002012-12-27T03:26:51.058-08:00- Menangani Operasi Matematika<br /><br />Java menyediakan kelas Math yang mengandung metode untuk menyelesaikan berbagai persoalan matematika yang tidak tertangani melalui operator aritmatika. Berbagai metode yang tersedia pada kelas Math. Adapun pemanggilannya seperti berikut:<br /><br /> Math.namaMetode(argument_1, argument_2).<br /><br />Program Peluru.java memberikan contoh pemakaian fungsi sin() dan cos() untung menghitung jarak terhadap posisi penembakkan peluru.<br /><br />Jarak lintasan peluru (X) dapat dihitung menggunakan rumus:<br /><br /> Jarak = 2 x V02 x sin α x cos α / g<br /><br />Dengan V0 adalah kecepatan tembak dan g adalah gaya gravitasi (9,8).<br /><br /><br />Program:Peluru.java<br /><img alt="" height="257" src="data:image/png;base64,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" width="400" /><br />Jika program telah dikompilasi dan kemudian dijalankan maka akan diperoleh hasil seperti berikut:<br />
<img alt="" height="77" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAbcAAABqCAIAAACwIoj5AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAA5VSURBVHhe7Z0rWOU6F4aRI5EjkUjkPKhfIpFIFA8SiZvfIcEhkUgcyJEjkYgRSCQSyVm95560zd6k5d2Cc2Y3WVl5k3x75dJ255MPBCAAAQj4CewABwIQgAAEAgRGqOTz8/Pv+nNxcfE/PhCAAAQWReDk5KRRsPv7+4+Pj/QfhrhKvry8iCzu7e0dHBw0ZVxfX//hAwEIQGBRBEQcGwUTudzd3T0+Pr67u0vRypBKvr29nZ+f7+/viyy+vr6mmCMNBCAAgfIJSCz58PBwenoqwd/T01PYYa9Kiu5K/Hh7e1t+hfEQAhCAwDQCspB4dHQkceX7+7vPglslr66uJCgdNXWf5iK5IAABCHw5AYkrf/365ZsxO1RSotDLy8sv9xsHIAABCGyNgGzAyOxbQku7RFMlRR8lkNyaZxQEAQhAoBACEktKRCn7MYY/mkrKWqRMtAvxGDcgAAEIbJnA379/5XSTsdg4qKQoqGzXsBa55VahOAhAoCgCcqRHzj6qLg0qKbs8soRZlLs4AwEIQGDLBCRSlHhRnXe3KilrlrJyuWVvKA4CEIBAgQSMtcdWJWVfO/EYeoFVwiUIQAACeQn8/PmzDycrlZQIU74KHKrMWzzWIAABCBROQA0cK5WUG3Tk9PnWnH482zm8+be14igIAhCAwFgCqipWKrntM5L/bg53zh7Her329PLjIZ9Fcmlcbz6LrMDa+xb1G09AZtg/fvxo8lUqOXFRshK77nN48ylDJXmEeMNJdbxNG3MxN1SvtzOwK0wJZBaskm0XrGuQUNPxPZYcEPgCAvLcoGYdslJJmW5Hn4ph+liNiGHe3EpP+ggJh5NyVWR32iemkr3VupAtTfxr/dhaadPAzc+FSs5niIWCCMh5oObO7kolfXcvBvy9OTQV0da9Vjo9ehdanQyopB4K6sJjBqLhYNRUSb9l5UpdoFJOSyHkVUexSWPRsGNblax5tamw9m2dXK16ncad0dmifdLDm8dhemBqul2mZcxWScV05XfvZW98sKoVXtUpmreg4YQrqyQgN+HI8zNblewlM7WqabFeWCXrUeAJPtPsi7diwhzNmWJJ07LpbagYh1e6VHpj7kg0pl024tOGtsdyNMrrJKmjqVvrBL6NvH1rA+5S6szGtENvNIcetgnieVO7LOkgMJrANlQy6pQ3nExWScesOZNK2pZVw45yldqGr3YhlUvQImqmi4amZOE5vaE2dssYOlglGHzxxIjWCsI8lXQtSKCS0UFEgs0RKEIlveGkoZLaP81pdXosaeinpWUxy4MbthLH8k6PJa1lBKXCvTS6AslQRqtjOWS0/2qYFQ872c7t7Fkq6Vy1RSU3JwFYjhKYp5LVVDfPXoQ7nPSqZDUOjWW7TCqZYLkOr6R0a6kgKW+7zhbelTJ0xozwLC1rv6iXE1UQ0YxmB3HIbCiWdPcvVDI67kiwJAJzVbIe85pAmVLRL7+HdcE5ufappKFPzlmm6oc9Q+2dMfxPsdzMQg9vzF+IhLzh+fDQcQyd0f/ZxnSeHSurMYafE2dGvbd28WJvRfPY0tAmTjXXDDzrBerXTlcC6wHRvEsadPi6MAKzVVLqa8zErHW2fkSE2WibONY0sZ3kdeqml3kmimUPV9WG4ZSaPXBJBMBpudkvsrdIgl55tMMJxU6rVEbdBR6cbxNY9KMZNQfUoNR9itS/puBpM8WjgY9SB20fW5vLa3Xx5l3YiMPd5RHIoZK5al0HaLmMLdvOGEXNWtNAOJe1HIxBYDkESlLJ5VDbtKdfJpLNvCDPUvOmIWEfAlsigEpuCXS0GH2+mn73UtRwcoJ/N5/KhFf+f7jFfkd54Udp/59cPxJCYBoBVHIat/XmakRwWX/X2xrUrAQCqGQJrVCYD6VFiyn+FIYQd9ZEAJVcU2tSFwhAID8BVDI/UyxCAAJrIoBKrqk1qQsEIJCfACqZnykWIQCBNRFYqkq2d2JkPzATvIVwOKxjl6vcdjP+uKFyCsj7hCDPaxIi5UYsV105kCR8Q2XoaqzcSZyNm7wqIvZtCH7LyiP1m6zKo5dnNd+aBIG6OAjkUUlH982uX7bzMh4yltLd4XfmeWdZdb0rziy5rr9ycdy5bPVO+Pr+I+3B6dPL1c+mq3Z6lt7j62EaCVf7ljHLncG5vq1fgWM0Q8yy98ks85oPXVk9gTwq2WMy+/FG+eVVyc5VW6eqK8ZzNyQAU6IYx+hNv9XStCx3iOt3PmumZpRrFZTyhiI3jTAro9HtcusEEzgbhn2++b73qeSs5ttoD8d4GQQ2rJJ6kGlESerzZ/qE1jt0+sdcWK+m6VRymN3p2pT4lI2ksWcqclChH89GxLgOldSfHKnZml6urR0pT72br5LjtGwMZ5//Y1XSHImjmq+MYYwXGyWwYZXUfXe+4UD6+mF973CT9vHR/erZwDsbKjV0xW4bVknP8mNV6giRlCqrVTOfbeRQjZHl9r8/juebyVfDT4zT6ekq6S237RNuy6PqO/JNSvq6pP8lIiObb6PjE+MlENiqSjrn44GXw6iAHHnrEdU8nSEjylmjtxHs0S9kVKPhf5pQJKpGQrnOF/jI75OynOrwfLpKdk3iIzKLc7sE4gYd9nkQafeT7yY0X8beh6kSCcxVSWMUW1o2jP9m5mz3Qf+8L5a3u563XyePXudzNDP4ogFJmYEmSKRjJbCO9YzNENv7+SrpW4GczrmuTGC5IEklbQupGEscxvi0UQIbVclKxiLvXfB294S8rYKYKWfyco8xY/XQ3pHINcbq4ocq5CzXrJn9lPmvV8lofRs0nh2hdtHGc0rB6BiazuZqvpmdj+xFEpirktqaoNHVjBW6OvRLjSVT8g5xllfZ3Efqgi3hi0TEI/V0i/UcbaVmrjHcLdMFlywrRCahyeU2xvq6OpYmNMje2C4QHjvzxMt1RLba74KXc5fKuXTTm3B6VfPXn+weeKtH1jWcIgc+To0gMFclm9/1/rGEo96OYJzyNV7JoJq136zQXm3K05b1tPE2QiXN+b0t6UoKvZ6OiljDzK+SasG+HZQO8MhyNYajbIdpxFiFyo3lDR5zbxvXPd2OWlYTGL8fxlshUckRGrL+pBlUcv2QqCEEIPCNCcxTyZQH/31Vmm/cqFQdAhDISGCeSoojZT7UOiMhTEEAAt+bwGyV7IWy4fhVkaNa7vduUWoPAQjkJZBDJfN6hDUIQAACJRFAJUtqDXyBAATKI4BKltcmeAQBCJREAJUsqTXwBQIQKI8AKllem+ARBCBQEgFUsqTWwBcIQKA8AqhkeW2CRxCAQEkEUMmSWgNfIACB8gigkuW1CR5BAAIlEUAlS2oNfIEABMojgEqW1yZ4BAEIlEQAlSypNfAFAhAojwAqWV6b4BEEIFASAVSypNbAFwhAoDwCqGR5bYJHEIBASQRQyZJaA18gAIHyCKCS5bUJHkEAAiURQCVLag18gQAEyiPwlSrpe/N1eZTwCAIQ+L4EvlIl6zd5O98S/X3bg5pDAAKlEcihkuo76uV17xIiJkufN5w030CfbLEHHHND9bp9Z/34QkprTvyBAASyE5itkpWcHd78ax1rpSddbsLhpFwV2Z32ialkb7UupKvAtLLIBQEIrJfAXJW8OTQV0aF7bWDo1qLQ6mRAJfVQUDdtBqJVqOgXblMl/ZaVK3WBSjmt+ZBX6+1E1AwCqyYwTyUTY72gSoZWJxPtf37KAqepwZliSdOy+SMQKsbh1ao7E5WDwCoJbEUlY+S84WSySjpmzZlU0rasGg7P1pnLx1qe6xBYAIEiVNIbThoqqf3TnFanx5KGflpaFrM8uGErcSzvAroELkIAAhqBeSpZTXXjOx+tcgS3dNzhpFclK5OqvVGxZFAlEyzXC5JSurUCm5SXDggBCCyLwFyVrKVCE0pTKto9jti2t3Ny7VNJQ59qGXbEkr2Q1psqfYLGZWVXXsmaYlly1qJu/kIk5l1WB8FbCHx7ArNVUgjqG7vmbnItYTGNrNpBO2Lu2qautqo7ddPLPBPFsjeyVRuGA2r2wCVx3Gm58dauVYpX377LAQACCyOQQyWDVbZCS3/qOkBbGD/chQAE1k5ggyq58/8doTft7+dOlXdVf9fek6gfBNZKAJXclhavtQdRLwisncAGVXJyINmEn6sKJJvQmA8EILBAAptVyQUCwWUIQAACGgFUkg4BAQhAIEQAlaR/QAACEEAl6QMQgAAEphLQYsmDg4Pn5+eppsgHAQhAYIUENJXs/7HCilIlCEAAApMI7O/vv7y8SNbqqMrp6end3d0kO2SCAAQgsE4Cu7u77+/vrUpeXl5eXV2ts6LUCgIQgMAkAvKMiCZf9Z/7+/uTk5NJdsgEAQhAYIUE/vz5I0uRg0p+fHxIbCl/V1hXqgQBCEBgPIGLi4vr6+tBJeX/JJaUiHK8KXJAAAIQWCGBvb2919dXTSWfnp6Ojo5WWFeqBAEIQGAkgYeHh+Pj4z7T8DgG+VaujbRGcghAAAJrI2AcIR9UUg6Wy7W1VZf6QAACEBhD4Pb29vz8XM2hPdpLzgPJqaAxBkkLAQhAYD0EZC1SgsXmmKRjxt18xTbOehqcmkAAAmMIyDkfkcjmfpuQSko6OSXEfvcYtqSFAAQWT0DiR9nBln1suyaOh2mLUEpEydR78c1OBSAAgTQCza6MnCR3Jve+ckDWKCWbU1nTyiUVBCAAgdIJvL29yQFy0br+dGRSLNknEn2VELSZgHNnTumtjX8QgMAYArL+KDNmefBPf4+NL3f89VUShcoEXG5hlL+/f/8WxZRv+EAAAhBYIgERMQke5dYa0UeZMRvb2eNm3EZqiSVFH6UA0UqJLvlAAAIQWCIBETEJHgPz63Ez7jHRK2khAAEIrJNAfMa9znpTKwhAAAJpBP4DZ1e9RF0yFh0AAAAASUVORK5CYII=" width="320" /><br /><br /><br /><br />Anonymoushttp://www.blogger.com/profile/00119652823468669899noreply@blogger.com0tag:blogger.com,1999:blog-5371374229014063316.post-84630029497069562442012-12-24T19:13:00.001-08:002012-12-24T19:21:40.527-08:00Bahasa Java- Operator pembanding<br />
Operator pembanding atau disebut juga operator relasional adalah operator yang berguna untuk melakukan pembanding terhadap dua buah nilai.<br />
Hasil pembanding bernilai 1 atau 0. Dalam hal ini:<br />
1. Nilai nol berarti bahwa pembanding memberikan hasil bernilai salah, dan<br />
2. Nilai satu berarti bahwa pembanding memberikan hasil bernilai benar.<br />
Daftar kesuluruuhan operator pembanding dapat dilihat pada tabel dibawah ini:<br />
<img alt="" height="202" src="data:image/png;base64,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" width="320" />Pada data bertipe char, pembanding didasarkan pada nilai ASCII dari karakter yang dibandingkan. Misalnya, nilai ASCII huruf A adalah 65, nilai ASCII huruf B berupa 66, dan nilai ASCII huruf a berupa 97. Jadi, dengan melihat nilai ASCII itulah kita bias memahami bahwa ‘A’ < ‘a’ menghasilkan nilai benar.<br />
- Operator Logika<br />
Operator logika digunkan untuk membentuk suatu ekspresi pembanding dari suatu atau dua buah ekspresi pembanding. Macam operator logika yang tersedia pada Java dapat dilihat pada tabel dibawah ini:<br />
<img alt="" height="187" 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width="320" /><br />
Operator &&, &, ||, dan | melibatkan dua buah operand. Operator ! melibatkan hanya sebuah operator. Adapun operator ?: melibatkan tiga buah operand.<br />
Operasi dengan ! berbentuk:<br />
!operand<br />
Dalam hal ini operand berupa ekspresi yang menghasilkan nilai benar atau salah. Adapun hasil operasi !operand berupa:<br />
1. Benar kalau operand bernilai salah,<br />
2. Salah kalu operand beernilai benar.<br />
Operasi dengan ?: berbentuk seperti berikut:<br />
Kondisi ? a : b<br />
<br />
Ekspresi diatas menghasilkan a kalau kondisi benrilai benar atau b kalau kondisi bernilai salah. Contoh:<br />
pembelian >=100000 ? pembelian / 10:0<br />
Berapa hasil ekspresi diatas? Tentu saja bergantung pada nilai pembelian. Sekiranya nilai pembelian miasalnya berupa 50000 maka hasil ekspresi diatas berupa 0. Kalau nilai pembelian misalnya berupa 500000 maka hasil ekspresi di atas berupa 50000. Dengan demikian, ekspresi di atas dapat digunakan untuk menghhitung diskon 10% khusus untuk pembelian di atas atau sama dengan 100000.<br />
- Pengarah Tipe<br />
Adakalanya diperlukan langkah untuk mengubah suatu tipe data menjadi tipe data lain. Proses untuk mengubah suatu tip eke tipe yang lain dikenal dengan istilah type casting atau pengarah tipe. Bentuk pengarah tipe adalah sebagai berikut:<br />
<br />
(tipe_data)data<br />
<br />
Sebagai contoh, terdapat pendeklarasian seperti berikut:<br />
int i = 65;<br />
char huruf;<br />
<br />
Supaya nila i bisa di simpan ke variabel huruf, maka nilai i perlu diybah menjadi tipe char dengan cara sebagai berikut:<br />
huruf = (char) i;<br />
<br />
Agar tidak ada nilai yang hilang, tipe tujuan harus memiliki ukuran yang lebih besar atau paling tidak sama dengan ukuran tipe sumber.<br />
<br />
Tabel pengarahan tipe tanpa menghilangkan nilai.<br />
Tipe sumber Tipe tujuan<br />
Byte Short, char, int, long, float, double<br />
Short Int, long, float, double<br />
Char Int, long, float, double<br />
Int Long, float, double<br />
Long Float, double<br />
Float double<br />
<br />
Contoh program:<br />
<br />
// Berkas: TypeCast.java<br />
<br />
Public class TypeCast {<br />
Public static void main(String[] args) {<br />
int i = 65;<br />
<br />
char hasil = (char) i;<br />
<br />
System.out.println(“Hasil: “ + hasil);<br />
}<br />
}<br />
<br />
Jika program telah dikompilasi dan kemudian dijalankan akan diperoleh hasil seperti berikut:<br />
<br />
C:\LatJava>java TypeCast<br />
Hasil: A<br />
<br />
C:\LatJava>_<br />
<br />
<br />
<br />
<br />
<br />
<br />Anonymoushttp://www.blogger.com/profile/00119652823468669899noreply@blogger.com0tag:blogger.com,1999:blog-5371374229014063316.post-84344521732749408002012-12-23T00:48:00.000-08:002012-12-23T00:48:09.819-08:00Bahasa JAVA<!--[if gte mso 9]><xml>
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<br />
<div class="MsoListParagraphCxSpFirst" style="margin-left: 18pt; text-align: justify; text-indent: -18pt;">
<span><span>-<span style="font: 7pt "Times New Roman";">
</span></span></span>Jenis Variabel</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 18pt; text-align: justify;">
Jenis variabel pada Java ada tiga buah, yaitu </div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: -18pt;">
<span><span>1)<span style="font: 7pt "Times New Roman";"> </span></span></span>Variabel
instan, yaitu variabel yang digunakan untuk menyatakan suatu atribut suatu
objek.</div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: -18pt;">
<span><span>2)<span style="font: 7pt "Times New Roman";"> </span></span></span>Variabel
kelas, yaitu variabel yang berlaku untuk semua objek berkelas sama.</div>
<div class="MsoListParagraphCxSpLast" style="text-align: justify; text-indent: -18pt;">
<span><span>3)<span style="font: 7pt "Times New Roman";"> </span></span></span>Variabel
lokal, yaitu variabel yang dideklarasikan dalam sebuah metode atau dalam suatu
blok pernyataan.</div>
<div class="MsoNormal" style="text-align: justify;">
Variabel instan akan dibahas pada
topic tersendiri. Adapun contoh variabel lokal dapat dilihat pada program <span style="font-family: "Courier New";">Ucapan.java</span>. pada pernyataan.</div>
<div class="MsoNormal" style="margin-left: 72pt; text-align: justify;">
<span style="font-family: "Courier New";">String pesan = “Selamat Belajar Java”;</span></div>
<div class="MsoNormal" style="text-align: justify;">
Variabel <span style="font-family: "Courier New";">pesan</span> dideklarasikan dalam metode <span style="font-family: "Courier New";">main</span>. Dengan demikian variabel tersebut hanya dikenal
pada main dan terbatas pada bagian yang terletak sesudah pendeklarasian
tersebut.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: 18pt; text-align: justify; text-indent: -18pt;">
<span><span>-<span style="font: 7pt "Times New Roman";">
</span></span></span>Mengenal LITERAL</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 18pt; text-align: justify;">
Literal atau konstanta menyatakan nilai yang tetap di
dalam program .</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 18pt; text-align: justify;">
Contoh:</div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: -18pt;">
<span><span>1.<span style="font: 7pt "Times New Roman";"> </span></span></span>2.3<span> </span>(literal bilangan titik-mengambang
atau bilangan real)</div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: -18pt;">
<span><span>2.<span style="font: 7pt "Times New Roman";"> </span></span></span>10<span> </span>(literal bilangan bulat)</div>
<div class="MsoListParagraphCxSpLast" style="text-align: justify; text-indent: -18pt;">
<span><span>3.<span style="font: 7pt "Times New Roman";"> </span></span></span>‘K’<span> </span>(literal uang menyatakan sebuah
karakter)</div>
<div class="MsoNormal" style="text-align: justify;">
Java memiliki 5 jenis literal:</div>
<div class="MsoListParagraphCxSpFirst" style="text-align: justify; text-indent: -18pt;">
<span><span>1.<span style="font: 7pt "Times New Roman";"> </span></span></span>literal
bilangan bulat,</div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: -18pt;">
<span><span>2.<span style="font: 7pt "Times New Roman";"> </span></span></span>literal
bilangan titik-mengambang,</div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: -18pt;">
<span><span>3.<span style="font: 7pt "Times New Roman";"> </span></span></span>literal
Boolean,</div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: -18pt;">
<span><span>4.<span style="font: 7pt "Times New Roman";"> </span></span></span>literal
karakter,</div>
<div class="MsoListParagraphCxSpLast" style="text-align: justify; text-indent: -18pt;">
<span><span>5.<span style="font: 7pt "Times New Roman";"> </span></span></span>literal
string.</div>
<div class="MsoNormal" style="text-align: justify;">
Daftar karakter Escape</div>
<div class="MsoNormal" style="text-align: justify;">
<img alt="" height="200" src="file:///E:/tugas%20kp/daftar.png" width="200" /></div>
<div class="MsoNormal" style="text-align: justify;">
Kalau literal sering sekali
digunakan dalam program, lieral bias diberi nama.pemberian nama literal mirip
dengan pendeklarasian variabel.perbedaannya terletak pada tambahan kata final
sebelum nama tipe.</div>
<div class="MsoNormal" style="margin-left: 72pt; text-align: justify;">
<span style="font-family: "Courier New";">Final double PHI = 3.14;</span></div>
<div class="MsoNormal" style="margin-left: 36pt; text-align: justify;">
<span>Berikut
adalah contoh pemodifikasian terhadap LuasLingkaran.java. dalam hal ini, nilai
3.14 dinyatakan dengan nama konstanta PHI.</span></div>
<div class="MsoNormal" style="margin-left: 36pt; text-align: justify;">
<span style="font-family: "Courier New";">//Berkas: Konstanta.java</span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 36pt; text-align: justify;">
<span style="font-family: "Courier New";">class Konstanta {</span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 36pt; text-align: justify;">
<span style="font-family: "Courier New";"><span> </span>public
static void main (String[] args) {</span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 36pt; text-align: justify;">
<span style="font-family: "Courier New";"><span> </span>final
double PHI = 3.14;</span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 36pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 36pt; text-align: justify;">
<span style="font-family: "Courier New";"><span> </span>double
<span> </span>jariJari, luas;</span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 36pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 36pt; text-align: justify;">
<span style="font-family: "Courier New";"><span> </span>System.out.println(“Menghitung
Luas Lingkaran”);</span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 36pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 36pt; text-align: justify;">
<span style="font-family: "Courier New";"><span> </span>jari-jari
= 20;</span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 36pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 36pt; text-align: justify;">
<span style="font-family: "Courier New";"><span> </span>luas
= PHI * jariJari * jariJari;</span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 36pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 36pt; text-align: justify;">
<span style="font-family: "Courier New";"><span> </span>System.out.println(“Luas
= “ + Luas);</span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 36pt; text-align: justify;">
<span style="font-family: "Courier New";"><span> </span>}</span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 36pt; text-align: justify;">
<span style="font-family: "Courier New";">}</span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 36pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-top: 12pt; text-align: justify;">
<span> </span></div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: 18pt; text-align: justify; text-indent: -18pt;">
<span><span>-<span style="font: 7pt "Times New Roman";">
</span></span></span>Menampilkan Informasi ke Layar</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 18pt; text-align: justify;">
Menampilkan informasi kelayar ditangani dengan <b>System.out.println()</b>. Secara prinsip
semua jenis data yang telah dibahas dijadikan sebagai argument metode <b>println()</b>.</div>
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<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 12pt 0cm 10pt 18pt; text-align: justify;">
Selain
metode println(), anda juga bias mengunakan metode print(). Berbeda dengan
println(), print() tidak menambahkan karakter <i>newline</i> (pindah baris) setelah menampilkan suatu nilai. Contoh
berikut menunjukkan perbedaan println() dan print().</div>
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<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 12pt 0cm 10pt 18pt; text-align: justify; text-indent: -18pt;">
<span><span>-<span style="font: 7pt "Times New Roman";">
</span></span></span>Mengenala Operator</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 18pt; text-align: justify;">
Pada operasi seperti 2 + 3, tanda + dinamakan
operator. Operator berupa symbol yang digunakan untuk menyusun suatu ekspresi.
Ekspresi sendiri adalah suatu bentuk yang digunkan untuk menghasilkan suatu
nilai. Dengan demikian, 2 + 3 adalah suatu ekspresi. Dalam hal ini, +
berkedudukan sebagai operator. Adapun 2 dan 3 dinamakan operand.</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 18pt; text-align: justify;">
<img alt="" height="200" src="file:///E:/tugas%20kp/ekspresi.png" width="200" /> </div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 18pt; text-align: justify;">
Ditinjau dari jumlah operand yang dilibatkan dalam
sebuah operator<span> </span>terdapat tiga<span> </span>macam operator:</div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: -18pt;">
<span><span>1.<span style="font: 7pt "Times New Roman";"> </span></span></span>Operator
unary adalah operator yang hanya melibatkan sebuah operator. Contoh: -pada-1.</div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: -18pt;">
<span><span>2.<span style="font: 7pt "Times New Roman";"> </span></span></span>Operator
binary adalah operator yang hanya melibatkan sebuah operator. Contoh: +1+2.</div>
<div class="MsoListParagraphCxSpLast" style="text-align: justify; text-indent: -18pt;">
<span><span>3.<span style="font: 7pt "Times New Roman";"> </span></span></span>Operator
tertiaty adalah operator yang hanya melibatkan sebuah operator. Contoh: ?: pada
a>1 ? 3:2.</div>
<div class="MsoNormal" style="text-align: justify;">
Berdasarkan kelompok kegunaan,
operator dapat dibagi menjadi operator aritmatika, operator pembanding,
operator logika, dan lain-lain.</div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: 18pt; text-align: justify; text-indent: -18pt;">
<span><span>-<span style="font: 7pt "Times New Roman";">
</span></span></span>Operator Aritmatika</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 18pt; text-align: justify;">
Operator aritmatika digunakan untuk melakukan
perhitungan arimatika.</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 18pt; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 18pt; text-align: justify;">
Daftar operator aritmatika.</div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 18pt; text-align: justify;">
<img alt="" height="200" src="file:///E:/tugas%20kp/daftar%20aritmatika.png" width="200" /></div>
Anonymoushttp://www.blogger.com/profile/00119652823468669899noreply@blogger.com0tag:blogger.com,1999:blog-5371374229014063316.post-8814971796703083552012-12-15T06:17:00.000-08:002012-12-15T06:17:02.299-08:00Mengenal Java<!--[if !mso]>
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-Mengenal Pengenal</div>
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Pengenal (identifier) adalah
suatu nama yang digunakan dalam program untuk menyatakan variable, fungsi, dll.
Aturan umum yang berlaku bagi pengenal:</div>
<div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Diawali dengan huruf atau symbol garis bawah
(_), atau tanda dolar ($).</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Sisanya dapat berupa huruf, angka atau symbol
garis bawah (_).</div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Huuruf kecil dan capital dianggap berbeda.</div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 239.4pt;" valign="top" width="319">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
Absah</div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 239.4pt;" valign="top" width="319">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
Salah</div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 239.4pt;" valign="top" width="319">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
n</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 239.4pt;" valign="top" width="319">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
semester 1 (Ada spasi)</div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 239.4pt;" valign="top" width="319">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
bilangan</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 239.4pt;" valign="top" width="319">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
3Bulan (diawali dengan angka)</div>
</td>
</tr>
<tr style="mso-yfti-irow: 3; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 239.4pt;" valign="top" width="319">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
semester_1 </div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 239.4pt;" valign="top" width="319">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
modal*bunga</div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal;">
-Mengenal Tipe Data</div>
<div class="MsoNormal" style="line-height: normal;">
Java menyediakan tipe data
dasar/primitive sebagaimana dapat diperlihatkan pada tabel berikut:</div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="height: 26.5pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid black 1.0pt; height: 26.5pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" valign="top" width="92">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-themecolor: text1;">Tipe</span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; height: 26.5pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 409.6pt;" valign="top" width="546">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-themecolor: text1;">Keterangan</span></div>
</td>
</tr>
<tr style="height: 14.05pt; mso-yfti-irow: 1;">
<td style="border-top: none; border: solid black 1.0pt; height: 14.05pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" valign="top" width="92">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
char</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 14.05pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 409.6pt;" valign="top" width="546">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
Menyatakan sebuah karakter. Contoh sebuah karakter yaitu A, f, 9,
atau *.</div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" valign="top" width="92">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
double</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 409.6pt;" valign="top" width="546">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
Menyatakan bilangan real dengan ketelitian tinggi(15 digit). Dapat
menampung bilangan antara 10<sup>-308</sup> sampai dengan 10<sup>308</sup>.</div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" valign="top" width="92">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
float</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 409.6pt;" valign="top" width="546">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
Menyatakan bilangan real dengan ketelitian rendah(6-7 digit).
Dapatmenampung bilangan antara 10<sup>-38</sup> smpai dengan 10<sup>38</sup>.</div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" valign="top" width="92">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
byte</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 409.6pt;" valign="top" width="546">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
Menyatakan bilangan bulat antara -128 sampai dengan +127.</div>
</td>
</tr>
<tr style="height: 22.45pt; mso-yfti-irow: 5;">
<td style="border-top: none; border: solid black 1.0pt; height: 22.45pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" valign="top" width="92">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
short</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 22.45pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 409.6pt;" valign="top" width="546">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
Menyatakan bilangan bulat antara -32768 sampai dengan +32767.</div>
</td>
</tr>
<tr style="height: 21.35pt; mso-yfti-irow: 6;">
<td style="border-top: none; border: solid black 1.0pt; height: 21.35pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" valign="top" width="92">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
int</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 21.35pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 409.6pt;" valign="top" width="546">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
Menyatakan bilangan bulat antara </div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
-2147483648 sampai dengan +2147483647.</div>
</td>
</tr>
<tr style="height: 28.0pt; mso-yfti-irow: 7;">
<td style="border-top: none; border: solid black 1.0pt; height: 28.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" valign="top" width="92">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
long</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 28.0pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 409.6pt;" valign="top" width="546">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
Menyatakan bilangan bulat antara</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="mso-spacerun: yes;"> </span>-9232372036854775808<span style="mso-spacerun: yes;"> </span>sampai dengan +9232372036854775807.</div>
</td>
</tr>
<tr style="height: 15.05pt; mso-yfti-irow: 8; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; height: 15.05pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" valign="top" width="92">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
boolean</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.05pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 409.6pt;" valign="top" width="546">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
Menyatakan nilai logika: true atau false.</div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal;">
Pemilihan tipe data yang tepat
harus disesuaikan dengan data yang akan diolah. Sebagai contoh, jika anda ingin
memproses sebuah bilangan bulat, anda bisa memilih short, byte, int, atau long.
Namun, manakah dari keempat tipe data yang digunakan? Untuk memudahkan anda
dalam memilih, gunakan pedoman seperti berikut:</div>
<div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-left: 18.0pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Pilih tipe data yang memerlukan memori paling
sedikit; tetapi</div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-left: 18.0pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Bias menampung semua kemungkinan yang terjadi.</div>
<br />
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mso-tstyle-colband-size:0;
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<br />
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-Mengenal Variabel</div>
<div class="MsoNormal" style="line-height: normal;">
Variable adalah suatu nama yang
dipakai untuk menyimpan nilai dan nilainya bias diubah sewaktu-waktu ketika
program dijalankan.</div>
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" width="320" /></div>
<div class="MsoNormal" style="line-height: normal;">
-Mendeklarasikan Variabel</div>
<div class="MsoNormal" style="line-height: normal;">
Sebelum anda bias menggunakan
suatu variable dalam program, anda harus medeklarasikan variable tersebut.
Pendeklarasian variable digunakan untuk memesan lokasi dalam memori computer
dan menentukan tipe data yang dapat disimpan dalam variable tersebut.</div>
<div class="MsoNormal" style="line-height: normal;">
Apabila ada beberapa variable
yang mempunyai tipe data yang sama, variable-variabel tersebut bias
ddideklarasikan dengan sebuah pernyataan. Dalam hal ini, antarvariabel perlu
dipisahkan dengan koma.contoh:</div>
<div class="MsoNormal" style="line-height: normal;">
<span style="mso-tab-count: 1;"> </span><span style="font-family: "Courier New";">Int a, b, c;</span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Identik dengan</span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Courier New";"><span style="mso-tab-count: 1;"> </span>int a;</span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Courier New";"><span style="mso-tab-count: 1;"> </span>int b;</span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Courier New";"><span style="mso-tab-count: 1;"> </span>int c;</span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">saat pendeklarasian , variable bias
langsung diberi nilai. Contoh:</span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Courier New";"><span style="mso-tab-count: 1;"> </span>String namapegawai<span style="mso-spacerun: yes;"> </span>=<span style="mso-spacerun: yes;">
</span>“Farhan”;</span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Courier New";"><span style="mso-tab-count: 1;"> </span>int jumlah<span style="mso-spacerun: yes;">
</span>=<span style="mso-spacerun: yes;"> </span>64;</span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">pada contoh pertama, variable
namapegawai dideklarasikan berkelas String dan diatur agar merujuk ke String
“Farhan”. Pada contoh kedua jumlah bertipe int dan diisi dengan 64.</span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Apabila suatu variable bertipe suatu
kelas (misalnya pada namaPegawai) maka variable tersebut akan merujuk ke objek
dari kelas bersangkutan.</span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Di bawah ini menjelaskan perbedaan
antara variable yang bertipe kelas dengan yang bertipe data primitive (bukan
kelas).</span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Courier New"; mso-no-proof: yes;"></span><span style="font-family: "Courier New";"><span> </span></span><img alt="" height="179" 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" width="320" /></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">-Memberikan Nilai ke Variabel</span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Pernyataan yang di perlukan untuk
mengisikan nilai ke variable:</span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-tab-count: 1;"> </span>Variable
= nilai;</span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Contoh:</span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-tab-count: 1;"> </span></span><span style="font-family: "Courier New";">jumlah<span style="mso-spacerun: yes;">
</span>= 85;</span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-spacerun: yes;"> </span>Merupakan pernyataan untuk mengisikan nilai 85
ke variable </span><span style="font-family: "Courier New";">jumlah.</span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Peernyataan juga bias berbentuk
semacam berikut:</span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-tab-count: 1;"> </span></span><span style="font-family: "Courier New";">jumlah<span style="mso-spacerun: yes;">
</span>= jumlah + 1;</span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">pernyataan diatas berarti “tambahkan
isi variable </span><span style="font-family: "Courier New";">jumlah </span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">dengan 1
dan kemudian hasilnya disimpan pada variable </span><span style="font-family: "Courier New";">jumlah”.</span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">dengan kata lain, pernyataan di atas digunakan
untuk menaikkan nilai variable </span><span style="font-family: "Courier New";">jumlah</span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> sebesar
1. Jika semula variabel </span><span style="font-family: "Courier New";">jumlah </span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">bernilai
85 maka sesudah pernyataan di atas dijalankan maka akan berisi 86.</span></div>
<div class="MsoNormal" style="line-height: normal;">
<img alt="" height="179" 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wBb28/Kk70ISGa9yE/Ql4VNIJIREUCghABbK6Hl2T4EJLM+3KfoysKmkMmQCCCwnwBb28/Kk70ISGa9yE/Ql4VNIJIREUCghABbK6Hl2T4EJLM+3KfoysKmkMmQCCCwnwBb28/Kk70ISGa9yE/Ql4VNIJIREUCghABbK6Hl2T4EJLM+3KfoysKmkMmQCCCwnwBb28/Kk70ISGa9yE/Qt6qFvRYP/pmAoBERQGAwAlVtbbBdjTMrAclsVuUazF3VwoLFg8cb0NMCAQQGJMA6BhTFSF8ISGauxLcEqlpYsHjwONURQCAnAdaRU/e5tpbM5tKr6bRVLSxYPHi8KUfNEEBgGAKsYxgpDPL9axFsEPiOQFULCxYPHic6AgjkJMA6cuo+19bemc2lV9Npq1pYsHjweFOOmiGAwDAEWMcwUhjEOzN3oJxAVQsLFg8eL4fhBAIIrECAdayg4uo7eGe2usKB/apaWLB48HiAiqMIIDAxAdYxsXhpRpfM0khdvmhVCwsWDx4vh+EEAgisQIB1rKDi6jtIZqsrHNivqoUFiwePB6g4igACExNgHROLl2Z0ySyN1OWLVrWwYPHg8XIYTiCAwAoEWMcKKq6+g2S2usKB/apaWLB48HiAiqMIIDAxAdYxsXhpRpfM0khdvmhVCwsWDx4vh+EEAgisQIB1rKDi6jtIZqsrHNivqoUFiwePB6g4igACExNgHROLl2Z0ySyN1OWLVrWwYPHg8XIYTiCAwAoEWMcKKq6+g2S2usKB/apaWLB48HiAiqMIIDAxAdYxsXhpRpfM0khdvmhVCwsWDx4vh+EEAgisQIB1rKDi6jtIZqsrHNivqoUFiwePB6g4igACExNgHROLl2Z0ySyN1OWLVrWwYPHg8XIYTiCAwAoEWMcKKq6+g2S2usKB/apaWLB48HiAiqMIIDAxAdYxsXhpRpfM0khdvmhVCwsWDx4vh+EEAgisQIB1rKDi6jtIZqsrHNivqoUFiwePB6g4igACExNgHROLl2Z0ySyN1OWLVrWwYPHg8XIYTiCAwAoEWMcKKq6+g2S2usKB/apaWLB48HiAiqMIIDAxAdYxsXhpRpfM0khdvmhVCwsWDx4vh+EEAgisQIB1rKDi6jtIZqsrHNivqoUFiwePB6g4igACExNgHROLl2Z0ySyN1OWLVrWwYPHg8XIYTiCAwAoEWMcKKq6+g2S2usKB/apaWLB48HiAiqMIIDAxAdYxsXhpRpfM0khdvmhVCwsWDx4vh+EEAgisQIB1rKDi6jtIZqsrHNivqoUFiwePB6g4igACExNgHROLl2Z0ySyN1OWLVrWwYPHg8XIYTiCAwAoEWMcKKq6+g2S2usKB/apaWLB48HiAiqMIIDAxAdYxsXhpRpfM0khdvmhVCwsWDx4vh+EEAgisQIB1rKDi6jtIZqsrHNivqoUFiwePB6g4igACExNgHROLl2Z0ySyN1OWLVrWwYPHg8XIYTiCAwAoEWMcKKq6+g2S2usKB/apaWLB48HiAiqMIIDAxAdYxsXhpRpfM0khdvmhVCwsWDx4vh7H4iVee1z+Lr2q93ARYR27959heMptDpy5TVrWwYPHg8S48R2665Vklpf39cy37++W/K4rNP//5OzIgs61CgHWsouTKe0hmK6sb3K2qhQWLB48HyQx7fBuqSv/+cKkvRY4u/hrAPvPYfy+/f32EsLdYJo8dZercMQKs4xg3p1oSkMxa0p6sV1ULCxYPHq+oxIOXQ29h5PanNIu8F9x5qDaWo0HtYTJ7/ceda1WUS+lsBGr/byQbT/vWICCZ1aC6SM2qFhYsHjxeTaGHEWTzmui7xq+PPEopl7dK+yNMYywFX5p2S6efe77+y+ufawkhrdqlVHhLoPH/RsBH4AAByewAtCxHqlpYsHjweDUJT05mlznHSWZH35n97z2Y/fl7yWeXEHaXV32wWe1KKnxPYFTroBMCNwKSmdvwLYGqFhYsHjxeUfV/Xw5dYsnnn8fvhr55Z3YgmZV+ednP770OR7E7wpu8ektk928S96fPitopnYDAuNaRAL4VdxKQzHaCyvhYVQsLFg8eryfng5dD22b/vBu6/xq0x19R1iC1XHmeE8W+8L1LZlcEm2j29tftt2zW00fl7ASGtY7swth/Q0Aycx28MzvvDjx8OfT966PbfznpndnhTQq+YuxQj833RWwi2CaW+jKzQ1wdKiYgmRUjc6A5AcmsOfJ5Gla1sGDx4PFaIjx+ObTp9t3XU/VOZrWAqIvAYAQGtY7BKBmnLwHJrC//obtXtbBg8eDxetwfvRza/ts374Z++N7M2+eLPu+rp5vKWQgMax1ZBLDnDgKS2Q5IWR+pamHB4sHjWSW1NwLZCbCO7Ddghv0lsxlU6jRjVQsLFg8e70RUWwQQ6EyAdXQWQPsdBCSzHZCyPlLVwoLFg8ezSmpvBLITYB3Zb8AM+0tmM6jUacaqFhYsHjzeiai2CCDQmQDr6CyA9jsISGY7IGV9pKqFBYsHj2eV1N4IZCfAOrLfgBn2l8xmUKnTjFUtLFg8eLwTUW0RQKAzAdbRWQDtdxCQzHZAyvpIVQsLFg8ezyqpvRHIToB1ZL8BM+wvmc2gUqcZq1pYsHjweCei2iKAQGcCrKOzANrvICCZ7YCU9ZGqFhYsHjyeVVJ7I5CdAOvIfgNm2F8ym0GlTjNWtbBg8eDxTkS1RQCBzgRYR2cBtN9BQDLbASnrI1UtLFg8eDyrpPZGIDsB1pH9Bsywv2Q2g0qdZqxqYcHiweOdiGqLAAKdCbCOzgJov4OAZLYDUtZHqlpYsHjweFZJ7Y1AdgKsI/sNmGF/yWwGlTrNWNXCgsWDxzsR1RYBBDoTYB2dBdB+BwHJbAekrI9UtbBg8eDxrJLaG4HsBFhH9hsww/6S2QwqdZqxqoUFiwePdyKqLQIIdCbAOjoLoP0OApLZDkhZH6lqYcHiweNZJbU3AtkJsI7sN2CG/SWzGVTqNGNVCwsWDx7vRFRbBBDoTIB1dBZA+x0EJLMdkLI+UtXCgsWDx7NKam8EshNgHdlvwAz7S2YzqNRpxqoWFiwePN6JqLYIINCZAOvoLID2OwhIZjsgZX2kqoUFiwePZ5XU3ghkJ8A6st+AGfaXzGZQqdOMVS0sWDx4vBNRbRFAoDMB1tFZAO13EJDMdkDK+khVCwsWDx7PKqm9EchOgHVkvwEz7C+ZzaBSpxmrWliwePB4J6LaIoBAZwKso7MA2u8gIJntgJT1kaoWFiwePJ5VUnsjkJ0A68h+A2bYXzKbQaVOM1a1sGDx4PFORLVFAIHOBFhHZwG030FAMtsBKesjVS0sWDx4PKuk9kYgOwHWkf0GzLC/ZDaDSp1mrGphweLB452IaosAAp0JsI7OAmi/g4BktgNS1keqWliwePB4VkntjUB2Aqwj+w2YYX/JbAaVOs1Y1cKCxYPHOxHVFgEEOhNgHZ0F0H4HAclsB6Ssj1S1sGDx4PGsktobgewEWEf2GzDD/pLZDCp1mrGqhQWLB493IqotAgh0JsA6Ogug/Q4CktkOSFkfqWphweLB41kltTcC2Qmwjuw3YIb9JbMZVOo0Y1ULCxYPHu9EVFsEEOhMgHV0FkD7HQQksx2Qsj5S1cKCxYPHs0pqbwSyE2Ad2W/ADPtLZjOo1GnGqhYWLB483omotggg0JkA6+gsgPY7CEhmOyBlfaSqhQWLB49nldTeCGQnwDqy34AZ9pfMZlCp04xVLSxYPHi8E1FtEUCgMwHW0VkA7XcQkMx2QMr6SFULCxYPHs8qqb0RyE6AdWS/ATPsL5nNoFKnGataWLB48HgnotoigEBnAqyjswDa7yAgme2AlPWRqhYWLB48nlVSeyOQnQDryH4DZthfMptBpU4zVrWwYPHg8U5EtUUAgc4EWEdnAbTfQUAy2wEp6yNVLSxYPHg8q6T2RiA7AdaR/QbMsL9kNoNKnWasamHB4sHjnYhqiwACnQmwjs4CaL+DgGS2A1LWR6paWLB48HhWSe2NQHYCrCP7DZhhf8lsBpU6zVjVwoLFg8c7EdUWAQQ6E2AdnQXQfgcByWwHpKyPVLWwYPHg8ayS2huB7ARYR/YbMMP+ktkMKnWasaqFBYsHj3ciqi0CCHQmwDo6C6D9DgKS2Q5IWR+pamHB4sHjWSW1NwLZCbCO7Ddghv0lsxlU6jRjVQsLFg8e70RUWwQQ6EyAdXQWQPsdBCSzHZCyPlLVwoLFg8ezSmpvBLITYB3Zb8AM+0tmM6jUacaqFhYsHjzeiai2CCDQmQDr6CyA9jsISGY7IGV9pKqFBYsHj2eV1N4IZCfAOrLfgBn2l8xmUKnTjFUtLFg8eLwTUW0RQKAzAdbRWQDtdxCQzHZAyvpIVQsLFg8ezyqpvRHIToB1ZL8BM+wvmc2gUqcZq1pYsHjweCei2iKAQGcCrKOzANrvICCZ7YCU9ZGqFhYsHjyeVVJ7I5CdAOvIfgNm2F8ym0GlTjNWtbBg8eDxTkS1RQCBzgRYR2cBtN9BQDLbASnrI1UtLFg8eDyrpPZGIDsB1pH9Bsywv2Q2g0qdZqxqYcHiweOdiGqLAAKdCbCOzgJov4OAZLYDUtZHqlpYsHjweFZJ7Y1AdgKsI/sNmGF/yWwGlTrNWNXCgsWDxzsR1RYBBDoTYB2dBdB+BwHJbAekrI9ELOz17NM/Ea5Pi0eGjwzmLAIIjEyAM4ysjtkuBCQzN+FbAhELi5w9RZLuA5yyhSIIIHAuAc5wLk/VahCQzGpQXaRmxMIiZ0/B132AU7ZQBAEEziXAGc7lqVoNApJZDaqL1AxaWPB4BGLH1pGxnUUAgdoEmENtwurHCUhmcYbLVghaWPB4BGvH1pGxnUUAgdoEmENtwurHCUhmcYbLVghaWPB4BGvH1pGxnUUAgdoEmENtwurHCUhmcYbLVghaWPB4BGvH1pGxnUUAgdoEmENtwurHCUhmcYbLVghaWPB4BGvH1pGxnUUAgdoEmENtwurHCUhmcYbLVohbWLzCAbhdmh6Y0xEEEGhPgD+0Z65jKQHJrJRYoufjFhavcAB3l6YH5nQEAQTaE+AP7ZnrWEpAMislluj5uIXFKxzA3aXpgTkdQQCB9gT4Q3vmOpYSkMxKiSV6Pm5h8QoHcHdpemBORxBAoD0B/tCeuY6lBCSzUmKJno9bWLzCAdxdmh6Y0xEEEGhPgD+0Z65jKQHJrJRYoudPsbBTiuyH3rjd/sE8iQACIxBgESOoYIafCUhmbsi3BE6xsFOK7Bepcbv9g3kSAQRGIMAiRlDBDJKZO3CQwCkWdkqR/Qs0brd/ME8igMAIBFjECCqYQTJzBw4SOMXCTimyf4HG7fYP5kkEEBiBAIsYQQUzSGbuwEECp1jYKUX2L9C43f7BPIkAAiMQYBEjqGAGycwdOEjgLAs7q87TNZo1ejqJBxBAYEwCXGJMXUy1JeA7ANyHbwmcZWFn1XkqVbNGTyfxAAIIjEmAS4ypi6kkM3dgF4GzLOysOk+Hbtbo6SQeQACBMQlwiTF1MZVk5g7sInCWhZ1V5+nQzRo9ncQDCCAwJgEuMaYuppLM3IFdBM6ysLPqPB26WaOnk3gAAQTGJMAlxtTFVJKZO7CLwIkWdmKp70Zv0GIXNQ8hgMDABBjFwOIY7YOA7wBwFb4lcKKFnVhKMnNlEUDgMIEGXnR4NgcRuBCQzNwEycwdQACBLAQksyxKz7ynZDazepVnP9HCTizlnVll2ZVHYGUCDbxoZXx2a0JAMmuCec4mJ1rYiaUkszlvk6kRGIJAAy8aYk9DzExAMptZvcqzn2th51b7snrV4pUxK48AAu0I8Ip2rHU6SkAyO0ouwblzLezcapJZggtoRQTOJ1DViM4fV8WUBCSzlLLvW/pcCzu3mmS2T0NPIYDAHYGqRoQ1AqcQkMxOwbhmkXMt7Nxqktmad85WCFQmUNWIKs+ufBYCklkWpQ/sea6FnVtNMjsgqCMIIFDViOBF4BQCktkpGNcscrqFnV7wwr1S2TVFtRUCuQmwi9z6z7G9ZDaHTl2mPN3CTi8omXW5GJoiMC+BSi40LxCTD0hAMhtQlFFGOt3CTi8omY1yV8yBwCQEKrnQJNsbcw4CktkcOnWZ8nQLO72gZNblYmiKwLwEKrnQvEBMPiAByWxAUUYZ6XQLO72gZDbKXTEHApMQqORCk2xvzDkISGZz6NRlytMt7PSCklmXi6EpAvMSqORC8wIx+YAEJLMBRRllpBoWdnrN0wuOQt8cCCBQgQDHqABVyZMJSGYnA12pXA0LO73m6QVXUtAuCCDwhQDHcCXGJyCZja9RtwlrWNjpNU8v2A23xgggUJ8Ax6jPWIcoAcksSnDh8zUs7PSapxdcWFCrIYAAx3AHxicgmY2vUbcJa1jY6TVPL9gNt8YIIFCfAMeoz1iHKAHJLEpw4fOVLOzEsieWWlhHqyGAwJUA03AZxicgmY2vUbcJK1nYiWVPLNWNssYIINCQANNoCFurgwQks4PgMhyrZGEnlj2xVAZB7YgAAkzDHRifgGQ2vkbdJqxkYSeWPbFUN8oaI4BAQwJMoyFsrQ4SkMwOgstwrJKFnVj2xFIZBLUjAggwDXdgfAKS2fgadZuwnoWdUvmUIt3gaowAAj0I8I0e1PUsIyCZlfFK9XQ9Czul8ilFUglqWQQQ4BvuwPgEJLPxNeo2YT0LO6XyKUW6wdUYAQR6EOAbPajrWUZAMivjlerpehZ2SuVTiqQS1LIIIMA33IHxCUhm42vUbcJ6FnZK5VOKdIOrMQII9CDAN3pQ17OMgGRWxivV01UtLFg8eDyVjpZFAIErAdbhMoxPQDIbX6NuE1a1sGDx4PFuTDVGAIGuBFhHV/ya7yIgme3ClPOhqhYWLB48nlNQWyOAAOtwB8YnIJmNr1G3CataWLB48Hg3phojgEBXAqyjK37NdxGQzHZhyvlQVQsLFg8ezymorRFAgHW4A+MTkMzG16jbhLUt7HD9wwe7odQYAQTGIMA9xtDBFD8RkMzcj28J1Laww/UPHyQ2AggkJ8A9kl+AKdaXzKaQqc+QtS3scP3DB/tw1BUBBIYhwD2GkcIg378WwQaB7wjUtrDD9Q8fpDUCCCQnwD2SX4Ap1vfObAqZ+gxZ28IO1z98sA9HXRFAYBgC3GMYKQzinZk7UE6ggYUdaHHgSPnqTiCAwJoEGMiauq61lXdma+l56jYNLOxAiwNHTqWiGAIITEyAgUwsXprRJbM0Upcv2sDCDrQ4cKR8dScQQGBNAgxkTV3X2koyW0vPU7dpYGEHWhw4cioVxRBAYGICDGRi8dKMLpmlkbp80QYWdqDFgSPlqzuBAAJrEmAga+q61laS2Vp6nrpNGwsr6lL08KkwFEMAgRUI8JAVVFx9B8lsdYUD+7WxsKIuRQ8HVncUAQTWJMBD1tR1ra0ks7X0PHWbNhZW1KXo4VNhKIYAAisQ4CErqLj6DpLZ6goH9mtjYUVdih4OrO4oAgisSYCHrKnrWltJZmvpeeo2bSysqEvRw6fCUAwBBFYgwENWUHH1HSSz1RUO7NfMwnY22vlYYGNHEUBgcQJsZHGBl1hPMltCxjpLNLOwnY12PlYHhqoIILACATaygoqr7yCZra5wYL9mFraz0c7HAhs7igACixNgI4sLvMR6ktkSMtZZopmF7Wy087E6MFRFAIEVCLCRFVRcfQfJbHWFA/s1s7CdjXY+FtjYUQQQWJwAG1lc4CXWk8yWkLHOEi0t7Gmvpw/UYaAqAggsRYCTLCXnostIZosKe8ZaLS3saa+nD5yxsRoIILA4AU6yuMBLrCeZLSFjnSVaWtjTXk8fqMNAVQQQWIoAJ1lKzkWXkcwWFfaMtVpa2NNeTx84Y2M1EEBgcQKcZHGBl1hPMltCxjpLtLSwp72ePlCHgaoIILAUAU6ylJyLLiOZLSrsGWs1trAf2jWe5Ax4aiCAwIgEmMmIqpjpnoBk5kZ8S6CxhUlm7iICCNQm0NjWaq+j/pIEJLMlZT1nqcYWJpmdI5sqCCDwPYHGtkYKBA4QkMwOQMtypLGFSWZZLpY9EehHoLGt9VtU54kJSGYTi1d79MYWJpnVFlR9BBBobGuAI3CAgGR2AFqWI+0t7GHH9mNkEdieCOQjwE/yaT7fxpLZfJo1m7i9hUlmzcTVCIGcBNrbWk7Oto4QkMwi9BY/297CJLPFr5T1EOhNoL2t9d5Y//kISGbzadZs4vYWJpk1E1cjBHISaG9rOTnbOkJAMovQW/xsewuTzBa/UtZDoDeB9rbWe2P95yMgmc2nWbOJu1jYl6ZdZmhGWCMEEGhMgKU0Bq7dAQKS2QFoWY50sTDJLMv1sicCPQh0sbUei+o5MQHJbGLxao/excIks9qyqo9AZgJdbC0zcLsfICCZHYCW5UgXC5PMslwveyLQg0AXW+uxqJ4TE5DMJhav9uhdLEwyqy2r+ghkJtDF1jIDt/sBApLZAWhZjvSysGvfXgNkEdieCOQjwFXyaT7fxpLZfJo1m7iXhUlmzSTWCIFsBHrZWjbO9o0QkMwi9BY/28vCJLPFL5b1EOhHoJet9dtY5/kISGbzadZs4l4WJpk1k1gjBLIR6GVr2TjbN0JAMovQW/xsLwuTzBa/WNZDoB+BXrbWb2Od5yMgmc2nWbOJO1rYa+uO3ZsR1ggBBBoTYCyNgWt3gIBkdgBaliMdLUwyy3LJ7IlAWwIdba3torpNTEAym1i82qN3tDDJrLa46iOQk0BHW8sJ3NYHCEhmB6BlOdLRwiSzLJfMngi0JdDR1touqtvEBCSzicWrPXpHC5PMaourPgI5CXS0tZzAbX2AgGR2AFqWIx0tTDLLcsnsiUBbAh1tre2iuk1MQDKbWLzao7Ow2oTVRwCBxgTYWmPg2h0gIJkdgJblCAvLorQ9EUhDgK2lkXriRSWzicWrPToLq01YfQQQaEyArTUGrt0BApLZAWhZjrCwLErbE4E0BNhaGqknXlQym1i82qOzsNqE1UcAgcYE2Fpj4NodICCZHYCW5QgLy6K0PRFIQ4CtpZF64kUls4nFqz06C6tNWH0EEGhMgK01Bq7dAQKS2QFoWY6wsCxK2xOBNATYWhqpJ15UMptYvNqjs7DahNVHAIHGBNhaY+DaHSAgmR2AluXIGRb298+vP397AjtlgFOKnEnhv5ffv1/++77icAOfubxaCAQInGFrgfaOIrCDgGS2A1LWR86wsO4R4fgAryc/U+WDIpv/euR+BI9LZkegO4PA//53hq3hiEBdApJZXb5TVz/Dwo4Ho5PQnTLAKUVOWui9jGR2Jk21MhE4w9Yy8bJrDwKSWQ/qk/Q8bmFvb4Te//z5c/008zVMfP7j5ePNt7jz8vmP1488r0ffHn77xG77D9dP8B6fvXHdOcDvl5ePSV/7f5y59tikn2syu73quv+vH5tdJv5hu+uEj4p/MHmn8/dPwWzF3Se5gMZE4HwCx23t/FlUROAxAcnMzfiWwFELe40vHwHlPY29h64HSeQ9CV0S2TXw3B67FbnLWx+FH5199NzTAS713su9//XtwEdK/Gfku08gH7+1uk3984SPeHym1SuRfbNt5Nvd3aVHIC2Bo7aWFpjFOxCQzDpAn6XlQQu7y1Qfb5tuL8ze3++8Z47tR4Sff3+UzO7O3pLZ9i3b/TcZlA/wMI/9+1Zs22abzIonfJhUvyazW0D8NysGu89yA82JwOkEDtra6XMoiMD3BCQzt+Psd2bfBaOv36P5KJltPrvcvHb7PHmX28qT2fcD7Ehmf/7ef9H+bZbN4c2rsIfb3VA//zRzE8d+SmaHurv0CKQlIJmllX6ixSWzicRqPepBC3vLCo8+zfz64zMeZZe3L6+6/2EQm5z3Fo32vDMrH2BXMrt81Pk538PPXfdO+PWd2Qea22evmxeKT2Y7wKf1PdIPgYEIHLS1gTYwyvoEJLP1NT684WELu3669/vl78vvzadyH1+qfv0Cqn/ee91/6nn7IrTr9xPsSWaXCPXxs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Anonymoushttp://www.blogger.com/profile/00119652823468669899noreply@blogger.com0tag:blogger.com,1999:blog-5371374229014063316.post-45589844481866656292012-12-14T02:24:00.001-08:002012-12-15T06:19:41.293-08:00Dasar Bahasa JAVA <!--[if !mso]>
<style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
w\:* {behavior:url(#default#VML);}
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<w:ValidateAgainstSchemas/>
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<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
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<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
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UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
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UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
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<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:10.0pt;
mso-para-margin-left:0in;
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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-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
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<br />
<br /><div class="MsoNormal">
Java adalahbahasa pemrograman yang terkenal. Java banyak
digunkan untuk membangun program, dirilis pertama kali pada tahun 1995 oleh Sun
Microsystems. Penciptanya adalah James Gosling.</div>
<div class="MsoNormal">
Java berorientasi pada objek. Pemrograman berorientasi objek
(object oriented programming atau OOP) adalah suatu pendekatan yang
memungkinkan suatu kode yang digunakan untuk menyusun pr4ogram menjadi lebih
mudah untuk digunakan kembali (itilah alslinya reusability) lebih handal dfan
lebih mudah dipahami.</div>
<div class="MsoNormal">
Dalam terminology OOP, kelas adalah suatu cetakan untuk
membentuk suatu objek.</div>
<div class="MsoNormal">
Sebuah kelas mengandung dua bagian penting yang disebut
atribut dan perilaku. Atribut adalah data yang membedakan satu objek dengan
objek lain. Atribut dinyatakan dengan variable instan. Perilaku menyatakan
sebuah tindakan yang dikenakan terhadap suatu objek.</div>
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Firs Experience</div>
<div class="MsoNormal">
Buat Folder latihan</div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l1 level1 lfo1; tab-stops: list .5in; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Buat
folder LatJava <span style="mso-ansi-language: IN;"><span style="mso-spacerun: yes;"> </span></span>di root C<span lang="IN" style="mso-ansi-language: IN;">:<br />
</span>c:\LatJava</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo1; tab-stops: list .5in; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Ketik
script Lat1 <span lang="IN" style="mso-ansi-language: IN;">dengan n</span>otepad++<span style="mso-spacerun: yes;"> </span>dan simpan hasilnya (Ucapan.java) di folder
c:\LatJava</div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l1 level1 lfo1; tab-stops: list .5in; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Ketik
script atur <span lang="IN" style="mso-ansi-language: IN;">dengan n</span>otepad++<span style="mso-spacerun: yes;"> </span>dan simpan hasilnya (atur.bat) di folder
c:\LatJava<span style="mso-ansi-language: IN;"> </span></div>
<div class="MsoNormal">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-insideh: none; mso-border-themecolor: text1; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184; width: 349px;">
<tbody>
<tr style="height: 15.6pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border-bottom: none; border: solid black 1.0pt; height: 15.6pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-alt: solid black .5pt; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 261.95pt;" valign="top" width="349">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Lat1: Ucapan.java</div>
</td>
</tr>
<tr style="height: 144.45pt; mso-yfti-irow: 1; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; height: 144.45pt; mso-border-bottom-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-alt: solid black .5pt; mso-border-right-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 261.95pt;" valign="top" width="349">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; tab-stops: 243.0pt;">
<span style="mso-no-proof: yes;">
</span></div>
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" 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<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
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<tr style="height: 14.35pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
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Konfigurasi: atur.bat</div>
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width="320" /></td>
</tr>
</tbody></table>
<div class="MsoNormal">
<br /></div>
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Kompilasi dan jalankan program</div>
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</span></span></span>Aktifkan Command Prompt</div>
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Dengan cara : Klik Start/All Program/Accessories/Command Prompt</div>
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" width="320" /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo2; text-indent: -.25in;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Beri<span style="mso-spacerun: yes;">
</span>perintah: CD\LatJava</div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: .25in; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;">
<td style="padding: 0in 5.4pt 0in 5.4pt; width: 6.65in;" valign="top" width="638">
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin: 0in; mso-add-space: auto;">
<span style="mso-no-proof: yes;">
</span></div>
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</span></span></span>Panggil: atur.bat</div>
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<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;">
<td style="padding: 0in 5.4pt 0in 5.4pt; width: 6.65in;" valign="top" width="638">
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin: 0in; mso-add-space: auto;">
<span style="mso-no-proof: yes;">
</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoListParagraphCxSpFirst" style="margin-left: .25in; mso-add-space: auto;">
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" 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</span></span></span>Kompilasi Ucapan.java melalui javac</div>
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" 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<span style="mso-no-proof: yes;">
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<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo2; text-indent: -.25in;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Jalankan Ucapan.class melalui java</div>
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<span style="mso-no-proof: yes;">
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" width="320" /></td>
</tr>
</tbody></table>
<div class="MsoListParagraphCxSpFirst" style="margin-left: .25in; mso-add-space: auto;">
<br /></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: .25in; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184; width: 616px;">
<tbody>
<tr style="height: 136.35pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;">
<td style="height: 136.35pt; padding: 0in 5.4pt 0in 5.4pt; width: 462.2pt;" valign="top" width="616">
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin: 0in; mso-add-space: auto;">
<span style="mso-no-proof: yes;">
</span></div>
contohnya:<img alt="" height="179" src="data:image/png;base64,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Anonymoushttp://www.blogger.com/profile/00119652823468669899noreply@blogger.com0tag:blogger.com,1999:blog-5371374229014063316.post-27862703333666666182012-11-28T19:34:00.002-08:002012-11-28T19:36:16.143-08:00Pedoman Penyusunan ALGORITMA<!--[if gte mso 9]><xml>
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- Dasar penyusunan ALGORITMA</div>
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Sejauh ini tidak ada standarisasi tentang bagaimana menyusun
algoritma. Secara prinsip, anda mempunyai kebebasanuntuk menyusun bentuk suatu
algoritma. Anda bias menggunakan kata-kata dalam bahasa manusia, pseukode, atau
bahkan diagram alir untuk mewujudkan suatu algoritma.</div>
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Adapun hal yang harus diperhatikan<span style="mso-spacerun: yes;"> </span>dalam menyusun suatu algoritma. Menurut Knuth
(1973) dan juga Horowitz dkk (1999) ada lima cirri penting yang harus dimiliki
suatu algoritma, yaitu berupa :</div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Finiteness. Finites menyatakan bahwa suatu
algoritma harus berakhir untuk semua kondisi setelah memproses sejumlah
langkah.</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Definiteness. Definiteness menyatakan bahwa
setiap langkah harus dinyatakan dengan jelas.</div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Masukan. Setiap algoritma bias tidak
memilikimasukan atau mempunyai satu atau beberapa masukan. Masukan merupakan
suatu besaran yang diberikan di aawal algoritma diproses.</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Keluaran. Setiap algoritma memiliki keluaran
entah hanya sebuah atau banyak keluaran. Keluaran merupakan besaran yang
mempunyai kaitan atau hubungan dengan masukan.</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Efektivitas. Setiap algoritma diharapkan
bersikap efektif, dalam arti semua operasi yang dilaksanakan oleh algoritma
haruslah sederhana dan dapat dikerjakan dalam waktu yang terbatas.</div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span> </div>
Anonymoushttp://www.blogger.com/profile/00119652823468669899noreply@blogger.com0tag:blogger.com,1999:blog-5371374229014063316.post-72335581670564532272012-10-21T02:53:00.000-07:002012-11-28T19:30:03.514-08:00Algoritma dan Pemrograman<!--[if gte mso 9]><xml>
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<br />
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Pengantar algoritma dan pemrograman</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%;">Penegertitan pemrograman dan bahasa
pemrograman</span></b></div>
<div class="MsoNormal">
Program adalah kumpulan instruksi yang digunakan untuk
mengatur computer agar melakukan sutu tindakan tertentu. Tanpa program computer
sesungguhnya tidak dapat berbuat apa-apa. Itulah sebabnya sering dikatakan
bahwa computer mencakup 3 aspek penting, berupa perangkat keras (hardware),
perangkat lunak (software), yang dalam hal ini berupa program, dan perangkat
akal (brainwere) atau orang yang berperan terhadap operasi computer maupun
pengembangan perangkat lunak. Dengan kata lain, program merupakan salah satu
bagian penting <span style="mso-spacerun: yes;"> </span>pada computer, yang
mengatur computer melakukan suatu tindakan, yang sesuai dengan yang dikehendaki
oleh pembuatnya.</div>
<div class="MsoNormal">
Suatu program ditulis mengikuti suatu kaidah bahasa
pemrograman tertentu. Bahasa pemrograman dapat dianalaogikan dengan bahasa yang
digunakan manusia(bahasa manusia). Manusia dapat mengerjakan suatu instruksi
berdasarkan kalimat-kalimat dan computer bias menjalankan suatu instruksi menurut
program.</div>
<div class="MsoNormal">
Bahasa-bahasa pemrograman dapat di kelompokkan menjadi:</div>
<div class="MsoListParagraphCxSpFirst">
1.Bahasa beraras-tinggi (high-level
language)</div>
<div class="MsoListParagraphCxSpLast">
2.Bahasa beraras –rendah(low-level language)</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%;">Penerjamahan bahasa</span></b></div>
<div class="MsoNormal">
Program yang diltlis dalam bahasa pemrograman seperti C
sebenarnya tidak mengerti oleh computer secara langsung , seba computer hanya
mengenal bahasa khasnya saja, yaitu bahasa mesin, yakni bahsa yang mengenal
bahasa kode 0 dan 1. Supaya program dapat dijalankan oleh computer, program
tersebut harus diterjemahkan terlebih dahulu kedalam bahasa mesin. Proses
penerjemahan disebut translator.</div>
<div class="MsoNormal">
Translator dapat berupa:</div>
<div class="MsoListParagraphCxSpFirst">
1.Interpreter, atau</div>
<div class="MsoListParagraphCxSpLast">
2.kompiler.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%;">Penyelesaian masalah dengan program</span></b></div>
<div class="MsoNormal">
Ada tiga langkah:</div>
<div class="MsoListParagraphCxSpFirst">
1.Menganalisa masalah dan membuat algoritma.</div>
<div class="MsoListParagraphCxSpMiddle">
2.Menuangkan algoritma dalam pemrograman.</div>
<div class="MsoListParagraphCxSpLast">
3.Mengeksuksi dan menguji program.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="margin-left: 18.0pt;">
<span style="font-size: 12.0pt; line-height: 115%;">- Menganalisa masalah dan membuat algoritma.</span></div>
<div class="MsoNormal">
Pengalaman, pengetahuan, kreatifitas, imajinasi, dan
kelihaian merupakan factor-faktor yang menetukan sekali keberhasilan terhadap
langkah ini.</div>
<div class="MsoNormal">
Ada kalanya suatu algoritma disajikan dalam bentuk
diagram<span style="mso-spacerun: yes;"> </span>alir (flow-chart). Diagram alir
adalah suatu standar untuk mengambarkan suatu proses. Setiap langkah dalm
algoritma dinyatakan dengan sebuah symbol dan aliran setiap langkah (dari suatu
langkah ke langkah yang lain) dinyatakan dengan garis yang dilengkapi panah.<br />
<br />
Sejumlah simbol standar yang digunakan untuk menyudun diagram alir.<br />
<br />
<br />
<div style="text-align: center;">
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" width="400" /></div>
</div>
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto;">
<br />
<span style="font-size: 12pt; line-height: 115%;">- Menuangkan Algoritma ke dalam
Bentuk Program</span></div>
<div class="MsoNormal">
Menuangkan algoritma dalam bentuk program ditentukan oleh
factor bahasa pemrograman yang akan digunakan.</div>
<div class="MsoNormal">
Contoh , langakah “Hitung Keliling Persegi panjang dengan
menggunakan rumus 2 x (panjang + lebar)” perlu d terjemahkan menjadi pernyataa
pada bahasa pemrograman</div>
<div class="MsoNormal">
Contoh program JAVA</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Program:LuasLingkaran.java</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10.0pt;">//Berkas; LuasLingkaran.java</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10.0pt;">class LuasLingkara {</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 1;"> </span>public static void main (String[] args} {</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 2;"> </span>double jari-jari, luas;</span></div>
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<br /></div>
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<span style="font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>System.out.println(“Menghitung Luas
Lingkaran”); </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>Jari-jari = 20;</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>Luas = 3.14 *jari-jari *
jari-jari;</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>System.out.println(“Luas
= “ +luas);</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10.0pt;"><span style="mso-tab-count: 1;"> </span>}</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10.0pt;">}</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt;">
<br /></div>
<div class="MsoListParagraph" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">-
Mengeksekusi dan menguji program</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Setelah program dibuat dan
dikompilasi, program perku dijalankan untuk diuji kebenarannya. Ada beberapa
kemungkinan kesalahan yang terjadi sewaktu proses kompilasi hingga
pengeksekusian program:</span></div>
<div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6.0pt; mso-add-space: auto;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">1.Kesalahan
sintaksis,</span></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">2.Kesalahan
logika, dan </span></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">3.Kesalahan
runtime</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Struktur dasar Algoritma</span></b></div>
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<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">- Macam struktur<span style="mso-spacerun: yes;"> </span>dasar algoritma</span></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">1.Sekuensional
(runtutan)</span></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Langkah-langkah
yang dilakukan dalam algoritma diproses secsra berurutan.</span></div>
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" /></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">2.Struktur
seleksi</span></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Pemilihan
langkah yang didasarkan oleh suatu kondisi(pengambilan keputusan).</span></div>
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" /></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">3.Struktur
pengulangan</span></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Langkah
yang dijalankan beberapa kali.</span><br />
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<img alt="" 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Anonymoushttp://www.blogger.com/profile/00119652823468669899noreply@blogger.com0