<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-2340265078483595850</id><updated>2024-09-08T03:08:46.421-07:00</updated><category term="Software"/><category term="Sejarah"/><category term="Trik Windows"/><category term="Troublesooting"/><category term="Tutorial Blog"/><category term="Game"/><category term="Knowledge"/><category term="Jaringan"/><category term="Hacking"/><category term="Anti virus"/><category term="Linux"/><category term="Materi Kuliah"/><category term="Top 7"/><category term="Ms.Office"/><title type='text'>blogger kreatif</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://daltoncoy.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default'/><link rel='alternate' type='text/html' href='http://daltoncoy.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default?start-index=26&amp;max-results=25'/><author><name>Dalton_Coy</name><uri>http://www.blogger.com/profile/08015234856842558424</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJL1Vq1U5n-nl-dHAY5qmHY_UnC0lqN2jd_dlPru7En7MtxFgS9ZAeKFbgIpXnHqE0ILbynNdlPcySWGiyPHH84V5qQI3OZD0ya47clOh3TUt4vbCUuTx-MWd3qMa0HLQ/s220/205059_201517953222493_100000928693699_523149_6521700_n.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>147</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-2340265078483595850.post-9149349388289801064</id><published>2012-06-18T20:01:00.004-07:00</published><updated>2012-09-25T21:12:19.404-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Knowledge"/><title type='text'>Pengertian Debugging</title><content type='html'>&lt;br /&gt;
&lt;div align=&quot;center&quot; style=&quot;font-family: &#39;Trebuchet MS&#39;, &#39;Lucida Grande&#39;, Arial, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 15px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;&quot;&gt;
&lt;b style=&quot;background-color: white; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;DEBUGGING&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: &#39;Trebuchet MS&#39;, &#39;Lucida Grande&#39;, Arial, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 15px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;&lt;b style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;i style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Debugging&lt;/i&gt;&lt;/b&gt;&amp;nbsp;adalah sebuah metode yang dilakukan oleh para&amp;nbsp;pemrogram&amp;nbsp;danpengembang perangkat lunak&amp;nbsp;untuk mencari dan mengurangi&amp;nbsp;&lt;i style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;bug&lt;/i&gt;, atau kerusakan di dalam sebuah&amp;nbsp;program komputer&amp;nbsp;atau&amp;nbsp;perangkat keras&amp;nbsp;sehingga perangkat tersebut bekerja sesuai dengan harapan.&amp;nbsp;&lt;i style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Debugging&lt;/i&gt;&amp;nbsp;cenderung lebih rumit ketika beberapa subsistem lainnya terikat dengan ketat dengannya, mengingat sebuah perubahan di satu sisi, mungkin dapat menyebabkan munculnya&amp;nbsp;&lt;i style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;bug&lt;/i&gt;&amp;nbsp;lain di dalam subsistem lainnya.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: &#39;Trebuchet MS&#39;, &#39;Lucida Grande&#39;, Arial, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 15px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;&lt;b style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;i style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Bug&lt;/i&gt;&lt;/b&gt;&amp;nbsp;dengan terjemahan langsung ke&amp;nbsp;bahasa Indonesia&amp;nbsp;adalah&amp;nbsp;serangga&amp;nbsp;atau&amp;nbsp;kutu.&lt;i style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Bug&lt;/i&gt;&amp;nbsp;merupakan suatu kesalahan desain pada suatu&amp;nbsp;perangkat keras komputeratau&amp;nbsp;perangkat lunak komputer&amp;nbsp;yang menyebabkan peralatan atau&amp;nbsp;program&amp;nbsp;itu tidak berfungsi semestinya.&amp;nbsp;&lt;i style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Bug&lt;/i&gt;&amp;nbsp;umumnya lebih umum dalam dunia perangkat lunak dibandingkan dengan perangkat keras.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;h2 style=&quot;font-family: &#39;Trebuchet MS&#39;, &#39;Lucida Grande&#39;, Arial, sans-serif; font-size: 20px; font-weight: 400; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Kenapa dinamakan&amp;nbsp;&lt;i style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;bug&lt;/i&gt;?&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
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&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Tahun&amp;nbsp;1945&amp;nbsp;sewaktu ukuran&amp;nbsp;komputer&amp;nbsp;masih sebesar kamar, pihak militerAmerika Serikat&amp;nbsp;menggunakan komputer yang bernama “Mark 1″. Suatu hari komputer ini tidak berfungsi dengan semestinya, setelah komputer itu diperiksa ternyata ada suatu bagian perangkat keras di mana terdapat serangga yang tersangkut. Setelah serangga itu diangkat dari perangkat keras, komputer dapat berfungsi dengan baik. Maka sejak saat itu kata&amp;nbsp;&lt;i style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;bug&lt;/i&gt;&amp;nbsp;lekat dengan masalah-masalah pada komputer.&amp;nbsp;&lt;i style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Debugging&lt;/i&gt;&amp;nbsp;adalah proses menghilangkan&amp;nbsp;&lt;i style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;bug&lt;/i&gt;&amp;nbsp;dari suatu program.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: &#39;Trebuchet MS&#39;, &#39;Lucida Grande&#39;, Arial, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 15px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Pengujian perangkat lunak adalah proses yang dapat direncanakan dan ditentukan secara sistematis. Desain test case dapat dilakukan, strategi dapat ditentukan, dan hasil dapat dievaluasi berdasarkan harapan-harapan yang ditentukan sebelumnya.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: &#39;Trebuchet MS&#39;, &#39;Lucida Grande&#39;, Arial, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 15px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;&lt;i style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Debugging&lt;/i&gt;&amp;nbsp;terjadi sebagai akibat dari pengujian yang berhasil. Jika test case mengungkap kesalahan, maka debugging adalah proses yang menghasilkan penghilangan kesalahan. Perekayasa perangkat lunak yang mengevaluasi hasil suatu pengujian sering dihadapkan pada indikasi “simtomatis” dari suatu masalah pernagkat lunak, yaitu bahwa manisfestasi eksternaldari kesalahan dan penyebab internal kesalahan dapat tidak memiliki hubungan yang jelas satu dengan lainnya. Proses mental yang dipahami secara buruk yang menghubungkan sebuah symptom dengan suatu penyebab disebut debugging.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: &#39;Trebuchet MS&#39;, &#39;Lucida Grande&#39;, Arial, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 15px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;&quot;&gt;
&lt;b style=&quot;background-color: white; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Proses Debugging&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: &#39;Trebuchet MS&#39;, &#39;Lucida Grande&#39;, Arial, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 15px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Debugging bukan merupakan pengujian, tetapi selalu terjadi sebagai bagian akibat dari pengujian. Proses debungging dimulai dengan eksekusi terhadap suatu test case. Hasilnya dinilai, dan ditemukan kurangnya hubungan antara harapan dan yang sesungguhnya. Dalam banyak kasus, data yang tidak berkaitan merupakan gejala dari suatu penyebab pokok tetapi masih tersembunyi, sehingga perlu ada koreksi kesalahan.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: &#39;Trebuchet MS&#39;, &#39;Lucida Grande&#39;, Arial, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 15px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;&lt;b style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: &#39;Trebuchet MS&#39;, &#39;Lucida Grande&#39;, Arial, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 15px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;&lt;b style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Proses debugging&lt;/b&gt;&amp;nbsp;akan selalu memiliki salah satu dari dua hasil akhir berikut:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;ol style=&quot;font-family: &#39;Trebuchet MS&#39;, &#39;Lucida Grande&#39;, Arial, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 10px; margin-left: 30px; margin-right: 0px; margin-top: 10px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;&quot;&gt;
&lt;li style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 0px; padding-right: 0px; padding-top: 2px;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Penyebab akan ditemukan, dikoreksi, dan dihilangkan, atau&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 0px; padding-right: 0px; padding-top: 2px;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Penyebab tidak akan ditemukan.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;div style=&quot;font-family: &#39;Trebuchet MS&#39;, &#39;Lucida Grande&#39;, Arial, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 15px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Dalam kasus yang terakhir, orang yang melakukan debugging mungkin mencurigai suatu penyebab, mendesainsuatu test case untuk membantu kecurigaannya, dan bekerja untuk koreksi kesalahan dengan gaya yang iterative.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: &#39;Trebuchet MS&#39;, &#39;Lucida Grande&#39;, Arial, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 15px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Beberapa&amp;nbsp;&lt;b style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;karakteristik bug memberi kunci :&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;ol style=&quot;font-family: &#39;Trebuchet MS&#39;, &#39;Lucida Grande&#39;, Arial, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 10px; margin-left: 30px; margin-right: 0px; margin-top: 10px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;&quot;&gt;
&lt;li style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 0px; padding-right: 0px; padding-top: 2px;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Gejala dan penyebab dapat jauh secara geografis, dimana gejala dapat muncul didalam satu bagian dari suatu program, sementara penyebab dapat ditempatkan pada suatu sisi yang terlepas jauh.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 0px; padding-right: 0px; padding-top: 2px;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Gejala dapat hilang (kadang-kadang) ketika kesalahan yang lain dibetulkan.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 0px; padding-right: 0px; padding-top: 2px;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Gejala dapat benar-benar disebabkan oleh sesuatu yang tidak salah (misalnya pembulatan yang tidak akurat).&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 0px; padding-right: 0px; padding-top: 2px;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Simpton dapat disebabkan oleh kesalahan manusia yang tidak dapat dengan mudah ditelusuri.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 0px; padding-right: 0px; padding-top: 2px;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Gejala dapat merupakan hasil dari masalah timing, dan bukan dari masalah pemrosesan.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 0px; padding-right: 0px; padding-top: 2px;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Mungkin sulit untuk mereproduksi kondisi input secara akurat (misalnya aplikasi real time dimana pengurutan input tidak ditentukan).&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 0px; padding-right: 0px; padding-top: 2px;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Gejala dapat sebentar-sebentar. Hal ini sangat umum pada system yang embedded yang merangkai perangkat lunak dan perangkat keras yang tidak mungkin dilepaskan.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 0px; padding-right: 0px; padding-top: 2px;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Gejala dapat berhubungan dengan penyebab yang didistribusikan melewati sejumlah tugas yang bekerja pada prosesor yang berbeda.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;div style=&quot;font-family: &#39;Trebuchet MS&#39;, &#39;Lucida Grande&#39;, Arial, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 15px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Selama debugging, kita menemukan kesalahan-kesalahan mulai dari gangguan yang halus (missal format output yang tidak betul) sampai katrastropis (misalnya kegagalan system yang menyebabkan kerusakan fisik atau ekonomis).&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Sebagai akibat dari peningkatan keslahan, jumlah tekanan untuk menemukan kesalahan juga bertambah. Sering kali tekanan memaksa seorang pengembang perangkat lunak untuk membetulkan keslahan dan pada saat yang sama memunculkan lagi dua kesalahan baru.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: &#39;Trebuchet MS&#39;, &#39;Lucida Grande&#39;, Arial, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 15px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;&quot;&gt;
&lt;b style=&quot;background-color: white; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Pertimbangan Psikologis&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Sayangnya muncul banyak bukti bahwa kekuatan debugging adalah sifat bawaan manusia. Banyak orang yang cakap dalam hal ini, sementara banyak juga yang tidak. Menanggapi aspek manusia dari debugging. Shneiderman [SHN80] menyatakan :&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Debugging merupakan salah satu dari berbagai bagian pemrograman yang membuat lebih frustasi. Debugging memiliki elemen pemecahan masalah atau pengganggu otak, yang bersama dengan penghindaran kesadaran bahwa Anda melakukan suatu kesalahan. Kekhawatiran yang meningkat dan keengganan untuk menerima, kesalahan akan meningkatkan kesulitan tugas. Sayangnya, ada keluhan yang sangat mendalam mengenai pembebasan dan pengurangan ketegangan ketika pada akhirnya bug ……… dikoreksi.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Meskipun mungkin sulit untuk mempelajari debugging, sejumlah pendekatan terhadap masalah tersebut dapat diusulkan. Kita akan melihat dalam sub bab selanjutnya.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;b style=&quot;background-color: white; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Pendekatan-pendekatan Debugging&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;&lt;b style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Tanpa memperhatikan pendekatan yang diambil, debugging memiliki satu sasaran yang diabaikan, untuk menemukan dan mengkoreksi penyebab kesalahan perangkat lunak. Sasaran tersebut direalisasi dengan suatu kombinasi evaluasi yang sistematis, intuisi, dan keberuntungan.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Bradley (BRA85) menggambarkan pendekatan Debugging dengan cara berikut :&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Debugging adalah sebuah aplikasi langsung dari metodekeilmuan yang telah dikembangkan selama 2500 tahun. Dasar dari debugging adalah meletakkan sumber-sumber masalah (penyebab) dengan partisi biner melalui hipotesis kerja yang memperkirakan nilai-nilai baru yang akan diuji.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Ambillah&amp;nbsp;&lt;b style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;contoh non-perangkat lunak sederhana&lt;/b&gt;, yaitu :&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Lampu dirumah saya tidak bekerja. Bila tidak ada yang bekerja didalam rumah itu, penyebabnya tentu pada pemutus rangkaian utama atau sebab dari luar. Saya melihat sekeliling untuk melihat apakah lampu para tetangga juga mati. Saya memasukkan lampu yang dicurigai kedalam soket yang bekerja dan menyelidiki lampu rangkaian yang dicurigai. Begitulah berbagai pilihan hipotesa dan pengujian.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Secara umum,&amp;nbsp;&lt;b style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;tiga kategoti pendekatan debugging dapat diusulkan (MYE79) :&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;li style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 0px; padding-right: 0px; padding-top: 2px;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;&lt;b style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;1.&amp;nbsp;&lt;/b&gt;&lt;b style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Gaya yang kasar&amp;nbsp;&lt;i style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;(Brute force)&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
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&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Kategori debugging&amp;nbsp;&lt;i style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;brute force&lt;/i&gt;&amp;nbsp;mungkin merupakan yang paling umum dan metode yang paling efisien untuk mengisolasi penyebab kesalahan perangkat lunak. Kita mengaplikasikan metode debugging&amp;nbsp;&lt;i style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;brute force&lt;/i&gt;&amp;nbsp;bila semua yang lain telah gagal. Dengan menggunakan filosofi ”biarkan komputer menemukan kesalahan”, tempat sampah memori dipakai, penelusuran runtime dilakukan, dan program dibebani dengan statemen WRITE. Kita mengharapkan bahwa dimanapun didalam rawa informasi yang diproduksi, kita akan menemukan suatu kunci yang akan membawa kita kepada penyebab kesalahan. Meskipun banyaknya informasi yang dihasilkan pada akhirnya akan membawa kita meraih sukses, lebih sering dia menyebabkan kita menghambur-hamburkan usaha dan waktu. Kita harus memikirkannya terlebih dahulu.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;li style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 0px; padding-right: 0px; padding-top: 2px;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;&lt;b style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;i style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;2.&amp;nbsp;&lt;/i&gt;&lt;/b&gt;&lt;b style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Penelusuran balik&amp;nbsp;&lt;i style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;(backtracking)&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
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&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;&lt;i style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Backtracking&lt;/i&gt;&amp;nbsp;adalah pendekatan debugging yang sangat umum yang dapat digunakan secara sukses didalam program yang kecil. Mulai pada sisi dimana suatu gejala diungkap, kode sumber ditelusuri balik (secara manual) samapai sisi penyebab ditemukan. Sayangnya, bila jumlah baris sumber bertambah, maka jumlah jalur balik potensial dapat sangat banyak.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;li style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 0px; padding-right: 0px; padding-top: 2px;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;&lt;b style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;3.&amp;nbsp;&lt;/b&gt;&lt;b style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Eliminasi penyebab&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
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&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;&lt;i style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Cause elimination&lt;/i&gt;&amp;nbsp;dimanisfestasikan oleh induksi atau deduksi serta mengawali konsep&amp;nbsp;&lt;i style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;partisi biner&lt;/i&gt;. Data yang berhubungan dengan kejadian kesalahan dikumpulkan untuk mengisolasi penyebab potensial. Hipotesis penyebab dibuat dan data digunakan untuk membuktikan penolakan hipotesis tersebut. Sebagai alternatif, daftar semua penyebab yang mungkin dikembangkan dan dilakukan pengujian untuk mengeliminasi masing-masing kesalahan. Jika pengujian awal menunjukkan bahwa suatu hipotesis penyebab memberikan gambaran hasil yang jelas, maka data itu disaring sebagai usaha untuk mengisolasi bug.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Masing-masing pendekatan debugging tersebut dapat ditambah dengan piranti debugging. Kita dapat mengaplikasikan berbagai kompiler debugging yang luas, bantuan debugging yang dinamis (tracer), generator test case, ruang sisa memori dan peta cross-reference. Namun piranti bukanlah pengganti bagi evaluasi yang berhati-hati yang didasarkan atas dokumen desain perangkat lunak yang lengkap dan kode sumber yang jelas.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Sekali bug ditemukan, bug harus dibetulkan. Tetapi seperti telah kita catat, koreksi terhadap suatu bug dapat memunculkan kesalahan lain sehingga lebih banyak merugikan daripada menguntungkan.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Van Vleck (FAN89) mengusulkan tiga pertanyaan sederhana yang harus diajukan kepada perekayasa perangkat lunak sebelum melakukan koreksi yang menghilangkan penyebab suatu bug, yaitu :&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;li style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 0px; padding-right: 0px; padding-top: 2px;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;&lt;b style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;i style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;1.&amp;nbsp;&lt;/i&gt;&lt;/b&gt;&lt;b style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;i style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Apakah penyebab bug direproduksi didalam bagian lain program tersebut?&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
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&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Dalam berbagai situasi, kesalahan program disebabkan oleh sebuah contoh logika yang keliru yang dapat dibuat ulang ditempat lain. Pertimbangan eksplisit dari contoh logika tersebut akan menghasilkan penemuan kesalahan yang lain.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;li style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 0px; padding-right: 0px; padding-top: 2px;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;&lt;b style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;i style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;2.&amp;nbsp;&lt;/i&gt;&lt;/b&gt;&lt;b style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;i style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Apa ”bug selanjutnya,” yang akan dimunculkan oleh perbaikan yang akan dibuat?&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
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&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Sebelum koreksi dibuat, kode sumber (atau lebih baik,desain) harus dievaluasi untuk memperkirakan pemasangan logika dan struktur data. Bila koreksi akan dilakukan pada bagian program yang akan dirangkai, maka harus ada perhatian khusus bila banyak perubahan dilakukan.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;ol style=&quot;font-family: &#39;Trebuchet MS&#39;, &#39;Lucida Grande&#39;, Arial, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 10px; margin-left: 30px; margin-right: 0px; margin-top: 10px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;&quot;&gt;
&lt;li style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 0px; padding-right: 0px; padding-top: 2px;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;&lt;b style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;i style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;3.&amp;nbsp;&lt;/i&gt;&lt;/b&gt;&lt;b style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;i style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Apa yang dapat kita lakukan untuk menghindari bug ini didalam tempat pertama?&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;div style=&quot;font-family: &#39;Trebuchet MS&#39;, &#39;Lucida Grande&#39;, Arial, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 15px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Pertanyaan ini merupakan langkah pertama untuk membangun pendekatan jaminan kualitas perangkat lunak statistik. Bila kita mengkoreksi proses dan produk, bug akan dihilangkan dari program yang ada dan dapat dieliminasi dari semua program selanjutnya.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://daltoncoy.blogspot.com/feeds/9149349388289801064/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://daltoncoy.blogspot.com/2012/06/pengertian-debugging.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/9149349388289801064'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/9149349388289801064'/><link rel='alternate' type='text/html' href='http://daltoncoy.blogspot.com/2012/06/pengertian-debugging.html' title='Pengertian Debugging'/><author><name>Dalton_Coy</name><uri>http://www.blogger.com/profile/08015234856842558424</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJL1Vq1U5n-nl-dHAY5qmHY_UnC0lqN2jd_dlPru7En7MtxFgS9ZAeKFbgIpXnHqE0ILbynNdlPcySWGiyPHH84V5qQI3OZD0ya47clOh3TUt4vbCUuTx-MWd3qMa0HLQ/s220/205059_201517953222493_100000928693699_523149_6521700_n.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2340265078483595850.post-1289074112878365815</id><published>2012-06-18T07:09:00.003-07:00</published><updated>2012-06-18T07:09:39.389-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Materi Kuliah"/><title type='text'>Teori Bahasa dan otomata</title><content type='html'>&lt;a href=&quot;http://www.scribd.com/doc/90799213/Tugas-Teori-Bahasa-Dan-Automata&quot;&gt;http://www.scribd.com/doc/90799213/Tugas-Teori-Bahasa-Dan-Automata&lt;/a&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://daltoncoy.blogspot.com/feeds/1289074112878365815/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://daltoncoy.blogspot.com/2012/06/teori-bahasa-dan-otomata.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/1289074112878365815'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/1289074112878365815'/><link rel='alternate' type='text/html' href='http://daltoncoy.blogspot.com/2012/06/teori-bahasa-dan-otomata.html' title='Teori Bahasa dan otomata'/><author><name>Dalton_Coy</name><uri>http://www.blogger.com/profile/08015234856842558424</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJL1Vq1U5n-nl-dHAY5qmHY_UnC0lqN2jd_dlPru7En7MtxFgS9ZAeKFbgIpXnHqE0ILbynNdlPcySWGiyPHH84V5qQI3OZD0ya47clOh3TUt4vbCUuTx-MWd3qMa0HLQ/s220/205059_201517953222493_100000928693699_523149_6521700_n.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2340265078483595850.post-4796876255959212490</id><published>2012-06-18T05:59:00.005-07:00</published><updated>2012-06-18T05:59:58.767-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Materi Kuliah"/><title type='text'>Pemahaman dan Sejarah Otomata</title><content type='html'>&lt;span style=&quot;background-color: white;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;h4 style=&quot;font-family: Arial, sans-serif; font-size: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 30px; text-align: center;&quot;&gt;

&lt;span style=&quot;background-color: white;&quot;&gt;Otomata&lt;/span&gt;&lt;/h4&gt;
&lt;div style=&quot;font-family: Verdana, Arial, sans-serif; font-size: 13px; line-height: 14px;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;Teori Bahasa dan Otomata&lt;br /&gt;&lt;br /&gt;Bahasa adalah struktur yang dikendalikan sekumpulan aturan tertentu, semacam mesin untuk memproduksi makna. Akan tetapi seperti setiap mesin hanya terdapat kemungkinan terbatas bagi setiap orang dalam menggunakannya.&lt;br /&gt;&lt;br /&gt;Dalam bahasa disediakan pembendaharaan kata atau tanda (vocabulary), serta perangkat aturan bahasa (grammar, sintaks) yang harus dipatuhi jika hendak menghasilkan sebuah ekspresi yang bermakna.&lt;br /&gt;&lt;br /&gt;&lt;u&gt;Proses Kemampuan Pemahaman Bahasa&lt;/u&gt;&lt;br /&gt;&lt;br /&gt;Hipotesis Noam Chomsky menggugat postulat John Locke (tokoh empirisme) yang menyatakan segala pengetahuan yang dimiliki manusia berasal dari rangsangan-rangsangan luar (pengalaman) yang ditangkap oleh indera-indera manusia, sehingga meniadakan pengetahuan apriori (pengetahuan yang langsung tertanam di manusia)&lt;br /&gt;&lt;br /&gt;Noam Chomsky menyandarkan pada pemahaman bahasa sebagai sesuatu yang bersifat khas dan bawaan (tertanam) pada manusia sejak lahir.&lt;br /&gt;&lt;br /&gt;Secara khusus Chomsky dipengaruhi Descartes tentang bahasa dan pikiran yang terikat begitu erat sehingga pengetahuan tentang bahasa bisa membuka pengetahuan tentang pikiran manusia.&lt;br /&gt;&lt;br /&gt;Secara mendasar bahasa adalah bagian psikologi manusia yang dipahami sebagai teori tentang kemampuan pikiran manusia berupa ungkapan dari subjek psikologi.&lt;br /&gt;&lt;br /&gt;Chomsky dan para ahli bahasa telah mengamati anak kecil mampu menjadi lancar berbahasa lebih cepat dan mudah dibanding &quot;algoritma belajar berbahasa&quot;.&lt;br /&gt;&lt;br /&gt;Sehingga para ahli bahasa membuat hipotesis otak berisi/memuat suatu &quot;&lt;u&gt;mesin bahasa umum&lt;/u&gt;&quot;. Kemudian selama masa awal pertumbuhan anak, terjadi pertemuan dengan bahasa sehari-hari yang mengubah mesin bahasa umum menjadi&amp;nbsp;&lt;u&gt;mesin bahasa partikular (tertentu) ke bahasa spesifik&lt;/u&gt;.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Teori Bahasa&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;Teori Bahasa adalah konsep-konsep pada &quot;string alpabet V&quot; dalam penyambungan karakter-karakter alpabet untuk membentuk suatu makna (bahasa).&lt;br /&gt;&lt;br /&gt;-&amp;nbsp;&lt;b&gt;Alpabet&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;Adalah himpunan simbol (karakter) tak kosong yang berhingga. Alpabet digunakan untuk membentuk kata-kata (string-string) di bahasa. Bahasa dimulai dengan alpabet. Pada beberapa buku, alpabet dilambangkan dengan Σ&lt;br /&gt;&lt;br /&gt;Istilah&amp;nbsp;&lt;u&gt;huruf&lt;/u&gt;,&amp;nbsp;&lt;u&gt;karakter&lt;/u&gt;&amp;nbsp;dan&amp;nbsp;&lt;u&gt;simbol&lt;/u&gt;&amp;nbsp;adalah&amp;nbsp;&lt;i&gt;sinonim&lt;/i&gt;&amp;nbsp;menunjukkan elemen alpabet. Jika simbol berbaris bersebelahan, maka diperoleh &quot;string simbol&quot;. Istilah&amp;nbsp;&lt;u&gt;kalimat&lt;/u&gt;,&amp;nbsp;&lt;u&gt;kata&lt;/u&gt;&amp;nbsp;dan&amp;nbsp;&lt;u&gt;string&lt;/u&gt;&amp;nbsp;adalah&amp;nbsp;&lt;i&gt;sinonim&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;Contoh :&lt;br /&gt;{a,b} -&amp;gt; Himpunan yang terdiri dari simbol &quot;a&quot; dan &quot;b&quot;.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;-&amp;nbsp;&lt;b&gt;Penyambungan (Concatenation - o)&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;Penyambungan dilakukan pada 2 karakter atau lebih membentuk 1 barisan karakter (string simbol).&lt;br /&gt;&lt;br /&gt;Contoh :&lt;br /&gt;&#39;a&#39; o &#39;b&#39; = &#39;ab&#39;&lt;br /&gt;&#39;ab&#39; o &#39;baab&#39; = &#39;abbaab&#39;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;-&amp;nbsp;&lt;b&gt;String pada alpabet V&lt;/b&gt;&lt;br /&gt;Karakter atau barisan karakter pada alpabet V dibentuk dari penyambungan karakter pada alpabet V.&lt;br /&gt;&lt;br /&gt;String pada alpabet V adalah deretan (sekeun) simbol dari V dimana perulangan simbol diijinkan.&lt;br /&gt;&lt;br /&gt;Contoh :&lt;br /&gt;V = {a,b,c,d}&lt;br /&gt;String pada alpabet V antara lain -&amp;gt; &#39;a&#39;,&#39;abcd&#39;,&#39;bbba&#39;&lt;br /&gt;&lt;br /&gt;&lt;u&gt;Pemangkatan&lt;/u&gt;&lt;br /&gt;Penyambungan dapat dianggap sebagai perkalian karena biasanya penulisannya adalah bila x dan y string, maka x o y adalah xy. sehingga pemangkatan dapat digunakan&lt;br /&gt;&lt;br /&gt;VoV = VV = V&lt;sup&gt;2&lt;/sup&gt;&amp;nbsp;----&amp;gt; Panjang string = 2&lt;br /&gt;VoVoV = V&lt;sup&gt;2&lt;/sup&gt;oV=V&lt;sup&gt;3&lt;/sup&gt;&amp;nbsp;-&amp;gt; Panjang string = 3&lt;br /&gt;VoVoVoV = N&lt;sup&gt;4&lt;/sup&gt;&amp;nbsp;----&amp;gt; Panjang string = 4&lt;br /&gt;VoVoVo...oV=V&lt;sup&gt;n&lt;/sup&gt;&amp;nbsp;---&amp;gt; Panjang string = n&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;V&lt;sup&gt;k&lt;/sup&gt;&lt;/b&gt;&amp;nbsp;= VoVoVo...oV&lt;br /&gt;adalah himpunan string dengan panjang k, masing-masing simbol adalah alpabet V&lt;br /&gt;&lt;br /&gt;&lt;b&gt;V&lt;sup&gt;*&lt;/sup&gt;&lt;/b&gt;&amp;nbsp;= {ε} U V&lt;sup&gt;+&lt;/sup&gt;&amp;nbsp;(Kleene closure)&lt;br /&gt;adalah string pada V, termasuk string kosong dimana ε string kosong (string tanpa simbol)&lt;br /&gt;ε mempunyai sifat identitas, yaitu:&lt;br /&gt;ε o x = x&lt;br /&gt;x o ε = x&lt;br /&gt;&lt;br /&gt;&lt;b&gt;V&lt;sup&gt;+&lt;/sup&gt;&lt;/b&gt;&amp;nbsp;= V&lt;sup&gt;1&lt;/sup&gt;&amp;nbsp;U V&lt;sup&gt;2&lt;/sup&gt;&amp;nbsp;U V&lt;sup&gt;3&lt;/sup&gt;&amp;nbsp;U ... (Positive closure)&lt;br /&gt;adalah himpunan string pada V, tidak ada string kosong didalamnya.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;V&lt;sup&gt;0&lt;/sup&gt;&lt;/b&gt;&amp;nbsp;= {ε}&lt;br /&gt;adalah himpunan yang isinya hanya string kosong, dimana String kosong ε tidak sama dengan himpunan kosong �&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Maka &#39;bbba&#39; dapat ditulis &#39;b&lt;sup&gt;3&lt;/sup&gt;a&#39;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;u&gt;Panjang String&lt;/u&gt;&lt;br /&gt;Panjang string dilambangkan |w| dimana panjang string adalah jumlah simbol di dalam string bukan pada alpabet dan pengulangan kemunculan simbol dihitung.&lt;br /&gt;&lt;br /&gt;Contoh:&lt;br /&gt;|ε| = 0&lt;br /&gt;|a| = 1&lt;br /&gt;|aa| = 2&lt;br /&gt;|aaa| = 3&lt;br /&gt;|aaab| = 4&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Otomata&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;Otomata adalah mesin abstrak yang menggunakan model matematika, tetapi matematika yang digunakan benar-benar berbeda dibanding matematika klasik dan kalkulus. Model yang digunakan adalah model mesin state (state machine model) atau model trnasisi state (state transition model).&lt;br /&gt;&lt;br /&gt;Terdapat 3 model komputasi pada teori otomata.&lt;br /&gt;- Finite automata&lt;br /&gt;- Pushdown automata&lt;br /&gt;- Turing Mavhine&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Memori Otomata&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;Otomata dibedakan berdasarkan jenis memori sementara yang dimilikinya, yaitu:&lt;br /&gt;&lt;br /&gt;- Finite automata (FA)&lt;br /&gt;Tidak memiliki memori sementara. Finite automata adalah kelas mesin dengan kemampuan-kemampuan paling terbatas.&lt;br /&gt;&lt;br /&gt;- Pushdown automata (PDA)&lt;br /&gt;Memiliki memori sementara dengan mekanisme LIFO (Last In, First Out). Mesin ini lebih ampuh karena bantuan keberadaan stack yang dipandang sebagai unit memori&lt;br /&gt;&lt;br /&gt;- Turing Machine (TM)&lt;br /&gt;Memiliki memori dengan mekanisme pengaksesan acak (Random akses memori). Turing Machine merupakan model matematika untuk komputer saat ini.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Sejarah Otomata dan Teori Bahasa&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;Otomata bermula sebelum komputer ada pada teori di bidang sistem logika matematika atau formal, ilmuwan David Hilbert telah mencoba menciptakan algoritma umum untuk pembuktian (seluruh) persoalan matematika secara otomatis yaitu mampu menentukan salah benarnya sembarang prosisi matematika.&lt;br /&gt;&lt;br /&gt;Tahun 1931, Kurt G�del mempublikasikan teori ketidaklengkapan dimana membuktikan prosedur/algoritma yang dikehendaki David Hilbert tersebut tidak akan pernah ada.&lt;br /&gt;&lt;br /&gt;G�del membangun rumus di kalkulus predikat yang diterapkan pada bilangan bulat yang memiliki pernyataan-pernyataan definisi yang tidak dapat dibuktikan maupun dibantah di dalam sistem logika yang mungkin dibangun manusia.&lt;br /&gt;&lt;br /&gt;Formalisasi argumen teorema ketidaklengkapan G�del ini berikut penjelasan dan formalisasi selanjutnya dari prosedur efektif secara intuisi merupakan salah satu pencapaian intelektual terbesar abad 20, yaitu abad dimana formalisasi berkembang semarak.&lt;br /&gt;&lt;br /&gt;Pengembangan teori otomata, komputasi dan teori bahasa berikutnya difasilitasi perkembangan bidang psyco-linguistic. Bidang psyco-linguistic berupaya menjawab pertanyan-pertanyan berikut:&lt;br /&gt;- Apakah bahasa secara umum?&lt;br /&gt;- Bagaimana manusia mengembangkan bahasa?&lt;br /&gt;- Bagaimana manusia memahami bahasa?&lt;br /&gt;- Bagaimana manusia mengajarkan bahasa ke anak-anaknya?&lt;br /&gt;- Apa gagasan-gagasan yang dapat dinyatakan dan bagaimana caranya?&lt;br /&gt;- Bagaimana manusia membangun kalimat-kalimat dari gagasan-gagasan yang berada di pikirannya?&lt;br /&gt;&lt;br /&gt;Sekitar tahun 1950-an, Noam Chomsky menciptakan model matematika sebagai sarana untuk mendeskripsikan bahasa serta menjawab pertanyaan-pertanyaan di atas. Saat ini dimulai pendalaman bidang bahasa komputer.&lt;br /&gt;&lt;br /&gt;Perbedaan antara bahasa komputer dan bahasa manusia adalah sampai sekarang belum diketahuinya bagaimana cara manusia mengartikan bahasa, sementara dengan pasti dapat mengartikan bahasa pada komputer.&lt;br /&gt;&lt;br /&gt;Noam Chomsky mengemukakan perangkat format disebut grammar untuk memodelkan properti-properti bahasa.&lt;br /&gt;&lt;br /&gt;&lt;u&gt;Grammar&lt;/u&gt;&amp;nbsp;berisi sejumlah aturan serta menspesifikasikan bahasa tertentu.&lt;br /&gt;&lt;br /&gt;&lt;u&gt;Bahasa&lt;/u&gt;&amp;nbsp;berisi semua string yang dapat dihasilkan menggunakan aturan-aturan grammar.&lt;br /&gt;&lt;br /&gt;Meski pembahasan Chomsky terutama ditujukan untuk bahasa alami, grammar mempunyai nilai/manfaat sangat besar di ilmu informatika/komputer karena pencapaian ini digunakan untuk mendeskripsikan dan mendefinisikan sintaks bahasa pemrograman dan bahasa-bahasa formal lainnya.&lt;br /&gt;&lt;br /&gt;Grammar diterapkan pada perancangan kompilator dan bidang-bidang di ilmu komputer.&lt;br /&gt;&lt;br /&gt;McCulloch dan Pitts mengemukakan Mesin Abstrak sederhana yaitu&amp;nbsp;&lt;u&gt;finite automata&lt;/u&gt;&amp;nbsp;untuk memodelkan neuron nets.&lt;br /&gt;&lt;br /&gt;Finite automata juga digunakan untuk merancang switching circuit. Studi mengenai teori otomata terkait bidang-bidang lain di ilmu komputer.&lt;br /&gt;&lt;br /&gt;Kemudian&amp;nbsp;&lt;u&gt;ekivalensi antara finite automata dan ekspresi reguler&lt;/u&gt;&amp;nbsp;(reguler expression) dikemukakan Stephen Kleene. Sejak saat itu teori bahasa dikaitkan secara erat dengan teori bahasa formal. ubungan teori otomata dan teori pengkodean (coding theory) juga banyak diteliti.&lt;br /&gt;&lt;br /&gt;Turing machine seperti komputer modern saat ini dapat mengolah (simbol-simbol di tape) dan mengahasilkan keluaran (simbol-simbol yang berada di tapenya setelah berakhirnya sebarisan pergerakkan) merupakan karya teoritis dari Alan Turing.&lt;br /&gt;&lt;br /&gt;Karena banyak yang berperan pada pengembangannya, bidang teori ini diberi aneka ragam nama yaitu:&lt;br /&gt;- teori otomata (theory of automata)&lt;br /&gt;- teori bahasa formal (theory of formal language)&lt;br /&gt;- teori mesin turing (theory of Turing machine).&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://daltoncoy.blogspot.com/feeds/4796876255959212490/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://daltoncoy.blogspot.com/2012/06/pemahaman-dan-sejarah-otomata.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/4796876255959212490'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/4796876255959212490'/><link rel='alternate' type='text/html' href='http://daltoncoy.blogspot.com/2012/06/pemahaman-dan-sejarah-otomata.html' title='Pemahaman dan Sejarah Otomata'/><author><name>Dalton_Coy</name><uri>http://www.blogger.com/profile/08015234856842558424</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJL1Vq1U5n-nl-dHAY5qmHY_UnC0lqN2jd_dlPru7En7MtxFgS9ZAeKFbgIpXnHqE0ILbynNdlPcySWGiyPHH84V5qQI3OZD0ya47clOh3TUt4vbCUuTx-MWd3qMa0HLQ/s220/205059_201517953222493_100000928693699_523149_6521700_n.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2340265078483595850.post-3499228728802903607</id><published>2012-06-18T05:52:00.004-07:00</published><updated>2012-06-18T05:52:48.673-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Materi Kuliah"/><title type='text'>Mesin Turing</title><content type='html'>&lt;br /&gt;
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&lt;span dir=&quot;auto&quot;&gt;Mesin Turing&lt;/span&gt;&lt;/h1&gt;
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Dari Wikipedia bahasa Indonesia, ensiklopedia bebas&lt;/div&gt;
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&lt;b&gt;Belum Diperiksa&lt;/b&gt;&lt;/div&gt;
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Lukisan Mesin Turing.&lt;/div&gt;
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&lt;b&gt;Mesin Turing&lt;/b&gt;&amp;nbsp;adalah model komputasi teoritis yang ditemukan oleh&amp;nbsp;&lt;a href=&quot;http://id.wikipedia.org/wiki/Alan_Turing&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none;&quot; title=&quot;Alan Turing&quot;&gt;Alan Turing&lt;/a&gt;, berfungsi sebagai model ideal untuk melakukan perhitungan matematis. Walaupun model ideal ini diperkenalkan sebelum&amp;nbsp;&lt;a href=&quot;http://id.wikipedia.org/wiki/Komputer&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none;&quot; title=&quot;Komputer&quot;&gt;komputer&lt;/a&gt;&amp;nbsp;nyata dibangun, model ini tetap diterima kalangan&amp;nbsp;&lt;a href=&quot;http://id.wikipedia.org/wiki/Ilmu_komputer&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none;&quot; title=&quot;Ilmu komputer&quot;&gt;ilmu komputer&lt;/a&gt;&amp;nbsp;sebagai model komputer yang sesuai untuk menentukan apakah suatu fungsi dapat selesaikan oleh komputer atau tidak (menentukan&amp;nbsp;&lt;i&gt;computable function&lt;/i&gt;). Mesin Turing terkenal dengan ungkapan &quot; Apapun yang bisa dilakukan oleh Mesin Turing pasti bisa dilakukan oleh&amp;nbsp;&lt;a href=&quot;http://id.wikipedia.org/wiki/Komputer&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none;&quot; title=&quot;Komputer&quot;&gt;komputer&lt;/a&gt;.&quot;&lt;/div&gt;
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Sebuah mesin turing terdiri atas barisan sel tersusun berupa pita yang dapat bergerak maju mundur, komponen aktif baca/tulis pita yang memiliki status perhitungan serta dapat mengubah/menulisi sel aktif yang ada di pita tadi, dan suatu kumpulan instruksi bagaimana komponen baca/tulis ini harus melakukan modifikasi terhadap sel aktif pada pita, serta bagaimana menggerakkan pita tersebut. Pada setiap langkah dalam komputasi, mesin ini akan dapat mengubah isi dari sel yang aktif, mengubah status dari komponen baca/tulis, dan mengubah posisi pita kekiri atau kekanan.&lt;/div&gt;
&lt;h2 style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; border-bottom-color: rgb(170, 170, 170); border-bottom-style: solid; border-bottom-width: 1px; font-size: 19px; font-weight: normal; margin-bottom: 0.6em; margin-left: 0px; margin-right: 0px; margin-top: 0px; overflow-x: hidden; overflow-y: hidden; padding-bottom: 0.17em; padding-top: 0.5em;&quot;&gt;
&lt;span class=&quot;editsection&quot; style=&quot;-webkit-user-select: none; float: right; font-size: 13px; margin-left: 5px;&quot;&gt;[&lt;a href=&quot;http://id.wikipedia.org/w/index.php?title=Mesin_Turing&amp;amp;action=edit&amp;amp;section=1&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none;&quot; title=&quot;Sunting bagian: Lihat pula&quot;&gt;sunting&lt;/a&gt;]&lt;/span&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Lihat_pula&quot;&gt;&lt;a class=&quot;new&quot; href=&quot;http://id.wikipedia.org/w/index.php?title=Langton%27s_ant&amp;amp;action=edit&amp;amp;redlink=1&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; color: #a55858; font-size: 0.8em; line-height: 1.5em; text-decoration: none;&quot; title=&quot;Langton&#39;s ant (halaman belum tersedia)&quot;&gt;Langton&#39;s ant&lt;/a&gt;&lt;span style=&quot;background-color: white; font-size: 0.8em; line-height: 1.5em;&quot;&gt;, a simple two-dimensional analogue of the Turing machine.&lt;/span&gt;Lihat pula&lt;/span&gt;&lt;/h2&gt;
&lt;ul style=&quot;line-height: 1.5em; list-style-image: url(http://upload.wikimedia.org/wikipedia/en/1/18/Monobook-bullet.png); list-style-type: square; margin-bottom: 0px; margin-left: 1.6em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;
&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;&lt;a class=&quot;new&quot; href=&quot;http://id.wikipedia.org/w/index.php?title=Probabilistic_Turing_machine&amp;amp;action=edit&amp;amp;redlink=1&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #a55858; text-decoration: none;&quot; title=&quot;Probabilistic Turing machine (halaman belum tersedia)&quot;&gt;Probabilistic Turing machine&lt;/a&gt;&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;&lt;a class=&quot;new&quot; href=&quot;http://id.wikipedia.org/w/index.php?title=Church-Turing_thesis&amp;amp;action=edit&amp;amp;redlink=1&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #a55858; text-decoration: none;&quot; title=&quot;Church-Turing thesis (halaman belum tersedia)&quot;&gt;Church-Turing thesis&lt;/a&gt;, which says Turing machines can perform any computation that can be performed.&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;&lt;a class=&quot;new&quot; href=&quot;http://id.wikipedia.org/w/index.php?title=Busy_Beaver&amp;amp;action=edit&amp;amp;redlink=1&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #a55858; text-decoration: none;&quot; title=&quot;Busy Beaver (halaman belum tersedia)&quot;&gt;Busy Beaver&lt;/a&gt;&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;&lt;a class=&quot;new&quot; href=&quot;http://id.wikipedia.org/w/index.php?title=Computability_logic&amp;amp;action=edit&amp;amp;redlink=1&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #a55858; text-decoration: none;&quot; title=&quot;Computability logic (halaman belum tersedia)&quot;&gt;Computability logic&lt;/a&gt;&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;&lt;a class=&quot;new&quot; href=&quot;http://id.wikipedia.org/w/index.php?title=Turing_completeness&amp;amp;action=edit&amp;amp;redlink=1&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #a55858; text-decoration: none;&quot; title=&quot;Turing completeness (halaman belum tersedia)&quot;&gt;Turing completeness&lt;/a&gt;&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;&lt;a class=&quot;new&quot; href=&quot;http://id.wikipedia.org/w/index.php?title=Turing_tarpit&amp;amp;action=edit&amp;amp;redlink=1&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #a55858; text-decoration: none;&quot; title=&quot;Turing tarpit (halaman belum tersedia)&quot;&gt;Turing tarpit&lt;/a&gt;, any computing system or language which, like the Turing machine, is not only Turing-complete but also useless for practical computing.&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;&lt;a class=&quot;new&quot; href=&quot;http://id.wikipedia.org/w/index.php?title=Neal_Stephenson&amp;amp;action=edit&amp;amp;redlink=1&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #a55858; text-decoration: none;&quot; title=&quot;Neal Stephenson (halaman belum tersedia)&quot;&gt;Neal Stephenson&lt;/a&gt;&#39;s&amp;nbsp;&lt;a class=&quot;new&quot; href=&quot;http://id.wikipedia.org/w/index.php?title=Cryptonomicon&amp;amp;action=edit&amp;amp;redlink=1&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #a55858; text-decoration: none;&quot; title=&quot;Cryptonomicon (halaman belum tersedia)&quot;&gt;Cryptonomicon&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; border-bottom-color: rgb(170, 170, 170); border-bottom-style: solid; border-bottom-width: 1px; font-size: 19px; font-weight: normal; margin-bottom: 0.6em; margin-left: 0px; margin-right: 0px; margin-top: 0px; overflow-x: hidden; overflow-y: hidden; padding-bottom: 0.17em; padding-top: 0.5em;&quot;&gt;
&lt;span class=&quot;editsection&quot; style=&quot;-webkit-user-select: none; float: right; font-size: 13px; margin-left: 5px;&quot;&gt;[&lt;a href=&quot;http://id.wikipedia.org/w/index.php?title=Mesin_Turing&amp;amp;action=edit&amp;amp;section=2&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none;&quot; title=&quot;Sunting bagian: Referensi&quot;&gt;sunting&lt;/a&gt;]&lt;/span&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Referensi&quot;&gt;Referensi&lt;/span&gt;&lt;/h2&gt;
&lt;ul style=&quot;line-height: 1.5em; list-style-image: url(http://upload.wikimedia.org/wikipedia/en/1/18/Monobook-bullet.png); list-style-type: square; margin-bottom: 0px; margin-left: 1.6em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;
&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;&lt;a class=&quot;new&quot; href=&quot;http://id.wikipedia.org/w/index.php?title=Rolf_Herken&amp;amp;action=edit&amp;amp;redlink=1&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #a55858; text-decoration: none;&quot; title=&quot;Rolf Herken (halaman belum tersedia)&quot;&gt;Rolf Herken&lt;/a&gt;:&amp;nbsp;&lt;i&gt;The Universal Turing Machine - A Half-Century Survey&lt;/i&gt;, Springer Verlag,&amp;nbsp;&lt;a class=&quot;internal mw-magiclink-isbn&quot; href=&quot;http://id.wikipedia.org/wiki/Istimewa:Sumber_buku/3211826378&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none;&quot;&gt;ISBN 3-211-82637-8&lt;/a&gt;&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;&lt;a class=&quot;new&quot; href=&quot;http://id.wikipedia.org/w/index.php?title=Paul_Strathern&amp;amp;action=edit&amp;amp;redlink=1&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #a55858; text-decoration: none;&quot; title=&quot;Paul Strathern (halaman belum tersedia)&quot;&gt;Paul Strathern&lt;/a&gt;:&amp;nbsp;&lt;i&gt;Turing and the Computer - The big idea&lt;/i&gt;, Anchor Books/Doubleday,&amp;nbsp;&lt;a class=&quot;internal mw-magiclink-isbn&quot; href=&quot;http://id.wikipedia.org/wiki/Istimewa:Sumber_buku/038549243X&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none;&quot;&gt;ISBN 0-385-49243-X&lt;/a&gt;&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;&lt;a class=&quot;external text&quot; href=&quot;http://www.abelard.org/turpap2/tp2-ie.asp&quot; rel=&quot;nofollow&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(data:image/png; background-origin: initial; background-position: 100% 50%; background-repeat: no-repeat no-repeat; color: #663366; padding-right: 13px; text-decoration: none;&quot;&gt;Turing, A.,&amp;nbsp;&lt;i&gt;On Computable Numbers, With an Application to the Entscheidungsproblem&lt;/i&gt;&lt;/a&gt;, Proceedings of the London Mathematical Society, Series 2, Volume 42, 1936; reprinted in M. David (ed.),&amp;nbsp;&lt;i&gt;The Undecidable&lt;/i&gt;, Hewlett, NY: Raven Press, 1965;&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;Boolos, G. and Jeffrey, R.,&amp;nbsp;&lt;i&gt;Computability and Logic&lt;/i&gt;, 2nd ed., Cambridge: Cambridge University Press, 1980.&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;&lt;a class=&quot;external text&quot; href=&quot;http://www.imt.ro/Romjist/Volum1/Vol1_3/turing.htm&quot; rel=&quot;nofollow&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(data:image/png; background-origin: initial; background-position: 100% 50%; background-repeat: no-repeat no-repeat; color: #663366; padding-right: 13px; text-decoration: none;&quot;&gt;Rogozhin, Yurii, &quot;A Universal Turing Machine with 22 States and 2 Symbols&quot;&lt;/a&gt;,&amp;nbsp;&lt;i&gt;Romanian Journal Of Information Science and Technology&lt;/i&gt;, 1(3), 259-265, 1998. (surveys known results about small universal Turing machines)&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;&lt;a class=&quot;external text&quot; href=&quot;http://www.wolframscience.com/nksonline/page-707&quot; rel=&quot;nofollow&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(data:image/png; background-origin: initial; background-position: 100% 50%; background-repeat: no-repeat no-repeat; color: #663366; padding-right: 13px; text-decoration: none;&quot;&gt;Wolfram, Stephen,&amp;nbsp;&lt;i&gt;A New Kind of Science&lt;/i&gt;&lt;/a&gt;, Wolfram Media,&amp;nbsp;&lt;a class=&quot;internal mw-magiclink-isbn&quot; href=&quot;http://id.wikipedia.org/wiki/Istimewa:Sumber_buku/1579550088&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none;&quot;&gt;ISBN 1-57955-008-8&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; border-bottom-color: rgb(170, 170, 170); border-bottom-style: solid; border-bottom-width: 1px; font-size: 19px; font-weight: normal; margin-bottom: 0.6em; margin-left: 0px; margin-right: 0px; margin-top: 0px; overflow-x: hidden; overflow-y: hidden; padding-bottom: 0.17em; padding-top: 0.5em;&quot;&gt;
&lt;span class=&quot;editsection&quot; style=&quot;-webkit-user-select: none; float: right; font-size: 13px; margin-left: 5px;&quot;&gt;[&lt;a href=&quot;http://id.wikipedia.org/w/index.php?title=Mesin_Turing&amp;amp;action=edit&amp;amp;section=3&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none;&quot; title=&quot;Sunting bagian: Pranala luar&quot;&gt;sunting&lt;/a&gt;]&lt;/span&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Pranala_luar&quot;&gt;Pranala luar&lt;/span&gt;&lt;/h2&gt;
&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://daltoncoy.blogspot.com/feeds/3499228728802903607/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://daltoncoy.blogspot.com/2012/06/mesin-turing.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/3499228728802903607'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/3499228728802903607'/><link rel='alternate' type='text/html' href='http://daltoncoy.blogspot.com/2012/06/mesin-turing.html' title='Mesin Turing'/><author><name>Dalton_Coy</name><uri>http://www.blogger.com/profile/08015234856842558424</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJL1Vq1U5n-nl-dHAY5qmHY_UnC0lqN2jd_dlPru7En7MtxFgS9ZAeKFbgIpXnHqE0ILbynNdlPcySWGiyPHH84V5qQI3OZD0ya47clOh3TUt4vbCUuTx-MWd3qMa0HLQ/s220/205059_201517953222493_100000928693699_523149_6521700_n.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2340265078483595850.post-4082885493037140294</id><published>2012-06-18T05:50:00.000-07:00</published><updated>2012-06-18T05:50:11.945-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Materi Kuliah"/><title type='text'>Konsep Dasar (otomata)</title><content type='html'>&lt;br /&gt;
&lt;div class=&quot;mw-content-ltr&quot; dir=&quot;ltr&quot; id=&quot;mw-content-text&quot; lang=&quot;id&quot; style=&quot;direction: ltr; font-family: sans-serif; font-size: 13px; line-height: 19px;&quot;&gt;
&lt;h2 style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; border-bottom-color: rgb(170, 170, 170); border-bottom-style: solid; border-bottom-width: 1px; font-size: 19px; font-weight: normal; margin-bottom: 0.6em; margin-left: 0px; margin-right: 0px; margin-top: 0px; overflow-x: hidden; overflow-y: hidden; padding-bottom: 0.17em; padding-top: 0.5em;&quot;&gt;
&lt;span class=&quot;mw-headline&quot; id=&quot;Konsep_Dasar&quot;&gt;Konsep Dasar&lt;/span&gt;&lt;/h2&gt;
&lt;div style=&quot;line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;&quot;&gt;
• Anggota alfabet dinamakan simbol terminal.&lt;/div&gt;
&lt;div style=&quot;line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;&quot;&gt;
• Kalimat adalah deretan hingga simbol-simbol terminal.&lt;/div&gt;
&lt;div style=&quot;line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;&quot;&gt;
• Bahasa adalah himpunan kalimat-kalimat. Anggota bahasa bisa tak hingga kalimat.&lt;/div&gt;
&lt;div style=&quot;line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;&quot;&gt;
• Simbol-simbol berikut adalah simbol terminal&amp;nbsp;:&lt;/div&gt;
&lt;ul style=&quot;line-height: 1.5em; list-style-image: url(http://upload.wikimedia.org/wikipedia/en/1/18/Monobook-bullet.png); list-style-type: square; margin-bottom: 0px; margin-left: 1.6em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;
&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;huruf kecil, misalnya&amp;nbsp;: a, b, c&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;simbol operator, misalnya&amp;nbsp;: +, , dan *&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;simbol tanda baca, misalnya&amp;nbsp;: (, ), dan&amp;nbsp;;&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;simbol tanda baca, misalnya&amp;nbsp;: (, ), dan&amp;nbsp;;&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;string yang tercetak tebal, misalnya&amp;nbsp;:&amp;nbsp;&lt;b&gt;if&lt;/b&gt;,&amp;nbsp;&lt;b&gt;then&lt;/b&gt;, dan&amp;nbsp;&lt;b&gt;else&lt;/b&gt;.&lt;/li&gt;
&lt;/ul&gt;
&lt;div style=&quot;line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;&quot;&gt;
&lt;br /&gt;• Simbol-simbol berikut adalah simbol non terminal /Variabel&amp;nbsp;:&lt;/div&gt;
&lt;ul style=&quot;line-height: 1.5em; list-style-image: url(http://upload.wikimedia.org/wikipedia/en/1/18/Monobook-bullet.png); list-style-type: square; margin-bottom: 0px; margin-left: 1.6em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;
&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;huruf besar, misalnya&amp;nbsp;: A, B, C&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;huruf S sebagai simbol awal&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;string yang tercetak miring, misalnya&amp;nbsp;:&amp;nbsp;&lt;i&gt;expr&lt;/i&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div style=&quot;line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;&quot;&gt;
• Huruf yunani melambangkan string yang tersusun atas simbol-simbol terminal atau simbol-simbol non terminal atau campuran keduanya, misalnya&amp;nbsp;: α,β, dan ε&lt;/div&gt;
&lt;div style=&quot;line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;&quot;&gt;
• Sebuah produksi dilambangkan sebagai α --&amp;gt; β, artinya&amp;nbsp;: dalam sebuah derivasi dapat dilakukan penggantian simbol α dengan simbol β.&lt;/div&gt;
&lt;div style=&quot;line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;&quot;&gt;
• Derivasi adalah proses pembentukan sebuah kalimat atau sentensial. Sebuah derivasi dilambangkan sebagai&amp;nbsp;: α ==&amp;gt; β.&lt;/div&gt;
&lt;div style=&quot;line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;&quot;&gt;
• Sentensial adalah string yang tersusun atas simbol-simbol terminal atau simbol-simbol non terminal atau campuran keduanya.&lt;/div&gt;
&lt;div style=&quot;line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;&quot;&gt;
• Kalimat adalah string yang tersusun atas simbol-simbol terminal. Kalimat adalah merupakan sentensial, sebaliknya belum tentu.. Grammar&amp;nbsp;:&lt;/div&gt;
&lt;div style=&quot;line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;&quot;&gt;
Grammar G didefinisikan sebagai pasangan 4 tuple&amp;nbsp;: V&lt;sub style=&quot;line-height: 1em;&quot;&gt;t&lt;/sub&gt;&amp;nbsp;, V&lt;sub style=&quot;line-height: 1em;&quot;&gt;n&lt;/sub&gt;&amp;nbsp;, S, dan P, dan dituliskan sebagai G(V&lt;sub style=&quot;line-height: 1em;&quot;&gt;t&lt;/sub&gt;&amp;nbsp;, V&lt;sub style=&quot;line-height: 1em;&quot;&gt;n&lt;/sub&gt;&amp;nbsp;, S, P), dimana&amp;nbsp;:&lt;/div&gt;
&lt;div style=&quot;line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;&quot;&gt;
V&lt;sub style=&quot;line-height: 1em;&quot;&gt;t&lt;/sub&gt;&amp;nbsp;: himpunan simbol-simbol terminal (alfabet) = kamus V&lt;sub style=&quot;line-height: 1em;&quot;&gt;n&lt;/sub&gt;&amp;nbsp;: himpunan simbol-simbol non terminal S&amp;nbsp;&lt;s&gt;C&lt;/s&gt;&amp;nbsp;V : simbol awal (atau simbol start) P : himpunan produksi&lt;/div&gt;
&lt;div style=&quot;line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;&quot;&gt;
Contoh&amp;nbsp;:&lt;/div&gt;
&lt;div style=&quot;line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;&quot;&gt;
1. G1&amp;nbsp;: VT = {I, want, need, You}, V = {S,A,B,C}, P = {S --&amp;gt; ABC, A--&amp;gt; I, B--&amp;gt; want | need, C--&amp;gt; You}&lt;/div&gt;
&lt;div style=&quot;line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;&quot;&gt;
S --&amp;gt; ABC&lt;/div&gt;
&lt;pre style=&quot;background-color: #f9f9f9; border-bottom-color: rgb(47, 111, 171); border-bottom-style: dashed; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(47, 111, 171); border-left-style: dashed; border-left-width: 1px; border-right-color: rgb(47, 111, 171); border-right-style: dashed; border-right-width: 1px; border-top-color: rgb(47, 111, 171); border-top-style: dashed; border-top-width: 1px; font-family: monospace, Courier; line-height: 1.3em; padding-bottom: 1em; padding-left: 1em; padding-right: 1em; padding-top: 1em;&quot;&gt;  --&amp;gt; IwantYou
&lt;/pre&gt;
&lt;div style=&quot;line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;&quot;&gt;
L(G1)={IwantYou,IneedYou}&lt;/div&gt;
&lt;div style=&quot;line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;&quot;&gt;
2. . G2&amp;nbsp;: VT = {a}, V = {S}, P = {S  aS | a}&lt;/div&gt;
&lt;div style=&quot;line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;&quot;&gt;
S --&amp;gt; aS&lt;/div&gt;
&lt;pre style=&quot;background-color: #f9f9f9; border-bottom-color: rgb(47, 111, 171); border-bottom-style: dashed; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(47, 111, 171); border-left-style: dashed; border-left-width: 1px; border-right-color: rgb(47, 111, 171); border-right-style: dashed; border-right-width: 1px; border-top-color: rgb(47, 111, 171); border-top-style: dashed; border-top-width: 1px; font-family: monospace, Courier; line-height: 1.3em; padding-bottom: 1em; padding-left: 1em; padding-right: 1em; padding-top: 1em;&quot;&gt; --&amp;gt; aaS
 --&amp;gt; aaa                    L(G2) ={an --&amp;gt; n ≥ 1}
&lt;/pre&gt;
&lt;pre style=&quot;background-color: #f9f9f9; border-bottom-color: rgb(47, 111, 171); border-bottom-style: dashed; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(47, 111, 171); border-left-style: dashed; border-left-width: 1px; border-right-color: rgb(47, 111, 171); border-right-style: dashed; border-right-width: 1px; border-top-color: rgb(47, 111, 171); border-top-style: dashed; border-top-width: 1px; font-family: monospace, Courier; line-height: 1.3em; padding-bottom: 1em; padding-left: 1em; padding-right: 1em; padding-top: 1em;&quot;&gt;            L(G2)={a, aa, aaa, aaaa,…}
&lt;/pre&gt;
&lt;h2 style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; border-bottom-color: rgb(170, 170, 170); border-bottom-style: solid; border-bottom-width: 1px; font-size: 19px; font-weight: normal; margin-bottom: 0.6em; margin-left: 0px; margin-right: 0px; margin-top: 0px; overflow-x: hidden; overflow-y: hidden; padding-bottom: 0.17em; padding-top: 0.5em;&quot;&gt;
&lt;span class=&quot;editsection&quot; style=&quot;-webkit-user-select: none; float: right; font-size: 13px; margin-left: 5px;&quot;&gt;[&lt;a href=&quot;http://id.wikipedia.org/w/index.php?title=Teori_otomata&amp;amp;action=edit&amp;amp;section=2&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none;&quot; title=&quot;Sunting bagian: Otomata Berhingga&quot;&gt;sunting&lt;/a&gt;]&lt;/span&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Otomata_Berhingga&quot;&gt;Otomata Berhingga&lt;/span&gt;&lt;/h2&gt;
&lt;div style=&quot;line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;&quot;&gt;
bisa bantu ga???&lt;/div&gt;
&lt;h2 style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; border-bottom-color: rgb(170, 170, 170); border-bottom-style: solid; border-bottom-width: 1px; font-size: 19px; font-weight: normal; margin-bottom: 0.6em; margin-left: 0px; margin-right: 0px; margin-top: 0px; overflow-x: hidden; overflow-y: hidden; padding-bottom: 0.17em; padding-top: 0.5em;&quot;&gt;
&lt;span class=&quot;editsection&quot; style=&quot;-webkit-user-select: none; float: right; font-size: 13px; margin-left: 5px;&quot;&gt;[&lt;a href=&quot;http://id.wikipedia.org/w/index.php?title=Teori_otomata&amp;amp;action=edit&amp;amp;section=3&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none;&quot; title=&quot;Sunting bagian: Definisi Formal&quot;&gt;sunting&lt;/a&gt;]&lt;/span&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Definisi_Formal&quot;&gt;Definisi Formal&lt;/span&gt;&lt;/h2&gt;
&lt;div style=&quot;line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;&quot;&gt;
Otomata adalah sebuah 5-tupel&amp;nbsp;&lt;img alt=&quot;\langle Q, \Sigma, \delta, q_0, F\rangle&quot; class=&quot;tex&quot; src=&quot;http://upload.wikimedia.org/wikipedia/id/math/2/d/3/2d30a67bebcbd64b3c8c4ecc6aaf863b.png&quot; style=&quot;border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; vertical-align: middle;&quot; /&gt;:&lt;/div&gt;
&lt;ul style=&quot;line-height: 1.5em; list-style-image: url(http://upload.wikimedia.org/wikipedia/en/1/18/Monobook-bullet.png); list-style-type: square; margin-bottom: 0px; margin-left: 1.6em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;
&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;&lt;img alt=&quot;Q&quot; class=&quot;tex&quot; src=&quot;http://upload.wikimedia.org/wikipedia/id/math/f/0/9/f09564c9ca56850d4cd6b3319e541aee.png&quot; style=&quot;border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; vertical-align: middle;&quot; /&gt;&amp;nbsp;adalah himpunan berhingga dari&amp;nbsp;&lt;i&gt;state&lt;/i&gt;,&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;&lt;img alt=&quot;\Sigma&quot; class=&quot;tex&quot; src=&quot;http://upload.wikimedia.org/wikipedia/id/math/a/6/4/a643a0ef5974b64678111d03125054fc.png&quot; style=&quot;border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; vertical-align: middle;&quot; /&gt;&amp;nbsp;adalah himpunan simbol-simbol,&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;&lt;img alt=&quot;\delta&quot; class=&quot;tex&quot; src=&quot;http://upload.wikimedia.org/wikipedia/id/math/f/1/0/f10f03c9836c36537d2539196058bfa2.png&quot; style=&quot;border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; vertical-align: middle;&quot; /&gt;&amp;nbsp;adalah fungsi transisi&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;&lt;img alt=&quot;q_0 \in Q&quot; class=&quot;tex&quot; src=&quot;http://upload.wikimedia.org/wikipedia/id/math/9/8/5/985a2a128ebf9e30b78e9273a1ada4d5.png&quot; style=&quot;border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; vertical-align: middle;&quot; /&gt;&amp;nbsp;adalah simbol awal&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;&lt;img alt=&quot;F \subset Q&quot; class=&quot;tex&quot; src=&quot;http://upload.wikimedia.org/wikipedia/id/math/9/1/6/916f22c64aca3b17244ea6e92f1eeef9.png&quot; style=&quot;border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; vertical-align: middle;&quot; /&gt;&amp;nbsp;adalah&amp;nbsp;&lt;i&gt;state&lt;/i&gt;&amp;nbsp;akhir&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; border-bottom-color: rgb(170, 170, 170); border-bottom-style: solid; border-bottom-width: 1px; font-size: 19px; font-weight: normal; margin-bottom: 0.6em; margin-left: 0px; margin-right: 0px; margin-top: 0px; overflow-x: hidden; overflow-y: hidden; padding-bottom: 0.17em; padding-top: 0.5em;&quot;&gt;
&lt;span class=&quot;editsection&quot; style=&quot;-webkit-user-select: none; float: right; font-size: 13px; margin-left: 5px;&quot;&gt;[&lt;a href=&quot;http://id.wikipedia.org/w/index.php?title=Teori_otomata&amp;amp;action=edit&amp;amp;section=4&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none;&quot; title=&quot;Sunting bagian: Jenis-jenis Otomata Berhingga&quot;&gt;sunting&lt;/a&gt;]&lt;/span&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Jenis-jenis_Otomata_Berhingga&quot;&gt;Jenis-jenis Otomata Berhingga&lt;/span&gt;&lt;/h2&gt;
&lt;h3 style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; border-bottom-color: initial; border-bottom-style: none; border-bottom-width: initial; font-size: 17px; margin-bottom: 0.3em; margin-left: 0px; margin-right: 0px; margin-top: 0px; overflow-x: hidden; overflow-y: hidden; padding-bottom: 0.17em; padding-top: 0.5em;&quot;&gt;
&lt;span class=&quot;editsection&quot; style=&quot;-webkit-user-select: none; float: right; font-size: 13px; font-weight: normal; margin-left: 5px;&quot;&gt;[&lt;a href=&quot;http://id.wikipedia.org/w/index.php?title=Teori_otomata&amp;amp;action=edit&amp;amp;section=5&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none;&quot; title=&quot;Sunting bagian: Otomata Berhingga Deterministik&quot;&gt;sunting&lt;/a&gt;]&lt;/span&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Otomata_Berhingga_Deterministik&quot;&gt;Otomata Berhingga Deterministik&lt;/span&gt;&lt;/h3&gt;
&lt;div style=&quot;line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;&quot;&gt;
Otomata berhingga deterministik (&lt;b&gt;DFA&lt;/b&gt;&amp;nbsp;-&amp;nbsp;&lt;i&gt;Deterministic Finite Automata&lt;/i&gt;) adalah sebuah otomata yang fungsi transisinya adalah:&lt;/div&gt;
&lt;dl style=&quot;margin-bottom: 0.5em; margin-top: 0.2em;&quot;&gt;&lt;dd style=&quot;line-height: 1.5em; margin-bottom: 0.1em; margin-left: 1.6em; margin-right: 0px;&quot;&gt;&lt;img alt=&quot;\delta: Q \times \Sigma \rightarrow Q&quot; class=&quot;tex&quot; src=&quot;http://upload.wikimedia.org/wikipedia/id/math/5/0/9/509af98ac38e7825bc55ba8382925792.png&quot; style=&quot;border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; vertical-align: middle;&quot; /&gt;&lt;/dd&gt;&lt;/dl&gt;
&lt;h3 style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; border-bottom-color: initial; border-bottom-style: none; border-bottom-width: initial; font-size: 17px; margin-bottom: 0.3em; margin-left: 0px; margin-right: 0px; margin-top: 0px; overflow-x: hidden; overflow-y: hidden; padding-bottom: 0.17em; padding-top: 0.5em;&quot;&gt;
&lt;span class=&quot;editsection&quot; style=&quot;-webkit-user-select: none; float: right; font-size: 13px; font-weight: normal; margin-left: 5px;&quot;&gt;[&lt;a href=&quot;http://id.wikipedia.org/w/index.php?title=Teori_otomata&amp;amp;action=edit&amp;amp;section=6&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none;&quot; title=&quot;Sunting bagian: Otomata Berhingga Non-Deterministik&quot;&gt;sunting&lt;/a&gt;]&lt;/span&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Otomata_Berhingga_Non-Deterministik&quot;&gt;Otomata Berhingga Non-Deterministik&lt;/span&gt;&lt;/h3&gt;
&lt;div style=&quot;line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;&quot;&gt;
Otomata berhingga non-deterministik (&lt;b&gt;NFA&lt;/b&gt;&amp;nbsp;-&amp;nbsp;&lt;i&gt;Nondeterministic Finite Automata&lt;/i&gt;) berbeda dengan DFA dalam hal fungsi transisinya:&lt;/div&gt;
&lt;dl style=&quot;margin-bottom: 0.5em; margin-top: 0.2em;&quot;&gt;&lt;dd style=&quot;line-height: 1.5em; margin-bottom: 0.1em; margin-left: 1.6em; margin-right: 0px;&quot;&gt;&lt;img alt=&quot;\delta: Q \times \Sigma \rightarrow \mathcal{P}(Q)&quot; class=&quot;tex&quot; src=&quot;http://upload.wikimedia.org/wikipedia/id/math/4/b/e/4be5560787650189770fd9aacf089735.png&quot; style=&quot;border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; vertical-align: middle;&quot; /&gt;&lt;/dd&gt;&lt;/dl&gt;
&lt;div style=&quot;line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;&quot;&gt;
Fungsi transisi dalam NFA memetakan pasangan&amp;nbsp;&lt;img alt=&quot;Q&quot; class=&quot;tex&quot; src=&quot;http://upload.wikimedia.org/wikipedia/id/math/f/0/9/f09564c9ca56850d4cd6b3319e541aee.png&quot; style=&quot;border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; vertical-align: middle;&quot; /&gt;&amp;nbsp;dan&amp;nbsp;&lt;img alt=&quot;\Sigma&quot; class=&quot;tex&quot; src=&quot;http://upload.wikimedia.org/wikipedia/id/math/a/6/4/a643a0ef5974b64678111d03125054fc.png&quot; style=&quot;border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; vertical-align: middle;&quot; /&gt;&amp;nbsp;kepada&amp;nbsp;&lt;a class=&quot;new&quot; href=&quot;http://id.wikipedia.org/w/index.php?title=Himpunan_kuasa&amp;amp;action=edit&amp;amp;redlink=1&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #a55858; text-decoration: none;&quot; title=&quot;Himpunan kuasa (halaman belum tersedia)&quot;&gt;himpunan kuasa&lt;/a&gt;&amp;nbsp;dari Q. Fungsi transisi yang didefinisikan seperti ini memungkinkan suatu simbol masukan untuk mengakibatkan transisi dari sebuah&amp;nbsp;&lt;i&gt;state&lt;/i&gt;&amp;nbsp;ke beberapa kemungkinan&amp;nbsp;&lt;i&gt;state&lt;/i&gt;&amp;nbsp;yang lain.&lt;/div&gt;
&lt;h3 style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; border-bottom-color: initial; border-bottom-style: none; border-bottom-width: initial; font-size: 17px; margin-bottom: 0.3em; margin-left: 0px; margin-right: 0px; margin-top: 0px; overflow-x: hidden; overflow-y: hidden; padding-bottom: 0.17em; padding-top: 0.5em;&quot;&gt;
&lt;span class=&quot;editsection&quot; style=&quot;-webkit-user-select: none; float: right; font-size: 13px; font-weight: normal; margin-left: 5px;&quot;&gt;[&lt;a href=&quot;http://id.wikipedia.org/w/index.php?title=Teori_otomata&amp;amp;action=edit&amp;amp;section=7&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none;&quot; title=&quot;Sunting bagian: Otomata Pushdown&quot;&gt;sunting&lt;/a&gt;]&lt;/span&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Otomata_Pushdown&quot;&gt;Otomata Pushdown&lt;/span&gt;&lt;/h3&gt;
&lt;div style=&quot;line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;&quot;&gt;
&lt;b&gt;Otomata Pushdown&lt;/b&gt;&amp;nbsp;adalah salah satu varian otomata dengan 7-tupel&amp;nbsp;&lt;img alt=&quot;\langle Q, \Sigma, \Gamma, \delta, q_0, Z_0, F\rangle&quot; class=&quot;tex&quot; src=&quot;http://upload.wikimedia.org/wikipedia/id/math/f/3/a/f3af86ff62c4de509e3481f268ff4321.png&quot; style=&quot;border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; vertical-align: middle;&quot; /&gt;, di mana:&lt;/div&gt;
&lt;ul style=&quot;line-height: 1.5em; list-style-image: url(http://upload.wikimedia.org/wikipedia/en/1/18/Monobook-bullet.png); list-style-type: square; margin-bottom: 0px; margin-left: 1.6em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;
&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;&lt;img alt=&quot;Q&quot; class=&quot;tex&quot; src=&quot;http://upload.wikimedia.org/wikipedia/id/math/f/0/9/f09564c9ca56850d4cd6b3319e541aee.png&quot; style=&quot;border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; vertical-align: middle;&quot; /&gt;&amp;nbsp;adalah himpunan berhingga dari&amp;nbsp;&lt;i&gt;state&lt;/i&gt;,&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;&lt;img alt=&quot;\Sigma&quot; class=&quot;tex&quot; src=&quot;http://upload.wikimedia.org/wikipedia/id/math/a/6/4/a643a0ef5974b64678111d03125054fc.png&quot; style=&quot;border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; vertical-align: middle;&quot; /&gt;&amp;nbsp;adalah himpunan simbol-simbol,&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;&lt;img alt=&quot;q_0 \in Q&quot; class=&quot;tex&quot; src=&quot;http://upload.wikimedia.org/wikipedia/id/math/9/8/5/985a2a128ebf9e30b78e9273a1ada4d5.png&quot; style=&quot;border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; vertical-align: middle;&quot; /&gt;&amp;nbsp;adalah simbol awal&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;&lt;img alt=&quot;F \subset Q&quot; class=&quot;tex&quot; src=&quot;http://upload.wikimedia.org/wikipedia/id/math/9/1/6/916f22c64aca3b17244ea6e92f1eeef9.png&quot; style=&quot;border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; vertical-align: middle;&quot; /&gt;&amp;nbsp;adalah&amp;nbsp;&lt;i&gt;state&lt;/i&gt;&amp;nbsp;akhir&lt;/li&gt;
&lt;/ul&gt;
&lt;div style=&quot;line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;&quot;&gt;
Ditambah dengan dua unsur, untuk menangani&amp;nbsp;&lt;i&gt;stack&lt;/i&gt;:&lt;/div&gt;
&lt;ul style=&quot;line-height: 1.5em; list-style-image: url(http://upload.wikimedia.org/wikipedia/en/1/18/Monobook-bullet.png); list-style-type: square; margin-bottom: 0px; margin-left: 1.6em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;
&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;&lt;img alt=&quot;\Gamma&quot; class=&quot;tex&quot; src=&quot;http://upload.wikimedia.org/wikipedia/id/math/1/6/2/162d4c413f99ae2763b1ced17ed1a14b.png&quot; style=&quot;border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; vertical-align: middle;&quot; /&gt;&amp;nbsp;adalah himpunan berhingga simbol-simbol&amp;nbsp;&lt;i&gt;stack&lt;/i&gt;,&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;&lt;img alt=&quot;Z_0 \in \Gamma&quot; class=&quot;tex&quot; src=&quot;http://upload.wikimedia.org/wikipedia/id/math/2/6/2/262f2ab4b3bda4643b421a19fe687628.png&quot; style=&quot;border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; vertical-align: middle;&quot; /&gt;&amp;nbsp;adalah simbol awal&amp;nbsp;&lt;i&gt;stack&lt;/i&gt;,&lt;/li&gt;
&lt;/ul&gt;
&lt;div style=&quot;line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;&quot;&gt;
Dengan fungsi transisinya adalah&lt;/div&gt;
&lt;dl style=&quot;margin-bottom: 0.5em; margin-top: 0.2em;&quot;&gt;&lt;dd style=&quot;line-height: 1.5em; margin-bottom: 0.1em; margin-left: 1.6em; margin-right: 0px;&quot;&gt;&lt;img alt=&quot;\delta: Q \times (\Sigma \cup \{\epsilon\}) \times \Gamma) \rightarrow Q \times \Gamma^*&quot; class=&quot;tex&quot; src=&quot;http://upload.wikimedia.org/wikipedia/id/math/7/1/8/7185134399db46e2aff976e64b43354e.png&quot; style=&quot;border-bottom-style: none; border-color: initial; border-image: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; vertical-align: middle;&quot; /&gt;&amp;nbsp;adalah fungsi transisi&lt;/dd&gt;&lt;/dl&gt;
&lt;h3 style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; border-bottom-color: initial; border-bottom-style: none; border-bottom-width: initial; font-size: 17px; margin-bottom: 0.3em; margin-left: 0px; margin-right: 0px; margin-top: 0px; overflow-x: hidden; overflow-y: hidden; padding-bottom: 0.17em; padding-top: 0.5em;&quot;&gt;
&lt;span class=&quot;editsection&quot; style=&quot;-webkit-user-select: none; float: right; font-size: 13px; font-weight: normal; margin-left: 5px;&quot;&gt;[&lt;a href=&quot;http://id.wikipedia.org/w/index.php?title=Teori_otomata&amp;amp;action=edit&amp;amp;section=8&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none;&quot; title=&quot;Sunting bagian: Otomata Terbatas Linear&quot;&gt;sunting&lt;/a&gt;]&lt;/span&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Otomata_Terbatas_Linear&quot;&gt;Otomata Terbatas Linear&lt;/span&gt;&lt;/h3&gt;
&lt;h3 style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; border-bottom-color: initial; border-bottom-style: none; border-bottom-width: initial; font-size: 17px; margin-bottom: 0.3em; margin-left: 0px; margin-right: 0px; margin-top: 0px; overflow-x: hidden; overflow-y: hidden; padding-bottom: 0.17em; padding-top: 0.5em;&quot;&gt;
&lt;span class=&quot;editsection&quot; style=&quot;-webkit-user-select: none; float: right; font-size: 13px; font-weight: normal; margin-left: 5px;&quot;&gt;[&lt;a href=&quot;http://id.wikipedia.org/w/index.php?title=Teori_otomata&amp;amp;action=edit&amp;amp;section=9&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none;&quot; title=&quot;Sunting bagian: Mesin Turing&quot;&gt;sunting&lt;/a&gt;]&lt;/span&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Mesin_Turing&quot;&gt;Mesin Turing&lt;/span&gt;&lt;/h3&gt;
&lt;h2 style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; border-bottom-color: rgb(170, 170, 170); border-bottom-style: solid; border-bottom-width: 1px; font-size: 19px; font-weight: normal; margin-bottom: 0.6em; margin-left: 0px; margin-right: 0px; margin-top: 0px; overflow-x: hidden; overflow-y: hidden; padding-bottom: 0.17em; padding-top: 0.5em;&quot;&gt;
&lt;span class=&quot;editsection&quot; style=&quot;-webkit-user-select: none; float: right; font-size: 13px; margin-left: 5px;&quot;&gt;[&lt;a href=&quot;http://id.wikipedia.org/w/index.php?title=Teori_otomata&amp;amp;action=edit&amp;amp;section=10&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none;&quot; title=&quot;Sunting bagian: Hubungan dengan Tata Bahasa&quot;&gt;sunting&lt;/a&gt;]&lt;/span&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Hubungan_dengan_Tata_Bahasa&quot;&gt;Hubungan dengan Tata Bahasa&lt;/span&gt;&lt;/h2&gt;
&lt;div style=&quot;line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;&quot;&gt;
Setiap otomata berhingga dapat digunakan untuk mengenali bahasa tertentu.&lt;/div&gt;
&lt;h2 style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; border-bottom-color: rgb(170, 170, 170); border-bottom-style: solid; border-bottom-width: 1px; font-size: 19px; font-weight: normal; margin-bottom: 0.6em; margin-left: 0px; margin-right: 0px; margin-top: 0px; overflow-x: hidden; overflow-y: hidden; padding-bottom: 0.17em; padding-top: 0.5em;&quot;&gt;
&lt;span class=&quot;editsection&quot; style=&quot;-webkit-user-select: none; float: right; font-size: 13px; margin-left: 5px;&quot;&gt;[&lt;a href=&quot;http://id.wikipedia.org/w/index.php?title=Teori_otomata&amp;amp;action=edit&amp;amp;section=11&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none;&quot; title=&quot;Sunting bagian: Referensi&quot;&gt;sunting&lt;/a&gt;]&lt;/span&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Referensi&quot;&gt;Referensi&lt;/span&gt;&lt;/h2&gt;
&lt;ul style=&quot;line-height: 1.5em; list-style-image: url(http://upload.wikimedia.org/wikipedia/en/1/18/Monobook-bullet.png); list-style-type: square; margin-bottom: 0px; margin-left: 1.6em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;
&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;&lt;a class=&quot;new&quot; href=&quot;http://id.wikipedia.org/w/index.php?title=John_E._Hopcroft&amp;amp;action=edit&amp;amp;redlink=1&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #a55858; text-decoration: none;&quot; title=&quot;John E. Hopcroft (halaman belum tersedia)&quot;&gt;John E. Hopcroft&lt;/a&gt;,&amp;nbsp;&lt;a class=&quot;new&quot; href=&quot;http://id.wikipedia.org/w/index.php?title=Jeffrey_D._Ullman&amp;amp;action=edit&amp;amp;redlink=1&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #a55858; text-decoration: none;&quot; title=&quot;Jeffrey D. Ullman (halaman belum tersedia)&quot;&gt;Jeffrey D. Ullman&lt;/a&gt;&amp;nbsp;-&amp;nbsp;&lt;i&gt;Introduction to Automata Theory, Languages, and Computation&lt;/i&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;table class=&quot;plainlinks stub noprint&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; font-size: 13px;&quot;&gt;&lt;tbody&gt;
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&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://daltoncoy.blogspot.com/feeds/4082885493037140294/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://daltoncoy.blogspot.com/2012/06/konsep-dasar-otomata.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/4082885493037140294'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/4082885493037140294'/><link rel='alternate' type='text/html' href='http://daltoncoy.blogspot.com/2012/06/konsep-dasar-otomata.html' title='Konsep Dasar (otomata)'/><author><name>Dalton_Coy</name><uri>http://www.blogger.com/profile/08015234856842558424</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJL1Vq1U5n-nl-dHAY5qmHY_UnC0lqN2jd_dlPru7En7MtxFgS9ZAeKFbgIpXnHqE0ILbynNdlPcySWGiyPHH84V5qQI3OZD0ya47clOh3TUt4vbCUuTx-MWd3qMa0HLQ/s220/205059_201517953222493_100000928693699_523149_6521700_n.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2340265078483595850.post-448627783129232604</id><published>2011-12-14T20:05:00.000-08:00</published><updated>2011-12-14T20:05:19.757-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Sejarah"/><title type='text'>Sejarah RAM (Random Access Memory)</title><content type='html'>Perkembangan micro computer, atau yang lebih sering disebut dengan PC  (Personal Computer) yang sedemikian pesat tentunya tidak lepas dari  kebutuhan manusia akan informasi yang harus diolah oleh PC serta tentu  saja perkembangan teknologi, khususnya teknologi perangkat keras,  perangkat lunak, serta fungsi atau algoritma yang digunakan dalam  memproses informasi yang diolah tersebut.&lt;br /&gt;
Masih terbekas dalam ingatan kita akan perayaan 20 tahun PC yang  jatuh pada bulan Agustus 2001 yang lalu, yang apabila kita cermati saat  ini kita berada pada masa dimana PC telah menjadi bagian yang tidak  dapat dipisahkan dari kehidupan kita. Jika pada awal ditemukannya, PC  masih dianggap sebagai barang mahal, kini hampir semua orang sudah  memilikinya. Bisa dikatakan, orang yang tidak mengenal komputer akan  dicap sebagai orang yang gagap teknologi.&lt;br /&gt;
Jika pada saat itu PC yang diotaki oleh prosessor Intel 8088 hanya  mampu berjalan dengan kecepatan 4,77 MHz yang digunakan untuk  menggerakkan program pengolah kata dalam pembuatan dan editing dokumen,  spreadsheet sederhana untuk mengerjakan pekerjaan akuntansi maupun  bisnis, dan program database sederhana serta sedikit program pendidikan  dan game yang juga masih sangat sederhana. Kini PC yang diotaki Intel  Pentium4 mampu berlari dengan kecepatan 2GHz, bahkan baru – baru ini  Intel Corp melalui ajang Intel Developer Forum-nya, telah menunjukkan  demo prosessor Intel berkecepatan 3,5GHz! Suatu lompatan penemuan  teknologi yang cukup fantastis.&lt;br /&gt;
Namun perkembangan kemampuan PC tidak selalu ditentukan oleh perkembangan prosessor semata. Masih &lt;span id=&quot;more-26&quot;&gt;&lt;/span&gt;faktor  lainnya, seperti teknologi chipset, memori, kartu VGA, perangkat media  simpan, dan sebagainya. Semua perangkat saling berkembang, berevolusi ke  arah yang lebih baik untuk bersama – sama membangun sistem PC yang  tangguh.&lt;br /&gt;
Untuk itulah, melalui makalah ini, penulis mencoba memberikan sedikit  informasi mengenai evolusi perangkat memori pada PC. Namun sebelum  melangkah pada pokok permasalahan, perlu ditegaskan terlebih dahulu  ruang lingkup pembahasan makalah ini. Evolusi memori yang penulis bahas  pada makalah ini hanya meliputi memori utama (main memory) jenis RAM  (Random Access Memory) yang digunakan pada komputer mikro (PC).&lt;br /&gt;
Perkembangan kemampuan prosessor yang pesat tentunya harus diimbangi  dengan peningkatan kemampuan memori. Sebagai penampung data / informasi  yang dibutuhkan oleh prosessor sekaligus sebagai penampung hasil dari  perhitungan yang dilakukan oleh prosessor, kemampuan memori dalam  mengelola data tersebut sangatlah penting. Percuma saja sebuah sistem PC  dengan prosessor berkecepatan tinggi apabila tidak diimbangi dengan  kemampuan memori yang sepadan.&lt;br /&gt;
Ketidak tepatan perpaduan kemampuan prosessor dengan memori dapat  menyebabkan inefisiensi bagi keduanya. Katakanlah kita memiliki  prosessor yang mampu mengolah arus data sebanyak 100 instruksi per  detiknya, sementara kita memiliki memori dengan kemampuan menyalurkan  data ke prosessor sebesar 50 instruksi per detiknya. Lalu apa yang  terjadi? Sistem akan mengalami bottleneck. Prosessor harus menunggu data  dari memori. Instruksi yang seharusnya dapat dikerjakan dalam waktu 1  detik menjadi 2 detik karena kemampuan memori yang terbatas.&lt;br /&gt;
&lt;strong&gt;Apa Arti Istilah-istilah pada RAM?&lt;/strong&gt;&lt;br /&gt;
Begitu banyak nama dan istilah spesifik digunakan pada RAM. Kadang dapat  membingungkan. Tapi tidak jadi masalah, setelah Anda membaca penjelasan  singkatnya berikut. Ini dapat dijadikan panduan, setidaknya untuk  membaca spesifikasi dan memperhitungkan dengan kemampuan produk yang  bersangkutan.&lt;br /&gt;
&lt;strong&gt;Speed&lt;/strong&gt;&lt;br /&gt;
Speed atau kecepatan, makin menjadi faktor penting dalam pemilihan  sebuah modul memory. Bertambah cepatnya CPU, ditambah dengan  pengembangan digunakannya dual-core, membuat RAM harus memiliki  kemampuan yang lebih cepat untuk dapat melayani CPU.&lt;br /&gt;
Ada beberapa paramater penting yang akan berpengaruh dengan kecepatan sebuah memory.&lt;br /&gt;
&lt;strong&gt;Megahertz&lt;/strong&gt;&lt;br /&gt;
Penggunaan istilah ini, dimulai pada jaman kejayaan SDRAM. Kecepatan  memory, mulai dinyatakan dalam megahertz (MHz). Dan masih tetap  digunakan, bahkan sampai pada DDR2.&lt;br /&gt;
Perhitungan berdasarkan selang waktu (periode) yang dibutuhkan antara  setiap clock cycle. Biasanya dalam orde waktu nanosecond. Seperti  contoh pada memory dengan aktual clock speed 133 MHz, akan membutuhkan  access time 8ns untuk 1 clock cycle.&lt;br /&gt;
Kemudian keberadaan SDRAM tergeser dengan DDR (Double Data Rate).  Dengan pengembangan utama pada kemampuan mengirimkan data dua kali lebih  banyak. DDR mengirimkan data dua kali dalam satu clock cycle.&lt;br /&gt;
Kebanyakan produk mulai menggunakan clock speed efektif, hasil  perkalian dua kali data yang dikirim. Ini sebetulnya lebih tepat jika  disebut sebagai DDR Rating.&lt;br /&gt;
Hal yang sama juga terjadi untuk DDR2. Merupakan hasil pengembangan  dari DDR. Dengan kelebihan utama pada rendahnya tegangan catudaya yang  mengurangi panas saat beroperasi. Juga kapasitas memory chip DDR2 yang  meningkat drastis, memungkinkan sebuah keping DDR2 memiliki kapasitas  hingga 2 GB. DDR2 juga mengalami peningkatan kecepatan dibanding DDR.&lt;br /&gt;
&lt;strong&gt;PC Rating&lt;/strong&gt;&lt;br /&gt;
Pada modul DDR, sering ditemukan istilah misalnya PC3200. Untuk modul DDR2, PC2-3200. Dari mana angka ini muncul?&lt;br /&gt;
Biasa dikenal dengan PC Rating untuk modul DDR dan DDR2. Sebagai  contoh kali ini adalah sebuah modul DDR dengan clock speed 200 MHz. Atau  untuk DDR Rating disebut DDR400. Dengan bus width 64-bit, maka data  yang mampu ditransfer adalah 25.600 megabit per second (=400 MHz x  64-bit). Dengan 1 byte = 8-bit, maka dibulatkan menjadi 3.200MBps  (Mebabyte per second).&amp;nbsp; Angka throughput inilah yang dijadikan nilai  dari PC Rating. Tambahan angka “2″, baik pada PC Rating maupu DDR  Rating, hanya untuk membedakan antara DDR dan DDR2.&lt;br /&gt;
&lt;strong&gt;CAS Latency&lt;/strong&gt;&lt;br /&gt;
Akronim CAS berasal dari singkatan column addres strobe atau column  address select. Arti keduanya sama, yaitu lokasi spesifik dari sebuah  data array pada modul DRAM.&lt;br /&gt;
CAS Latency, atau juga sering disingkat dengan CL, adalah jumlah  waktu yang dibutuhkan (dalam satuan clock cycle) selama delay waktu  antara data request dikirimkan ke memory controller untuk proses read,  sampai memory modul berhasil mengeluarkan data output. Semakin rendah  spesifikasi CL yang dimiliki sebuah modul RAM, dengan clock speed yang  sama, akan menghasilkan akses memory yang lebih cepat.&lt;br /&gt;
&lt;strong&gt;MENGENAL BAGIAN-BAGIAN RAM&lt;/strong&gt;&lt;br /&gt;
Secara fisik, komponen PC yang satu ini termasuk komponen dengan ukuran  yang kecil dan sederhana. Dibandingkan dengan komponen PC lainnya.&lt;br /&gt;
Sekilas, ia hanya berupa sebuah potongan kecil PCB, dengan beberapa  tambahan komponen hitam. Dengan tambahan titik-titik contact point,  untuk memory berinteraksi dengan motherboard. Inilah di antaranya.&lt;br /&gt;
&lt;strong&gt;PCB (Printed Circuit Board)&lt;/strong&gt;&lt;br /&gt;
Pada umumnya, papan PCB berwana hijau. Pada PCB inilah beberapa komponen chip memory terpasang.&lt;br /&gt;
PCB ini sendiri tersusun dari beberapa lapisan (layer). Pada setiap  lapisan terpasang jalur ataupun sirkuit, untuk mengalirkan listrik dan  data. Secara teori, semakin banyak jumlah layer yang digunakan pada PCB  memory, akan semakin luas penampang yang tersedia dalam merancang jalur.  Ini memungkinkan jarak antar jalur dan lebar jalur dapat diatur dengan  lebih leluasa, dan menghindari noise interferensi antarjalur pada PCB.  Dan secara keseluruhan akan membuat modul memory tersebut lebih stabil  dan cepat kinerjanya. Itulah sebabnya pada beberapa iklan untuk produk  memory, menekankan jumlah layer pada PCB yang digunakan modul memory  produk yang bersangkutan.&lt;br /&gt;
&lt;strong&gt;Contact Point&lt;/strong&gt;&lt;br /&gt;
Sering juga disebut contact finger, edge connector, atau lead. Saat  modul memory dimasukkan ke dalam slot memory pada motherboard, bagian  inilah yang menghubungkan informasi antara motherboard dari dan ke modul  memory. Konektor ini biasa terbuat dari tembaga ataupun emas. Emas  memiliki nilai konduktivitas yang lebih baik. Namun konsekuensinya,  dengan harga yang lebih mahal. Sebaiknya pilihan modul memory  disesuaikan dengan bahan konektor yang digunakan pada slot memory  motherboard. Dua logam yang berbeda, ditambah dengan aliran listrik saat  PC bekerja lebih memungkinkan terjadinya reaksi korosif.&lt;br /&gt;
Pada contact point, yang terdiri dari ratusan titik, dipisahkan  dengan lekukan khusus. Biasa disebut sebagai notch. Fungsi utamanya,  untuk mencegah kesalahan pemasangan jenis modul memory pada slot DIMM  yang tersedia di motherboard. Sebagai contoh, modul DDR memiliki notch  berjarak 73 mm dari salah satu ujung PCB (bagian depan). Sedangkan DDR2  memiliki notch pada jarak 71 mm dari ujung PCB. Untuk SDRAM, lebih  gampang dibedakan, dengan adanya 2 notch pada contact point-nya.&lt;br /&gt;
&lt;strong&gt;DRAM (Dynamic Random Access Memory)&lt;/strong&gt;&lt;br /&gt;
Komponen-komponen berbentuk kotak-kotak hitam yang terpasang pada PCB  modul memory inilah yang disebut DRAM. Disebut dynamic, karena hanya  menampung data dalam periode waktu yang singkat dan harus di-refresh  secara periodik. Sedangkan jenis dan bentuk dari DRAM atau memory chip  ini sendiri cukup beragam.&lt;br /&gt;
&lt;strong&gt;Chip Packaging&lt;/strong&gt;&lt;br /&gt;
Atau dalam bahasa Indonesia adalah kemasan chip. Merupakan lapisan luar  pembentuk fisik dari masing-masing memory chip. Paling sering digunakan,  khususnya pada modul memory DDR adalah TSOP (Thin Small Outline  Package). Pada RDRAM dan DDR2 menggunakan CSP (Chip Scale Package).  Beberapa chip untuk modul memory terdahulu menggunakan DIP (Dual In-Line  Package) dan SOJ (Small Outline J-lead).&lt;br /&gt;
&lt;strong&gt;DIP (Dual In-Line Package)&lt;/strong&gt;&lt;br /&gt;
Chip memory jenis ini digunakan saat memory terinstal langsung pada PCB  motherboard. DIP termasuk dalam kategori komponen through-hole, yang  dapat terpasang pada PCB melalui lubang-lubang yang tersedia untuk  kaki/pinnya. Jenis chip DRAM ini dapat terpasang dengan disolder ataupun  dengan socket. SOJ (Small Outline J-Lead) Chip DRAM jenis SOJ, disebut  demikan karena bentuk pin yang dimilikinya berbentuk seperti huruh “J”.  SOJ termasuk dalam komponen surfacemount, artinya komponen ini dipasang  pada sisi pemukaan pada PCB.&lt;br /&gt;
&lt;strong&gt;TSOP (Thin Small Outline Package)&lt;/strong&gt;&lt;br /&gt;
Termasuk dalam komponen surfacemount. Namanya sesuai dengan bentuk dan  ukuran fisiknya yang lebih tipis dan kecil dibanding bentuk SOJ.&lt;br /&gt;
&lt;strong&gt;CSP (Chip Scale Package)&lt;/strong&gt;&lt;br /&gt;
Jika pada DIP, SOJ dan TSOP menggunakan kaki/pin untuk menghubungkannya  dengan board, CSP tidak lagi menggunakan PIN. Koneksinya menggunakan BGA  (Ball Grid Array) yang terdapat pada bagian bawah komponen. Komponen  chip DRAM ini mulai digunakan pada RDRAM (Rambus DRAM) dan DDR.&lt;br /&gt;
&lt;strong&gt;Sejarah perkembangan RAM&lt;/strong&gt;&lt;strong&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;1. R A M&lt;/strong&gt;&lt;strong&gt; &lt;/strong&gt;&lt;br /&gt;
RAM yang merupakan singkatan dari Random Access Memory ditemukan oleh  Robert Dennard dan diproduksi secara besar – besaran oleh Intel pada  tahun 1968, jauh sebelum PC ditemukan oleh IBM pada tahun 1981. Dari  sini lah perkembangan RAM bermula. Pada awal diciptakannya, RAM  membutuhkan tegangan 5.0 volt untuk dapat berjalan pada frekuensi  4,77MHz, dengan waktu akses memori (access time) sekitar 200ns (1ns =  10-9 detik).&lt;br /&gt;
&lt;strong&gt;&lt;img alt=&quot;&quot; class=&quot;alignleft&quot; height=&quot;159&quot; src=&quot;http://regmedia.co.uk/2007/03/02/sams_60nm_1gb_1.jpg&quot; width=&quot;231&quot; /&gt;2. D R A M&lt;/strong&gt;&lt;strong&gt; &lt;/strong&gt;&lt;br /&gt;
Pada tahun 1970, IBM menciptakan sebuah memori yang dinamakan DRAM.  DRAM sendiri merupakan singkatan dari Dynamic Random Access Memory.  Dinamakan Dynamic karena jenis memori ini pada setiap interval waktu  tertentu, selalu memperbarui keabsahan informasi atau isinya. DRAM  mempunyai frekuensi kerja yang bervariasi, yaitu antara 4,77MHz hingga  40MHz.&lt;br /&gt;
&lt;strong&gt;&lt;img alt=&quot;&quot; class=&quot;alignleft&quot; height=&quot;115&quot; src=&quot;http://home.bprasetio.or.id/scholar/evomem/dram.jpg&quot; width=&quot;224&quot; /&gt;3. FP RAM&lt;/strong&gt;&lt;strong&gt; &lt;/strong&gt;&lt;br /&gt;
Fast Page Mode DRAM atau disingkat dengan FPM DRAM ditemukan sekitar  tahun 1987. Sejak pertama kali diluncurkan, memori jenis ini langsung  mendominasi pemasaran memori, dan orang sering kali menyebut memori  jenis ini “DRAM” saja, tanpa menyebut nama FPM. Memori jenis ini bekerja  layaknya sebuah indeks atau daftar isi. Arti Page itu sendiri merupakan  bagian dari memori yang terdapat pada sebuah row address. Ketika sistem  membutuhkan isi suatu alamat memori, FPM tinggal mengambil informasi  mengenainya berdasarkan indeks yang telah dimiliki. FPM memungkinkan  transfer data yang lebih cepat pada baris (row) yang sama dari jenis  memori sebelumnya. FPM bekerja pada rentang frekuensi 16MHz hingga 66MHz  dengan access time sekitar 50ns. Selain itu FPM mampu mengolah transfer  data (bandwidth) sebesar 188,71 Mega Bytes (MB) per detiknya.&lt;br /&gt;
Memori FPM ini mulai banyak digunakan pada sistem berbasis Intel 286, 386 serta sedikit 486.&lt;br /&gt;
&lt;strong&gt;&lt;img alt=&quot;&quot; class=&quot;alignleft&quot; height=&quot;222&quot; src=&quot;http://ecx.images-amazon.com/images/I/41SA0XSKKBL._SL500_AA280_.jpg&quot; width=&quot;222&quot; /&gt;4. EDO RAM&lt;/strong&gt;&lt;strong&gt; &lt;/strong&gt;&lt;br /&gt;
Pada tahun 1995, diciptakanlah memori jenis Extended Data Output  Dynamic Random Access Memory (EDO DRAM) yang merupakan penyempurnaan  dari FPM. Memori EDO dapat mempersingkat read cycle-nya sehingga dapat  meningkatkan kinerjanya sekitar 20 persen. EDO mempunyai access time  yang cukup bervariasi, yaitu sekitar 70ns hingga 50ns dan bekerja pada  frekuensi 33MHz hingga 75MHz. Walaupun EDO merupakan penyempurnaan dari  FPM, namun keduanya tidak dapat dipasang secara bersamaan, karena adanya  perbedaan kemampuan.&lt;br /&gt;
Memori EDO DRAM banyak digunakan pada sistem berbasis Intel 486 dan kompatibelnya serta Pentium generasi awal.&lt;br /&gt;
&lt;strong&gt;&lt;img alt=&quot;&quot; class=&quot;alignleft&quot; height=&quot;227&quot; src=&quot;http://www.upgradecomputermemory.com/images/products/large/64mb-pc66-sdram-memory-p-n-am20510-am20510.jpg&quot; width=&quot;227&quot; /&gt;5. SDRAM PC66&lt;/strong&gt;&lt;strong&gt; &lt;/strong&gt;&lt;br /&gt;
Pada peralihan tahun 1996 – 1997, Kingston menciptakan sebuah modul  memori dimana dapat bekerja pada kecepatan (frekuensi) bus yang sama /  sinkron dengan frekuensi yang bekerja pada prosessor. Itulah sebabnya  mengapa Kingston menamakan memori jenis ini sebagai Synchronous Dynamic  Random Access Memory (SDRAM). SDRAM ini kemudian lebih dikenal sebagai  PC66 karena bekerja pada frekuensi bus 66MHz. Berbeda dengan jenis  memori sebelumnya yang membutuhkan tegangan kerja yang lumayan tinggi,  SDRAM hanya membutuhkan tegangan sebesar 3,3 volt dan mempunyai access  time sebesar 10ns.&lt;br /&gt;
Dengan kemampuannya yang terbaik saat itu dan telah diproduksi secara  masal, bukan hanya oleh Kingston saja, maka dengan cepat memori PC66  ini menjadi standar memori saat itu. Sistem berbasis prosessor Soket 7  seperti Intel Pentium klasik (P75 – P266MMX) maupun kompatibelnya dari  AMD, WinChip, IDT, dan sebagainya dapat bekerja sangat cepat dengan  menggunakan memori PC66 ini. Bahkan Intel Celeron II generasi awal pun  masih menggunakan sistem memori SDRAM PC66.&lt;br /&gt;
&lt;strong&gt; &lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;&lt;img alt=&quot;&quot; class=&quot;alignleft&quot; height=&quot;224&quot; src=&quot;http://www.upgradecomputermemory.com/images/products/large/1gb-pc100-ecc-sdram-memory-p-n-am21470-am21470.jpg&quot; width=&quot;233&quot; /&gt;6. SDRAM PC100&lt;/strong&gt;&lt;br /&gt;
Selang kurun waktu setahun setelah PC66 diproduksi dan digunakan  secara masal, Intel membuat standar baru jenis memori yang merupakan  pengembangan dari memori PC66. Standar baru ini diciptakan oleh Intel  untuk mengimbangi sistem chipset i440BX dengan sistem Slot 1 yang juga  diciptakan Intel. Chipset ini didesain untuk dapat bekerja pada  frekuensi bus sebesar 100MHz. Chipset ini sekaligus dikembangkan oleh  Intel untuk dipasangkan dengan prosessor terbaru Intel Pentium II yang  bekerja pada bus 100MHz. Karena bus sistem bekerja pada frekuensi 100MHz  sementara Intel tetap menginginkan untuk menggunakan sistem memori  SDRAM, maka dikembangkanlah memori SDRAM yang dapat bekerja pada  frekuensi bus 100MHz. Seperti pendahulunya PC66, memori SDRAM ini  kemudian dikenal dengan sebutan PC100.&lt;br /&gt;
Dengan menggunakan tegangan kerja sebesar 3,3 volt, memori PC100  mempunyai access time sebesar 8ns, lebih singkat dari PC66. Selain itu  memori PC100 mampu mengalirkan data sebesar 800MB per detiknya.&lt;br /&gt;
Hampir sama dengan pendahulunya, memori PC100 telah membawa perubahan  dalam sistem komputer. Tidak hanya prosessor berbasis Slot 1 saja yang  menggunakan memori PC100, sistem berbasis Soket 7 pun diperbarui untuk  dapat menggunakan memori PC100. Maka muncullah apa yang disebut dengan  sistem Super Soket 7. Contoh prosessor yang menggunakan soket Super7  adalah AMD K6-2, Intel Pentium II generasi akhir, dan Intel Pentium II  generasi awal dan Intel Celeron II generasi awal.&lt;br /&gt;
&lt;strong&gt;&lt;img alt=&quot;&quot; class=&quot;alignleft&quot; height=&quot;73&quot; src=&quot;http://home.bprasetio.or.id/scholar/evomem/drdram.jpg&quot; width=&quot;263&quot; /&gt;&lt;/strong&gt;&lt;strong&gt; &lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt; &lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;8. DR DRAM&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;&lt;/strong&gt;Pada tahun 1999, Rambus menciptakan sebuah sistem  memori dengan arsitektur baru dan revolusioner, berbeda sama sekali  dengan arsitektur memori SDRAM.Oleh Rambus, memori ini dinamakan Direct  Rambus Dynamic Random Access Memory. Dengan hanya menggunakan tegangan  sebesar 2,5 volt, RDRAM yang bekerja pada sistem bus 800MHz melalui  sistem bus yang disebut dengan Direct Rambus Channel, mampu mengalirkan  data sebesar 1,6GB per detiknya! (1GB = 1000MHz). Sayangnya kecanggihan  DRDRAM tidak dapat dimanfaatkan oleh sistem chipset dan prosessor pada  kala itu sehingga memori ini kurang mendapat dukungan dari berbagai  pihak. Satu lagi yang membuat memori ini kurang diminati adalah karena  harganya yang sangat mahal.&lt;br /&gt;
&lt;strong&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;&lt;img alt=&quot;&quot; class=&quot;alignleft&quot; height=&quot;254&quot; src=&quot;http://www.pc-memory-upgrade.co.uk/prod-images/sam-pc800-large.jpg&quot; width=&quot;254&quot; /&gt;9. RDRAM PC800&lt;/strong&gt;&lt;strong&gt; &lt;/strong&gt;&lt;br /&gt;
Masih dalam tahun yang sama, Rambus juga mengembangkan sebuah jenis  memori lainnya dengan kemampuan yang sama dengan DRDRAM. Perbedaannya  hanya terletak pada tegangan kerja yang dibutuhkan. Jika DRDRAM  membutuhkan tegangan sebesar 2,5 volt, maka RDRAM PC800 bekerja pada  tegangan 3,3 volt. Nasib memori RDRAM ini hampir sama dengan DRDRAM,  kurang diminati, jika tidak dimanfaatkan oleh Intel.&lt;br /&gt;
Intel yang telah berhasil menciptakan sebuah prosessor berkecepatan  sangat tinggi membutuhkan sebuah sistem memori yang mampu mengimbanginya  dan bekerja sama dengan baik. Memori jenis SDRAM sudah tidak sepadan  lagi. Intel membutuhkan yang lebih dari itu. Dengan dipasangkannya Intel  Pentium4, nama RDRAM melambung tinggi, dan semakin lama harganya  semakin turun.&lt;br /&gt;
&lt;strong&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;&lt;img alt=&quot;&quot; class=&quot;alignleft&quot; height=&quot;192&quot; src=&quot;http://www.techexcess.net/images/products/900/928_big.jpg&quot; width=&quot;255&quot; /&gt;10. SDRAM PC133&lt;/strong&gt;&lt;strong&gt; &lt;/strong&gt;&lt;br /&gt;
Selain dikembangkannya memori RDRAM PC800 pada tahun 1999, memori  SDRAM belumlah ditinggalkan begitu saja, bahkan oleh Viking, malah  semakin ditingkatkan kemampuannya. Sesuai dengan namanya, memori SDRAM  PC133 ini bekerja pada bus berfrekuensi 133MHz dengan access time  sebesar 7,5ns dan mampu mengalirkan data sebesar 1,06GB per detiknya.  Walaupun PC133 dikembangkan untuk bekerja pada frekuensi bus 133MHz,  namun memori ini juga mampu berjalan pada frekuensi bus 100MHz walaupun  tidak sebaik kemampuan yang dimiliki oleh PC100 pada frekuensi tersebut.&lt;br /&gt;
&lt;strong&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;&lt;img alt=&quot;&quot; class=&quot;alignleft&quot; height=&quot;160&quot; src=&quot;http://www.shopbot.ca/i-ca/2007/7/113750645_small.jpg&quot; width=&quot;160&quot; /&gt;11. SDRAM PC150&lt;/strong&gt;&lt;strong&gt; &lt;/strong&gt;&lt;br /&gt;
Perkembangan memori SDRAM semakin menjadi – jadi setelah Mushkin,  pada tahun 2000 berhasil mengembangkan chip memori yang mampu bekerja  pada frekuensi bus 150MHz, walaupun sebenarnya belum ada standar resmi  mengenai frekunsi bus sistem atau chipset sebesar ini. Masih dengan  tegangan kerja sebesar 3,3 volt, memori PC150 mempunyai access time  sebesar 7ns dan mampu mengalirkan data sebesar 1,28GB per detiknya.&lt;br /&gt;
Memori ini sengaja diciptakan untuk keperluan overclocker, namun  pengguna aplikasi game dan grafis 3 dimensi, desktop publishing, serta  komputer server dapat mengambil keuntungan dengan adanya memori PC150.&lt;br /&gt;
&lt;strong&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;&lt;img alt=&quot;&quot; class=&quot;alignleft&quot; height=&quot;187&quot; src=&quot;http://educations.newegg.com/category/147/buy/image03.jpg&quot; width=&quot;250&quot; /&gt;12. DDR SDRAM&lt;/strong&gt;&lt;strong&gt; &lt;/strong&gt;&lt;br /&gt;
Masih di tahun 2000, Crucial berhasil mengembangkan kemampuan memori  SDRAM menjadi dua kali lipat. Jika pada SDRAM biasa hanya mampu  menjalankan instruksi sekali setiap satu clock cycle frekuensi bus, maka  DDR SDRAM mampu menjalankan dua instruksi dalam waktu yang sama. Teknik  yang digunakan adalah dengan menggunakan secara penuh satu gelombang  frekuensi. Jika pada SDRAM biasa hanya melakukan instruksi pada  gelombang positif saja, maka DDR SDRAM menjalankan instruksi baik pada  gelombang positif maupun gelombang negatif. Oleh karena dari itu memori  ini dinamakan DDR SDRAM yang merupakan kependekan dari Double Data Rate  Synchronous Dynamic Random Access Memory.&lt;br /&gt;
Dengan memori DDR SDRAM, sistem bus dengan frekuensi sebesar 100 –  133 MHz akan bekerja secara efektif pada frekuensi 200 – 266 MHz. DDR  SDRAM pertama kali digunakan pada kartu grafis AGP berkecepatan ultra.  Sedangkan penggunaan pada prosessor, AMD ThunderBird lah yang pertama  kali memanfaatkannya.&lt;br /&gt;
&lt;strong&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;&lt;img alt=&quot;&quot; class=&quot;alignleft&quot; height=&quot;244&quot; src=&quot;http://www.pc-memory-upgrade.co.uk/prod-images/infineon-pc2100-ecc.jpg&quot; width=&quot;258&quot; /&gt;13. DDR RAM&lt;/strong&gt;&lt;br /&gt;
Pada 1999 dua perusahaan besar microprocessor INTEL dan AMD bersaing  ketat dalam meningkatkan kecepatan clock pada CPU. Namun menemui  hambatan, karena ketika meningkatkan memory bus ke 133 Mhz kebutuhan  Memory (RAM) akan lebih besar. Dan untuk menyelesaikan masalah ini maka  dibuatlah DDR RAM (double data rate transfer) yang awalnya dipakai pada  kartu grafis, karena sekarang anda bisa menggunakan hanya 32 MB untuk  mendapatkan kemampuan 64 MB. AMD adalah perusahaan pertama yang  menggunakan DDR RAM pada motherboardnya.&lt;br /&gt;
Perbedaan DDR2 dengan DDR&lt;br /&gt;
&lt;strong&gt; &lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt; &lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;&lt;img alt=&quot;&quot; class=&quot;alignleft&quot; height=&quot;205&quot; src=&quot;http://www.tech2.com/media/images/2007/Aug/img_15241_ktc_ddr2_667_angle_450x360.jpg&quot; width=&quot;274&quot; /&gt;14. DDR2 RAM&lt;/strong&gt;&lt;br /&gt;
Ketika memori jenis DDR (Double Data Rate) dirasakan mulai melambat  dengan semakin cepatnya kinerja prosesor dan prosesor grafik, kehadiran  memori DDR2 merupakan kemajuan logis dalam teknologi memori mengacu pada  penambahan kecepatan serta antisipasi semakin lebarnya jalur akses  segitiga prosesor, memori, dan antarmuka grafik (graphic card) yang  hadir dengan kecepatan komputasi yang berlipat ganda.&lt;br /&gt;
Perbedaan pokok antara DDR dan DDR2 adalah pada kecepatan data serta  peningkatan latency mencapai dua kali lipat. Perubahan ini memang  dimaksudkan untuk menghasilkan kecepatan secara maksimum dalam sebuah  lingkungan komputasi yang semakin cepat, baik di sisi prosesor maupun  grafik.&lt;br /&gt;
Selain itu, kebutuhan voltase DDR2 juga menurun. Kalau pada DDR  kebutuhan voltase tercatat 2,5 Volt, pada DDR2 kebutuhan ini hanya  mencapai 1,8 Volt. Artinya, kemajuan teknologi pada DDR2 ini membutuhkan  tenaga listrik yang lebih sedikit untuk menulis dan membaca pada  memori.&lt;br /&gt;
Teknologi DDR2 sendiri lebih dulu&amp;nbsp; digunakan pada beberapa perangkat  antarmuka grafik, dan baru pada akhirnya diperkenalkan penggunaannya  pada teknologi RAM. Dan teknologi DDR2 ini tidak kompatibel dengan  memori DDR sehingga penggunaannya pun hanya bisa dilakukan pada komputer  yang memang mendukung DDR2.&lt;br /&gt;
&lt;strong&gt;&lt;img alt=&quot;&quot; class=&quot;alignleft&quot; height=&quot;203&quot; src=&quot;http://images.techtree.com/ttimages/story/81286_ocz_ddr3_scrn.jpg&quot; width=&quot;262&quot; /&gt;15. DDR3 RAM&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt; &lt;/strong&gt;&lt;br /&gt;
RAM DDR3 ini memiliki kebutuhan daya yang berkurang sekitar 16%  dibandingkan dengan DDR2. Hal tersebut disebabkan karena DDR3 sudah  menggunakan teknologi 90 nm sehingga konsusmsi daya yang diperlukan  hanya 1.5v, lebih sedikit jika dibandingkan dengan DDR2 1.8v dan DDR  2.5v. Secara teori, kecepatan yang dimiliki oleh RAM ini memang cukup  memukau. Ia mampu mentransfer data dengan clock efektif sebesar 800-1600  MHz. Pada clock 400-800 MHz, jauh lebih tinggi dibandingkan DDR2  sebesar 400-1066 MHz (200- 533 MHz) dan DDR sebesar 200-600 MHz (100-300  MHz). Prototipe dari DDR3 yang memiliki 240 pin. Ini sebenarnya sudah  diperkenalkan sejak lama pada awal tahun 2005. Namun, produknya sendiri  benar-benar muncul pada pertengahan tahun 2007 bersamaan dengan  motherboard yang menggunakan chipset Intel P35 Bearlake dan pada  motherboard tersebut sudah mendukung slot DIMM&lt;strong&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt; &lt;/strong&gt;&lt;br /&gt;
&lt;div align=&quot;center&quot;&gt;&lt;strong&gt; &lt;/strong&gt;&lt;/div&gt;&lt;strong&gt; &lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt; &lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;EVOLUSI MODUL&lt;/strong&gt;&lt;strong&gt; &lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt; &lt;/strong&gt;&lt;br /&gt;
Selain mengalami perkembangan pada sisi kemampuan, teknik pengolahan  modul memori juga dikembangkan. Dari yang sederhana yaitu SIMM sampai  RIMM. Berikut penjelasan singkatnya.&lt;br /&gt;
&lt;strong&gt;1. S I M M&lt;/strong&gt;&lt;strong&gt; &lt;/strong&gt;&lt;br /&gt;
Kependekan dari Single In-Line Memory Module, artinya modul atau chip  memori ditempelkan pada salah satu sisi sirkuit PCB. Memori jenis ini  hanya mempunyai jumlah kaki (pin) sebanyak 30 dan 72 buah.&lt;br /&gt;
SIMM 30 pin berupa FPM DRAM, banyak digunakan pada sistem berbasis  prosessor 386 generasi akhir dan 486 generasi awal. SIM 30 pin  berkapasitas 1MB, 4MB dan 16MB.&lt;br /&gt;
Sedangkan SIMM 70 pin dapat berupa FPM DRAM maupun EDO DRAM yang  digunakan bersama prosessor 486 generasi akhir dan Pentium. SIMM 70 pin  diproduksi pada kapasitas 4MB, 8MB, 16MB, 32MB, 64MB dan 128MB.&lt;br /&gt;
&lt;strong&gt;2. D I M M&lt;/strong&gt;&lt;strong&gt; &lt;/strong&gt;&lt;br /&gt;
Kependekan dari Dual In-Line Memory Module, artinya modul atau chip  memori ditempelkan pada kedua sisi PCB, saling berbalikan. Memori DIMM  diproduksi dalam 2 bentuk yang berbeda, yaitu dengan jumlah kaki 168 dan  184.&lt;br /&gt;
DIMM 168 pin dapat berupa Fast-Page, EDO dan ECC SDRAM, dengan  kapasitas mulai dari 8MB, 16MB, 32MB, 64MB dan 128MB. Sementara DIM 184  pin berupa DDR SDRAM.&lt;br /&gt;
&lt;strong&gt;3. SODIMM&lt;/strong&gt;&lt;strong&gt; &lt;/strong&gt;&lt;br /&gt;
Kependekan dari Small outline Dual In-Line Memory Module. Memori ini  pada dasarnya sama dengan DIMM, namun berbeda dalam penggunaannya. Jika  DIMM digunakan pada PC, maka SO DIMM digunakan pada laptop / notebook.&lt;br /&gt;
SODIMM diproduksi dalam dua jenis,jenis pertama mempunyai jumlah kakai sebanyak 72, dan satunya berjumlah 144 buah&lt;br /&gt;
&lt;strong&gt;4. RIMM / SORIMM&lt;/strong&gt;&lt;strong&gt; &lt;/strong&gt;&lt;br /&gt;
RIMM dan SORIMM merupakan jenis memori yang dibuat oleh Rambus. RIMM  pada dasarnya sama dengan DIMM dan SORIMM mirip dengan SODIMM.&lt;br /&gt;
Karena menggunakan teknologi dari Rambus yang terkenal mengutamakan  kecepata, memori ini jadi cepat panas sehingga pihak Rambus perlu  menambahkan aluminium untuk membantu melepas panas yang dihasilkan oleh  memori ini.&lt;br /&gt;
&lt;strong&gt;KESIMPULAN&lt;/strong&gt;&lt;br /&gt;
Jika dicermati, perkembangan memori mengarah pada peningkatan  kemampuan memori dalam mengalirkan data baik dari dan ke prosessor  maupun perangkat lain. Baik itu peningkatan access time maupun lebar  bandwidth memori.&lt;br /&gt;
Selain itu, peningkatan kapasitas memori juga berkembang. Jika dulu,  dengan sistem 8088, memori 1MB dalam satu keping memori sudah sangat  mencukupi, kini bahkan beberapa perusahaan membuat kapasitas memori  sebesar 2GB dalam satu kepingnya!</content><link rel='replies' type='application/atom+xml' href='http://daltoncoy.blogspot.com/feeds/448627783129232604/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://daltoncoy.blogspot.com/2011/12/sejarah-ram-random-access-memory.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/448627783129232604'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/448627783129232604'/><link rel='alternate' type='text/html' href='http://daltoncoy.blogspot.com/2011/12/sejarah-ram-random-access-memory.html' title='Sejarah RAM (Random Access Memory)'/><author><name>Dalton_Coy</name><uri>http://www.blogger.com/profile/08015234856842558424</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJL1Vq1U5n-nl-dHAY5qmHY_UnC0lqN2jd_dlPru7En7MtxFgS9ZAeKFbgIpXnHqE0ILbynNdlPcySWGiyPHH84V5qQI3OZD0ya47clOh3TUt4vbCUuTx-MWd3qMa0HLQ/s220/205059_201517953222493_100000928693699_523149_6521700_n.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2340265078483595850.post-86240786065755123</id><published>2011-12-14T20:01:00.000-08:00</published><updated>2011-12-14T20:01:24.394-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Sejarah"/><title type='text'>Sejarah Harddisk</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;Harddisk Drive atau yang sering dsebut sebagai ‘ harddisk saja ‘ merupakan salah satu komponen terpenting dalam komputer. Harddisk Drive  mempunyai nama lain yang secara umum disebut recording media yang  berfungsi untuk menyimpan data ( informasi ). Banyak dari kita yang  menggunakan harddisk, tetapi mungkin sedikit sekali orang yang  mengetahui asal usul dari Harddisk Drive. Oleh karena itu dalam forum ini saya mencoba untuk membahas asal usul dari Harddisk terlebih dahulu.&lt;/div&gt;&lt;a href=&quot;&quot; name=&quot;more&quot;&gt;&lt;/a&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;Harddisk Drive pertama kali dibuat dan diproduksi oleh perusahaan IBM pada tahun 1956 yang kemudian disebut sebagai HDD Generasi pertama. HDD pertama ini ditemukan dan diciptakan oleh Reynold Johnson. HDD  ini berlabel RAMAC 305 yang mempunyai kapasitas 5 Mega Bits atau  5.000.000 bits dan berukuran 24 INCH dan menggunakkan single head dalam  pengaksessaanya.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Pada tahun 1961 IBM menciptakan  HDD dengan menggunakkan head yang terpisah dalam setiap komponen  datanya. Yang disebut juga Disk Storage Unit Control System Meganical  International System. Dan HDD pertama yang dapat removable ( dapat  dicopot atau dipasang lagi ) adalah IBM 1311, yang menggunakan IBM 1316  untuk menyimpan 2 juta karakter.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Di tahun 1973, IBM mengenalkan  IBM 3340, yang merupakkan HDD pertama yang menggunakan sistem disk “  Whincester “, yang pertama menggunakan sealed head/disk assembly ( HDA  ). Teknologi ini didesign oleh Kenneth Haughton.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Sebelum tahun 1980-an,  kebanyakkan HDD berurukuran 8 INCH atau 14 INCH, sehingga membutuhkan  banyak tempat untuk menyimpan HDD tersebut. Sampai pada tahun 1980,  ketika Seagate teknologi mengenalakan ST-506 yang merupakan HDD pertama  yang berukuran 5,25 inch dengan kapasitas 5 megabites.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Dan sekarang ini bahkan, HDD  sudah mencapai capasita Terrabites dalam ukuran 3,5 inch, untuk itu  dibawah ini saya menyediakan timeline yang saya dapat dari suatu web  tentang perkembangan HDD sampai saat ini.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;1950s&lt;/b&gt;&lt;/div&gt;&lt;ul&gt;&lt;li&gt;1956 - first commercial hard disk, the IBM 350 RAMAC disk drive, 5 megabyte.&lt;/li&gt;
&lt;/ul&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;1960s&lt;/b&gt;&lt;/div&gt;&lt;ul&gt;&lt;li&gt;&lt;b&gt;NA &lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;1970s&lt;/b&gt;&lt;/div&gt;&lt;ul&gt;&lt;li&gt;1973 - The IBM 3340 storage system held 1.7 MB per square inch&lt;/li&gt;
&lt;/ul&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;1980s&lt;/b&gt; &lt;/div&gt;&lt;ul&gt;&lt;li&gt;1980 - first 5.25-inch Winchester drive, the Shugart ST-506, 5 megabyte (CS)&lt;/li&gt;
&lt;li&gt;1982 - Hitachi 1.2 GB H-8598 consisted of 10 14-inch platters and two read-write heads&lt;/li&gt;
&lt;li&gt;1986 - Standardization of SCSI&lt;/li&gt;
&lt;li&gt;1989 - Jimmy Zhu and H. Neal Bertram from UCSD proposed exchange  decoupled granular microstructure for thin film disk storage media,  still used today.&lt;/li&gt;
&lt;/ul&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;1990s &lt;/b&gt;&lt;/div&gt;&lt;ul&gt;&lt;li&gt;1990 - MR Technology introduced (=MagnetoResistive read sensor).&lt;/li&gt;
&lt;li&gt;1991 - 2.5-inch 100 megabyte hard drive&lt;/li&gt;
&lt;li&gt;1991 - PRML Technology (Digital Read Channel with &#39;Partial Response Maximum Likelihood&#39; algorithm)&lt;/li&gt;
&lt;li&gt;1993 - Micropolis 650MB SCSI 5.25&quot; HDD&lt;/li&gt;
&lt;li&gt;1994 - IBM introduces Laser Textured Landing Zones (LZT)&lt;/li&gt;
&lt;li&gt;1995 - 2 gigabyte hard drive&lt;/li&gt;
&lt;li&gt;1996 - IBM introduces GMR (Giant MR) Technology for read sensors&lt;/li&gt;
&lt;li&gt;1997 - 10 gigabyte hard drive; Load/Unload Technology introduced in laptop HDDs&lt;/li&gt;
&lt;li&gt;1998 - UltraDMA/33 and ATAPI standardized&lt;/li&gt;
&lt;li&gt;1999 - IBM releases the Microdrive in 170 MB and 340 MB capacities&lt;/li&gt;
&lt;/ul&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;2000s &lt;/b&gt;&lt;/div&gt;&lt;ul&gt;&lt;li&gt;2002 - 137 GB addressing space barrier broken&lt;/li&gt;
&lt;li&gt;2003 - Serial ATA introduced&lt;/li&gt;
&lt;li&gt;2005 - First 500 GB hard drive shipping (Hitachi GST)&lt;/li&gt;
&lt;li&gt;2005 - Serial ATA 3G standardized&lt;/li&gt;
&lt;li&gt;2005 - Seagate introduces Tunnel MagnetoResistive Read Sensor (TMR) and Thermal Spacing Control&lt;/li&gt;
&lt;li&gt;2005 - Introduction of faster SAS (Serial Attached SCSI)&lt;/li&gt;
&lt;li&gt;2005 - Perpendicular recording introduced in consumer HDDs (Toshiba)&lt;/li&gt;
&lt;li&gt;2006 - First 750 GB hard drive (Seagate)&lt;/li&gt;
&lt;li&gt;2006 - First 200 GB 2.5&quot; Hard Drive utilizing Perpendicular recording (Toshiba)&lt;/li&gt;
&lt;li&gt;2006 - Seagate announces research into nanotube-lubricated HDDs with  capacities of several terabits per square inch, making possible a 7.5  Terabyte 3.5&quot; HDD&lt;/li&gt;
&lt;li&gt;2006 - Western Digital produces world&#39;s first hard disk with a transparent polycarbonate cover&lt;/li&gt;
&lt;/ul&gt;</content><link rel='replies' type='application/atom+xml' href='http://daltoncoy.blogspot.com/feeds/86240786065755123/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://daltoncoy.blogspot.com/2011/12/sejarah-harddisk.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/86240786065755123'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/86240786065755123'/><link rel='alternate' type='text/html' href='http://daltoncoy.blogspot.com/2011/12/sejarah-harddisk.html' title='Sejarah Harddisk'/><author><name>Dalton_Coy</name><uri>http://www.blogger.com/profile/08015234856842558424</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJL1Vq1U5n-nl-dHAY5qmHY_UnC0lqN2jd_dlPru7En7MtxFgS9ZAeKFbgIpXnHqE0ILbynNdlPcySWGiyPHH84V5qQI3OZD0ya47clOh3TUt4vbCUuTx-MWd3qMa0HLQ/s220/205059_201517953222493_100000928693699_523149_6521700_n.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2340265078483595850.post-5171906783837125140</id><published>2011-12-09T16:14:00.000-08:00</published><updated>2011-12-09T16:14:05.351-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Sejarah"/><title type='text'>Sejarah MotherBoard</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;390&quot; 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&quot; width=&quot;400&quot; /&gt; &lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Motehrboard adalah&amp;nbsp;papan sirkuit&amp;nbsp;tempat  berbagai komponen elektronik saling terhubung seperti  pada&amp;nbsp;PC&amp;nbsp;atau&amp;nbsp;Macintosh&amp;nbsp;dan biasa disingkat dengan kata mobo.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Pengertian lain dari Motherboard atau  dengan kata lain mainboard adalah papan utama berupa pcb yang memiliki  chip bios (program penggerak), jalur-jalur dan konektor sebagai  penghubung akses masing-masing perangkat.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Motherboard yang banyak ditemui dipasaran  saat ini adalah motherboard milik&amp;nbsp;PC&amp;nbsp;yang pertama kali dibuat dengan  dasar agar dapat sesuai dengan spesifikasi PC IBM.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span id=&quot;more-132&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Motherboard atau disebut juga dengan  Papan Induk Motherboard merupakan komponen utama dari sebuah PC, karena  pada Motherboard-lah semua komponen PC anda akan disatukan. Bentuk  motherboard seperti sebuah papan sirkuit elektronik. Motherboard  merupakan tempat berlalu lalangnya data. Motherboard menghubungkan semua  peralatan komputer dan membuatnya bekerja sama sehingga komputer  berjalan dengan lancar.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Motherboard&amp;nbsp;pertama kali dibuat pada  tahun 1977, oleh Apple untuk Apple II-nya. Sebagai informasi, dulu  komponen-komponen komputer seperti seperti CPU dan memori ditempatkan di  satu kartu tersendiri, dan dihubungkan dengan kabel-kabel. Tampilannya  sangat ruwet.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Karena sangat repot menghubungkan satu  komponen PC dengan komponen lainnya, para pengembang produk komputer  punya ide untuk membuat satu tempat khusus untuk menampung berbagai  periferal komputer. Terciptalah suatu papan&amp;nbsp;lebar yang berisis  beragam&amp;nbsp;slot sebagai tempat menyolokkan komponen-komponen PC. Papan itu  dinamai&amp;nbsp;&lt;em&gt;motherboard&lt;/em&gt;.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Pada pengembang awal dari motherboard  adalah perusahaan Micronics,&amp;nbsp;Mylex, AMI, Huppauge, Orchid Technology,  Elitegroup, dan DFI. Selain itu, masih ada beberapa  produsen&amp;nbsp;moherboard&amp;nbsp;lain dari Taiwan.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Antara tahun 1980 sampai 1990,  penggabungan beberapa fungsi periferal ke dalammoterboard&amp;nbsp;mendorong  pencitraan&amp;nbsp;motherboard&amp;nbsp;ke dalam bentuk yang&amp;nbsp;makin ekonomis. Integrasi  pertama yang dilakukan adalah dengan menggabungkan slot keybor, mouse,  dan floopy drive, serta&amp;nbsp;port&amp;nbsp;serial dan&amp;nbsp;port&amp;nbsp;paralel ke  dalam&amp;nbsp;motherboard.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Jika Anda perhatikan, hingga saat ini  standar bentuk dari&amp;nbsp;motherboard&amp;nbsp;pun masih berubah-ubah. Standar awal  yang&amp;nbsp;pertama&amp;nbsp;kali digunakan digunakan adalah PC/XT, dan dipakai IBM.  Setelah itu, muncul lagi AT (Advance Technology). Setelah AT, muncul  standar baru yang hingga kini masih digunakan, yaitu ATX (Advance  Technology Extension). Standar ATX lalu dimodifikasi menjadi Mini ATX  dan Micro ATX.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;strong&gt;Komponen pada Motherboard&lt;/strong&gt;&lt;/div&gt;&lt;ul style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;Konektor Power&lt;/li&gt;
&lt;/ul&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Konektor power adalah pin yang  menyambungkan motherboard dengan power supply di casing sebuah komputer.  Pada motherboard tipe AT, casing yang dibutuhkan adalah tipe AT juga.  Konektor power tipe AT terdiri dari dua bagian, di mana dua kabel dari  power supply akan menancap di situ. Pada tipe ATX, kabel power supply  menyatu dalam satu header yang utuh, sehingga Anda tinggal  menancapkannya di motherboard. Kabel ini terdiri dari dua kolom sesuai  dengan pin di motherboard yang terdiri atas dua larik pin juga. Ada  beberapa motherboard yang menyediakan dua tipe konektor power, AT dan  ATX. Kebanyakan motherboard terbaru sudah bertipe ATX.&lt;/div&gt;&lt;ul style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;Socket atau Slot Prosesor&lt;/li&gt;
&lt;/ul&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Terdapat beberapa tipe colokan untuk  menancapkan prosesor Anda. Model paling lama adalah ZIF ( Zero Insertion  Force) Socket 7 atau popular dengan istilah Socket 7. Socket ini  kompatibel untuk prosesor bikinan Intel, AMD, atau Cyrix. Biasanya  digunakan untuk prosesor model lama (sampai dengan generasi 233 MHz).  Ada lagi socket yang dinamakan Socket 370. Socket ini mirip dengan  Socket 7 tetapi jumlah pinnya sesuai dengan namanya, 370 biji. Socket  ini kompatibel untuk prosesor bikinan Intel. Sementara AMD menamai  sendiri socketnya dengan istilah Socket A, di mana jumlah pinnya juga  berbeda dengan socket 370. Istilah A digunakan AMD untuk menunjuk merek  prosesor Athlon. Untuk keluarga prosesor Intel Pentium II dan III, slot  yang digunakan disebut dengan Slot 1, sementara motherboard yang  menunjang prosesor AMD menggunakan Slot A untuk jenis slot yang seperti  itu.&lt;/div&gt;&lt;ul style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;North bridge controller&lt;/li&gt;
&lt;/ul&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;VIA VT8751A yang memberikan interface  prsessor dengan frekuensi 533/400MHz, yang mensupport intel  Hypertheading Tecnologi, interface system memory yang beropersi pada  266MHz, dan interface AGP 1.5V yang mendukung spesifikasi AGP 2.0  termasuk write protocol dengan kecepatan 4X.&lt;/div&gt;&lt;ul style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;Socket Memori&lt;/li&gt;
&lt;/ul&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Juga ada dua tipe socket memori yang kini  beredar di masyarakat komputer. Memang ada juga socket terbaru untuk  Rambus-DRAM tetapi sampai kini belum banyak pengguna yang memakainya.  Socket lama yang masih cukup populer adalah SIMM. Socket ini terdiri  dari 72 pin modul. Socket yang kedua memiliki 168 pin modul, yang  dirancang satu arah. Anda tidak mungkin memasangnya terbalik, karena  galur di motherboard sudah disesuaikan dengan socket memori tipe DIMM.&lt;/div&gt;&lt;ul style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;Konektor Floppy dan IDE&lt;/li&gt;
&lt;/ul&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Konektor ini menghubungkan motherboard  dengan piranti simpan computer seperti floppy disk atau harddisk.  Konektor IDE dalam sebuah motherboard biasanya terdiri dari dua, satu  adalah primary IDE dan yang lain adalah secondary IDE. Konektor Primary  IDE menghubungkan motherboard dengan primary master drive dan piranti  secondary master. Sementara, konektor secondary IDE biasanya  disambungkan dengan pirantipiranti untuk slave seperti CDROM dan  harddisk slave. Bagaimana menyambungkan pin dengan kabel? Mudah sekali.  Pita kabel IDE memiliki tanda strip merah pada salah satu sisinya. Strip  merah tersebut menandai, sisi kabel berstrip merah ditancapkan pada pin  bernomor 1 di konektornya. Bila menancap terbalik, piranti yang  terpasang tidak akan dikenali oleh komputer. Hal yang sama berlaku untuk  menyambungkan kabel floppy dengan pin di motherboard.&lt;/div&gt;&lt;ul style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;AGP 4X slot&lt;/li&gt;
&lt;/ul&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Slot port penyelerasi gambar ini mensupport grafik card mode 3.3V/1.5V AGP 4X untuk aplikasi grafis 3D.&lt;/div&gt;&lt;ul style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;South bridge controller&lt;/li&gt;
&lt;/ul&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Peripheral kontroler terintegrasi VIA  VT8235 yang mensupport berbagai I/O fungsi termasuk 2-channel ATA/133  bus master IDE controller, sampai 6 port USB 2.0, interface LCP super  I/O, interface AC’97 dan PCI 2.2.&lt;/div&gt;&lt;ul style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;Standby Power LED&lt;/li&gt;
&lt;/ul&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Led ini menyala jika terdapat standby  power di motherboard. LED ini bertindak sebagai reminder (pengingat)  untuk mematikan system power sebelum menghidupkan atau mematikan mesin.&lt;/div&gt;&lt;ul style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;PCI slots&lt;/li&gt;
&lt;/ul&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Pegembangan slot PCI 2.2 32-bit in9i mensopport bus master PCI cart seperti SCSI atau cart LAN dengan keluaran maksimum 133MB/s.&lt;/div&gt;&lt;ul style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;PS/2 Mouse Port&lt;/li&gt;
&lt;/ul&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Konektor hijau 6 pin ini adalah untuk mouse.&lt;/div&gt;&lt;ul style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;Port Paralel dan Serial&lt;/li&gt;
&lt;/ul&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Pada tipe AT, port serial dan paralel  tidak menyatu dalam satu motherboard tetapi disambungkan melalui kabel.  Jadi, di motherboard tersedia pin untuk menancapkan kabel. Fungsi port  paralel bermacammacam, mulai dari menyambungkan komputer dengan printer,  scanner, sampai dengan menghubungkan komputer dengan periferal tertentu  yang dirancang menggunakan koneksi port paralel. Port serial biasanya  digunakan untuk menyambungkan dengan kabel modem atau mouse. Ada juga  piranti lain yang bisa dicolokkan ke port serial. Dalam motherboard tipe  ATX, port paralel dan serial sudah terintegrasi dalam motherboard,  sehingga Anda tidak perlu menancapkan kabel-kabel yang merepotkan.&lt;/div&gt;&lt;ul style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;RJ-45 Port&lt;/li&gt;
&lt;/ul&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Port 25-pin ini menghubungkan konektor LAN melalui sebuah pusat network.&lt;/div&gt;&lt;ul style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;Line in jack&lt;/li&gt;
&lt;/ul&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Jack line in (biru muda) menghuungkan ke  tape player atau sumber audio lainnya. Pada mode 6-channel, funsi jack  ini menjadai bass/tengah.&lt;/div&gt;&lt;ul style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;Line out jack&lt;/li&gt;
&lt;/ul&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;jack line out (lime) ini menghubungkan ke headphone atau speaker. Pada mode 6-channel, funsi jack ini menjadi speaker out depan.&lt;/div&gt;&lt;ul style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;Microphone jack&lt;/li&gt;
&lt;/ul&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Jack mic (pink) ini meghubungkan ke mikrofon. Pada mode 6-channel funsi jack ini rear speaker out belakang.&lt;/div&gt;&lt;ul style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;USB 2.0 port 1 dan port 2&lt;/li&gt;
&lt;/ul&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Kedudukan port USB (universal serial bus) 4-pin ini disediakan untuk menghubungkan dengan perangkat USB 2.0.&lt;/div&gt;&lt;ul style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;USB 2.0 port 3 dan port 4&lt;/li&gt;
&lt;/ul&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Kedudukan port USB (universal serial bus) 4-pin ini disediakan untuk menghubungkan dengan perangkat USB 2.0.&lt;/div&gt;&lt;ul style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;Video Graphics Adapter Port&lt;/li&gt;
&lt;/ul&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Port 15-pin ini adalah untuk VGA monitor atau VGA perangkat lain yang kompatibel&lt;/div&gt;&lt;ul style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;Konektor keyboard&lt;/li&gt;
&lt;/ul&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Ada dua tipe konektor yang menghubungkan  motherboard dengan keyboard. Satu adalah konektor serial, sedangkan satu  lagi adalah konektor PS/2. Konektor serial atau tipe AT berbentuk  bulat, lebih besar dari yang model PS/2 punya, dengan lubang pin  sebanyak 5 buah. Sementara, konektor PS/2 memiliki lubang pin 6 buah dan  diameternya lebih kecil separuhnya dibanding model AT.&lt;/div&gt;&lt;ul style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;Baterai CMOS&lt;/li&gt;
&lt;/ul&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Baterai ini berfungsi untuk memberi  tenaga pada motherboard dalam mengenali konfigurasi yang terpasang,  ketika ia tidak/belum mendapatkan daya dari power supply.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://daltoncoy.blogspot.com/feeds/5171906783837125140/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://daltoncoy.blogspot.com/2011/12/sejarah-motherboard.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/5171906783837125140'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/5171906783837125140'/><link rel='alternate' type='text/html' href='http://daltoncoy.blogspot.com/2011/12/sejarah-motherboard.html' title='Sejarah MotherBoard'/><author><name>Dalton_Coy</name><uri>http://www.blogger.com/profile/08015234856842558424</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJL1Vq1U5n-nl-dHAY5qmHY_UnC0lqN2jd_dlPru7En7MtxFgS9ZAeKFbgIpXnHqE0ILbynNdlPcySWGiyPHH84V5qQI3OZD0ya47clOh3TUt4vbCUuTx-MWd3qMa0HLQ/s220/205059_201517953222493_100000928693699_523149_6521700_n.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2340265078483595850.post-8112405805893729628</id><published>2011-11-06T00:40:00.000-07:00</published><updated>2011-11-06T00:40:25.377-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Tutorial Blog"/><title type='text'>Ayo Pasang badge Blogger Indonesia di blog !!!</title><content type='html'>&lt;ul&gt;&lt;li&gt; &lt;h4&gt;BADGE STYLE 1 (125x125px)&lt;/h4&gt;&lt;a href=&quot;http://designerlistic.net/ayo-pasang-the-republic-of-indonesian-blogger-badge-di-widget-blogmu/&quot; target=&quot;_blank&quot; title=&quot;Indonesian Freebie Web and Graphic Designer Resources&quot;&gt;&lt;br /&gt;
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&lt;/ul&gt;</content><link rel='replies' type='application/atom+xml' href='http://daltoncoy.blogspot.com/feeds/8112405805893729628/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://daltoncoy.blogspot.com/2011/11/ayo-pasang-badge-blogger-indonesia-di.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/8112405805893729628'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/8112405805893729628'/><link rel='alternate' type='text/html' href='http://daltoncoy.blogspot.com/2011/11/ayo-pasang-badge-blogger-indonesia-di.html' title='Ayo Pasang badge Blogger Indonesia di blog !!!'/><author><name>Dalton_Coy</name><uri>http://www.blogger.com/profile/08015234856842558424</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJL1Vq1U5n-nl-dHAY5qmHY_UnC0lqN2jd_dlPru7En7MtxFgS9ZAeKFbgIpXnHqE0ILbynNdlPcySWGiyPHH84V5qQI3OZD0ya47clOh3TUt4vbCUuTx-MWd3qMa0HLQ/s220/205059_201517953222493_100000928693699_523149_6521700_n.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2340265078483595850.post-3337191518885710535</id><published>2011-11-06T00:32:00.001-07:00</published><updated>2011-11-06T00:32:35.505-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Software"/><title type='text'>Adobe Flash 11 &amp; Adobe Air 3 Terbaru telah Dirilis dengan Stage 3D</title><content type='html'>Adobe telah merilis Adobe Flash 11.0.1.152 terbaru untuk Mac  OS  X, Windows, Linux dan Solaris bersama dengan Adobe AIR versi 3 yang  merupakan  lingkungan pengembangan lintas-platform . Kedua  produk Adobe  terbaru ini membawa fitur dukungan untuk Stage 3D, sebuah nama&amp;nbsp; untuk  grafis&amp;nbsp; 2D dan&amp;nbsp; 3D hardware-accelerated yang Adobe klaim  dapat mencapai  render 1.000 kali lebih cepat kinerjanya daripada&amp;nbsp;  Flash 10 dan AIR 2.  Pembaruan ini juga menghadirkan fitur mobile terbaru untuk Android,  Blackberry OS dan – AIR – IOS.&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;aligncenter size-full wp-image-25824&quot; height=&quot;219&quot; src=&quot;http://www.beritateknologi.com/wp-content/uploads/2011/10/flash-platform-logo.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; title=&quot;flash-platform-logo&quot; width=&quot;500&quot; /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt; &lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
Flash 11 sekarang membawa dukungan 64-bit pada semua tiga platform   utama, dan menambahkan perangkat lunak pengkodean H.264/AVC untuk   kamera. Juga ada tambahan dukungan perlindungan konten untuk perangkat  mobile,yang berarti broadcaster&amp;nbsp; dapat melindungi konten tanpa  kompleksitas dari  sebuah server lisensi, dan menambahkan iklan ke dalam  program flash  streaming.&lt;br /&gt;
Update ini juga membawa sejumlah perbaikan bagi developer, termasuk  dukungan JSON  asli, G.711 kompresi audio untuk menggunakan telephony,  peningkatan dukungan bitmap resolusi tinggi dan TLS Socket Secure dan  Protected HTTP  streaming dinamis.&lt;br /&gt;
Adobe  AIR 3 sekarang menyertakan ekstensi asli untuk AIR, dukungan  captive runtime , , Android Licensing Service support, dukungan kamera  depan&amp;nbsp; untuk Android dan banyak perbaikan pengembang yang sama pada&amp;nbsp;  Flash 11, dengan penambahan akselerasi hardware Stage Video, encoding  kamera&amp;nbsp; H.264 /  AVC&amp;nbsp; , input teks native untuk perangkat mobile,  digital  surround sound untuk perangkat TV, dukungan latar belakang  audio untuk  perangkat IOS, penyimpanan terenkripsi serta 16 – dan  32-bit  kedalaman warna untuk Android.&lt;br /&gt;
Adobe AIR dapat didownload dengan ukuran file 22MB (bervariasi sesuai  OS), sedangkan update flash 11 adalah sekitar 14MB . Untuk Mac,  keduanya memerlukan Mac yang sudah berbasis Intel menjalankan OS X 10.6  atau lebih baru.</content><link rel='replies' type='application/atom+xml' href='http://daltoncoy.blogspot.com/feeds/3337191518885710535/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://daltoncoy.blogspot.com/2011/11/adobe-flash-11-adobe-air-3-terbaru.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/3337191518885710535'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/3337191518885710535'/><link rel='alternate' type='text/html' href='http://daltoncoy.blogspot.com/2011/11/adobe-flash-11-adobe-air-3-terbaru.html' title='Adobe Flash 11 &amp; Adobe Air 3 Terbaru telah Dirilis dengan Stage 3D'/><author><name>Dalton_Coy</name><uri>http://www.blogger.com/profile/08015234856842558424</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJL1Vq1U5n-nl-dHAY5qmHY_UnC0lqN2jd_dlPru7En7MtxFgS9ZAeKFbgIpXnHqE0ILbynNdlPcySWGiyPHH84V5qQI3OZD0ya47clOh3TUt4vbCUuTx-MWd3qMa0HLQ/s220/205059_201517953222493_100000928693699_523149_6521700_n.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2340265078483595850.post-3257073556112069681</id><published>2011-11-06T00:30:00.001-07:00</published><updated>2011-11-06T00:30:49.131-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Software"/><title type='text'>BlackBerry Messenger 6.0.1 Telah dirilis Memudahkan Berbagi Konten dengan BBM Versi Sebelumnya</title><content type='html'>&lt;h2 class=&quot;post-title&quot; style=&quot;font-weight: normal;&quot;&gt;&lt;a href=&quot;http://www.beritateknologi.com/wp-content/uploads/2011/10/bbm6b.jpg&quot; style=&quot;clear: left; cursor: pointer; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;aligncenter size-full wp-image-26557&quot; height=&quot;326&quot; src=&quot;http://www.beritateknologi.com/wp-content/uploads/2011/10/bbm6b.jpg&quot; title=&quot;bbm6b&quot; width=&quot;242&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Research In Motion baru saja merilis BlackBerry Messenger versi  6.0.1. Versi terbaru dari perangkat lunak pesan RIM menambahkan beberapa  fitur baru, termasuk alat pencari baru yang memungkinkan pengguna  menemukan 25 aplikasi teratas yang terhubung dengan BBM&amp;nbsp; di BlackBerry  App World&amp;nbsp; . BBM juga memungkinkan pengguna berbagi konten aplikasi  dengan kontak BBM kita terlepas dari apakah kontak memiliki aplikasi  tersebut, dan pengguna sekarang dapat mengundang&amp;nbsp; kontak BBM dari versi  BBM 5,0 dan 6,0 untuk bergabung dengan aplikasi terhubung BBM. Pembaruan  ini gratis dan tersedia dari BlackBerry App World.&lt;/span&gt; &lt;/h2&gt;</content><link rel='replies' type='application/atom+xml' href='http://daltoncoy.blogspot.com/feeds/3257073556112069681/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://daltoncoy.blogspot.com/2011/11/blackberry-messenger-601-telah-dirilis.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/3257073556112069681'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/3257073556112069681'/><link rel='alternate' type='text/html' href='http://daltoncoy.blogspot.com/2011/11/blackberry-messenger-601-telah-dirilis.html' title='BlackBerry Messenger 6.0.1 Telah dirilis Memudahkan Berbagi Konten dengan BBM Versi Sebelumnya'/><author><name>Dalton_Coy</name><uri>http://www.blogger.com/profile/08015234856842558424</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJL1Vq1U5n-nl-dHAY5qmHY_UnC0lqN2jd_dlPru7En7MtxFgS9ZAeKFbgIpXnHqE0ILbynNdlPcySWGiyPHH84V5qQI3OZD0ya47clOh3TUt4vbCUuTx-MWd3qMa0HLQ/s220/205059_201517953222493_100000928693699_523149_6521700_n.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2340265078483595850.post-1519884242180778781</id><published>2011-11-06T00:27:00.001-07:00</published><updated>2011-11-06T00:27:56.410-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Game"/><title type='text'>Review The Adventure of Tintin : The Secret of the Unicorn The Game, Petualangan yang Epik</title><content type='html'>&lt;div class=&quot;post-ratings&quot; id=&quot;post-ratings-26672&quot;&gt;&lt;span class=&quot;post-ratings-text&quot; id=&quot;ratings_26672_text&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;img alt=&quot;&quot; class=&quot;size-full wp-image-26673 aligncenter&quot; height=&quot;338&quot; src=&quot;http://www.beritateknologi.com/wp-content/uploads/2011/11/tintin10.jpg&quot; width=&quot;600&quot; /&gt;&lt;br /&gt;
Ubisoft selaku developer game The Adventure of Tintin melakukan kerja  sama dengan Peter Jackson dan Steven Spielberg untuk mengarap game yang  diadaptasi dari film animasi 3D yang akan segera rilis di bioskop pada  akhir tahun ini. Namun game yang mengunakan judul yang sama dengan judul  film tersebut telah rilis terlebihi dahulu dengan menghadirkan gameplay  klasik dan tetap mempertahankan nuasa dunia Tintin.&lt;br /&gt;
&lt;strong&gt;Story&lt;/strong&gt;&lt;br /&gt;
Cerita game ini tidak sepenuhnya bedasarkan filmnya tapi merupakan  gabungan dari kisah The secret of the Unicorn dan The Crab with the  Golden Claws, yang mengisahkan tintin seorang wartawan remaja dan  anjingnya Snowy sedang berjalan-jalan disebuah pasar yang teletak di  kota Eropa dan mereka tertarik dengan sebuah model kapal Unicorn, yang  ternyata model kapal Unicorn tersebut juga diincar oleh seseorang pria  misterius yang jahat. Tintin menemukan beberapa keanehan dan secara  tidak sengaja berhasil menemukan surat rahasia yang tersembunyi didalam  model kapal Unicorn. Selanjutnya dalam game ini, kita akan memimpin  Tintin dalam mengungkap misteri dibalik model kapal unicorn tersebut.&lt;br /&gt;
&lt;img alt=&quot;&quot; class=&quot;size-full wp-image-26674 aligncenter&quot; height=&quot;316&quot; src=&quot;http://www.beritateknologi.com/wp-content/uploads/2011/11/tintin01.jpg&quot; width=&quot;600&quot; /&gt;&lt;br /&gt;
&lt;strong&gt;Gameplay&lt;/strong&gt;&lt;br /&gt;
Game petualangan ini memiliki gameplay yang simpel. Level permainan juga  didesain dalam sudut pandang yang berbeda-beda, yakni platform semi 3  Dimensi dan sudut pandang orang ketiga dilingkungan 3 Dimensi. Dimana  karakter didalam game ini dapat memanjat dinding, melompat dan berayun  dari satu platfom ke platfom lain, berenang dan menyelam di air. Ada  juga level yang mengunakan pesawat terbang dan menembaki pesawat musuh  yang berusaha menghentikan tintin, hingga kejar-kejaran mengunakan  sepeda motor dan kita dapat membidik dan menembaki musuh-musuh yang  mengejar.&lt;br /&gt;
Beberapa level permainan juga didesain untuk membutuhkan kerjasama  antar karakter, seperti Tintin yang stuk di pintu terkunci dan  mengharuskan Snowy menelusuri lorong kecil masuk kedalam ruangan dan  membukakan pintu untuk Tintin. Ataupun Tintin dan kapten Haddock  mengaktifkan 2 tuas secara bersamaan untuk membuka pintu, dsb. Disamping  dari aksi-aksi seru diatas, game ini juga menyisipkan beberapa puzzle  yang akan mengasah otak pemain dalan menyelesaikan. Walau puzzle yang  dihadirkan tidak begitu susah dan gampang sekali untuk diselesaikan  namun cukup adiktif, seperti kita harus menyusun 3 buah surat untuk  mendapatkan kode rahasia ataupun memutar-mutar tiang layar pada model  kapal unicorn untuk membentuk logo unicorn, dan sebagainya.&lt;br /&gt;
&lt;img alt=&quot;&quot; class=&quot;size-full wp-image-26675 aligncenter&quot; height=&quot;338&quot; src=&quot;http://www.beritateknologi.com/wp-content/uploads/2011/11/tintin12.jpg&quot; width=&quot;600&quot; /&gt;&lt;br /&gt;
Dalam game ini, kita juga akan menjumpai beberapa tokoh lain yang hadir  dikomik Tintin, bahkan kita juga dapat mengontrol mereka untuk beraksi,  yakni Snowy, Kapten Haddock, Thomson dan Thompson, Castaflore. Tiap-tiap  karakter juga memiliki keahlian masing-masing, seperti Tintin yang  dapat menembakan tali pengait, Castaflore dapat melakukan double jump  dan memecahkan kaca, kapten Haddock yang dapat mendorong kotak-kotak  besar dan mendobrak dinding yang rapuh.&lt;br /&gt;
&lt;img alt=&quot;&quot; class=&quot;size-full wp-image-26676 aligncenter&quot; height=&quot;316&quot; src=&quot;http://www.beritateknologi.com/wp-content/uploads/2011/11/tintin-05.jpg&quot; width=&quot;600&quot; /&gt;&lt;br /&gt;
Mekanisme bertarung Tintin dalam game ini juga seperti di komiknya,  yakni dapat memukul dan membanting musuh dari belakang. Tintin juga  dapat melempar benda-benda seperti obor api, botol kaca, pot besar, dan  lain-lain. Saat melempar akan muncul garis untuk mengarahkan dan  membidik target yang kita incar supaya tepat mengenainya. Saat berhasil  menjatuhkan penjahat, mereka akan jatuh dan pingsan dengan kepala yang  dikelilingi bintang-bintang kecil yang berputar.&lt;br /&gt;
Digame ini kita juga akan bertemu dengan penjahat yang modelnya  kurang bervariasi dalam sebuah level permainan. Penjahat digame ini  cukup gampang dengan kepintaran AI yang sangat rendah, seperti contoh  saat kita bergumul dibelakang penjahat yang lain masih saja tidak sadar.  Namun pada akhir level permainan kita akan berhadapan Boss penjahat  yang lebih tangguh dan untuk dapat mengalahkannya kita mesti memerlukan  trik. Seperti saat menghadapi Boss penjahat Allan, kita harus  menghindari tembakan senapan dan memancing dia untuk melemparkan dinamit  pada tumpukan kembang api yang terkena ledakan akan terbakar serta  meluncurkan roket ke arah dia.&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;size-full wp-image-26677 aligncenter&quot; height=&quot;316&quot; src=&quot;http://www.beritateknologi.com/wp-content/uploads/2011/11/tintin03.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; width=&quot;600&quot; /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Add caption&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
&lt;strong&gt;Graphic&lt;/strong&gt;&lt;br /&gt;
Game ini berhasil mengkombinasikan adanya level permainan 3D dan semi 3D  dengan baik sekali serta adanya beragam warna yang cerah dan tajam  menghiasi lingkungan permainan yang terlihat berbobot. Kemudian animasi  gerakan Tintin saat berlari, melompat, dan berkelahi terlihat halus dan  luwes. Untuk model karakter Tintin dan tokoh-tokoh lain juga berhasil  dihadirkan sangat mirip dengan versi komik maupun film layar lebarnya.  Sedangkan dari segi audio, suara akting dari karakter Tintin dan kapten  Haddock juga terdengar bagus dan bervariasi.&lt;br /&gt;
&lt;strong&gt;Overall&lt;/strong&gt;&lt;br /&gt;
Walau musuh pada game ini sangat gampang dikalahkan serta puzzle yang  telalu simpel, namun desain level permainan yang adiktif dan bervariasi  membuat game petualangan ini benar-benar sangat menarik dan menyenangkan  untuk dimainkan segala umur.&lt;br /&gt;
&lt;strong&gt;The Adventure of Tintin : The Secret of the Unicorn The Game&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;Developer : Ubisoft&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;Publisher : Ubisoft&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;Genre : Adventure&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;Platform : PC, Xbox360, Playstation3&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;Score&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;Gameplay&amp;nbsp; 80&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;Graphic&amp;nbsp; 75&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;Sound&amp;nbsp; 75&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;Overall&amp;nbsp; 80&lt;/strong&gt;&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-26678&quot; height=&quot;338&quot; src=&quot;http://www.beritateknologi.com/wp-content/uploads/2011/11/tintin11.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; width=&quot;600&quot; /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Add caption&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
&lt;img alt=&quot;&quot; class=&quot;size-full wp-image-26679 aligncenter&quot; height=&quot;338&quot; src=&quot;http://www.beritateknologi.com/wp-content/uploads/2011/11/tintin14.jpg&quot; width=&quot;600&quot; /&gt;&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;size-full wp-image-26680 aligncenter&quot; height=&quot;338&quot; src=&quot;http://www.beritateknologi.com/wp-content/uploads/2011/11/tintin15.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; width=&quot;600&quot; /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt; &lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;</content><link rel='replies' type='application/atom+xml' href='http://daltoncoy.blogspot.com/feeds/1519884242180778781/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://daltoncoy.blogspot.com/2011/11/review-adventure-of-tintin-secret-of.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/1519884242180778781'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/1519884242180778781'/><link rel='alternate' type='text/html' href='http://daltoncoy.blogspot.com/2011/11/review-adventure-of-tintin-secret-of.html' title='Review The Adventure of Tintin : The Secret of the Unicorn The Game, Petualangan yang Epik'/><author><name>Dalton_Coy</name><uri>http://www.blogger.com/profile/08015234856842558424</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJL1Vq1U5n-nl-dHAY5qmHY_UnC0lqN2jd_dlPru7En7MtxFgS9ZAeKFbgIpXnHqE0ILbynNdlPcySWGiyPHH84V5qQI3OZD0ya47clOh3TUt4vbCUuTx-MWd3qMa0HLQ/s220/205059_201517953222493_100000928693699_523149_6521700_n.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2340265078483595850.post-6613591153876278404</id><published>2011-11-06T00:14:00.001-07:00</published><updated>2011-11-06T00:14:39.435-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Knowledge"/><title type='text'>Mitos Seputar Layanan Cloud Computing</title><content type='html'>&lt;div class=&quot;r p2&quot;&gt;&lt;br /&gt;
&lt;span style=&quot;position: relative; top: 5px;&quot;&gt;&lt;/span&gt;                                     &lt;/div&gt;&lt;div class=&quot;d608 l b2 b4 p4 p6 p8&quot;&gt;                                              &lt;/div&gt;&lt;div id=&quot;pt&quot; style=&quot;width: 600px;&quot;&gt;                                           &lt;img alt=&quot;detail berita&quot; src=&quot;http://i.okezone.com/content/2011/10/26/92/520538/qcYTsikoIq.jpg&quot; /&gt;                     &lt;h6&gt;Ilustrasi (Foto: Ist)&lt;/h6&gt;&lt;/div&gt;&lt;strong&gt;JAKARTA&lt;/strong&gt; - Layanan cloud computing atau  komputasi awan termasuk baru diperkenalkan di Indonesia, untuk itulah  diperlukan edukasi ke pengguna lokal, termasuk untuk mengantisipasi  kekhawatiran tentang masalah keamanan dan privasi data.&lt;br /&gt;
&lt;br /&gt;
National  Technology Officer PT Microsoft Indonesia, Tony Seno Hartono,  menjelaskan bahwa faktor keamanan dan privasi menjadi dua dari empat isu  terpenting seputar implementasi Cloud Computing di Indonesia, selain  masalah keterbatasan akses internet dan keberadaan data itu sendiri.&lt;br /&gt;
&lt;br /&gt;
“Jeleknya  pengetahuan orang tentang keamanan di Internet menghantui adopsi Cloud  Computing. Selain itu juga orang merasa lebih aman menyimpan data di  komputer sendiri daripada di cloud. Padahal kenyataannya, data di cloud  bisa jadi jauh lebih aman daripada data tersimpan di komputer sendiri,”  jelasnya, seperti dilansir melalui keterangan resminya, Rabu  (26/10/2011).&lt;br /&gt;
&lt;br /&gt;
Data bisa dipastikan lebih aman karena ada aturan  yang mengharuskan setiap penyelenggara layanan Cloud Computing untuk  patuh terhadap regulasi dan aturan yang terkait. Sebagai contoh, ISO  27002 yang merupakan standar praktik terbaik pada keamanan informasi  yang bisa juga digunakan untuk menilai tingkat keamanan di suatu  penyedia jasa layanan Cloud Computing.&lt;br /&gt;
&lt;br /&gt;
Selain kekhawatiran akan  faktor keamanan, privasi juga menjadi isu yang menjadi perhatian  Microsoft. “Era social media mengubah kebiasaan orang dalam menangani  privasi. Privasi menjadi sangat penting di Cloud Computing, karena  tingkat privasi yang diinginkan setiap orang berbeda-beda. Dengan  kemampuan privasi data, maka setiap orang bisa menentukan siapa yang  berhak mengakses atau mengubah suatu informasi berdasarkan identifikasi  digital,” paparnya.&lt;br /&gt;
&lt;br /&gt;
Keuntungan utama dari komputasi awan adalah  kita bisa menyewa kemampuan komputasi tersebut sesuai dengan kebutuhan.  Tidak ada kebutuhan bagi kita untuk membeli dan memasang komputer/server  sendiri.&lt;br /&gt;
&lt;br /&gt;
“Komputasi awan bukanlah solusi untuk semua masalah TI,  tetapi merupakan satu komponen dari satu solusi TI yang lengkap, yang  biasanya merupakan gabungan dari layanan awan ditambah dengan aplikasi  yang terpasang di server milik sendiri,” jelas Tony Seno.&lt;br /&gt;
&lt;br /&gt;
Komputasi  awan bukanlah teknologi baru, tetapi merupakan satu tahapan evolusi  komputasi yang natural melalui beberapa era. Komputasi awan merupakan  perwujudan dari demokratisasi teknologi, di mana teknologi sekarang  terjangkau untuk siapapun, karena layanan komputasi awan tersedia mulai  dari yang gratis sampai berbayar.&lt;br /&gt;
&lt;br /&gt;
“Kalau kita berlangganan  komputasi awan ibaratnya seperti kita berlangganan air bersih dari PAM  (Perusahaan Air Minum), di mana kita tidak perlu menggali sumur sendiri,  memiliki dan merawat pompa air sendiri, dan membayar listriknya. Kita  tinggal mengambil air bersih sesuai dengan kebutuhan dan membayar iuran  bulanan ke PAM,” demikian jelasnya.&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Aspek Keamanan dan Privasi Komputasi Awan&lt;/strong&gt;Sebelum  suatu perusahaan/organisasi mendapatkan keuntungan dari komputasi awan,  ada beberapa aspek yang berkaitan dengan Keamanan dan Privasi di bawah  ini yang harus diperhatikan :&lt;br /&gt;
&lt;br /&gt;
1. Manajemen Resiko dan Ketaatan,  organisasi yang mulai mengadopsi awan tetap harus bertanggung jawab  untuk aspek manajemen keamanan, resiko, dan ketaatan terhadap aturan  yang berlaku di industri terkait. Manajemen resiko dan ketaatan ini  membutuhkan tim internal yang kuat dan transparansi proses dari penyedia  jasa awan. &lt;br /&gt;
&lt;br /&gt;
Rekomendasi : penyedia jasa awan harus menggunakan  beberapa framework atau best practice seperti MOF, atau ITIL, dan  memiliki sertifikasi seperti ISO/IEC 27001:2005, dan mempublikasikan  laporan audit ke SAS 70 type II. Selain itu juga, disesuaikan dengan  ketentuan suatu negara, mungkin juga harus taat terhadap PCI atau FISMA.&lt;br /&gt;
&lt;br /&gt;
2.  Manajemen Akses dan Identitas, identitas bisa didapat melalui beberapa  penyedia jasa awan, dan harus bersifat interoperabel antar organisasi  yang berbeda, penyedia awan yang berbeda, dan berlandaskan proses yang  kuat. &lt;br /&gt;
Rekomendasi : Autentikasi yang disarankan adalah menggunakan  beberapa faktor sekaligus, seperti biometric, one time password token  (seperti token BCA), kartu ID dengan chip, dan password.&lt;br /&gt;
&lt;br /&gt;
3.  Integritas Layanan, layanan berbasis awan harus dibangun dengan landasan  keamanan yang kuat, dan proses-proses operasionalnya juga harus  diintegrasikan dengan manajemen keamanan di organisasi tersebut.  Penyedia layanan awan harus mengikuti proses yang bisa dibuktikan,  terdefinisi, dan jelas dalam mengintegrasikan keamanan dan privasi ke  dalam layanannya mulai dari titik paling awal, di setiap titik di dalam  siklus, sampai paling penghabisan. Selain itu manajemen keamanan dan  auditing harus selaras antara penyedia awan dan pelanggan.&lt;br /&gt;
&lt;br /&gt;
Rekomendasi  : Gunakan sertifikasi semacam EAL4+ (untuk evaluasi keamanan), SDL  (untuk pengembangan aplikasi), ISO/IEC 18044 (untuk incident response).&lt;br /&gt;
&lt;br /&gt;
4.  Integritas Klien, layanan awan yang digunakan di sisi klien harus  memperhatikan aspek keamanan, ketaatan, dan integritas di sisi klien.  Integritas klien bisa ditingkatkan dengan menggunakan paduan praktek  terbaik. &lt;br /&gt;
&lt;br /&gt;
Rekomendasi : Perkuat sistem desktop, pastikan  kesehatan sistem desktop, terapkan IT policy yang tepat, federasi  identitas, Network Access Protection dan sebagainya.&lt;br /&gt;
&lt;br /&gt;
5. Proteksi  Informasi, layanan awan membutuhkan proses yang andal untuk melindungi  informasi sebelum, selama, dan setelah transaksi. Manfaatkan Klasifikasi  Data untuk meningkatkan kontrol terhadap data yang siap dilepas ke  awan.</content><link rel='replies' type='application/atom+xml' href='http://daltoncoy.blogspot.com/feeds/6613591153876278404/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://daltoncoy.blogspot.com/2011/11/mitos-seputar-layanan-cloud-computing.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/6613591153876278404'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/6613591153876278404'/><link rel='alternate' type='text/html' href='http://daltoncoy.blogspot.com/2011/11/mitos-seputar-layanan-cloud-computing.html' title='Mitos Seputar Layanan Cloud Computing'/><author><name>Dalton_Coy</name><uri>http://www.blogger.com/profile/08015234856842558424</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJL1Vq1U5n-nl-dHAY5qmHY_UnC0lqN2jd_dlPru7En7MtxFgS9ZAeKFbgIpXnHqE0ILbynNdlPcySWGiyPHH84V5qQI3OZD0ya47clOh3TUt4vbCUuTx-MWd3qMa0HLQ/s220/205059_201517953222493_100000928693699_523149_6521700_n.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2340265078483595850.post-7743204005084848908</id><published>2011-11-04T22:57:00.001-07:00</published><updated>2011-11-04T22:57:45.988-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Tutorial Blog"/><title type='text'>Pasang Emotion di kotak Komentar</title><content type='html'>Hai sobat blogger... kali ini kita ketemulagi dengan article ku yang  baru. mudahan bermanfaat bagi kita semua.Sedikit Penjelasan dari saya  dulu. Dengan adanya emoticon di kotak komentar tentunya akan membuat  blog menjadi lebih hidup. Para komentator menjadi lebih bisa  mengekspresikan perasaannya melalui icon2 (emoticon).untuk memasang nya  kita harus mengotak-atik dan mengakalinya supaya bisa menampilkan  emoticon di area komentar. Gimana? kamu mau memasang emoticon ini? ikuti  langkah-langkah dibawah ini:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;&lt;strong&gt;Log in&lt;/strong&gt; ke blogger&lt;/li&gt;
&lt;li&gt;Klik &lt;strong&gt;Layout&lt;/strong&gt; (tata letak)&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Edit HTML&lt;/strong&gt;&lt;/li&gt;
&lt;li&gt;Beri tanda centang pada kotak &quot;&lt;strong&gt;expand widget template&lt;/strong&gt;&quot;&lt;/li&gt;
&lt;li&gt;Cari kode &lt;span style=&quot;color: #ff6666;&quot;&gt;&amp;lt;/body&amp;gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;Letak kan kode berikut sebelum code &lt;span style=&quot;color: #ff6666;&quot;&gt;&amp;lt;/body&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;border-bottom: #eee 1px solid; border-left: #eee 1px solid; border-right: #eee 1px solid; border-top: #eee 1px solid; height: 60px; overflow: auto; padding-bottom: 10px; padding-left: 10px; padding-right: 10px; padding-top: 10px; width: 450px;&quot;&gt;&lt;br /&gt;
&amp;lt;script src=&#39;http://kendhin.890m.com/emoticon/smile1.js&#39;&lt;br /&gt;
type=&#39;text/javascript&#39;/&amp;gt;&lt;/div&gt;&lt;/li&gt;
&lt;li&gt;Kemudian cari kode berikut &lt;span style=&quot;color: #ff6666;&quot;&gt;&amp;lt;p class=&#39;comment-footer&#39;&amp;gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;Letakkan kode dibawah ini setelah kode &lt;span style=&quot;color: #ff6666;&quot;&gt;&amp;lt;p class=&#39;comment-footer&#39;&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;border-bottom: #eee 1px solid; border-left: #eee 1px solid; border-right: #eee 1px solid; border-top: #eee 1px solid; height: 200px; overflow: auto; padding-bottom: 10px; padding-left: 10px; padding-right: 10px; padding-top: 10px; width: 450px;&quot;&gt;&lt;br /&gt;
&amp;lt;b&amp;gt;&amp;lt;img border=&#39;0&#39;&lt;br /&gt;
src=&#39;http://us.i1.yimg.com/us.yimg.com/i/mesg/emoticons7/21.gif&#39;/&amp;gt;&lt;br /&gt;
:))&lt;br /&gt;
&amp;lt;img border=&#39;0&#39;&lt;br /&gt;
src=&#39;http://us.i1.yimg.com/us.yimg.com/i/mesg/emoticons7/100.gif&#39;/&amp;gt;&lt;br /&gt;
:)]&lt;br /&gt;
&amp;lt;img border=&#39;0&#39;&lt;br /&gt;
src=&#39;http://us.i1.yimg.com/us.yimg.com/i/mesg/emoticons7/71.gif&#39;/&amp;gt;&lt;br /&gt;
;))&lt;br /&gt;
&amp;lt;img border=&#39;0&#39;&lt;br /&gt;
src=&#39;http://us.i1.yimg.com/us.yimg.com/i/mesg/emoticons7/5.gif&#39;/&amp;gt;&lt;br /&gt;
;;)&lt;br /&gt;
&amp;lt;img border=&#39;0&#39;&lt;br /&gt;
src=&#39;http://us.i1.yimg.com/us.yimg.com/i/mesg/emoticons7/4.gif&#39;/&amp;gt;&lt;br /&gt;
:D&lt;br /&gt;
&amp;lt;img border=&#39;0&#39;&lt;br /&gt;
src=&#39;http://us.i1.yimg.com/us.yimg.com/i/mesg/emoticons7/3.gif&#39;/&amp;gt;&lt;br /&gt;
;)&lt;br /&gt;
&amp;lt;img border=&#39;0&#39;&lt;br /&gt;
src=&#39;http://us.i1.yimg.com/us.yimg.com/i/mesg/emoticons7/10.gif&#39;/&amp;gt;&lt;br /&gt;
:p&lt;br /&gt;
&amp;lt;img border=&#39;0&#39;&lt;br /&gt;
src=&#39;http://us.i1.yimg.com/us.yimg.com/i/mesg/emoticons7/20.gif&#39;/&amp;gt;&lt;br /&gt;
:((&lt;br /&gt;
&amp;lt;img border=&#39;0&#39;&lt;br /&gt;
src=&#39;http://us.i1.yimg.com/us.yimg.com/i/mesg/emoticons7/1.gif&#39;/&amp;gt;&lt;br /&gt;
:)&lt;br /&gt;
&amp;lt;img border=&#39;0&#39;&lt;br /&gt;
src=&#39;http://us.i1.yimg.com/us.yimg.com/i/mesg/emoticons7/2.gif&#39;/&amp;gt;&lt;br /&gt;
:(&lt;br /&gt;
&amp;lt;img border=&#39;0&#39;&lt;br /&gt;
src=&#39;http://us.i1.yimg.com/us.yimg.com/i/mesg/emoticons7/8.gif&#39;/&amp;gt;&lt;br /&gt;
:X&lt;br /&gt;
&amp;lt;img border=&#39;0&#39;&lt;br /&gt;
src=&#39;http://us.i1.yimg.com/us.yimg.com/i/mesg/emoticons7/12.gif&#39;/&amp;gt;&lt;br /&gt;
=((&lt;br /&gt;
&amp;lt;img border=&#39;0&#39;&lt;br /&gt;
src=&#39;http://us.i1.yimg.com/us.yimg.com/i/mesg/emoticons7/13.gif&#39;/&amp;gt;&lt;br /&gt;
:-o&lt;br /&gt;
&amp;lt;img border=&#39;0&#39;&lt;br /&gt;
src=&#39;http://us.i1.yimg.com/us.yimg.com/i/mesg/emoticons7/7.gif&#39;/&amp;gt;&lt;br /&gt;
:-/&lt;br /&gt;
&amp;lt;img border=&#39;0&#39;&lt;br /&gt;
src=&#39;http://us.i1.yimg.com/us.yimg.com/i/mesg/emoticons7/11.gif&#39;/&amp;gt;&lt;br /&gt;
:-*&lt;br /&gt;
&amp;lt;img border=&#39;0&#39;&lt;br /&gt;
src=&#39;http://us.i1.yimg.com/us.yimg.com/i/mesg/emoticons7/22.gif&#39;/&amp;gt;&lt;br /&gt;
:&lt;br /&gt;
&amp;lt;img border=&#39;0&#39;&lt;br /&gt;
src=&#39;http://us.i1.yimg.com/us.yimg.com/i/mesg/emoticons7/35.gif&#39;/&amp;gt;&lt;br /&gt;
8-}&lt;br /&gt;
&amp;lt;img border=&#39;0&#39;&lt;br /&gt;
src=&#39;http://us.i1.yimg.com/us.yimg.com/i/mesg/emoticons7/102.gif&#39;/&amp;gt;&lt;br /&gt;
~x(&lt;br /&gt;
&amp;lt;img border=&#39;0&#39;&lt;br /&gt;
src=&#39;http://us.i1.yimg.com/us.yimg.com/i/mesg/emoticons7/104.gif&#39;/&amp;gt;&lt;br /&gt;
:-t&lt;br /&gt;
&amp;lt;img border=&#39;0&#39;&lt;br /&gt;
src=&#39;http://us.i1.yimg.com/us.yimg.com/i/mesg/emoticons7/66.gif&#39;/&amp;gt;&lt;br /&gt;
b-(&lt;br /&gt;
&amp;lt;img border=&#39;0&#39;&lt;br /&gt;
src=&#39;http://us.i1.yimg.com/us.yimg.com/i/mesg/emoticons7/62.gif&#39;/&amp;gt;&lt;br /&gt;
:-L&lt;br /&gt;
&amp;lt;img border=&#39;0&#39;&lt;br /&gt;
src=&#39;http://us.i1.yimg.com/us.yimg.com/i/mesg/emoticons7/14.gif&#39;/&amp;gt;&lt;br /&gt;
x(&lt;br /&gt;
&amp;lt;img border=&#39;0&#39;&lt;br /&gt;
src=&#39;http://us.i1.yimg.com/us.yimg.com/i/mesg/emoticons7/24.gif&#39;/&amp;gt;&lt;br /&gt;
=))&lt;br /&gt;
&amp;lt;/b&amp;gt;&lt;/div&gt;&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Simpan&lt;/strong&gt; trus liat hasilnya&lt;/li&gt;
&lt;/ul&gt;Selamat mencoba.........&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Cara menambah emoticon di kotak komentar&lt;/b&gt;, tutorial emoticon pada kotak komentar blog, cara memasang emoticon di blog, cara mudah membuat emoticon pada kotak komentar.</content><link rel='replies' type='application/atom+xml' href='http://daltoncoy.blogspot.com/feeds/7743204005084848908/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://daltoncoy.blogspot.com/2011/11/pasang-emotion-di-kotak-komentar.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/7743204005084848908'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/7743204005084848908'/><link rel='alternate' type='text/html' href='http://daltoncoy.blogspot.com/2011/11/pasang-emotion-di-kotak-komentar.html' title='Pasang Emotion di kotak Komentar'/><author><name>Dalton_Coy</name><uri>http://www.blogger.com/profile/08015234856842558424</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJL1Vq1U5n-nl-dHAY5qmHY_UnC0lqN2jd_dlPru7En7MtxFgS9ZAeKFbgIpXnHqE0ILbynNdlPcySWGiyPHH84V5qQI3OZD0ya47clOh3TUt4vbCUuTx-MWd3qMa0HLQ/s220/205059_201517953222493_100000928693699_523149_6521700_n.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2340265078483595850.post-5820785645137711912</id><published>2011-10-28T18:40:00.003-07:00</published><updated>2011-10-28T18:40:48.060-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Knowledge"/><title type='text'>Pengertian .com (dotcom)</title><content type='html'>&lt;div align=&quot;justify&quot;&gt;Anda sering berselancar di dunia maya? Jawabannya  tentu saja “Ya”, karena kegiatan berselancar itulah maka anda bisa  bertemu dengan tasikisme.com, sebuah blog dimana anda bisa memperoleh  informasi tentang berbagai hal mulai dari tentang komputer sampai kepada  lifestyle dan life story.&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;Saat anda berselancar&amp;nbsp;  tentu anda sudah tak asing lagi dengan akhiran .COM [dotcom], karena  pada umumnya setiap website, situs, blog ataupun social networking yang  anda kunjungi selalu berakhiran dengan .COM seperti facebook.com,  friendster.com, google.com, yahoo.com sampai kepada tasikisme.com.&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;Lalu  apa sebenarnya arti dari .COM [dotcom] ini? Yang pasti COM bukanlah  kependekan dari COMputer seperti yang sebagian orang kira, dan juga  bukan kependekan dari COMmunication seperti yang banyak orang duga. Juga  COM bukanlah kependekan dari COMmon yang seringkali sebagian orang  artikan. COM yang sebenarnya merupakan kependekan dari COMmercial. Dan  .COM ini merupakan&amp;nbsp; salah satu dari sekian banyak “Top Level Domain”  yang ada saat ini.&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;Ketika World Wide Web (WWW) pertama kali diluncurkan  sekira tahun 1989,.COM digunakan untuk membantu mendistribusikan  website-website pada saat itu. Pada awalnya.COM memang diperuntukan bagi  para Publisher atau pengusaha yang&amp;nbsp; ingin mencari keuntungan lewat  internet lewat konten-konten maupun produk-produk yang ditawarkan di  websitenya.&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;Namun seiring perkembangan zaman, saat  ini siapa saja, siapapun orangnya, baik itu pengusaha atau orang biasa,  bisa memiliki .COM.&amp;nbsp; dan .COM tidaklah memiliki arti khusus dan  bukanlah merupakan license atas sebuah bisnis di internet. Secara teknis  .COM tidak memiliki perbedaan dengan TLD lainnya seperti .Net, .Org,  ataupun .info&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;Sebagai tambahan selain .COM TLD  lain yang terkenal adalah .NET yang merupakan kependekan dari “Network  and Computer”, .ORG sebagai kependekan dari “ORGanization” dan pada  dasarnya diperuntukan bagi Organisasi non profit.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://daltoncoy.blogspot.com/feeds/5820785645137711912/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://daltoncoy.blogspot.com/2011/10/pengertian-com-dotcom.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/5820785645137711912'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/5820785645137711912'/><link rel='alternate' type='text/html' href='http://daltoncoy.blogspot.com/2011/10/pengertian-com-dotcom.html' title='Pengertian .com (dotcom)'/><author><name>Dalton_Coy</name><uri>http://www.blogger.com/profile/08015234856842558424</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJL1Vq1U5n-nl-dHAY5qmHY_UnC0lqN2jd_dlPru7En7MtxFgS9ZAeKFbgIpXnHqE0ILbynNdlPcySWGiyPHH84V5qQI3OZD0ya47clOh3TUt4vbCUuTx-MWd3qMa0HLQ/s220/205059_201517953222493_100000928693699_523149_6521700_n.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2340265078483595850.post-8017685134099710730</id><published>2011-10-28T18:40:00.001-07:00</published><updated>2011-10-28T18:40:06.934-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Sejarah"/><title type='text'>Sejarah www &quot;World Wide Web&quot;</title><content type='html'>Istilah World Wide Web (WWW) tentu sudah tidak asing lagi bagi kita.  Hampir setiap kali mengakses internet, tiga huruf itu seringkali  menghiasi kotak &quot;address&quot; tempat kita menuliskan alamat yang kita tuju.  Namun, bagaimana sebenarnya asal usul &quot;www&quot; ini dan siapa sosok yang  telah begitu berjasa menemukan konsep ini, mungkin tidak terlalu banyak  yang benar-benar mengetahuinya.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-weight: bold;&quot;&gt;Asal Usul Web&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
Sejarah  &quot;www&quot;/web bermula di European Laboratory for Particle Physics (lebih  dikenal dengan nama CERN), di kota Geneva dekat perbatasan Perancis dan  Swiss. CERN merupakan suatu organisasi yang didirikan oleh 18 negara di  Eropa. Pada bulan Maret 1989, Tim Berners Lee dan peneliti lainnya dari  CERN mengusulkan suatu protokol sistem distribusi informasi di Internet  yang memungkinkan para anggotanya yang tersebar di seluruh dunia saling  membagi informasi dan bahkan untuk menampilkan informasi tersebut dalam  bentuk grafik.&lt;br /&gt;
&lt;br /&gt;
Web Browser pertama dibuat dengan berbasiskan pada  teks. Untuk menyatakan suatu link, dibuat sebarisan nomor yang mirip  dengan suatu menu. Pemakai mengetikkan suatu nomor untuk melakukan  navigasi di dalam Web. Kebanyakan software tersebut dibuat untuk  komputer-komputer yang menggunakan Sistem Operasi UNIX, dan belum banyak  yang bisa dilakukan oleh pemakai komputer saat itu yang telah  menggunakan Windows. Tetapi semua ini berubah setelah munculnya browser  Mosaic dari NCSA (National Center for Supercomputing Applications).&lt;br /&gt;
&lt;span class=&quot;fullpost&quot;&gt;&lt;br /&gt;
Di  bulan Mei 1993, Marc Andreesen dan beberapa murid dari NCSA membuat Web  browser untuk sistem X-Windows yang berbasiskan grafik dan yang mudah  untuk digunakan. Dalam beberapa bulan saja, Mosaic telah menarik  perhatian baik dari pemakai lama maupun pemakai baru di Internet.  Kemudian NCSA mengembangkan versi-versi Mosaic lainnya untuk komputer  berbasis UNIX, NeXT, Windows dan Macintosh.&lt;br /&gt;
&lt;br /&gt;
Pada tahun 1994, Marc  Andreesen meninggalkan NCSA, dan kemudian bersama Jim Clark, salah satu  pendiri dari Silicon Graphics, membuat Netscape versi pertama.  Kehadiran Netscape ini menggantikan kepopuleran Mosaic sebagai Web  browser dan bahkan sampai saat ini Netscape merupakan browser yang  banyak digunakan setelah Internet Explorer dari Microsoft.&lt;br /&gt;
&lt;br /&gt;
Pada  tahun yang sama CERN dan MIT mendirikan suatu konsorsium yang dinamakan  World Wide Web Consortium (W3C) yang bertugas untuk membangun standar  bagi teknologi Web.&lt;br /&gt;
World wide web mendapat perhatian publik yang  sangat besar yang tidak dapat disamai oleh aplikasi internet lainnya.  Pada tahun 1995, www menggantikan FTP sebagai aplikasi internet yang  bertanggungjawab atas sebagian besar lalu lintas internet. Web telah  menjadi sedemikian terkenalnya sehingga kadang dicampuradukkan dengan  istilah internet itu sendiri meskipun pengertian &quot;di Web&quot; dan &quot;di  Inetrnet&quot; sebenarnya tidaklah sama.&lt;br /&gt;
&lt;br /&gt;
Pada awal perkembangannya,  sewaktu browser masih berbasiskan teks hanya terdapat sekitar 50  website. Di akhir tahun 1995 jumlah ini telah berkembang mencapai  sekitar 300.000 web site. Dan diperkirakan sekarang ini jumlah pemakai  Web telah mencapat sekitar 30-an juta pemakai diseluruh dunia.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-weight: bold;&quot;&gt;Berners Lee, Sang Penemu WWW&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
Sir  Timothy John &quot;Tim&quot; Berners-Lee (lahir di London, Inggris, 8 Juni 1955)  adalah  sang penemu World Wide Web dan ketua World Wide Web Consortium,  yang mengatur perkembangannya. Pada 1980, ketika masih seorang  kontraktor bebas di CERN, Berners-Lee mengajukan sebuah proyek yang  berbasiskan konsep hiperteks (hypertext) untuk memfasilitasi pembagian  dan pembaharuan informasi di antara para peneliti. Dengan bantuan dari  Robert Cailliau dia menciptakan sistem prototipe bernama Enquire.&lt;br /&gt;
&lt;br /&gt;
Setelah  meninggalkan CERN untuk bekerja di John Poole&#39;s Image Computer Systems  Ltd, dia kembali pada 1984 sebagai seorang rekan peneliti. Dia  menggunakan ide yang mirip yang telah dia gunakan pada Enquire untuk  menciptakan World Wide Web, di mana dia mendesain dan membangun browser  yang pertama (bernama WorldWideWeb dan dikembangkan dalam NeXTSTEP) dan  server web pertama yang bernama httpd.&lt;br /&gt;
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Situs web pertama yang  dibuat Berners-Lee (dan oleh karena itu ia juga merupakan situs web  pertama) beralamat di http://info.cern.ch/ (telah diarsip) dan  dimasukkan online untuk pertama kalinya pada 6 Agustus 1991. Pada 1994,  Berners-Lee mendirikan World Wide Web Consortium (W3C) di Massachusetts  Institute of Technology.&lt;br /&gt;
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Hingga kini, Berners-Lee masih tetap  rendah hati dan tidak berkeinginan untuk mendapatkan status populer.  Banyak yang masih tidak mengetahui kekuatan karya pria ini, World Wide  Web. Salah satu kontribusi terbesarnya dalam memajukan World Wide Web  adalah dengan tidak mempatenkannya sehingga masih dapat digunakan secara  bebas.&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://daltoncoy.blogspot.com/feeds/8017685134099710730/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://daltoncoy.blogspot.com/2011/10/sejarah-www-world-wide-web.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/8017685134099710730'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/8017685134099710730'/><link rel='alternate' type='text/html' href='http://daltoncoy.blogspot.com/2011/10/sejarah-www-world-wide-web.html' title='Sejarah www &quot;World Wide Web&quot;'/><author><name>Dalton_Coy</name><uri>http://www.blogger.com/profile/08015234856842558424</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJL1Vq1U5n-nl-dHAY5qmHY_UnC0lqN2jd_dlPru7En7MtxFgS9ZAeKFbgIpXnHqE0ILbynNdlPcySWGiyPHH84V5qQI3OZD0ya47clOh3TUt4vbCUuTx-MWd3qMa0HLQ/s220/205059_201517953222493_100000928693699_523149_6521700_n.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2340265078483595850.post-3617871155253552349</id><published>2011-10-28T18:36:00.001-07:00</published><updated>2011-10-28T18:36:31.197-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Knowledge"/><title type='text'>Pengertian www &quot;Worl Wide Web&quot;</title><content type='html'>&lt;strong&gt;Apa itu www “World Wide Web”&lt;/strong&gt;&lt;br /&gt;
Sejarah tentang  word wide web atau (WWW), banyak diantara kita yang masih kurang tahu  banyak tentang apa itu www yang biasa digunakan di internet, www atau  (World wide web) www adalah suatu ruang informasi yang yang dipakai oleh  pengenal global yang disebut Uniform Resource Identifier untuk  mengidentifikasi sumber-sumber daya yang berguna.&lt;br /&gt;
&lt;span style=&quot;text-decoration: underline;&quot;&gt;www merupakan bagian dari internet.&lt;/span&gt;&lt;br /&gt;
&lt;strong&gt;Fungsi dari WWW “World WIde Web”&lt;/strong&gt;&lt;br /&gt;
Fungsi dari WWW adalah menyediakan data dan informasi untuk dapat digunakan bersama.&lt;br /&gt;
&lt;strong&gt;Sejarah dari WWW “World WIde Web”&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;World wide web&lt;/strong&gt;  mendapat perhatian publik yang sangat besar yang tidak dapat disamai  oleh aplikasi internet lainnya. Pada tahun 1995, www menggantikan FTP  sebagai aplikasi internet yang bertanggungjawab atas sebagian besar lalu  lintas internet. Web telah menjadi sedemikian terkenalnya sehingga  kadang dicampuradukkan dengan istilah internet itu sendiri meskipun  pengertian “di Web” dan “di Inetrnet” sebenarnya tidaklah sama.&lt;br /&gt;
&lt;strong&gt;Web adalah&lt;/strong&gt; &lt;span style=&quot;text-decoration: underline;&quot;&gt;sistem pengiriman dokumen tersebar yang berjalan di internet&lt;/span&gt;.  Web dikembangkan di CERN (European Center for Nuclear Research), suatu  lembaga bagi penelitian fisika energi tinggi di Geneva, Swiss. Tujuan  semula dari lembaga ini adalah untuk membantu para fisikawan di berbagai  lokasi yang berbeda dalam bekerja sama dan berbagi material penelitian.&lt;br /&gt;
&lt;strong&gt;WWW atau World Wide Web&lt;/strong&gt; adalah suatu program yang ditemukan oleh &lt;em&gt;Tim Berners-Lee&lt;/em&gt; pada tahun 1991. Awalnya &lt;span style=&quot;text-decoration: underline;&quot;&gt;Berners-Lee&lt;/span&gt;  hanya ingin menemukan cara untuk menyusun arsip-arsip risetnya. Untuk  itu, dia mengembangkan suatu sistem untuk keperluan pribadi. Sistem itu  adalah program peranti lunak yang diberi nama &lt;span style=&quot;text-decoration: underline;&quot;&gt;Equire&lt;/span&gt;. Dengan program itu, &lt;strong&gt;Berners-Lee&lt;/strong&gt;  berhasil menciptakan jaringan terkait antara berbagai arsip sehingga  memudahkan informasi yang dibutuhkan. Inilah yang kemudian menjadi dasar  dari sebuah revolusi yang dikenal sebagai web.</content><link rel='replies' type='application/atom+xml' href='http://daltoncoy.blogspot.com/feeds/3617871155253552349/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://daltoncoy.blogspot.com/2011/10/pengertian-www-worl-wide-web.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/3617871155253552349'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/3617871155253552349'/><link rel='alternate' type='text/html' href='http://daltoncoy.blogspot.com/2011/10/pengertian-www-worl-wide-web.html' title='Pengertian www &quot;Worl Wide Web&quot;'/><author><name>Dalton_Coy</name><uri>http://www.blogger.com/profile/08015234856842558424</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJL1Vq1U5n-nl-dHAY5qmHY_UnC0lqN2jd_dlPru7En7MtxFgS9ZAeKFbgIpXnHqE0ILbynNdlPcySWGiyPHH84V5qQI3OZD0ya47clOh3TUt4vbCUuTx-MWd3qMa0HLQ/s220/205059_201517953222493_100000928693699_523149_6521700_n.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2340265078483595850.post-3174376641259849011</id><published>2011-09-14T04:28:00.000-07:00</published><updated>2011-09-14T04:28:05.689-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Top 7"/><title type='text'>7 produk Indonesia yang mendunia</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Bisa sedikit berbangga lah jadi warga indonesia soalnya ini 7 produk indonesia yang&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;mendunia meskipun di Indonesia banyak sekali polemik permasalahan dalam negri&lt;br /&gt;
so...cintailah produk Indonesia :D&lt;br /&gt;
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&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;br /&gt;
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1. Polygon&lt;/span&gt; &lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6YsTKwPw0iABovM_0EbmqBrK41jzXVgyRdZlre9DP2sH-zRPmNoGaCnVeHD_wH_NghCtoMsy-5dpGmLRXwe0Wne7RZiLAP9W7uqpk4dHo7U370uJH7wJNyxY7fqRV3VUKqp_Ppp-J2KlF/s1600/Polygon.jpg&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5645373625108712050&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6YsTKwPw0iABovM_0EbmqBrK41jzXVgyRdZlre9DP2sH-zRPmNoGaCnVeHD_wH_NghCtoMsy-5dpGmLRXwe0Wne7RZiLAP9W7uqpk4dHo7U370uJH7wJNyxY7fqRV3VUKqp_Ppp-J2KlF/s400/Polygon.jpg&quot; style=&quot;cursor: hand; cursor: pointer; display: block; height: 295px; margin: 0px auto 10px; text-align: center; width: 400px;&quot; /&gt;&lt;/a&gt; &lt;/div&gt;Yap ini sepeda pasti udah ga asing lg di telinga agan, tp  sebenernya in i adalah produk indonesia loh gan !!! dari sepeda gunung,  mini, ampe BMX juga ada gan, ga salah banyak komuniti sepeda banyak make  ini produk gan, jadi ga usah ragu dgn kualitasnya gan !! hehe, ini  pabriknya ada di sidoarjo gan (ada yg deket ama rumah agan?) hehe.. &lt;br /&gt;
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&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;2. Polytron&lt;/span&gt; &lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3bSBXBF-f_QBQiYkFvnqQGVRitrugi5zLdrQQBYBSptHLqlg_ViCKQVkSARe6gHkDtlw8_4BfVWFZf37v7dghBwJ7E9_zALI1JwndAbd_v4nzL9LYxeeLoYCjEiD8qQE3WkCNPnuxZcS1/s1600/Polytron.jpg&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5645373625285465250&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3bSBXBF-f_QBQiYkFvnqQGVRitrugi5zLdrQQBYBSptHLqlg_ViCKQVkSARe6gHkDtlw8_4BfVWFZf37v7dghBwJ7E9_zALI1JwndAbd_v4nzL9LYxeeLoYCjEiD8qQE3WkCNPnuxZcS1/s400/Polytron.jpg&quot; style=&quot;cursor: hand; cursor: pointer; display: block; height: 400px; margin: 0px auto 10px; text-align: center; width: 400px;&quot; /&gt;&lt;/a&gt; &lt;/div&gt;Nah yg satu ini namanya emang mirip ama polygon gan, kalo  masalah dalam satu management ato bukan ane belom tau gan . pabriknya  ini terletak di kudus ama semarang . mulai dari tv, mesin cuci, kulkas,  tape, dll lengkap deh gan! kalo maslah kualitas, ini udah pengalaman bgt  gan ! udah berdiri dari tahun 1970 dan sudah memproduksi tv gan pada  tahun 1970. &lt;br /&gt;
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&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;3. Byon&lt;/span&gt; &lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9jG2WsaEd8HNr7p07KS6Twma3x98zdopiMq9INZtxwLtrx8sc_Ja7BrJ5QU6ou0EeDdlaIg-7913W1glSsP6Yn6QtiI8dp2YwmNLuza6Gh3L9vLm3BdDnfdext7R-sHrGK7UNHAQATj9r/s1600/Byon.jpg&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5645373451231849410&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9jG2WsaEd8HNr7p07KS6Twma3x98zdopiMq9INZtxwLtrx8sc_Ja7BrJ5QU6ou0EeDdlaIg-7913W1glSsP6Yn6QtiI8dp2YwmNLuza6Gh3L9vLm3BdDnfdext7R-sHrGK7UNHAQATj9r/s400/Byon.jpg&quot; style=&quot;cursor: hand; cursor: pointer; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 220px;&quot; /&gt;&lt;/a&gt; &lt;/div&gt;Di saat persaingan pasar notebook di indonesia, ada satu  produk namanya byon. yap, produk ini terkenal murah, kenapa? karena ini  produk indonesia gan . jadi kalo buat di indonesia ga kena pajak macem  macen gan, so jadi lebih murah gan, kalo soal kualitas? byon sendiri  mempunyai konsep unik yaitu konsep notebook yg dapat di upgrade menjadi  komputer destkop gan. produk ini juga ga kalah ama produk2 lain gan..  kehadiran byon juga membuktikan bahwa indonesia juga mampu membuat  teknologi canggih gan !! &lt;br /&gt;
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&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;4. Bodypack &amp;amp; Eiger&lt;/span&gt; &lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEeTcGP_ZirREw_GguAeCMfOxFFbCzg2oInqeToSnAW-YMxYJbdDmuHZsI2AvxmdmkB0Aus0i7-6SfFKOwh-F4Bkc3mlgevs6E2kjTjt9rTQDt5x5RLFn75s4ab0gD2pfp9aLTNNfHeipo/s1600/Bodypack+%2526+Eiger.jpeg&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5645373449529884882&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEeTcGP_ZirREw_GguAeCMfOxFFbCzg2oInqeToSnAW-YMxYJbdDmuHZsI2AvxmdmkB0Aus0i7-6SfFKOwh-F4Bkc3mlgevs6E2kjTjt9rTQDt5x5RLFn75s4ab0gD2pfp9aLTNNfHeipo/s400/Bodypack+%2526+Eiger.jpeg&quot; style=&quot;cursor: hand; cursor: pointer; display: block; height: 194px; margin: 0px auto 10px; text-align: center; width: 260px;&quot; /&gt;&lt;/a&gt; &lt;/div&gt;Biasanya kalo agan agan liat bodypack, pasti ada eiger. kenapa  gan? karena bodypack dan eiger ini masih dalam satu induk gan .  berpusat di bandung gan (ada yg dibandung gan? ) . kedua produk ini  terkenal dengan produk tasnya gan . loh terus bedanya apa gan?? Bodypack  : tasnya lebih ke style atau wisata Eiger : untuk berbau alam, ga salah  di kalangan pencinta alam eiger sudah tidak asing lg gan. &lt;br /&gt;
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&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;5. Lea&lt;/span&gt; &lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiK4LabecApmV54LdDkpB0SYAVTbNFryDcaelDYVgFhfNAfmhiBk0WcfO-AFkkP2MHj5ecsYpjdLd82DVeD1cfP9CdAHWkFqiuAU8i7gywJI892gUYq-NPBskpAueTIns1xMQsPdfF4o7zY/s1600/Lea.jpg&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5645373458530319474&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiK4LabecApmV54LdDkpB0SYAVTbNFryDcaelDYVgFhfNAfmhiBk0WcfO-AFkkP2MHj5ecsYpjdLd82DVeD1cfP9CdAHWkFqiuAU8i7gywJI892gUYq-NPBskpAueTIns1xMQsPdfF4o7zY/s400/Lea.jpg&quot; style=&quot;cursor: hand; cursor: pointer; display: block; height: 120px; margin: 0px auto 10px; text-align: center; width: 245px;&quot; /&gt;&lt;/a&gt; &lt;/div&gt;Wah ini produk indonesia gan? benar ! ini produk indonesia loh  gan.. walopun agan ngeliat toko dan iklannya berbau amerika, tp jgn  salah ini tetap produk murni indonesia kok gan . kalo kualitas? wah  sudah pasti terjamin gan.. hampir di semua mall mall ada yg jual nih  produk gan . lea pun ga pernah minder kalo sejajar ama produk produk  lokal di mall mall gan (ialah sama sama produk lokal gan ): &lt;br /&gt;
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&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;6. J.CO Donuts &amp;amp; Coffee&lt;/span&gt; &lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZHZ3ny37n0_FI-Zv_8GunwwAz7uP1dbiRpX_mr0k0XYnl_xMGGAvj38HQvN7utT-fmsOhG7TXq2Q2Kr4O_7KTwAtrsEuydMXNjiGTMKNTqhFa12mJy1BH1ZQZGInqS7pxUSRy3pPUkrzd/s1600/J.CO+Donuts+%2526+Coffee.jpg&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5645373460951412930&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZHZ3ny37n0_FI-Zv_8GunwwAz7uP1dbiRpX_mr0k0XYnl_xMGGAvj38HQvN7utT-fmsOhG7TXq2Q2Kr4O_7KTwAtrsEuydMXNjiGTMKNTqhFa12mJy1BH1ZQZGInqS7pxUSRy3pPUkrzd/s400/J.CO+Donuts+%2526+Coffee.jpg&quot; style=&quot;cursor: hand; cursor: pointer; display: block; height: 251px; margin: 0px auto 10px; text-align: center; width: 277px;&quot; /&gt;&lt;/a&gt; &lt;/div&gt;Wah pasti salah satu dari agan seneng bgt ama ini produk gan  ini udah ada dimana mana gan malah hampir setiap mall selalu ada gan.  walau bagaimana pun J.Co ini tetap produk lokal dengan mengandalkan  racikan donat dan kopi berkualitas international gan. diliat dari  lambang J.Co itu sendiri aja itu udah burung merak gan, salah satu  burung di indonesia gan. &lt;br /&gt;
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&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;7. California Fried Chicken&lt;/span&gt; &lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoA6X8RP0UtqHYB3TW0QZiKsYC8ysqkXmGM9oCf4qmDoARxFb-s8dcT6C1m9lR05rO0l_2oqFJXHUzSpj_V35M5jU4-LyfOkdahY8uVe4aWSSwANoCZ2rK7fpmqGHFljSaR8x44-D8ReVZ/s1600/California+Fried+Chicken.jpg&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5645373457391406866&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoA6X8RP0UtqHYB3TW0QZiKsYC8ysqkXmGM9oCf4qmDoARxFb-s8dcT6C1m9lR05rO0l_2oqFJXHUzSpj_V35M5jU4-LyfOkdahY8uVe4aWSSwANoCZ2rK7fpmqGHFljSaR8x44-D8ReVZ/s400/California+Fried+Chicken.jpg&quot; style=&quot;cursor: hand; cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 367px;&quot; /&gt;&lt;/a&gt; &lt;/div&gt;Namanya sih amerika bgt gan, tp yg buat indonesia bgt gan !  ini perusahaan lokal loh gan ! sebelum nama california fried chicken di  kasih pada tahun 1988, california fried chicken ini terkanal dgn nama  california pioneer chicken. Soal rasa, gak kalah dgn ayam goreng asal  amerika beneran kok gan.</content><link rel='replies' type='application/atom+xml' href='http://daltoncoy.blogspot.com/feeds/3174376641259849011/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://daltoncoy.blogspot.com/2011/09/7-produk-indonesia-yang-mendunia.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/3174376641259849011'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/3174376641259849011'/><link rel='alternate' type='text/html' href='http://daltoncoy.blogspot.com/2011/09/7-produk-indonesia-yang-mendunia.html' title='7 produk Indonesia yang mendunia'/><author><name>Dalton_Coy</name><uri>http://www.blogger.com/profile/08015234856842558424</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJL1Vq1U5n-nl-dHAY5qmHY_UnC0lqN2jd_dlPru7En7MtxFgS9ZAeKFbgIpXnHqE0ILbynNdlPcySWGiyPHH84V5qQI3OZD0ya47clOh3TUt4vbCUuTx-MWd3qMa0HLQ/s220/205059_201517953222493_100000928693699_523149_6521700_n.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6YsTKwPw0iABovM_0EbmqBrK41jzXVgyRdZlre9DP2sH-zRPmNoGaCnVeHD_wH_NghCtoMsy-5dpGmLRXwe0Wne7RZiLAP9W7uqpk4dHo7U370uJH7wJNyxY7fqRV3VUKqp_Ppp-J2KlF/s72-c/Polygon.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2340265078483595850.post-1360958315532279646</id><published>2011-09-14T04:21:00.001-07:00</published><updated>2011-09-14T04:21:35.072-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Top 7"/><title type='text'>7 Merk Laptop yang Paling awet</title><content type='html'>&lt;div style=&quot;font-weight: bold; text-align: center;&quot;&gt;1. Asus &lt;/div&gt;&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLJNVUB-t8RUCqX9sA6v8mdRoBPh0lIon6kposuv_O0IRHAydIETsyGpEkCLU_WPtAqPuFk3hHhF8cNAA5YAYoZm2UxQw_3317MkugmtZm4kUQuWwQZj2XseLp21UdDmYEPZgvPAK_BjOy/s1600/ASUS.jpg&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5645771000618314994&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLJNVUB-t8RUCqX9sA6v8mdRoBPh0lIon6kposuv_O0IRHAydIETsyGpEkCLU_WPtAqPuFk3hHhF8cNAA5YAYoZm2UxQw_3317MkugmtZm4kUQuWwQZj2XseLp21UdDmYEPZgvPAK_BjOy/s400/ASUS.jpg&quot; style=&quot;cursor: hand; cursor: pointer; display: block; height: 280px; margin: 0px auto 10px; text-align: center; width: 350px;&quot; /&gt;&lt;/a&gt; &lt;br /&gt;
Nama ASUS sepertinya cukup populer, baik dalam kalangan desktop  maupun laptop. ASUS mendapat peringkat pertama karena dalam hasil uji  coba, tingkat kerusakan dalam 2 tahun adalah dibawah 10%, sedangkan  dalam 3 tahun adalah 15.6%. Walaupun ASUS berada di Peringkat 3 sebagai  Top Vendor Dunia, namun tampaknya ASUS tidak akan kalah dalam hal  kualitas daya tahan. Produk ASUS sendiri yang paling terkenal adalah ROG  (Republic of Gamers) sebagai salah satu prasyarat Gaming Computer. &lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;font-weight: bold; text-align: center;&quot;&gt;2. Toshiba &lt;/div&gt;&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7XOlVbRBnPBuUqp6m_mUp0Ak8wH_KSLG7DgL3n351gKnVXcgSq8Oa5b-dMAsM-omrXgLbWVLax6Kg4nTGRYuLqKgMpdcn8k2n6k3OLd6yQrHHdN-pPrOPO1ClPJI2QedIwqxKC3tI8H1l/s1600/Toshiba.jpg&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5645771116205884786&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7XOlVbRBnPBuUqp6m_mUp0Ak8wH_KSLG7DgL3n351gKnVXcgSq8Oa5b-dMAsM-omrXgLbWVLax6Kg4nTGRYuLqKgMpdcn8k2n6k3OLd6yQrHHdN-pPrOPO1ClPJI2QedIwqxKC3tI8H1l/s400/Toshiba.jpg&quot; style=&quot;display: block; height: 120px; margin: 0px auto 10px; text-align: center; width: 350px;&quot; /&gt;&lt;/a&gt; &lt;br /&gt;
Toshiba tentunya sangat populer dengan tingkat keawetannya, dan juga  harganya. Banyak yang beranggapan harga Toshiba sesuai dengan  kualitasnya. Toshiba berada di peringkat kedua dengan persentase dibawah  10% dalam 2 tahun, dan 15.7% dalam 3 tahun. Perbedaan tipis dengan ASUS  sebesar 0.01% tampaknya memang sudah membuktikan kalau Toshiba memang  dirancang untuk tahan lama. &lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;font-weight: bold; text-align: center;&quot;&gt;3. Sony &lt;/div&gt;&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQBZAHIACvVm0zzia1KfMWJ52fJ7kexNDgm0Id_A2Q6oc1PiubYpGD7Jh3bhyphenhyphenYcHl45wdAHGRhUHm9bL7-xf30_Pz4mvF6BqAddWjdsjL9u4AUQKhwydnaHS3MxeQSwozjV4TVQ3PmUZIN/s1600/SONY.jpg&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5645771112550555250&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQBZAHIACvVm0zzia1KfMWJ52fJ7kexNDgm0Id_A2Q6oc1PiubYpGD7Jh3bhyphenhyphenYcHl45wdAHGRhUHm9bL7-xf30_Pz4mvF6BqAddWjdsjL9u4AUQKhwydnaHS3MxeQSwozjV4TVQ3PmUZIN/s400/SONY.jpg&quot; style=&quot;cursor: hand; cursor: pointer; display: block; height: 234px; margin: 0px auto 10px; text-align: center; width: 350px;&quot; /&gt;&lt;/a&gt; &lt;br /&gt;
SONY cukup terkenal dengan salah satu produk laptopnya, yaitu VAIO.  SONY menempati urutan ketiga dalam persentase tingkat kerusakan laptop.  Dalam uji coba 2 tahun, SONY mendapatkan persentase diatas 10%,  sedangkan dalam 3 tahun, persentasenya naik menjadi 16.8%. Walaupun  tidak terpaut tipis dari ASUS dan Toshiba, SONY bisa dikatakan salah  satu laptop terawet yang pernah ada &lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;font-weight: bold; text-align: center;&quot;&gt;4. Apple &lt;/div&gt;&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEif19I0JtPyrrI0XXYUwNgWPdIzukq7RwdLYcXXFgArqwZCHj8ODLz3rb4G7dQYPH_MjFJOvU-BXAo_AU3xSo5ibUtodT0fftQ2iVl01oc2v-bUDUtb6M4rzIAHdMAenNkriZyYjI1Uk8Rq/s1600/Apple.jpg&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5645770992136634098&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEif19I0JtPyrrI0XXYUwNgWPdIzukq7RwdLYcXXFgArqwZCHj8ODLz3rb4G7dQYPH_MjFJOvU-BXAo_AU3xSo5ibUtodT0fftQ2iVl01oc2v-bUDUtb6M4rzIAHdMAenNkriZyYjI1Uk8Rq/s400/Apple.jpg&quot; style=&quot;cursor: hand; cursor: pointer; display: block; height: 400px; margin: 0px auto 10px; text-align: center; width: 341px;&quot; /&gt;&lt;/a&gt; &lt;br /&gt;
Apple terkenal dengan sistem operasinya sendiri, yaitu Macintosh,  serta merk laptopnya sendiri. Uji coba yang dilakukan pada merk ini  menghasilkan persentase diatas 10% pada 2 tahun dan 17.4% dalam jangka  waktu 3 tahun. Hal ini membuktikan bahwa Laptop Apple masih dapat  dikatakan awet bagi penggunaan sistem operasi selain Windows. &lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;font-weight: bold; text-align: center;&quot;&gt;5. Dell &lt;/div&gt;&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh721YXLk5GpmyLuo0RoYe6k7IsL46lgdYvUDtMdFPyUCCdaIEVBsmf-czxkkD_5FZEYN-wfTShAU5ZnsToTMWY9IARqJO2BEmRerHxD1SWZkECm9t2S4lvnrp3cYrchYlsI7OMULLUr23B/s1600/DELL.jpg&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5645771001341250354&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh721YXLk5GpmyLuo0RoYe6k7IsL46lgdYvUDtMdFPyUCCdaIEVBsmf-czxkkD_5FZEYN-wfTShAU5ZnsToTMWY9IARqJO2BEmRerHxD1SWZkECm9t2S4lvnrp3cYrchYlsI7OMULLUr23B/s400/DELL.jpg&quot; style=&quot;cursor: hand; cursor: pointer; display: block; height: 350px; margin: 0px auto 10px; text-align: center; width: 350px;&quot; /&gt;&lt;/a&gt; &lt;br /&gt;
DELL sepertinya lebih terkenal dengan salah satu produk gaming-nya,  yaitu Alienware, suatu laptop yang benar-benar menawarkan performa  gaming layaknya barang yang berasal dari luar bumi. Tinkat kerusakan  DELL dalam 2 tahun adalah diatas 10%, sedangkan dalam 3 tahun, sudah  mencapai 18.3%. Sepertinya, inilah Laptop yang paling menengah dalam  tingkat kerusakannya. &lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;font-weight: bold; text-align: center;&quot;&gt;6. Lenovo &lt;/div&gt;&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7YCxQTNIznNjivc4tqqNNJLN_qAo8rAxfBKC8etlwK7fFfHbQFPKsDTHCkuHjjlF81EYQLEUhcCfF4pRSDfE7QlETUnXMrUR4Z3omJpC4zzeSQkyY3_dHwvUUcUWwVRNJqNDeX00ojEMa/s1600/Lenovo.jpg&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5645771000798296322&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7YCxQTNIznNjivc4tqqNNJLN_qAo8rAxfBKC8etlwK7fFfHbQFPKsDTHCkuHjjlF81EYQLEUhcCfF4pRSDfE7QlETUnXMrUR4Z3omJpC4zzeSQkyY3_dHwvUUcUWwVRNJqNDeX00ojEMa/s400/Lenovo.jpg&quot; style=&quot;cursor: hand; cursor: pointer; display: block; height: 82px; margin: 0px auto 10px; text-align: center; width: 350px;&quot; /&gt;&lt;/a&gt; &lt;br /&gt;
Nama besar IBM masih saja membayangi produk ini. IBM yang sudah  berubah menjadi Lenovo tentu saja harus menyamakan kualitasnya dengan  produk terdahulunya. Walaupun begitu, persentase kerusakan 2 tahun  sebesar sekitar 12.5% dan persentase 3 tahun sebesar 21.5% agaknya  menjadikan Lenovo kurang begitu meyakinkan. &lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;font-weight: bold; text-align: center;&quot;&gt;7. Acer &lt;/div&gt;&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitw3yXdQWptNXa3ZmPQ8DXBA1e5XyFOYCyiPlmBybneyrfK2SxXSw_Ym_mDrQo8_dYY-9mUpme9qTElNnJp3gYGLCHfhnILD1d3TOoZA36XY1rje6SU7D-vFGgde-GiSwK2MeaZoDhcDtj/s1600/ACER.jpg&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5645770992075849378&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitw3yXdQWptNXa3ZmPQ8DXBA1e5XyFOYCyiPlmBybneyrfK2SxXSw_Ym_mDrQo8_dYY-9mUpme9qTElNnJp3gYGLCHfhnILD1d3TOoZA36XY1rje6SU7D-vFGgde-GiSwK2MeaZoDhcDtj/s400/ACER.jpg&quot; style=&quot;cursor: hand; cursor: pointer; display: block; height: 350px; margin: 0px auto 10px; text-align: center; width: 350px;&quot; /&gt;&lt;/a&gt; &lt;br /&gt;
ACER merupakan laptop yang setidaknya paling umum digunakan dalam  kalangan konsumen. Selain harganya yang relatif murah, ACER juga  menawarkan perangkat yang lengkap. Namun sayangnya, ACER tidak terlalu  bagus dalam hal awet karena persentase kerusakannya adalah hampir 15%  dalam jangka waktu 2 tahun saja. Sementara itu, persentasenya akan  meningkat menjadi 23.3% dalam waktu 3 tahun. Walaupun begitu, ACER  mendapat gelar peringkat ke-2 dalam Top Vendor Dunia.</content><link rel='replies' type='application/atom+xml' href='http://daltoncoy.blogspot.com/feeds/1360958315532279646/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://daltoncoy.blogspot.com/2011/09/7-merk-laptop-yang-paling-awet.html#comment-form' title='2 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/1360958315532279646'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/1360958315532279646'/><link rel='alternate' type='text/html' href='http://daltoncoy.blogspot.com/2011/09/7-merk-laptop-yang-paling-awet.html' title='7 Merk Laptop yang Paling awet'/><author><name>Dalton_Coy</name><uri>http://www.blogger.com/profile/08015234856842558424</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJL1Vq1U5n-nl-dHAY5qmHY_UnC0lqN2jd_dlPru7En7MtxFgS9ZAeKFbgIpXnHqE0ILbynNdlPcySWGiyPHH84V5qQI3OZD0ya47clOh3TUt4vbCUuTx-MWd3qMa0HLQ/s220/205059_201517953222493_100000928693699_523149_6521700_n.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLJNVUB-t8RUCqX9sA6v8mdRoBPh0lIon6kposuv_O0IRHAydIETsyGpEkCLU_WPtAqPuFk3hHhF8cNAA5YAYoZm2UxQw_3317MkugmtZm4kUQuWwQZj2XseLp21UdDmYEPZgvPAK_BjOy/s72-c/ASUS.jpg" height="72" width="72"/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2340265078483595850.post-6336819968226110737</id><published>2011-09-14T04:18:00.001-07:00</published><updated>2011-09-14T04:18:20.572-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Top 7"/><title type='text'>7 Negara Terkaya di Dunia</title><content type='html'>Cuma mau sekedar posting aja biar adik2 tau yang ada di luar sana...hahahaha kalo udah baca jangan lupa&lt;br /&gt;
follo yah...thanks :D&lt;br /&gt;
&lt;span style=&quot;font-weight: bold;&quot;&gt;1. Amerika Serikat&lt;/span&gt;&lt;br /&gt;
Amerika  Serikat merupakan negara terkaya di dunia dengan GDP mencapai US$ 12,46  triliun. Nih wajar aj nih negara bisa jadi SuperPower,,tuh karena  GDP-nya yang ajiiib&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-weight: bold;&quot;&gt;2. Jepang&lt;/span&gt;&lt;br /&gt;
Posisi  kedua ditempati negara Aia timur ini. jepang memiliki GDP US$ 4,51  triliun. Gila, padahal nih negara pernah hancur lebur oleh bom atom,  tapi bisa menjadi negara terkaya&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-weight: bold;&quot;&gt;3. Jerman&lt;/span&gt;&lt;br /&gt;
Sama  halnya seperti jepang, jerman juga pernah mengalami masa sulit ketika  mereka terpaksa dibagi 2 untuk Uni sovyet dan USA. baru tahun 1990an  mereka bergabung kembali menjadi 1 negara. Jerman memiliki GDP US$ 2,78  triliun.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-weight: bold;&quot;&gt;4. Inggris&lt;/span&gt;&lt;br /&gt;
Biarpun  pun nih negara pernah menjajah hampir 1/3 belahan dunia,,,tapi tidak  membuatnya menjadi negara terkaya didunia. Inggris berada diurutan ke 4  dengan GDP S$ 2,19 triliun.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-weight: bold;&quot;&gt;5. Perancis&lt;/span&gt;&lt;br /&gt;
Negara yang terkenal dengan gaya ciumannya itu memiliki GDP US$ 2,11 triliun.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-weight: bold;&quot;&gt;6. Italia&lt;/span&gt;&lt;br /&gt;
Negara yang terkenal akan Sejarah kekaisarannya ini memiliki GDP S$ 1,72 triliun.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-weight: bold;&quot;&gt;7. Spanyol&lt;/span&gt;&lt;br /&gt;
Spanyol memiliki GDP US$ 1,124 triliun</content><link rel='replies' type='application/atom+xml' href='http://daltoncoy.blogspot.com/feeds/6336819968226110737/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://daltoncoy.blogspot.com/2011/09/7-negara-terkaya-di-dunia.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/6336819968226110737'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/6336819968226110737'/><link rel='alternate' type='text/html' href='http://daltoncoy.blogspot.com/2011/09/7-negara-terkaya-di-dunia.html' title='7 Negara Terkaya di Dunia'/><author><name>Dalton_Coy</name><uri>http://www.blogger.com/profile/08015234856842558424</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJL1Vq1U5n-nl-dHAY5qmHY_UnC0lqN2jd_dlPru7En7MtxFgS9ZAeKFbgIpXnHqE0ILbynNdlPcySWGiyPHH84V5qQI3OZD0ya47clOh3TUt4vbCUuTx-MWd3qMa0HLQ/s220/205059_201517953222493_100000928693699_523149_6521700_n.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2340265078483595850.post-8782600828466610926</id><published>2011-09-14T04:11:00.001-07:00</published><updated>2011-09-14T04:11:43.285-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Top 7"/><title type='text'>7 Negara Terkecil di Dunia</title><content type='html'>&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;&lt;b&gt;1.Vatican City–&lt;/b&gt;&amp;nbsp;Ini  adalah Negara terkecil di dunia, luasnya 0,44 km2 dengan penduduk  sekitar 800 orang, namun kebanyakan mereka bukanlah penduduk permanen.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;aligncenter  size-full wp-image-667&quot; height=&quot;224&quot; src=&quot;http://dianaruntu.files.wordpress.com/2010/04/800px-st_peters_square_vatican_city_-_april_2007.jpg?w=640&amp;amp;h=359&quot; style=&quot;margin: 0px 4px 4px 0px; padding: 0px;&quot; title=&quot;800px-St_Peter&#39;s_Square,_Vatican_City_-_April_2007&quot; width=&quot;400&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;Negara  kecil ini melindungi Basilika St Peter, yang merupakan pusat rohani  bagi umat Katholik Roma di seluruh dunia (1 milyar lebih jiwa). Posisi  Vatican sendiri berada dalam lingkungan Roma, Italia.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;&lt;b&gt;2.Monaco.&lt;/b&gt;&amp;nbsp;Inilah  adalah Negara terkecil kedua, letaknya di dekat Nice, Perancis. Negara  kota yang berbentuk kerajaan ini telah ada sejak abad ke-13, luasnya  1,95 km2 dan hanya memiliki penduduk 32.000 jiwa. Negara ini hanya  memiliki satu kotamadya. Tidak ada perbedaan geografis antara Negara dan  kota Monaco, meskipun tanggung jawab pemerintah dan dari kotamadya  (tingkat kota) berbeda.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;aligncenter size-full  wp-image-668&quot; height=&quot;300&quot; src=&quot;http://dianaruntu.files.wordpress.com/2010/04/800px-whole_monaco.jpg?w=640&amp;amp;h=480&quot; style=&quot;margin-bottom: 4px; margin-left: 0px; margin-right: 4px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot; title=&quot;800px-Whole_Monaco&quot; width=&quot;400&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;Menurut konstitusi dari 1911, kerajaan dibagi menjadi tiga kota:&lt;br /&gt;
• Monaco ( Monaco-Ville ), kota tua di tanjung berbatu memanjang ke Laut  Tengah, dikenal sebagai Rock of Monaco atau Le Rocher di mana terletak  istana&lt;br /&gt;
•&amp;nbsp;&lt;span class=&quot;IL_AD&quot; id=&quot;IL_AD1&quot;&gt;Monte Carlo&lt;/span&gt;&amp;nbsp;, adalah kawasan perumahan dan resor dengan Monte Carlo Casino di timur dan timur laut&lt;br /&gt;
• La Condamine , bagian barat laut termasuk kawasan pelabuhan, Port Nikolas Flores&lt;br /&gt;
Tahun 1917, semua kota ini digabungkan menjadi satu menjadi satu kotamadya.&lt;br /&gt;
Salah satu sumber utama&amp;nbsp;&lt;span class=&quot;IL_AD&quot; id=&quot;IL_AD2&quot;&gt;pendapatan&lt;/span&gt;&amp;nbsp;di  Monaco adalah pariwisata ; di antaranya pusat perjudian kasino. Namun  ada larangan bagi warga Monaco untuk berjudi di kasino negaranya.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;&lt;b&gt;3. Nauru&lt;/b&gt;&amp;nbsp;berada  di urutan ke-3 negara terkecil di dunia dengan luas wilayah total 21  km2. Letaknya, di Samudra Pasifik bagian selatan, persis di bawah garis  khatulistiwa dan di sebelah selatan Kepulauan&lt;span class=&quot;IL_AD&quot; id=&quot;IL_AD12&quot;&gt;Marshall&lt;/span&gt;. Jarak dari Pulau Papua ke Nauru kira-kira sebanding dengan jarak dari Pulau Papua ke Pulau Jawa.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;aligncenter size-full wp-image-669&quot; height=&quot;323&quot; src=&quot;http://dianaruntu.files.wordpress.com/2010/04/nauru.jpg?w=640&amp;amp;h=518&quot; style=&quot;margin-bottom: 4px; margin-left: 0px; margin-right: 4px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot; title=&quot;nauru&quot; width=&quot;400&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;&lt;span class=&quot;IL_AD&quot; id=&quot;IL_AD11&quot;&gt;Nauru&lt;/span&gt;&amp;nbsp;dulunya dikenal dengan sebutan Pleasant&amp;nbsp;&lt;span class=&quot;IL_AD&quot; id=&quot;IL_AD5&quot;&gt;Island&lt;/span&gt;,  merupakan koloni kekaisaran Jerman sejak akhir abad ke 19. Setelah PD  I, Nauru di bawah perwalian PBB dan secara administrative dikelola oleh  Australia,&amp;nbsp;&lt;span class=&quot;IL_AD&quot; id=&quot;IL_AD10&quot;&gt;New Zealand&lt;/span&gt;, dan  Inggris. Pada Perang Dunia II, pulau kecil ini diduduki Jepang. Setelah  perang berakhir, pulau ini kembali berada dalam perwalian PBB. Baru pada  1968, Nauru mendeklarasikan diri sebagai Negara mandiri berbentuk  Republik. Penduduk Nauru pada sensus 2009 berjumlah 14.014 jiwa.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;Uniknya,  negara ini tidak memiliki ibukota resmi, namun Yaren umumnya dianggap  sebagai ibu kota negara secara de facto karena sebagian besar kantor  pemerintahan pusat terletak di distrik ini. PBB menggolongkan Yaren  sebagai “distrik utama”.&lt;br /&gt;
Hasil bumi yang terkenal dari negeri ini adalah fosfat yang telah  ditambang oleh gabungan perusahaan asing sejak 90 tahun terakhir.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;&lt;b&gt;4.Tuvalu -&lt;/b&gt;&amp;nbsp;dulunya  dikenal sebagai Kepulauan Ellice, adalah sebuah negara kepulauan yang  terletak di antara Hawaii dan Australia di Samudra Pasifik.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;aligncenter size-full wp-image-670&quot; height=&quot;266&quot; src=&quot;http://dianaruntu.files.wordpress.com/2010/04/tuvalu2.jpg?w=640&amp;amp;h=426&quot; style=&quot;margin-bottom: 4px; margin-left: 0px; margin-right: 4px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot; title=&quot;tuvalu2&quot; width=&quot;400&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;Titik  tertinggi di antara 114 pulau yang membentuk negara ini hanya setinggi 5  m di atas permukaan laut. Luasnya 26 km2, dengan jumlah penduduk 11.500  (sensus 2006).&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;&lt;b&gt;5.San Marino –&lt;/b&gt;&amp;nbsp;berada di urutan kelima Negara terkecil di dunia, terkecil ketiga di Eropa.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;aligncenter size-medium wp-image-671&quot; height=&quot;400&quot; src=&quot;http://dianaruntu.files.wordpress.com/2010/04/san-marino.jpg?w=291&amp;amp;h=300&quot; style=&quot;margin-bottom: 4px; margin-left: 0px; margin-right: 4px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot; title=&quot;san-marino&quot; width=&quot;388&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;Negara  dikelilingi oleh Italia tepatnya di sebelah utara berbatasan dengan  provinsi Rimini, daerah Emilia-Romagna dan di sebelah selatan provinsi  Pesaro dan Urbino, daerah Marche. Luasnya 61,2 Km, dengan populasi  penduduk 29.251 jiwa.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;&lt;b&gt;6.Liechtenstein –&amp;nbsp;&lt;/b&gt;Negara kecil di perbukitan ini berbentuk kerajaan dengan penduduk 35.000 ini, terletak di antara Swiss dan&amp;nbsp;&lt;span class=&quot;IL_AD&quot; id=&quot;IL_AD6&quot;&gt;Austria&lt;/span&gt;.  Luasnya 160 km2. Liechtenstein adalah salah satu dari dua negara  (negara lainnya adalah Uzbekistan) yang posisinya terkurung daratan yang  merupakan negara lain.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;aligncenter size-full wp-image-678&quot; height=&quot;300&quot; src=&quot;http://dianaruntu.files.wordpress.com/2010/04/liechtenstein.jpg?w=496&amp;amp;h=372&quot; style=&quot;margin-bottom: 4px; margin-left: 0px; margin-right: 4px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot; title=&quot;Liechtenstein&quot; width=&quot;400&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;Negeri  ini adalah negeri kaya raya dan makmur. Penghasilan utama negeri ini  adalah diperoleh dari jasa perbankan dan pendapatan dari sektor  pariwisata. Menurut CIA World Factbook, PDB (produk&amp;nbsp;&lt;span class=&quot;IL_AD&quot; id=&quot;IL_AD9&quot;&gt;domestic&lt;/span&gt;&lt;span class=&quot;IL_AD&quot; id=&quot;IL_AD4&quot;&gt;bruto&lt;/span&gt;) per-orang tertinggi dunia. Yang juga sangat terkenal adalah Liechtenstein sebagai surga para pengemplang pajak.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;&lt;b&gt;7. Republik Kepulauan Marshall (RMI),&lt;/b&gt;&amp;nbsp;adalah  Negara pulau di tengah Samudra Pasifik, luasnya 181 km2 dengan penduduk  62.000 jiwa. Penjelajah Spanyol Alonso de Salazar merupakan orang Eropa  pertama yang menemukan Kep. Marshall, tetapi kepulauan ini tidak pernah  dikunjungi lagi selama beberapa abad hingga kapten Inggris John  Marshall mengunjuginya pada 1788.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;aligncenter size-full wp-image-672&quot; height=&quot;267&quot; src=&quot;http://dianaruntu.files.wordpress.com/2010/04/marshall_islands-marshall_islands.jpg?w=560&amp;amp;h=374&quot; style=&quot;margin-bottom: 4px; margin-left: 0px; margin-right: 4px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot; title=&quot;-marshall_islands-Marshall_Islands&quot; width=&quot;400&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;Kepulauan  ini kemudian dinamakan menurut namanya. Lalu, sebuah perusahaan dagang  Jerman mendirikan cabang di Kep. Marshall pada 1885 yang menjadi bagian  dari protektorat Jerman Nugini beberapa tahun kemudian.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;Setelah  Jerman, Jepang mengambil alih kekuasaan di kepulauan ini pada PD I.  Pada PD II, Amerika menghancurkan Jepang dan menguasai kepulauan ini.  Masyarakat menjadi tambah menderita karena beberapa pulau di kepulauan  Marshall ini menjadi tempat percobaan nuklir Amerika, bahkan menjadi  percobaan nuklir terbesar saat itu.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;Komisi  Energi Atom menyebutkan, kepulauan Marshall menjadi tempat paling  tercemar di dunia. Begitu dahsyatnya uji coba nuklir ini, pada tes  pertama pulau Elugelab di Enewetak lenyap dari muka bumi. Akibat dari  proyek percobaan nuklir ini, banyak penduduk terkena efek radiasi  tingkat tinggi. Klaim kompensasi atas itu, masih berlangsung hingga  kini.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: arial; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span style=&quot;font-size: 12px;&quot;&gt;Tahun  1979, ditandatangani perjanjian Compact of Free Assosiation dengan AS,  yang berisi pembentukan Republik Kepulauan Marshal, namun perjanjian  tersebut baru mulai berlaku pada 1986.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://daltoncoy.blogspot.com/feeds/8782600828466610926/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://daltoncoy.blogspot.com/2011/09/7-negara-terkecil-di-dunia.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/8782600828466610926'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/8782600828466610926'/><link rel='alternate' type='text/html' href='http://daltoncoy.blogspot.com/2011/09/7-negara-terkecil-di-dunia.html' title='7 Negara Terkecil di Dunia'/><author><name>Dalton_Coy</name><uri>http://www.blogger.com/profile/08015234856842558424</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJL1Vq1U5n-nl-dHAY5qmHY_UnC0lqN2jd_dlPru7En7MtxFgS9ZAeKFbgIpXnHqE0ILbynNdlPcySWGiyPHH84V5qQI3OZD0ya47clOh3TUt4vbCUuTx-MWd3qMa0HLQ/s220/205059_201517953222493_100000928693699_523149_6521700_n.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2340265078483595850.post-710219447190765212</id><published>2011-09-09T21:16:00.000-07:00</published><updated>2011-09-09T21:16:21.929-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Software"/><title type='text'>Cyberlink Power DVD Ultra 11 Full</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; color: #999999; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: center;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;Cyberlink Power DVD Ultra 11 Full &lt;/span&gt;&lt;br /&gt;
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&lt;/div&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;http://www.globovirtual.org/wp-content/uploads/2011/04/CyberLink-PowerDVD-11.png&quot; width=&quot;300&quot; /&gt;&lt;h3 class=&quot;post-title entry-title&quot;&gt;&lt;a href=&quot;http://kode-xp.blogspot.com/2011/04/cyberlink-power-dvd-ultra-11-full.html&quot;&gt;&lt;br /&gt;
&lt;/a&gt;&lt;/h3&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; color: #999999; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; color: black; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: left;&quot;&gt;&lt;b&gt;System Requirements : &lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; color: black; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: left;&quot;&gt;-&lt;b&gt; &lt;/b&gt;Operating System&lt;/div&gt;&lt;div style=&quot;color: black; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;Microsoft Windows 7, Vista and XP SP3* (Windows XP Service Pack 3 is required)&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; color: black; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: left;&quot;&gt;- Hard Disk Space&lt;/div&gt;&lt;div style=&quot;color: black; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;300 MB for product installation &lt;/div&gt;&lt;a href=&quot;&quot; name=&quot;more&quot; style=&quot;color: black;&quot;&gt;&lt;/a&gt;&lt;div style=&quot;color: black; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; color: black; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUglfdsC6K42VyjgM9vQUGrTO5Opc8HrjKpGPDbLgiQhoYkh2RZqR0vIUWL66kBHzxOT0rdlJbUyRAFEorzCRvdt2hhyn0aAhxIHJDq_slmNgnzoXFnHSgk-JF96N6lsxaLRaYt21oFrYc/s1600/screensyy.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUglfdsC6K42VyjgM9vQUGrTO5Opc8HrjKpGPDbLgiQhoYkh2RZqR0vIUWL66kBHzxOT0rdlJbUyRAFEorzCRvdt2hhyn0aAhxIHJDq_slmNgnzoXFnHSgk-JF96N6lsxaLRaYt21oFrYc/s1600/screensyy.png&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; color: black; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: center;&quot;&gt;&lt;a href=&quot;http://releasedw.ws/wp-content/plugins/wp-o-matic/cache/7f4e0_110423021612625254.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;327&quot; src=&quot;http://releasedw.ws/wp-content/plugins/wp-o-matic/cache/7f4e0_110423021612625254.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;color: black; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: center;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;b&gt;Catatan :&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;Software Cyberlink Power DVD Ultra 11&lt;b&gt; &lt;/b&gt;ini  udah Full, jadi apabila sobat install meskipun tidak menggunakan  keygen, software ini sudah bisa digunakan dan sudah full version. Jadi  Keygen cuma untuk jaga-jaga saja, sapa tau aja sobat perlu, Terima  kasih. .. o_O&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&lt;br /&gt;
&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;br /&gt;
&lt;/b&gt;&lt;/div&gt;&lt;b&gt;MF Download Link &lt;/b&gt;&lt;b&gt;↓&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.mediafire.com/?ww2bad6ykyr2i3r&quot;&gt;&lt;b&gt;Download | Cyberlink Power DVD Ultra 11 Full&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;color: #999999; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: center;&quot;&gt;&lt;br style=&quot;color: black;&quot; /&gt; &lt;a href=&quot;http://www.ziddu.com/download/14796305/KeygenPowerDVD11.rar.html&quot; style=&quot;color: black;&quot;&gt;&lt;b&gt;Download | Keygen&amp;nbsp;Cyberlink Power DVD Ultra 11&amp;nbsp;&lt;/b&gt;&lt;/a&gt;&lt;br style=&quot;color: black;&quot; /&gt; &lt;br style=&quot;color: black;&quot; /&gt; &lt;span style=&quot;color: black; font-size: xx-small;&quot;&gt;Password RAR : dytoshare&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;color: #999999; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div&gt;&lt;b&gt;NB :&lt;/b&gt;&lt;br /&gt;
Untuk yang gagal dalam Aktivasi, silahkan coba beberapa tips yang diberikan oleh teman kita dibawah ini.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;i&gt;Tips 1 &lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Untuk Windows 7 dan Windows XP (x86/x64)&lt;/li&gt;
&lt;/ul&gt;&lt;/div&gt;&lt;ol&gt;&lt;li&gt;Start - RUN (Tombol Bendera + R) - ketik : &lt;i&gt;regedit&lt;br /&gt;
&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;Masuk ke :&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot;&gt;[HKEY_LOCAL_MACHINE\SOFTWARE\CyberLink\PowerDVD11\CustomReg]&lt;/span&gt;&lt;br /&gt;
atau&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot;&gt;[HKEY_LOCAL_MACHINE\SOFTWARE\Wow6432Node\CyberLink\PowerDVD11\CustomReg]&lt;/span&gt;&lt;br /&gt;
&lt;/li&gt;
&lt;li&gt;Klik 2X &quot;UI_UpgradeStrategy&quot; - Ubah Value menjadi 00000000 - OK&lt;br /&gt;
&lt;/li&gt;
&lt;li&gt;Jalankan PowerDVD - Masukkan Serial yang ada pada Keygen.&lt;/li&gt;
&lt;/ol&gt;&lt;div&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;i&gt;TIPS 2 &lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;ul&gt;&lt;li&gt;Barusan saya  menginstall PowerDVD 11 di Windows 7 dan ternyata memang tidak bisa dan  membutuhkan koneksi internet. Namun setelah saya coba saya menemukan  solusinya dan 100% Working. Caranya :&lt;/li&gt;
&lt;/ul&gt;&lt;ol&gt;&lt;li&gt;Restart PC - Masuk ke Safe Mode&lt;br /&gt;
&lt;br /&gt;
Cara masuk ke Safe Mode ya itu saat PC sedang booting anda tekan-tekan F8&lt;br /&gt;
Nanti akan muncul pilihan, pilih SAFE MODE.&lt;br /&gt;
&lt;/li&gt;
&lt;li&gt;Jalankan Keygen - Pilih Serial&lt;br /&gt;
&lt;/li&gt;
&lt;li&gt;Jalankan PowerDVD 11 - Paste Serial&lt;br /&gt;
&lt;/li&gt;
&lt;li&gt;Selanjutnya ikuti langkah yang sudah diberikan. Yaitu hilangkan centang &quot;remind me later&quot; dan klik SKIP Registration.&lt;/li&gt;
&lt;/ol&gt;</content><link rel='replies' type='application/atom+xml' href='http://daltoncoy.blogspot.com/feeds/710219447190765212/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://daltoncoy.blogspot.com/2011/09/cyberlink-power-dvd-ultra-11-full.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/710219447190765212'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/710219447190765212'/><link rel='alternate' type='text/html' href='http://daltoncoy.blogspot.com/2011/09/cyberlink-power-dvd-ultra-11-full.html' title='Cyberlink Power DVD Ultra 11 Full'/><author><name>Dalton_Coy</name><uri>http://www.blogger.com/profile/08015234856842558424</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJL1Vq1U5n-nl-dHAY5qmHY_UnC0lqN2jd_dlPru7En7MtxFgS9ZAeKFbgIpXnHqE0ILbynNdlPcySWGiyPHH84V5qQI3OZD0ya47clOh3TUt4vbCUuTx-MWd3qMa0HLQ/s220/205059_201517953222493_100000928693699_523149_6521700_n.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUglfdsC6K42VyjgM9vQUGrTO5Opc8HrjKpGPDbLgiQhoYkh2RZqR0vIUWL66kBHzxOT0rdlJbUyRAFEorzCRvdt2hhyn0aAhxIHJDq_slmNgnzoXFnHSgk-JF96N6lsxaLRaYt21oFrYc/s72-c/screensyy.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2340265078483595850.post-3567295109677014406</id><published>2011-09-09T21:10:00.000-07:00</published><updated>2011-09-09T21:10:39.728-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Game"/><title type='text'>Call of Juarez The Cartel Lossless Repack</title><content type='html'>&lt;h3 class=&quot;post-title entry-title&quot;&gt;Call of Juarez The Cartel Lossless Repack&lt;/h3&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: center;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5ofM6zk9bunYRueAVUsTi2G982Mgs1uK5sIpnVR8VLp2Uf9VWid-6mTfOq5nGDE3pjgi4_mTycbuP-GQDUJm1gOflIe1NRZWVHtUsKWH11IfrXyUtAHtpTztUOfM__QcWRrw08rF8uMo/s320/c3b5867aad95eb6c8fdaa0329a69202a.png&quot; width=&quot;227&quot; /&gt;&lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;b&gt;Game Info :&lt;/b&gt;&lt;br /&gt;
Repacked by: Black_Box&lt;/div&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt; &lt;/span&gt;&lt;div style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;Type: Lossless&lt;/div&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt; &lt;/span&gt;&lt;div style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;Language(s): Voice: English Text: Multi&lt;/div&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt; &lt;/span&gt;&lt;div style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;Size: 2.73 GB&lt;/div&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt; &lt;/span&gt;&lt;div style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;Read NFO&lt;/div&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt; &lt;/span&gt;&lt;div style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;b&gt;Minimum System Requirements :&lt;/b&gt;&lt;br /&gt;
OS: Windows XP/Visa/7&lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;CPU: Intel Core 2 Duo 2GHz, AMD Athlon 64 X2 2Ghz&lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;RAM: 1GB RAM for Windows XP, 2GB for Windows Vista/7&lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;Video: Nvidia 8800GT /ATI 3850&lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;DirectX: 9.0c&lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;Sound: DX 9.0c compatible&lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;Multiplayer: 512kbs&lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;b&gt;Recommended System Requirements :&lt;/b&gt;&lt;br /&gt;
OS: Windows XP/Visa/7&lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;CPU: Intel Core 2 Duo 3GHz, AMD Athlon 64 X2 3Ghz&lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;RAM: 2GB for Windows XP, 3GB for Windows Vista/7&lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;Video: Nvidia GTX 260/ATI 4870&lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;DirectX: 9.0c&lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;Sound: DX 9.0c compatible&lt;/div&gt;&lt;h3 class=&quot;post-title entry-title&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://www.mediafire.com/?57irumrd7jtqd&quot;&gt;Download | Call of Juarez The Cartel Lossless Repack&lt;/a&gt;&lt;br /&gt;
&lt;/h3&gt;</content><link rel='replies' type='application/atom+xml' href='http://daltoncoy.blogspot.com/feeds/3567295109677014406/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://daltoncoy.blogspot.com/2011/09/call-of-juarez-cartel-lossless-repack.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/3567295109677014406'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/3567295109677014406'/><link rel='alternate' type='text/html' href='http://daltoncoy.blogspot.com/2011/09/call-of-juarez-cartel-lossless-repack.html' title='Call of Juarez The Cartel Lossless Repack'/><author><name>Dalton_Coy</name><uri>http://www.blogger.com/profile/08015234856842558424</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJL1Vq1U5n-nl-dHAY5qmHY_UnC0lqN2jd_dlPru7En7MtxFgS9ZAeKFbgIpXnHqE0ILbynNdlPcySWGiyPHH84V5qQI3OZD0ya47clOh3TUt4vbCUuTx-MWd3qMa0HLQ/s220/205059_201517953222493_100000928693699_523149_6521700_n.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5ofM6zk9bunYRueAVUsTi2G982Mgs1uK5sIpnVR8VLp2Uf9VWid-6mTfOq5nGDE3pjgi4_mTycbuP-GQDUJm1gOflIe1NRZWVHtUsKWH11IfrXyUtAHtpTztUOfM__QcWRrw08rF8uMo/s72-c/c3b5867aad95eb6c8fdaa0329a69202a.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2340265078483595850.post-2285253651774726515</id><published>2011-09-09T21:07:00.000-07:00</published><updated>2011-09-09T21:07:58.513-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Game"/><title type='text'>Dead Island Lossless Repack</title><content type='html'>&lt;h3 class=&quot;post-title entry-title&quot;&gt; Dead Island Lossless Repack &lt;/h3&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipNC4494n1skt2_bgito2EK3NyuvlGMSp-tOffB7_eUkQMt4v-6AiQUkUwe6hXg_zQUQQi3TSFRi9-PfAFzbP0XVYBQR4L0m-ucV-S-v2z0yDT8g6lLwbxzXJof1SJsh5TSo4rT0Vf4Q4/s320/06cd85d5304fd80b4c765172ba752b7f.png&quot; width=&quot;209&quot; /&gt;&lt;b style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&amp;nbsp;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;b style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&amp;nbsp;Game Info :&lt;/b&gt;&lt;/div&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;  Repacked by: Black_Box&lt;/span&gt;&lt;br style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;  Type: Lossless&lt;/span&gt;&lt;br style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;  Language:&lt;/span&gt;&lt;br style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;  Size: 1.65 GB&lt;/span&gt;&lt;br style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;  Inc. Update1&lt;/span&gt;&lt;br style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt; &lt;/span&gt;&lt;br style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt; &lt;/span&gt;&lt;b style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;Minimum System Requirements :&lt;/b&gt;&lt;br style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt; OS: Windows XP&lt;/span&gt;&lt;br style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt; Processor: Core2Duo 2.66 GHz&lt;/span&gt;&lt;br style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt; Memory: 1 GB RAM&lt;/span&gt;&lt;br style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt; Graphics: ATI 2600XT 512MB VRAM (GeForce 8600GT)&lt;/span&gt;&lt;br style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt; DirectX: DirectX 9.0C&lt;/span&gt;&lt;br style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt; Hard Drive: 7 GB available hard drive space&lt;/span&gt;&lt;br style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt; Other: keyboard, mouse&lt;/span&gt;&lt;b style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;br /&gt;
Recommended System Requirements :&lt;/b&gt;&lt;br style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt; OS: Windows 7&lt;/span&gt;&lt;br style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt; Processor: Core2Duo 2.66 GHz&lt;/span&gt;&lt;br style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt; Memory: 4 GB RAM&lt;/span&gt;&lt;br style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt; Graphics: GeForce 9600GT (1GB)&lt;/span&gt;&lt;br style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt; DirectX: DirectX 9.0C&lt;/span&gt;&lt;br style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt; Hard Drive: 7 GB available hard drive space&lt;/span&gt;&lt;br style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt; Other: keyboard, mouse&lt;br /&gt;
&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://www.mediafire.com/?12ezrxcmpgtmr&quot;&gt;Download | Dead Island Lossless Repack&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://daltoncoy.blogspot.com/feeds/2285253651774726515/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://daltoncoy.blogspot.com/2011/09/dead-island-lossless-repack.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/2285253651774726515'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/2285253651774726515'/><link rel='alternate' type='text/html' href='http://daltoncoy.blogspot.com/2011/09/dead-island-lossless-repack.html' title='Dead Island Lossless Repack'/><author><name>Dalton_Coy</name><uri>http://www.blogger.com/profile/08015234856842558424</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJL1Vq1U5n-nl-dHAY5qmHY_UnC0lqN2jd_dlPru7En7MtxFgS9ZAeKFbgIpXnHqE0ILbynNdlPcySWGiyPHH84V5qQI3OZD0ya47clOh3TUt4vbCUuTx-MWd3qMa0HLQ/s220/205059_201517953222493_100000928693699_523149_6521700_n.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipNC4494n1skt2_bgito2EK3NyuvlGMSp-tOffB7_eUkQMt4v-6AiQUkUwe6hXg_zQUQQi3TSFRi9-PfAFzbP0XVYBQR4L0m-ucV-S-v2z0yDT8g6lLwbxzXJof1SJsh5TSo4rT0Vf4Q4/s72-c/06cd85d5304fd80b4c765172ba752b7f.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2340265078483595850.post-8287958477884651892</id><published>2011-09-09T21:05:00.000-07:00</published><updated>2011-09-09T21:05:34.549-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Game"/><title type='text'>Napoleon: Total War Repack</title><content type='html'>&lt;h3 class=&quot;post-title entry-title&quot;&gt; Napoleon: Total War Repack &lt;/h3&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: center;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNfYFQSUI6fSaOctfOUjYmXDJ1S2L3Ral8Bwsne57qrOUGEmDG_aKY5vURfPoVnS8KjGDEJdtINcAzeokd3UL8-PffJ8mvjGfapPoysWvqAWae9jQ0T1ZxpHl4vFEn-fTaAd0lqqC7W8M/s320/d64ac7f4bd45dba40ce249d17dbed91c.png&quot; width=&quot;209&quot; /&gt;&lt;/div&gt;&lt;div style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;b&gt;Game Info : &lt;/b&gt;&lt;br /&gt;
Repacked by: z10yded&lt;br /&gt;
Type: Lossy (Video 30%, Audio xx%: unnoticeable)&lt;br /&gt;
Language(s): Russian, English&lt;br /&gt;
Size: 5.58 GB (2xDVD5)&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Minimum System Requirements :&lt;/b&gt;&lt;br /&gt;
Operating System: Windows XP/Vista/Windows 7&lt;br /&gt;
CPU: 2.3 GHz CPU with SSE2 (Streaming SIMD Extensions 2)&lt;br /&gt;
RAM: 1 GB RAM (XP), 2 GB RAM (Vista/Windows 7)&lt;br /&gt;
Video Card: 256 MB DirectX 9.0c shader model 2b compatible GPU&lt;br /&gt;
DirectX: DirectX 9.0c&lt;br /&gt;
Hard Disk Space: 21 GB free space&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;NB :&lt;/b&gt; Disable your Anti-Virus&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://www.mediafire.com/?89z357u8b3u5z&quot;&gt;Download | Napoleon: Total War Repack&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;a href=&quot;&quot; name=&quot;more&quot;&gt;&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://daltoncoy.blogspot.com/feeds/8287958477884651892/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://daltoncoy.blogspot.com/2011/09/napoleon-total-war-repack.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/8287958477884651892'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2340265078483595850/posts/default/8287958477884651892'/><link rel='alternate' type='text/html' href='http://daltoncoy.blogspot.com/2011/09/napoleon-total-war-repack.html' title='Napoleon: Total War Repack'/><author><name>Dalton_Coy</name><uri>http://www.blogger.com/profile/08015234856842558424</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJL1Vq1U5n-nl-dHAY5qmHY_UnC0lqN2jd_dlPru7En7MtxFgS9ZAeKFbgIpXnHqE0ILbynNdlPcySWGiyPHH84V5qQI3OZD0ya47clOh3TUt4vbCUuTx-MWd3qMa0HLQ/s220/205059_201517953222493_100000928693699_523149_6521700_n.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNfYFQSUI6fSaOctfOUjYmXDJ1S2L3Ral8Bwsne57qrOUGEmDG_aKY5vURfPoVnS8KjGDEJdtINcAzeokd3UL8-PffJ8mvjGfapPoysWvqAWae9jQ0T1ZxpHl4vFEn-fTaAd0lqqC7W8M/s72-c/d64ac7f4bd45dba40ce249d17dbed91c.png" height="72" width="72"/><thr:total>0</thr:total></entry></feed>