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isPermaLink="false">tag:blogger.com,1999:blog-6863035244802170905.post-4415898162312900885</guid><pubDate>Tue, 19 Aug 2014 06:11:00 +0000</pubDate><atom:updated>2014-08-18T23:11:02.646-07:00</atom:updated><title>Relasi dan Fungsi</title><description>&lt;h1 class="firstHeading" id="firstHeading"&gt;
Relasi&lt;/h1&gt;
&lt;b&gt;Relasi&lt;/b&gt;, dalam &lt;a href="http://id.wikipedia.org/wiki/Matematika" title="Matematika"&gt;matematika&lt;/a&gt;,
 adalah hubungan antara dua elemen  himpunan. Hubungan ini bersifat 
abstrak, dan tidak perlu memiliki arti  apapun baik secara konkrit 
maupun secara matematis.&lt;br /&gt;
&lt;h2&gt;
&lt;span class="mw-headline" id="Definisi"&gt;Definisi&lt;/span&gt;&lt;/h2&gt;
&lt;h2&gt;
&lt;span class="mw-headline" id="Definisi"&gt;&amp;nbsp;&lt;/span&gt;&lt;/h2&gt;
Jika terdapat himpunan &lt;i&gt;A&lt;/i&gt; dan himpunan &lt;i&gt;B&lt;/i&gt; (&lt;i&gt;A&lt;/i&gt; bisa  sama dengan &lt;i&gt;B&lt;/i&gt;), maka relasi &lt;i&gt;R&lt;/i&gt; dari &lt;i&gt;A&lt;/i&gt; ke &lt;i&gt;B&lt;/i&gt;  adalah &lt;a class="new" href="http://id.wikipedia.org/w/index.php?title=Subhimpunan&amp;amp;action=edit&amp;amp;redlink=1" title="Subhimpunan (halaman belum tersedia)"&gt;subhimpunan&lt;/a&gt;  dari &lt;i&gt;A&lt;/i&gt;×&lt;i&gt;B&lt;/i&gt;.&lt;br /&gt;
&lt;dl&gt;&lt;dd&gt;&lt;img alt="R_{AB} \subseteq A \times B" class="tex" src="http://upload.wikimedia.org/wikipedia/id/math/e/a/5/ea57aae752a46e38f512dca8a31d9085.png" /&gt;&lt;/dd&gt;&lt;/dl&gt;
&lt;h2&gt;
&lt;span class="editsection"&gt;&lt;/span&gt; &lt;span class="mw-headline" id="Relasi_dan_fungsi_proposisi"&gt;Relasi dan  fungsi proposisi&lt;/span&gt;&lt;/h2&gt;
&lt;h2&gt;
&lt;span class="mw-headline" id="Relasi_dan_fungsi_proposisi"&gt;&amp;nbsp;&lt;/span&gt;&lt;/h2&gt;
Sebuah relasi dapat dikaitkan dengan sebuah &lt;a class="new" href="http://id.wikipedia.org/w/index.php?title=Fungsi_proposisi&amp;amp;action=edit&amp;amp;redlink=1" title="Fungsi proposisi (halaman belum tersedia)"&gt;fungsi  proposisi&lt;/a&gt; atau &lt;a class="new" href="http://id.wikipedia.org/w/index.php?title=Kalimat_terbuka&amp;amp;action=edit&amp;amp;redlink=1" title="Kalimat terbuka (halaman belum tersedia)"&gt;kalimat  terbuka&lt;/a&gt; yang himpunan penyelesaiannya tidak lain adalah relasi  tersebut.&lt;br /&gt;
Sebagai contoh, pandang himpunan &lt;i&gt;B&lt;/i&gt; = { &lt;i&gt;apel, jeruk, mangga,  pisang&lt;/i&gt; } dengan himpunan &lt;i&gt;W&lt;/i&gt; = { &lt;i&gt;hijau, kuning, orange&lt;/i&gt;}.  Suatu relasi &lt;i&gt;R&lt;/i&gt; dari &lt;i&gt;A&lt;/i&gt; ke &lt;i&gt;B&lt;/i&gt; didefinisikan sebagai &lt;i&gt;R&lt;/i&gt;  = {(&lt;i&gt;apel, hijau&lt;/i&gt;), (&lt;i&gt;jeruk, orange&lt;/i&gt;), (&lt;i&gt;mangga, hijau&lt;/i&gt;),  (&lt;i&gt;pisang, kuning&lt;/i&gt;)}. Terdapat fungsi proposisi &lt;i&gt;w&lt;/i&gt;(&lt;i&gt;x, y&lt;/i&gt;)  = "&lt;i&gt;x&lt;/i&gt; berwarna &lt;i&gt;y&lt;/i&gt;", yang himpunan penyelesaiannya adalah {(&lt;i&gt;apel,  hijau&lt;/i&gt;), (&lt;i&gt;jeruk, orange&lt;/i&gt;), (&lt;i&gt;mangga, hijau&lt;/i&gt;), (&lt;i&gt;pisang,  kuning&lt;/i&gt;)}, yang tidak lain adalah relasi &lt;i&gt;R&lt;/i&gt;.&lt;br /&gt;
&lt;h2&gt;
&lt;span class="editsection"&gt;&lt;/span&gt;&lt;span class="mw-headline" id="Relasi_A.C3.97A"&gt;Relasi A×A&lt;/span&gt;&lt;/h2&gt;
Sebuah relasi &lt;i&gt;A&lt;/i&gt;×&lt;i&gt;A&lt;/i&gt;, yaitu relasi dari himpunan &lt;i&gt;A&lt;/i&gt;  kepada &lt;i&gt;A&lt;/i&gt; sendiri, dapat memiliki sifat-sifat berikut:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;Refleksif&lt;/li&gt;
&lt;li&gt;Irefleksif&lt;/li&gt;
&lt;li&gt;Simetrik&lt;/li&gt;
&lt;li&gt;Anti-simetrik&lt;/li&gt;
&lt;li&gt;Transitif&lt;/li&gt;
&lt;/ul&gt;
Kita menyebut relasi &lt;i&gt;R&lt;/i&gt; dari &lt;i&gt;A&lt;/i&gt; kepada &lt;i&gt;A&lt;/i&gt; sebagai  relasi &lt;i&gt;R&lt;/i&gt; dalam &lt;i&gt;A&lt;/i&gt;.&lt;br /&gt;
&lt;h3&gt;
&lt;span class="editsection"&gt;&lt;/span&gt;&lt;span class="mw-headline" id="Relasi_Refleksif"&gt;Relasi Refleksif&lt;/span&gt;&lt;/h3&gt;
Sebuah relasi &lt;i&gt;R&lt;/i&gt; dalam &lt;i&gt;A&lt;/i&gt; disebut memiliki sifat  refleksif, jika setiap elemen &lt;i&gt;A&lt;/i&gt; berhubungan dengan dirinya  sendiri.&lt;br /&gt;
&lt;dl&gt;&lt;dd&gt;&lt;img alt="\forall_{a \in A}\quad (a,a) \in R " class="tex" src="http://upload.wikimedia.org/wikipedia/id/math/8/b/8/8b8048d5992691d02a6f4f3b3df36795.png" /&gt;&lt;/dd&gt;&lt;/dl&gt;
atau&lt;br /&gt;
&lt;dl&gt;&lt;dd&gt;&lt;img alt="\forall_{a \in A}\quad a R a " class="tex" src="http://upload.wikimedia.org/wikipedia/id/math/f/3/7/f37a149185969665dbe9e883dfbcae53.png" /&gt;&lt;/dd&gt;&lt;/dl&gt;
Contoh relasi yang memiliki sifat seperti ini adalah relasi “&lt;i&gt;x&lt;/i&gt;  selalu bersama &lt;i&gt;y&lt;/i&gt;.”, dengan &lt;i&gt;x&lt;/i&gt; dan &lt;i&gt;y&lt;/i&gt; adalah anggota  himpunan seluruh manusia. Jelas sekali bahwa setiap orang pasti selalu  bersama dengan dirinya sendiri.&lt;br /&gt;
&lt;h3&gt;
&lt;span class="editsection"&gt;&lt;/span&gt;&lt;span class="mw-headline" id="Relasi_Irefleksif"&gt;Relasi Irefleksif&lt;/span&gt;&lt;/h3&gt;
Relasi &lt;i&gt;R&lt;/i&gt; dalam &lt;i&gt;A&lt;/i&gt; disebut memiliki sifat irefleksif,  jika setiap elemen &lt;i&gt;A&lt;/i&gt; tidak berhubungan dengan dirinya sendiri.&lt;br /&gt;
&lt;dl&gt;&lt;dd&gt;&lt;img alt="\forall_{a \in A}\quad (a,a) \notin R " class="tex" src="http://upload.wikimedia.org/wikipedia/id/math/8/c/b/8cb52fa56f42c34266691d507e37f00e.png" /&gt;&lt;/dd&gt;&lt;/dl&gt;
atau&lt;br /&gt;
&lt;dl&gt;&lt;dd&gt;&lt;img alt="\forall_{a \in A}\quad \lnot(a R a) " class="tex" src="http://upload.wikimedia.org/wikipedia/id/math/1/f/e/1fe488bad61dbe575ce8cd91f1ebf4e6.png" /&gt;&lt;/dd&gt;&lt;/dl&gt;
Contoh relasi irefleksif adalah relasi “&lt;i&gt;x&lt;/i&gt; mampu mencukur  rambut &lt;i&gt;y&lt;/i&gt; dengan rapi sempurna.”, dengan &lt;i&gt;x&lt;/i&gt; dan &lt;i&gt;y&lt;/i&gt;
  adalah setiap pemotong rambut. Diandaikan bahwa setiap orang hanya 
dapat  mencukur rambut orang lain dengan rapi sempurna, maka relasi ini 
adalah  irefleksif, karena tidak ada seorang tukang cukur &lt;i&gt;a&lt;/i&gt; yang mampu  mencukur rambutnya sendiri.&lt;br /&gt;
Contoh lain dalam himpunan bilangan bulat adalah, relasi &amp;lt; dan  &amp;gt; adalah irefleksif.&lt;br /&gt;
&lt;h3&gt;
&lt;span class="editsection"&gt;&lt;/span&gt;&lt;span class="mw-headline" id="Relasi_Simetrik"&gt;Relasi Simetrik&lt;/span&gt;&lt;/h3&gt;
Relasi &lt;i&gt;R&lt;/i&gt; dalam &lt;i&gt;A&lt;/i&gt; disebut memiliki sifat simetrik, jika  setiap pasangan anggota &lt;i&gt;A&lt;/i&gt; berhubungan satu sama lain. Dengan kata  lain, jika &lt;i&gt;a&lt;/i&gt; terhubung dengan &lt;i&gt;b&lt;/i&gt;, maka &lt;i&gt;b&lt;/i&gt; juga  terhubung dengan &lt;i&gt;a&lt;/i&gt;. Jadi terdapat hubungan timbal balik.&lt;br /&gt;
&lt;dl&gt;&lt;dd&gt;&lt;img alt="\forall_{a, b \in A}\quad (a,b) \in R 
\rightarrow (b,a) \in R" class="tex" src="http://upload.wikimedia.org/wikipedia/id/math/0/f/3/0f335dd6d378ef26a39b9c210746fd60.png" /&gt;&lt;/dd&gt;&lt;/dl&gt;
atau&lt;br /&gt;
&lt;dl&gt;&lt;dd&gt;&lt;img alt="\forall_{a, b \in A}\quad a R b \rightarrow b R
 a" class="tex" src="http://upload.wikimedia.org/wikipedia/id/math/1/2/c/12c9942f35baef111ac997d6843a1b76.png" /&gt;&lt;/dd&gt;&lt;/dl&gt;
Sebuah relasi “&lt;span class="texhtml" dir="ltr"&gt;&lt;i&gt;x&lt;/i&gt; + &lt;i&gt;y&lt;/i&gt;&lt;/span&gt;  genap” adalah relasi simetrik, karena untuk sembarang &lt;i&gt;x&lt;/i&gt; dan &lt;i&gt;y&lt;/i&gt;  yang kita pilih, jika memenuhi relasi tersebut, maka dengan menukarkan  nilai &lt;i&gt;y&lt;/i&gt; dan &lt;i&gt;x&lt;/i&gt;, relasi tersebut tetap dipenuhi. Misalnya  untuk pasangan (5, 3) relasi tersebut dipenuhi, dan untuk (3, 5) juga.&lt;br /&gt;
&lt;h3&gt;
&lt;span class="editsection"&gt;&lt;/span&gt;&lt;span class="mw-headline" id="Relasi_Anti-simetrik"&gt;Relasi Anti-simetrik&lt;/span&gt;&lt;/h3&gt;
Jika setiap &lt;i&gt;a&lt;/i&gt; dan &lt;i&gt;b&lt;/i&gt; yang terhubung hanya terhubung  salah satunya saja (dengan asumsi &lt;i&gt;a&lt;/i&gt; dan &lt;i&gt;b&lt;/i&gt; berlainan), maka  relasi macam ini disebut relasi anti-simetrik.&lt;br /&gt;
&lt;dl&gt;&lt;dd&gt;&lt;img alt="\forall_{a, b \in A}\quad a \neq b \rightarrow
 ((a,b) \in R \rightarrow (b,a) \notin R)" class="tex" src="http://upload.wikimedia.org/wikipedia/id/math/b/a/b/bab55fb6344174a33c3548372b471890.png" /&gt;&lt;/dd&gt;&lt;/dl&gt;
atau&lt;br /&gt;
&lt;dl&gt;&lt;dd&gt;&lt;img alt="\forall_{a, b \in A}\quad a \neq b \rightarrow
 (a R b \rightarrow \lnot (b R a))" class="tex" src="http://upload.wikimedia.org/wikipedia/id/math/f/3/e/f3e29bd6aeca4327d31a157d2a79fa7c.png" /&gt;&lt;/dd&gt;&lt;/dl&gt;
Dalam
 kebanyakan literatur biasanya ditulis sebagai kontraposisinya  seperti 
di bawah ini. Keuntungan bentuk ini adalah tidak mengandung  negasi, dan
 hanya mengandung satu implikasi.&lt;br /&gt;
&lt;dl&gt;&lt;dd&gt;&lt;img alt="\forall_{a, b \in A}\quad (a,b) \in R \wedge 
(b,a) \in R \rightarrow a=b" class="tex" src="http://upload.wikimedia.org/wikipedia/id/math/1/1/1/111c4607e6cdee8ac1feb234f5251f46.png" /&gt;&lt;/dd&gt;&lt;/dl&gt;
atau&lt;br /&gt;
&lt;dl&gt;&lt;dd&gt;&lt;img alt="\forall_{a, b \in A}\quad a R b \wedge b R a 
\rightarrow a=b" class="tex" src="http://upload.wikimedia.org/wikipedia/id/math/4/f/3/4f3ce30dc967479ea25c79e050990cb4.png" /&gt;&lt;/dd&gt;&lt;/dl&gt;
Relasi &lt;img alt="\leq" class="tex" src="http://upload.wikimedia.org/wikipedia/id/math/4/9/d/49dc1443f33cf63082d6e193dd2af78f.png" /&gt;  bersifat anti-simetrik, karena &lt;img alt="5 \leq 6" class="tex" src="http://upload.wikimedia.org/wikipedia/id/math/3/a/b/3abca6cf32055fc16d2f0b960b1b2d63.png" /&gt;  mengakibatkan &lt;img alt="\lnot (6 \leq 5)" class="tex" src="http://upload.wikimedia.org/wikipedia/id/math/b/3/f/b3f909007d9ab556cbdf44d6fa97196a.png" /&gt;.  Demikian juga jika ada &lt;i&gt;p&lt;/i&gt; dan &lt;i&gt;q&lt;/i&gt; yang terhadap mereka  berlaku &lt;img alt="p \leq q" class="tex" src="http://upload.wikimedia.org/wikipedia/id/math/e/e/c/eecdfda12cc6679ab92122e1f9e4f58b.png" /&gt;  dan &lt;img alt="q \leq p" class="tex" src="http://upload.wikimedia.org/wikipedia/id/math/4/2/d/42d080a287ec2105aeb352475f592d45.png" /&gt;  berarti &lt;span class="texhtml" dir="ltr"&gt;&lt;i&gt;p&lt;/i&gt; = &lt;i&gt;q&lt;/i&gt;&lt;/span&gt;.&lt;br /&gt;
&lt;h3&gt;
&lt;span class="editsection"&gt;&lt;/span&gt;&lt;span class="mw-headline" id="Relasi_Transitif"&gt;Relasi Transitif&lt;/span&gt;&lt;/h3&gt;
Sebuah relasi disebut transitif jika memiliki sifat, jika &lt;i&gt;a&lt;/i&gt;  berhubungan dengan &lt;i&gt;b&lt;/i&gt;, dan &lt;i&gt;b&lt;/i&gt; berhubungan dengan &lt;i&gt;c&lt;/i&gt;,  maka &lt;i&gt;a&lt;/i&gt; berhubungan dengan &lt;i&gt;c&lt;/i&gt; secara langsung.&lt;br /&gt;
&lt;dl&gt;&lt;dd&gt;&lt;img alt="(a,b) \in R \wedge (b,c) \in R \rightarrow 
(a,c) \in R" class="tex" src="http://upload.wikimedia.org/wikipedia/id/math/9/7/d/97d8bd563589242184f2d9ff0e3ef323.png" /&gt;&lt;/dd&gt;&lt;/dl&gt;
atau&lt;br /&gt;
&lt;dl&gt;&lt;dd&gt;&lt;img alt="\forall_{a, b, c \in A} {a R b \wedge b R c 
\rightarrow a R c}" class="tex" src="http://upload.wikimedia.org/wikipedia/id/math/4/6/4/464006c11f13874b36da2845bd6bb2fa.png" /&gt;&lt;/dd&gt;&lt;/dl&gt;
Sebagai contoh, relasi dua transitif. Misalnya untuk 5, 6, dan 7,  berlaku 5 &amp;lt; 6, 6 &amp;lt; 7, dan 5 &amp;lt; 7.&lt;br /&gt;
&lt;h2&gt;
&lt;span class="editsection"&gt;&lt;/span&gt;&lt;span class="mw-headline" id="Relasi_khusus"&gt;Relasi khusus&lt;/span&gt;&lt;/h2&gt;
&lt;h3&gt;
&lt;span class="editsection"&gt;&lt;/span&gt; &lt;span class="mw-headline" id="Relasi_Ekivalen"&gt;Relasi &lt;a class="new" href="http://id.wikipedia.org/w/index.php?title=Ekivalen&amp;amp;action=edit&amp;amp;redlink=1" title="Ekivalen (halaman belum tersedia)"&gt;Ekivalen&lt;/a&gt;&lt;/span&gt;&lt;/h3&gt;
Sebuah relasi disebut sebagai relasi ekivalen jika relasi tersebut  bersifat:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;Refleksif&lt;/li&gt;
&lt;li&gt;Simetrik, dan&lt;/li&gt;
&lt;li&gt;Transitif&lt;/li&gt;
&lt;/ul&gt;
Relasi ekuivalen memiliki hubungan erat dengan &lt;a class="mw-redirect" href="http://id.wikipedia.org/wiki/Partisi" title="Partisi"&gt;partisi&lt;/a&gt;, yang merupakan alasan mengapa partisi  dari sebuah himpunan disebut kelas ekivalen atau kelas kesetaraan.&lt;br /&gt;
&lt;h3&gt;
&lt;span class="editsection"&gt;&lt;/span&gt; &lt;span class="mw-headline" id="Orde_Parsial"&gt;Orde Parsial&lt;/span&gt;&lt;/h3&gt;
Orde parsial adalah relasi yang bersifat:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;Refleksif&lt;/li&gt;
&lt;li&gt;Anti-simetrik, dan&lt;/li&gt;
&lt;li&gt;Transitif &lt;/li&gt;
&lt;/ul&gt;
&lt;h1 class="firstHeading" id="firstHeading"&gt;
Fungsi (matematika)&lt;/h1&gt;
&lt;b&gt;Fungsi&lt;/b&gt;, dalam istilah &lt;a href="http://id.wikipedia.org/wiki/Matematika" title="Matematika"&gt;matematika&lt;/a&gt;  adalah pemetaan setiap anggota sebuah &lt;a class="mw-redirect" href="http://id.wikipedia.org/wiki/Himpunan" title="Himpunan"&gt;himpunan&lt;/a&gt; (dinamakan sebagai &lt;a href="http://id.wikipedia.org/wiki/Domain_fungsi" title="Domain fungsi"&gt;domain&lt;/a&gt;)  kepada anggota &lt;a class="mw-redirect" href="http://id.wikipedia.org/wiki/Himpunan" title="Himpunan"&gt;himpunan&lt;/a&gt; yang lain (dinamakan  sebagai &lt;a class="mw-redirect" href="http://id.wikipedia.org/wiki/Kodomain_fungsi" title="Kodomain fungsi"&gt;kodomain&lt;/a&gt;). Istilah ini  berbeda pengertiannya dengan kata yang sama yang dipakai sehari-hari,  seperti “alatnya ber&lt;i&gt;fungsi&lt;/i&gt; dengan baik.” &lt;a href="http://id.wikipedia.org/wiki/Konsep" title="Konsep"&gt;Konsep&lt;/a&gt;  fungsi adalah salah satu konsep dasar dari &lt;a href="http://id.wikipedia.org/wiki/Matematika" title="Matematika"&gt;matematika&lt;/a&gt;  dan setiap &lt;a href="http://id.wikipedia.org/wiki/Ilmu" title="Ilmu"&gt;ilmu&lt;/a&gt;  kuantitatif. Istilah "&lt;i&gt;fungsi&lt;/i&gt;", "&lt;i&gt;pemetaan&lt;/i&gt;", "&lt;i&gt;peta&lt;/i&gt;",  "&lt;i&gt;transformasi&lt;/i&gt;", dan "&lt;i&gt;operator&lt;/i&gt;" biasanya dipakai secara &lt;a href="http://id.wikipedia.org/wiki/Sinonim" title="Sinonim"&gt;sinonim&lt;/a&gt;.&lt;br /&gt;
Anggota himpunan yang dipetakan dapat berupa apa saja (kata, orang,  
atau objek lain), namun biasanya yang dibahas adalah besaran matematika 
 seperti &lt;a href="http://id.wikipedia.org/wiki/Bilangan_riil" title="Bilangan riil"&gt;bilangan riil&lt;/a&gt;. Contoh sebuah fungsi dengan  domain dan kodomain himpunan bilangan riil adalah &lt;i&gt;y&lt;/i&gt;=&lt;i&gt;f&lt;/i&gt;(&lt;i&gt;2x&lt;/i&gt;),
  yang menghubungkan suatu bilangan riil dengan bilangan riil lain yang 
 dua kali lebih besar. Dalam hal ini kita dapat menulis f(5)=10&lt;br /&gt;
&lt;h2&gt;
&lt;span class="mw-headline" id="Notasi"&gt;Notasi&lt;/span&gt;&lt;/h2&gt;
Untuk mendefinisikan fungsi dapat digunakan notasi berikut.&lt;br /&gt;
&lt;dl&gt;&lt;dd&gt;&lt;img alt="f : A \rightarrow B" class="tex" src="http://upload.wikimedia.org/wikipedia/id/math/a/1/3/a132525997b3adfe8c46e2945cc6092c.png" /&gt;&lt;/dd&gt;&lt;/dl&gt;
Dengan demikian kita telah mendefinisikan fungsi &lt;i&gt;f&lt;/i&gt; yang  memetakan setiap elemen himpunan A kepada B. Notasi ini hanya mengatakan  bahwa ada sebuah fungsi &lt;i&gt;f&lt;/i&gt; yang memetakan dua himpunan, &lt;i&gt;A&lt;/i&gt;  kepada &lt;i&gt;B&lt;/i&gt;. Tetapi bagaimana tepatnya pemetaan tersebut tidaklah  terungkapkan dengan baik. Maka kita dapat menggunakan notasi lain.&lt;br /&gt;
&lt;dl&gt;&lt;dd&gt;&lt;img alt="x \in A" class="tex" src="http://upload.wikimedia.org/wikipedia/id/math/3/3/8/3380195a8703c35a0552323381e606ef.png" /&gt;&lt;/dd&gt;&lt;dd&gt;&lt;img alt="f : x \rightarrow x^2" class="tex" src="http://upload.wikimedia.org/wikipedia/id/math/4/a/9/4a957fedc9115183daf338a2eec6d730.png" /&gt;&lt;/dd&gt;&lt;/dl&gt;
atau&lt;br /&gt;
&lt;dl&gt;&lt;dd&gt;&lt;br /&gt;&lt;/dd&gt;&lt;/dl&gt;
&lt;h2&gt;
&lt;span class="mw-headline" id="Fungsi_sebagai_relasi"&gt;Fungsi sebagai  relasi&lt;/span&gt;&lt;/h2&gt;
&lt;h2&gt;
&lt;span class="mw-headline" id="Fungsi_sebagai_relasi"&gt;&amp;nbsp;&lt;/span&gt;&lt;/h2&gt;
Sebuah fungsi &lt;i&gt;f&lt;/i&gt; dapat dimengerti sebagai relasi antara dua  himpunan, dengan unsur pertama hanya dipakai sekali dalam relasi  tersebut.&lt;br /&gt;
&lt;h2&gt;
&lt;span class="editsection"&gt;&lt;/span&gt;&lt;span class="mw-headline" id="Domain_dan_Kodomain"&gt;Domain dan Kodomain&lt;/span&gt;&lt;/h2&gt;
&lt;h2&gt;
&lt;span class="mw-headline" id="Domain_dan_Kodomain"&gt;&amp;nbsp;&lt;/span&gt;&lt;/h2&gt;
Domain adalah daerah asal, kodomain adalah daerah kawan, sedangkan  range adalah daerah hasil&lt;br /&gt;
&lt;h2&gt;
&lt;span class="editsection"&gt;&lt;/span&gt; &lt;span class="mw-headline" id="Jenis-jenis_fungsi"&gt;Jenis-jenis fungsi&lt;/span&gt;&lt;/h2&gt;
&lt;div class="thumbinner" style="width: 252px;"&gt;
&lt;a class="image" href="http://id.wikipedia.org/w/index.php?title=Berkas:Codomain.SVG&amp;amp;filetimestamp=20070531105529"&gt;&lt;img alt="" class="thumbimage" height="188" src="http://upload.wikimedia.org/wikipedia/commons/thumb/c/ca/Codomain.SVG/250px-Codomain.SVG.png" width="250" /&gt;&lt;/a&gt; &lt;br /&gt;
&lt;div class="thumbcaption"&gt;
&lt;div class="magnify"&gt;
&lt;a class="internal" href="http://id.wikipedia.org/w/index.php?title=Berkas:Codomain.SVG&amp;amp;filetimestamp=20070531105529" title="Perbesar"&gt;&lt;img alt="" height="11" src="http://bits.wikimedia.org/skins-1.18/common/images/magnify-clip.png" width="15" /&gt;&lt;/a&gt;&lt;/div&gt;
Pada diagram di atas, X merupakan domain dari fungsi &lt;i&gt;f&lt;/i&gt;, Y  merupakan kodomain&lt;/div&gt;
&lt;h3&gt;
&lt;span class="mw-headline" id="Fungsi_injektif"&gt;Fungsi injektif&lt;/span&gt;&lt;/h3&gt;
Fungsi f: A → B disebut &lt;b&gt;fungsi satu-satu&lt;/b&gt; atau &lt;b&gt;fungsi  injektif&lt;/b&gt; jika dan hanya jika untuk sebarang a&lt;sub&gt;1&lt;/sub&gt; dan a&lt;sub&gt;2&lt;/sub&gt;  &lt;img alt=" \in A" class="tex" src="http://upload.wikimedia.org/wikipedia/id/math/d/a/5/da56d201f443456985f538c3f7c4acff.png" /&gt;  dengan &lt;i&gt;a&lt;sub&gt;1&lt;/sub&gt;&lt;/i&gt; tidak sama dengan &lt;i&gt;a&lt;sub&gt;2&lt;/sub&gt;&lt;/i&gt;  berlaku &lt;i&gt;f&lt;/i&gt;(&lt;i&gt;a&lt;sub&gt;1&lt;/sub&gt;&lt;/i&gt;) tidak sama dengan &lt;i&gt;f&lt;/i&gt;(&lt;i&gt;a&lt;sub&gt;2&lt;/sub&gt;&lt;/i&gt;).  Dengan kata lain, bila &lt;i&gt;a&lt;sub&gt;1&lt;/sub&gt;&lt;/i&gt; = &lt;i&gt;a&lt;sub&gt;2&lt;/sub&gt;&lt;/i&gt; maka  &lt;i&gt;f&lt;/i&gt;(&lt;i&gt;a&lt;sub&gt;1&lt;/sub&gt;&lt;/i&gt;) sama dengan &lt;i&gt;f&lt;/i&gt;(&lt;i&gt;a&lt;sub&gt;2&lt;/sub&gt;&lt;/i&gt;).&lt;br /&gt;
&lt;h3&gt;
&lt;span class="editsection"&gt;&lt;/span&gt; &lt;span class="mw-headline" id="Fungsi_surjektif"&gt;Fungsi surjektif&lt;/span&gt;&lt;/h3&gt;
Fungsi f: A → B disebut &lt;b&gt;fungsi kepada&lt;/b&gt; atau &lt;b&gt;fungsi surjektif&lt;/b&gt;  jika dan hanya jika untuk sebarang &lt;i&gt;b&lt;/i&gt; dalam kodomain &lt;i&gt;B&lt;/i&gt;  terdapat paling tidak satu &lt;i&gt;a&lt;/i&gt; dalam domain &lt;i&gt;A&lt;/i&gt; sehingga  berlaku &lt;i&gt;f&lt;/i&gt;(&lt;i&gt;a&lt;/i&gt;) = &lt;i&gt;b&lt;/i&gt;. Dengan kata lain, suatu kodomain  fungsi surjektif sama dengan kisarannya (&lt;i&gt;range&lt;/i&gt;).&lt;br /&gt;
&lt;h3&gt;
&lt;span class="editsection"&gt;&lt;/span&gt; &lt;span class="mw-headline" id="Fungsi_bijektif"&gt;Fungsi bijektif&lt;/span&gt;&lt;/h3&gt;
Fungsi f: A → B disebut disebut &lt;b&gt;fungsi bijektif&lt;/b&gt; jika dan hanya  jika untuk sebarang &lt;i&gt;b&lt;/i&gt; dalam kodomain &lt;i&gt;B&lt;/i&gt; terdapat tepat  satu &lt;i&gt;a&lt;/i&gt; dalam domain &lt;i&gt;A&lt;/i&gt; sehingga &lt;i&gt;f&lt;/i&gt;(&lt;i&gt;a&lt;/i&gt;) = &lt;i&gt;b&lt;/i&gt;,  dan tidak ada anggota &lt;i&gt;A&lt;/i&gt; yang tidak terpetakan dalam &lt;i&gt;B&lt;/i&gt;.  Dengan kata lain, fungsi bijektif adalah sekaligus injektif dan  surjektif.&lt;/div&gt;
&lt;div class="thumbinner" style="width: 252px;"&gt;
&lt;/div&gt;
&lt;div class="thumbinner" style="width: 252px;"&gt;
&lt;img alt="" height="640" 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" width="576" /&gt; &lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;onedita&lt;/div&gt;</description><link>http://onedita.blogspot.com/2014/08/relasi-dan-fungsi.html</link><author>noreply@blogger.com (Anonymous)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6863035244802170905.post-2613561485555247659</guid><pubDate>Tue, 19 Aug 2014 06:07:00 +0000</pubDate><atom:updated>2014-08-18T23:07:18.634-07:00</atom:updated><title>soal aljabar</title><description>&lt;table border="0" cellpadding="0" cellspacing="0" style="color: #444444 !important; margin-top: 8px;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;&lt;strong class="questionN" style="color: #444444 !important; font-style: normal;"&gt;1.&amp;nbsp;
                                    &lt;/strong&gt;
                                &lt;/td&gt;
                                &lt;td&gt;
                                    &lt;span class="question_text m_questiontext"&gt;
                                        Bentuk sederhana dari : 
&amp;nbsp;6(3a+4b)-5(2a-3b) &amp;nbsp;adalah ... .                                    &lt;/span&gt;
                                &lt;/td&gt;
                            &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                A.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                8a + b                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                B.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                8a + 9b                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                C.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                8a - 25b                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                D.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                8a + 39b                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="color: #444444 !important; margin-top: 8px;"&gt;
                            &lt;tbody&gt;
&lt;tr&gt;
                                &lt;td valign="top"&gt;
                                    &lt;strong class="questionN" style="color: #444444 !important; font-style: normal;"&gt;
                                    2.&amp;nbsp;
                                    &lt;/strong&gt;
                                &lt;/td&gt;
                                &lt;td&gt;
                                    &lt;span class="question_text m_questiontext"&gt;
                                        Salah satu faktor dari : &amp;nbsp;&lt;img align="middle" alt="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo»-«/mo»«mn»6«/mn»«msup»«mi»x«/mi»«mn»2«/mn»«/msup»«mo»+«/mo»«mn»17«/mn»«mi»x«/mi»«mo»-«/mo»«mn»5«/mn»«/math»" class="Wirisformula" src="http://www.proprofs.com/api/ckeditor_3.6.2/ckeditor//plugins/ckeditor_wiris/integration/showimage.php?formula=072e418d61ae431a5bb3d5427020316e.png" title="Double click to edit" /&gt;&amp;nbsp; adalah ... .                                    &lt;/span&gt;
                                &lt;/td&gt;
                            &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                A.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                -3x - 1                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                B.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                -2x + 5                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                C.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                2x + 5                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                D.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                3x + 1                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="color: #444444 !important; margin-top: 8px;"&gt;
                            &lt;tbody&gt;
&lt;tr&gt;
                                &lt;td valign="top"&gt;
                                    &lt;strong class="questionN" style="color: #444444 !important; font-style: normal;"&gt;
                                    3.&amp;nbsp;
                                    &lt;/strong&gt;
                                &lt;/td&gt;
                                &lt;td&gt;
                                    &lt;span class="question_text m_questiontext"&gt;
                                        Bentuk sederhana dari : &amp;nbsp;&lt;img align="middle" alt="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mfrac»«mrow»«mn»2«/mn»«msup»«mi»x«/mi»«mn»2«/mn»«/msup»«mo»-«/mo»«mn»5«/mn»«mi»x«/mi»«mo»-«/mo»«mn»3«/mn»«/mrow»«mrow»«msup»«mi»x«/mi»«mn»2«/mn»«/msup»«mo»-«/mo»«mn»6«/mn»«mi»x«/mi»«mo»+«/mo»«mn»9«/mn»«/mrow»«/mfrac»«/math»" class="Wirisformula" src="http://www.proprofs.com/api/ckeditor_3.6.2/ckeditor//plugins/ckeditor_wiris/integration/showimage.php?formula=338f7b6b9a3b6bb7e4bfc664940225be.png" title="Double click to edit" /&gt;&amp;nbsp; adalah ... .                                    &lt;/span&gt;
                                &lt;/td&gt;
                            &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                A.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                &lt;img align="middle" alt="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mfrac»«mrow»«mn»2«/mn»«mi»x«/mi»«mo»+«/mo»«mn»1«/mn»«/mrow»«mrow»«mi»x«/mi»«mo»+«/mo»«mn»3«/mn»«/mrow»«/mfrac»«/math»" class="Wirisformula" src="http://www.proprofs.com/api/ckeditor_3.6.2/ckeditor//plugins/ckeditor_wiris/integration/showimage.php?formula=d172313964fe5d45251de6cd737ee09e.png" title="Double click to edit" /&gt;                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                B.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                &lt;img align="middle" alt="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mfrac»«mrow»«mn»2«/mn»«mi»x«/mi»«mo»+«/mo»«mn»1«/mn»«/mrow»«mrow»«mi»x«/mi»«mo»-«/mo»«mn»3«/mn»«/mrow»«/mfrac»«/math»" class="Wirisformula" src="http://www.proprofs.com/api/ckeditor_3.6.2/ckeditor//plugins/ckeditor_wiris/integration/showimage.php?formula=877a2c0f19c8bde67e23289c0be456ab.png" title="Double click to edit" /&gt;                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                C.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                &lt;img align="middle" alt="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mfrac»«mrow»«mn»2«/mn»«mi»x«/mi»«mo»-«/mo»«mn»1«/mn»«/mrow»«mrow»«mi»x«/mi»«mo»-«/mo»«mn»3«/mn»«/mrow»«/mfrac»«/math»" class="Wirisformula" src="http://www.proprofs.com/api/ckeditor_3.6.2/ckeditor//plugins/ckeditor_wiris/integration/showimage.php?formula=750214ff263fbb74b831fdec199dc221.png" title="Double click to edit" /&gt;                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                D.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                &lt;img align="middle" alt="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mfrac»«mrow»«mn»2«/mn»«mi»x«/mi»«mo»-«/mo»«mn»1«/mn»«/mrow»«mrow»«mi»x«/mi»«mo»+«/mo»«mn»3«/mn»«/mrow»«/mfrac»«/math»" class="Wirisformula" src="http://www.proprofs.com/api/ckeditor_3.6.2/ckeditor//plugins/ckeditor_wiris/integration/showimage.php?formula=c51c87b7a424775cb17a48fd4a1e3326.png" title="Double click to edit" /&gt;                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="color: #444444 !important; margin-top: 8px;"&gt;
                            &lt;tbody&gt;
&lt;tr&gt;
                                &lt;td valign="top"&gt;
                                    &lt;strong class="questionN" style="color: #444444 !important; font-style: normal;"&gt;
                                    4.&amp;nbsp;
                                    &lt;/strong&gt;
                                &lt;/td&gt;
                                &lt;td&gt;
                                    &lt;span class="question_text m_questiontext"&gt;
                                        Hasil penjumlahan : &amp;nbsp;&lt;img align="middle" alt="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mn»4«/mn»«msup»«mi»x«/mi»«mn»2«/mn»«/msup»«mo»-«/mo»«mn»5«/mn»«mi»x«/mi»«mo»+«/mo»«mn»6«/mn»«/math»" class="Wirisformula" src="http://www.proprofs.com/api/ckeditor_3.6.2/ckeditor//plugins/ckeditor_wiris/integration/showimage.php?formula=47cc473db5c43c9d78cb220752cf4ced.png" title="Double click to edit" /&gt;&amp;nbsp;dengan &amp;nbsp;&lt;img align="middle" alt="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mn»8«/mn»«msup»«mi»x«/mi»«mn»2«/mn»«/msup»«mo»+«/mo»«mn»6«/mn»«mi»x«/mi»«mo»-«/mo»«mn»4«/mn»«/math»" class="Wirisformula" src="http://www.proprofs.com/api/ckeditor_3.6.2/ckeditor//plugins/ckeditor_wiris/integration/showimage.php?formula=b9dcb37c986d1d28c49d85c061fb2a45.png" title="Double click to edit" /&gt;&amp;nbsp; adalah ... .                                    &lt;/span&gt;
                                &lt;/td&gt;
                            &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                A.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                &lt;img align="middle" alt="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mn»12«/mn»«msup»«mi»x«/mi»«mn»2«/mn»«/msup»«mo»-«/mo»«mn»11«/mn»«mi»x«/mi»«mo»+«/mo»«mn»10«/mn»«/math»" class="Wirisformula" src="http://www.proprofs.com/api/ckeditor_3.6.2/ckeditor//plugins/ckeditor_wiris/integration/showimage.php?formula=921859c0eae6939409ebc65ce0bc047d.png" title="Double click to edit" /&gt;                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                B.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                
 &lt;img align="middle" alt="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mn»12«/mn»«msup»«mi»x«/mi»«mn»2«/mn»«/msup»«mo»-«/mo»«mi»x«/mi»«mo»-«/mo»«mn»2«/mn»«/math»" class="Wirisformula" src="http://www.proprofs.com/api/ckeditor_3.6.2/ckeditor//plugins/ckeditor_wiris/integration/showimage.php?formula=04c2f4f42fc1582e0819dfd7475f366c.png" title="Double click to edit" /&gt;
                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                C.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                
 &lt;img align="middle" alt="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mn»12«/mn»«msup»«mi»x«/mi»«mn»2«/mn»«/msup»«mo»+«/mo»«mi»x«/mi»«mo»+«/mo»«mn»2«/mn»«/math»" class="Wirisformula" src="http://www.proprofs.com/api/ckeditor_3.6.2/ckeditor//plugins/ckeditor_wiris/integration/showimage.php?formula=0ad5a788e2d7299831cb2703d5e3a3ce.png" title="Double click to edit" /&gt;
                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                D.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                
 &lt;img align="middle" alt="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mn»12«/mn»«msup»«mi»x«/mi»«mn»2«/mn»«/msup»«mo»+«/mo»«mn»11«/mn»«mi»x«/mi»«mo»-«/mo»«mn»10«/mn»«/math»" class="Wirisformula" src="http://www.proprofs.com/api/ckeditor_3.6.2/ckeditor//plugins/ckeditor_wiris/integration/showimage.php?formula=5e510ef0cb07e1860ff1a7e08e3f28da.png" title="Double click to edit" /&gt;
                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="color: #444444 !important; margin-top: 8px;"&gt;
                            &lt;tbody&gt;
&lt;tr&gt;
                                &lt;td valign="top"&gt;
                                    &lt;strong class="questionN" style="color: #444444 !important; font-style: normal;"&gt;
                                    5.&amp;nbsp;
                                    &lt;/strong&gt;
                                &lt;/td&gt;
                                &lt;td&gt;
                                    &lt;span class="question_text m_questiontext"&gt;
                                        Hasil pemfaktoran dari : &amp;nbsp;&lt;img align="middle" alt="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mn»4«/mn»«msup»«mi»x«/mi»«mn»2«/mn»«/msup»«mo»+«/mo»«mn»20«/mn»«mi»x«/mi»«mo»+«/mo»«mn»25«/mn»«/math»" class="Wirisformula" src="http://www.proprofs.com/api/ckeditor_3.6.2/ckeditor//plugins/ckeditor_wiris/integration/showimage.php?formula=c0b583ec4c2cc942154d5bfeaa69426e.png" title="Double click to edit" /&gt;&amp;nbsp; adalah ... .                                    &lt;/span&gt;
                                &lt;/td&gt;
                            &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                A.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                (2x - 5)(2x - 5)                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                B.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                (2x + 5)(2x + 5)                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                C.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                (x + 5)(4x + 5)                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                D.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                (x - 5)(4x - 5)                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="color: #444444 !important; margin-top: 8px;"&gt;
                            &lt;tbody&gt;
&lt;tr&gt;
                                &lt;td valign="top"&gt;
                                    &lt;strong class="questionN" style="color: #444444 !important; font-style: normal;"&gt;
                                    6.&amp;nbsp;
                                    &lt;/strong&gt;
                                &lt;/td&gt;
                                &lt;td&gt;
                                    &lt;span class="question_text m_questiontext"&gt;
                                        Hasil perkalian faktor-faktor 
&amp;nbsp;(x + 4)(2x + 1) &amp;nbsp;adalah ... .                                    &lt;/span&gt;
                                &lt;/td&gt;
                            &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                A.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                &lt;img align="middle" alt="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mn»2«/mn»«msup»«mi»x«/mi»«mn»2«/mn»«/msup»«mo»+«/mo»«mn»9«/mn»«mi»x«/mi»«mo»+«/mo»«mn»4«/mn»«/math»" class="Wirisformula" src="http://www.proprofs.com/api/ckeditor_3.6.2/ckeditor//plugins/ckeditor_wiris/integration/showimage.php?formula=0489511101fff23b3b108e702baf4a1a.png" title="Double click to edit" /&gt;                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                B.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                &lt;img align="middle" alt="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mn»2«/mn»«msup»«mi»x«/mi»«mn»2«/mn»«/msup»«mo»+«/mo»«mn»9«/mn»«mi»x«/mi»«mo»-«/mo»«mn»4«/mn»«/math»" class="Wirisformula" src="http://www.proprofs.com/api/ckeditor_3.6.2/ckeditor//plugins/ckeditor_wiris/integration/showimage.php?formula=b92a37acbeaf74aa3feba821f30255f4.png" title="Double click to edit" /&gt;                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                C.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                &lt;img align="middle" alt="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mn»2«/mn»«msup»«mi»x«/mi»«mn»2«/mn»«/msup»«mo»-«/mo»«mn»9«/mn»«mi»x«/mi»«mo»+«/mo»«mn»4«/mn»«/math»" class="Wirisformula" src="http://www.proprofs.com/api/ckeditor_3.6.2/ckeditor//plugins/ckeditor_wiris/integration/showimage.php?formula=a6fb9ccce9a8d8af7d7db593de453093.png" title="Double click to edit" /&gt;                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                D.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                &lt;img align="middle" alt="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mn»2«/mn»«msup»«mi»x«/mi»«mn»2«/mn»«/msup»«mo»-«/mo»«mn»9«/mn»«mi»x«/mi»«mo»-«/mo»«mn»4«/mn»«/math»" class="Wirisformula" src="http://www.proprofs.com/api/ckeditor_3.6.2/ckeditor//plugins/ckeditor_wiris/integration/showimage.php?formula=101ad2075276a4cd9f7ca7066a8af341.png" title="Double click to edit" /&gt;                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="color: #444444 !important; margin-top: 8px;"&gt;
                            &lt;tbody&gt;
&lt;tr&gt;
                                &lt;td valign="top"&gt;
                                    &lt;strong class="questionN" style="color: #444444 !important; font-style: normal;"&gt;
                                    7.&amp;nbsp;
                                    &lt;/strong&gt;
                                &lt;/td&gt;
                                &lt;td&gt;
                                    &lt;span class="question_text m_questiontext"&gt;
                                        Faktor dari : &amp;nbsp;&lt;img align="middle" alt="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mn»25«/mn»«msup»«mi»a«/mi»«mn»2«/mn»«/msup»«msup»«mi»b«/mi»«mn»2«/mn»«/msup»«mo»-«/mo»«mo»§nbsp;«/mo»«mn»64«/mn»«msup»«mi»c«/mi»«mn»2«/mn»«/msup»«/math»" class="Wirisformula" src="http://www.proprofs.com/api/ckeditor_3.6.2/ckeditor//plugins/ckeditor_wiris/integration/showimage.php?formula=840a1bd38f42ce96ce2dbb29ae25c38a.png" title="Double click to edit" /&gt;&amp;nbsp; adalah ... .                                    &lt;/span&gt;
                                &lt;/td&gt;
                            &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                A.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                (25ab - 8c)(ab + 8c)                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                B.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                (5ab - 8c)(5ab + 8c)                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                C.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                (5ab - 8c)(5ab - 8c)                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                D.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                (5ab + 8c)(5ab + 8c)                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="color: #444444 !important; margin-top: 8px;"&gt;
                            &lt;tbody&gt;
&lt;tr&gt;
                                &lt;td valign="top"&gt;
                                    &lt;strong class="questionN" style="color: #444444 !important; font-style: normal;"&gt;
                                    8.&amp;nbsp;
                                    &lt;/strong&gt;
                                &lt;/td&gt;
                                &lt;td&gt;
                                    &lt;span class="question_text m_questiontext"&gt;
                                        Bentuk aljabar : &amp;nbsp;&lt;img align="middle" alt="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mn»2«/mn»«msup»«mi»x«/mi»«mn»2«/mn»«/msup»«mo»-«/mo»«mi»x«/mi»«mo»-«/mo»«mn»3«/mn»«/math»" class="Wirisformula" src="http://www.proprofs.com/api/ckeditor_3.6.2/ckeditor//plugins/ckeditor_wiris/integration/showimage.php?formula=d594a9d5699d3782eb9dd8b5aab7fe8d.png" title="Double click to edit" /&gt;&amp;nbsp; dapat difaktorkan menjadi ... .                                    &lt;/span&gt;
                                &lt;/td&gt;
                            &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                A.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                (x + 3)(2x - 1)                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                B.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                (x - 3)(2x + 1)                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                C.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                (2x + 3)(x - 1)                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                D.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                (2x - 3)(x + 1)                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="color: #444444 !important; margin-top: 8px;"&gt;
                            &lt;tbody&gt;
&lt;tr&gt;
                                &lt;td valign="top"&gt;
                                    &lt;strong class="questionN" style="color: #444444 !important; font-style: normal;"&gt;
                                    9.&amp;nbsp;
                                    &lt;/strong&gt;
                                &lt;/td&gt;
                                &lt;td&gt;
                                    &lt;span class="question_text m_questiontext"&gt;
                                        Hasil pengurangan dari : &amp;nbsp;&lt;img align="middle" alt="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mfrac»«mi»a«/mi»«mrow»«mn»2«/mn»«mi»b«/mi»«/mrow»«/mfrac»«mo»-«/mo»«mfrac»«mrow»«mn»3«/mn»«mi»a«/mi»«/mrow»«mrow»«mn»4«/mn»«mi»b«/mi»«/mrow»«/mfrac»«/math»" class="Wirisformula" src="http://www.proprofs.com/api/ckeditor_3.6.2/ckeditor//plugins/ckeditor_wiris/integration/showimage.php?formula=c0154699d0b41b3938ca25a128ab42c2.png" title="Double click to edit" /&gt;&amp;nbsp; adalah ... .                                    &lt;/span&gt;
                                &lt;/td&gt;
                            &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                A.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                &lt;img align="middle" alt="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo»-«/mo»«mfrac»«mi»a«/mi»«mrow»«mn»4«/mn»«mi»b«/mi»«/mrow»«/mfrac»«/math»" class="Wirisformula" src="http://www.proprofs.com/api/ckeditor_3.6.2/ckeditor//plugins/ckeditor_wiris/integration/showimage.php?formula=d7c8a78faa5771ccba95fd0699ea921b.png" title="Double click to edit" /&gt;                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                B.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                &lt;img align="middle" alt="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo»-«/mo»«mfrac»«mi»a«/mi»«mrow»«mn»2«/mn»«mi»b«/mi»«/mrow»«/mfrac»«/math»" class="Wirisformula" src="http://www.proprofs.com/api/ckeditor_3.6.2/ckeditor//plugins/ckeditor_wiris/integration/showimage.php?formula=9b384f952bd1f453ae9f0483300ac3c5.png" title="Double click to edit" /&gt;                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                C.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                &lt;img align="middle" alt="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mfrac»«mi»a«/mi»«mrow»«mn»4«/mn»«mi»b«/mi»«/mrow»«/mfrac»«/math»" class="Wirisformula" src="http://www.proprofs.com/api/ckeditor_3.6.2/ckeditor//plugins/ckeditor_wiris/integration/showimage.php?formula=8926205e24e271c4b8059fc9502eca76.png" title="Double click to edit" /&gt;                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                D.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
                                                &lt;img align="middle" alt="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mfrac»«mi»a«/mi»«mrow»«mn»2«/mn»«mi»b«/mi»«/mrow»«/mfrac»«/math»" class="Wirisformula" src="http://www.proprofs.com/api/ckeditor_3.6.2/ckeditor//plugins/ckeditor_wiris/integration/showimage.php?formula=36ecf9fd122f82022531f40ccb81a118.png" title="Double click to edit" /&gt;                                             &lt;/label&gt;
                                            &lt;/span&gt;
                                        &lt;/td&gt;
                                        &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="color: #444444 !important; margin-top: 8px;"&gt;
                            &lt;tbody&gt;
&lt;tr&gt;
                                &lt;td valign="top"&gt;
                                    &lt;strong class="questionN" style="color: #444444 !important; font-style: normal;"&gt;
                                    10.&amp;nbsp;
                                    &lt;/strong&gt;
                                &lt;/td&gt;
                                &lt;td&gt;
                                    &lt;span class="question_text m_questiontext"&gt;
                                        Hasil pengurangan : &amp;nbsp;&lt;img align="middle" alt="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mn»3«/mn»«msup»«mi»x«/mi»«mn»2«/mn»«/msup»«mo»-«/mo»«mn»6«/mn»«mi»x«/mi»«mo»+«/mo»«mn»13«/mn»«/math»" class="Wirisformula" src="http://www.proprofs.com/api/ckeditor_3.6.2/ckeditor//plugins/ckeditor_wiris/integration/showimage.php?formula=fc3fe2626f5dcc0d4eff0cf86c709e1f.png" title="Double click to edit" /&gt;&amp;nbsp; dari &amp;nbsp;&lt;img align="middle" alt="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo»-«/mo»«msup»«mi»x«/mi»«mn»2«/mn»«/msup»«mo»+«/mo»«mn»8«/mn»«mi»x«/mi»«mo»-«/mo»«mn»6«/mn»«/math»" class="Wirisformula" src="http://www.proprofs.com/api/ckeditor_3.6.2/ckeditor//plugins/ckeditor_wiris/integration/showimage.php?formula=2635eb22028865b5ab5d7a9f9bc9993a.png" title="Double click to edit" /&gt;&amp;nbsp; adalah ... .                                    &lt;/span&gt;
                                &lt;/td&gt;
                            &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table border="0" cellpadding="0" cellspacing="0" style="padding-left: 24px;"&gt;
                                        &lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top"&gt;
                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                A.                                            &lt;/strong&gt;
                                        &lt;/td&gt;&lt;td&gt;          
                                            &lt;span class="questonnopt"&gt;
                                             &lt;label class="labelHover1" style="cursor: default !important;"&gt;
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                                            &lt;strong class="questonnopt" style="float: left; padding: 6px 0px 0px 0px;"&gt;
                                                B.                                            &lt;/strong&gt;
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                                            &lt;span class="questonnopt"&gt;
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                                                C.                                            &lt;/strong&gt;
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&lt;div class="blogger-post-footer"&gt;onedita&lt;/div&gt;</description><link>http://onedita.blogspot.com/2014/08/soal-aljabar.html</link><author>noreply@blogger.com (Anonymous)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6863035244802170905.post-2043538890339190949</guid><pubDate>Tue, 19 Aug 2014 05:46:00 +0000</pubDate><atom:updated>2014-08-18T22:46:38.354-07:00</atom:updated><title>Faktorisasi Suku Aljabar </title><description>
&lt;div class="post-header"&gt;

&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt;"&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;RINGKASAN MATERI&lt;/span&gt; &lt;/div&gt;
&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt;"&gt;
&lt;span style="color: blue;"&gt;1. Faktorisasi suku aljabar&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpFirst" style="margin-left: 21.3pt; text-indent: -21.3pt;"&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;A.&lt;span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: 12pt; line-height: 115%;"&gt;Pengertian
Faktorisasi&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt;"&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;Faktorisasi aljabar
adalah mengubah penjumlahan aljabar menjadi perkalian faktor-faktornya.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt;"&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;Contoh : &lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt;"&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;Karena 8 = 1 x 8, atau 8
= 2 x 4,&amp;nbsp; maka 1, 2, 4 dan 8 adalah
faktor-faktor dari 8&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt;"&gt;
&lt;br /&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt;"&gt;
&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt; text-indent: -21.3pt;"&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;B.&lt;span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: 12pt; line-height: 115%;"&gt;Bentuk
Distributif&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt;"&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;ab + ac = a(b + c)&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt;"&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;ab – ac = a(b – c),
dengan a adalah faktor suku aljabar yang sama.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt;"&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;Contoh :&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt;"&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;15p&lt;sup&gt;2&lt;/sup&gt; + 9p =
3p(5p + 3)&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt;"&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt;"&gt;
&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt; text-indent: -21.3pt;"&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;C.&lt;span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: 12pt; line-height: 115%;"&gt;Bentuk
Selisih Dua Kuadrat&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt;"&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;a&lt;sup&gt;2&lt;/sup&gt; – b&lt;sup&gt;2&lt;/sup&gt;
= (a + b)(a – b)&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt;"&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;Contoh :&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt;"&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;16m&lt;sup&gt;2&lt;/sup&gt; – 9 = (4m
+ 3)(4m – 3)&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt;"&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt;"&gt;
&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt; text-indent: -21.3pt;"&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;D.&lt;span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: 12pt; line-height: 115%;"&gt;Bentuk Kuadrat Sempurna&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt;"&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;a&lt;sup&gt;2&lt;/sup&gt; + 2ab + b&lt;sup&gt;2&lt;/sup&gt;
= (a + b)&lt;sup&gt;2&lt;/sup&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt;"&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;a&lt;sup&gt;2&lt;/sup&gt; – 2ab + b&lt;sup&gt;2&lt;/sup&gt;
= (a – b)&lt;sup&gt;2&lt;/sup&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt;"&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;Contoh :&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt;"&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;x&lt;sup&gt;2&lt;/sup&gt; + 10x + 25
= (x + 5)&lt;sup&gt;2&lt;/sup&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt;"&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;x&lt;sup&gt;2&lt;/sup&gt; – 16x + 64
= (x – 8)&lt;sup&gt;2&lt;/sup&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt;"&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;&lt;sup&gt;&amp;nbsp;&lt;/sup&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt;"&gt;
&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt; text-indent: -21.3pt;"&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;E.&lt;span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: 12pt; line-height: 115%;"&gt;Bentuk
ax&lt;sup&gt;2&lt;/sup&gt; + bx +c, dengan a = 1&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt;"&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;x&lt;sup&gt;2&lt;/sup&gt; + bx + c =
(x + p)(x + q)&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt;"&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;dengan syarat : pq = c
dan p + q = b&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt;"&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;Contoh :&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt;"&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;x&lt;sup&gt;2&lt;/sup&gt; + 8x + 12
=(x + 2)(x + 6)&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt;"&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt;"&gt;
&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt; text-indent: -21.3pt;"&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;F.&lt;span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: 12pt; line-height: 115%;"&gt;Bentuk
ax&lt;sup&gt;2&lt;/sup&gt; + bx +c, dengan a &lt;/span&gt;&lt;span style="font-size: 12pt; line-height: 115%;"&gt;≠&lt;/span&gt;&lt;span style="font-size: 12pt; line-height: 115%;"&gt; 1&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt;"&gt;
&lt;div class="separator" style="clear: both; text-align: left;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRXslxLqyWOX1R_hFqAxsI6cuZkufGDS4EECvcjKl3SPuQKD4gDVeDcC_TzIVu8y44ZD1cAnjqFLrWseg12A5IN6kdjcvW4jciQ_1PsjCsukcelfwewxge-A3OH2kgcAfmUEztl50Ytu9A/s1600/fk2.gif" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRXslxLqyWOX1R_hFqAxsI6cuZkufGDS4EECvcjKl3SPuQKD4gDVeDcC_TzIVu8y44ZD1cAnjqFLrWseg12A5IN6kdjcvW4jciQ_1PsjCsukcelfwewxge-A3OH2kgcAfmUEztl50Ytu9A/s1600/fk2.gif" style="background-color: #cccccc;" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style="background-color: white;"&gt;
&lt;span style="font-size: xx-small;"&gt;&lt;span style="line-height: 18px;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="background-color: white; font-size: 12pt; line-height: 115%;"&gt;dengan syarat : pq = ac
dan p + q = b&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt;"&gt;
&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt; text-indent: -21.3pt;"&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;G.&lt;span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: 12pt; line-height: 115%;"&gt;Menyederhanakan Pecahan Aljabar&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt;"&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;Contoh :&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt;"&gt;
&lt;div class="separator" style="clear: both; text-align: left;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4cDl5qGGhZU1dK0OZqfA-9GP8qO7kd60040_s5LDiVZsL-B0wtx-W0FSrEvOzya9HLbHqALw9reVL53gTdxVvEyGxgcqiY0TnDQrRpmfrEWoilLjtwroMqPNEWOUTnOr_HHPV-LhlPa9D/s1600/fk3.gif" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4cDl5qGGhZU1dK0OZqfA-9GP8qO7kd60040_s5LDiVZsL-B0wtx-W0FSrEvOzya9HLbHqALw9reVL53gTdxVvEyGxgcqiY0TnDQrRpmfrEWoilLjtwroMqPNEWOUTnOr_HHPV-LhlPa9D/s1600/fk3.gif" style="background-color: #cccccc;" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;span style="font-size: 12pt; line-height: 115%;"&gt;Cara : Bentuk aljabar
difaktorkan dan faktor yang sama di hilangkan&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Contoh.&amp;nbsp; SOAl&lt;br /&gt;
Tulislah setiap kalimat berikut dengan menggunakan variabel sebagai pengganti bilangan yang belum diketahui nilainya. &lt;br /&gt;
a. Jumlah bilangan ganjil berturutan adalah 16 &lt;br /&gt;
b. Suatu bilangan jika dikalikan 4 kemudian dikurangi 3 hasilnya adalah 5 &lt;br /&gt;
Penyelesaian &lt;br /&gt;
a. Misalkan bilangan tersebut x dan x + 2 berarti x + x + 2 = 16 &lt;br /&gt;
b. Misakan bilangan tersebut x, berarti 4x – 3 = 5&lt;br /&gt;
&lt;br /&gt;
&lt;span style="color: blue;"&gt;2. Konstanta &lt;/span&gt;&lt;br /&gt;
Suku dari suatu bentuk ajabar yang berupa bilangan dan tidak memuat variabel disebut konstanta.&lt;br /&gt;
Contoh. &lt;br /&gt;
Tentukan konstanta pada bentuk aljabar berikut &lt;br /&gt;
a. 3x2 + 3xy – 7x – y – 8 &lt;br /&gt;
b. 3 – 4y2 – y &lt;br /&gt;
Penyelesaian &lt;br /&gt;
a. Konstanta adalah suku yang tidak memuat variabel sehingga konstanta dari 3x2 + 3xy – 7x – y – 8 adalah – 8.&lt;br /&gt;
b. Konstanta dari 3 – 4y2 – y adalah 3&lt;br /&gt;
&lt;br /&gt;
&lt;span style="color: blue;"&gt;3. Koefisien &lt;/span&gt;&lt;br /&gt;
Koefisien pada bentuk aljabar adalah faktor konstanta dari suatu suku pada bentuk aljabar. &lt;br /&gt;
Contoh. &lt;br /&gt;
Tentukan koefisien x pada bentuk aljabar berikut &lt;br /&gt;
a. 6x2y + 3x&lt;br /&gt;
b. 2x2 + 7x – 3 &lt;br /&gt;
Penyelesaian &lt;br /&gt;
a. Koefisien x dari 6x2y + 3x adalah 3&lt;br /&gt;
b. Koefisien x dari 2x2 + 7x – 3 adalah 7&lt;br /&gt;
&lt;br /&gt;
&lt;span style="color: blue;"&gt;4. Suku &lt;/span&gt;&lt;br /&gt;
Suku adalah variabel beserta koefisiennya atau konstanta pada bentuk aljabar yang dipisahkan oleh operasi jumlah atau selisih. &lt;br /&gt;
a. Suku satu adalah bentuk aljabar yang tidak dihubungkan oleh operasi jumlah atau selisih. &lt;br /&gt;
Contoh : x, 2 x2, -3 ac, ....&lt;br /&gt;
b. Suku dua adalah bentuk aljabar yang dihubungkan oleh satu operasi jumlah atau selisih. &lt;br /&gt;
Contoh : a + b, 2a + 3c, 2a2 – 3a ...&lt;br /&gt;
c. Suku tiga adalah bentuk aljabar yang dihubungkan oleh dua operasi jumlah atau selisih. &lt;br /&gt;
Contoh : 2a2 – 3a + 5, 2 x2 – 3y + xy&lt;br /&gt;
Bentuk aljabar yang mempunyai lebih dari dua suku disebut suku banyak atau polinom.&lt;div class="blogger-post-footer"&gt;onedita&lt;/div&gt;</description><link>http://onedita.blogspot.com/2014/08/faktorisasi-suku-aljabar.html</link><author>noreply@blogger.com (Anonymous)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRXslxLqyWOX1R_hFqAxsI6cuZkufGDS4EECvcjKl3SPuQKD4gDVeDcC_TzIVu8y44ZD1cAnjqFLrWseg12A5IN6kdjcvW4jciQ_1PsjCsukcelfwewxge-A3OH2kgcAfmUEztl50Ytu9A/s72-c/fk2.gif" width="72"/></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6863035244802170905.post-6206922190734288992</guid><pubDate>Mon, 07 Jul 2014 12:48:00 +0000</pubDate><atom:updated>2014-07-07T16:29:03.719-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">download games</category><category domain="http://www.blogger.com/atom/ns#">download games free</category><category domain="http://www.blogger.com/atom/ns#">download games house</category><category domain="http://www.blogger.com/atom/ns#">download games pc free</category><category domain="http://www.blogger.com/atom/ns#">free download game</category><category domain="http://www.blogger.com/atom/ns#">game free</category><category domain="http://www.blogger.com/atom/ns#">game free download</category><title>DOWNLOAD GAME Pro Evolution Soccer 2013 Full Version </title><description>&lt;div class="post-header"&gt;
&lt;/div&gt;
&lt;h3 class="post-title entry-title" itemprop="name"&gt;
&lt;br /&gt;
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&lt;b&gt;&lt;br style="background-color: white; color: #444444; font-family: Arial, serif; font-size: 14px; line-height: 18.200000762939453px;" /&gt;&lt;/b&gt;
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&lt;div style="background-color: white; color: #444444; line-height: 18.200000762939453px; text-align: center;"&gt;
&lt;h2&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;i&gt;Pro Evolution Soccer 2013 (PES 2013)&lt;/i&gt;&amp;nbsp;is
 Best Soccer Games. Pro Evolution Soccer 2013 again present the best 
system of PES 2012, with Cristiano Ronaldo as the icon of this game. PES
 2013 comes with the game level so evident than ever. the control system
 of this game is very free. strengths of this game you will find more 
distinctively individual character similar to the original player.&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;/div&gt;
&lt;div style="background-color: white; color: #444444; line-height: 18.200000762939453px; text-align: center;"&gt;
&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="background-color: white; color: #444444; line-height: 18.200000762939453px; text-align: -webkit-auto;"&gt;
&lt;div style="text-align: center;"&gt;
&lt;span style="font-size: medium;"&gt;&lt;b&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;System Requirements&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style="background-color: white; color: #444444; line-height: 18.200000762939453px; text-align: -webkit-auto;"&gt;
&lt;div style="text-align: center;"&gt;
&lt;b&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;Windows XP/7&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style="background-color: white; color: #444444; line-height: 18.200000762939453px; text-align: -webkit-auto;"&gt;
&lt;div style="text-align: center;"&gt;
&lt;b&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;Pentium IV Intel or Better&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style="background-color: white; color: #444444; line-height: 18.200000762939453px; text-align: -webkit-auto;"&gt;
&lt;div style="text-align: center;"&gt;
&lt;b&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;2 GB RAM&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style="background-color: white; color: #444444; line-height: 18.200000762939453px; text-align: -webkit-auto;"&gt;
&lt;div style="text-align: center;"&gt;
&lt;b&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;256 MB VRAM&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
&lt;b&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;4 GB Free space Hdd&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style="font-family: Arial, serif; font-size: 14px; text-align: center;"&gt;
&lt;/div&gt;
&lt;div style="font-family: Arial, serif; font-size: 14px; text-align: center;"&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="separator" style="clear: both; color: #444444; text-align: center;"&gt;
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&lt;div class="separator" style="clear: both; color: #444444; text-align: center;"&gt;
&lt;img alt="http://onedita-pulsa.blogspot.com" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSFGmUJIyflUIipyIR9z1ZlEHBlcGhxbOsxB79Q00J0L27qEl8UotRYNNbrWXt5B4sYvPQYRWkgAHg5gFJW9GA09G55KEZUqExI874FhKaik3iUteroNSbmN3BVSgFwrNm632KDdJgt-E/s400/Pro+Evolution+Soccer+2013-2.jpg" height="223" style="border-width: 0px;" width="400" /&gt;&lt;/div&gt;
&lt;div class="separator" style="clear: both; color: #444444; text-align: center;"&gt;
&lt;img alt="http://onedita-pulsa.blogspot.com" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEih7KkPHBMaHW5Zuhne8YOo4WPcnHRfaUO-Z1OFE5TvSi8MEmRQWxQTqEG25Pbm1fYwpzt3knt3HmKdvNzTwqBmAufgjBoYfwvDh7smwW5aJz3Ba5pAWzAlmulv5oWIuTVp7sjQPlTPRyc/s400/Pro+Evolution+Soccer+2013-3.jpg" height="225" style="border-width: 0px;" width="400" /&gt;&lt;/div&gt;
&lt;div style="color: #444444; text-align: center;"&gt;
&lt;span style="font-family: Verdana, sans-serif; font-size: xx-small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="color: #444444; text-align: center;"&gt;
&lt;span style="font-family: Verdana, sans-serif; font-size: xx-small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="separator" style="clear: both; color: #444444; text-align: center;"&gt;
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&lt;span style="font-size: xx-small;"&gt;&lt;span style="font-family: Verdana, sans-serif;"&gt;&lt;span style="color: #222222; line-height: 20px;"&gt;&lt;i style="border-width: 0px; margin: 0px; padding: 0px; vertical-align: baseline;"&gt;&lt;b&gt;&lt;b&gt;&lt;span style="color: red; font-weight: normal;"&gt;&lt;b&gt;Klik Skip Ad (Wait 5 sec)&lt;/b&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;div style="clear: both; color: #444444;"&gt;
&lt;span style="font-size: xx-small;"&gt;&lt;b style="color: #222222; font-family: Verdana, sans-serif; line-height: 20px; text-decoration: underline;"&gt;&lt;b&gt;&lt;b&gt;&lt;span style="line-height: normal;"&gt;&lt;b style="color: #333333; line-height: 18px;"&gt;&lt;span style="color: grey;"&gt;&lt;b&gt;&lt;span style="color: black; font-weight: normal;"&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;span style="font-weight: normal;"&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;span style="font-weight: normal;"&gt;&lt;b&gt;&lt;b&gt;&lt;span style="font-weight: normal;"&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;span style="color: #565653;"&gt;&lt;span style="line-height: normal;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;div class="blogger-post-footer"&gt;onedita&lt;/div&gt;</description><link>http://onedita.blogspot.com/2014/07/download-game-pro-evolution-soccer-2013.html</link><author>noreply@blogger.com (Anonymous)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTzwT8a9-RENzi7JOhVd77I-WlHjzAgTLZcoNQ452OhMSTk5wwaOn4UwAbqgqlIwDUqI-JsErAa_H3NdGnVfmHmQrE3U8DeHNyBEyN7zD_puIX7oYq63hkZWbxt0rbtP2gY9OhqXdY4NU/s72-c/Pro+Evolution+Soccer+2013.jpg" width="72"/></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6863035244802170905.post-3043097702179983994</guid><pubDate>Mon, 07 Jul 2014 01:20:00 +0000</pubDate><atom:updated>2014-07-06T18:20:34.504-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">anak laki-laki</category><category domain="http://www.blogger.com/atom/ns#">laki-laki</category><category domain="http://www.blogger.com/atom/ns#">tips membuat anak laki-laki</category><title>tips cara membuat anak laki-laki </title><description>&lt;div class="post-header"&gt;

&lt;/div&gt;
&lt;h2 style="font-weight: normal;"&gt;
&lt;span style="font-size: small;"&gt;Bagi anda yang sudah berumahtangga atau udah nikah ingin memiliki anak laki-laki,
nie saya punya tips buat kalian cara bikin &lt;a href="http://onedita.blogspot.com/2014/07/tips-cara-membuat-anak-laki-laki.htm"&gt;anak laki-laki &lt;/a&gt;secara teori, tentunya dengan cara yang enak donkz,,,,!!! betul gak??&lt;/span&gt;&lt;/h2&gt;
&lt;h2 style="font-weight: normal;"&gt;
&lt;span style="font-size: small;"&gt;
langsung az ya tipsnya,&lt;/span&gt;&lt;/h2&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;h3&gt;
&lt;span style="font-size: small; font-weight: normal;"&gt;1).Sebelum melakukan hubungan suami istri anda harus melakukan&amp;nbsp;&amp;nbsp; Larutan
 untuk membilas dibuat dari campuran 1 gelas air + 2 sendok makan garam 
soda (natrium bikarbonat soda). Mengapa harus dibilas seperti itu? 
Seperti sudah disebutkan, kromosom X bersifat lebih tahan asam sedangan 
kromosom Y bersifat kurang tahan asam serta jalannya lebih cepat. Nah, 
pembilasan vagina dengan larutan garam soda (bersifat basa) bertujuan 
menurunkan kadar keasaman vagina, sehingga sperma Y lebih terjamin 
hidupnya dan bisa melewati liang vagina menuju rahim untuk membuahi sel 
telur.&lt;/span&gt;&lt;/h3&gt;
&lt;h3 style="font-weight: normal;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;
2).&amp;nbsp; Istri Orgasme Lebih Dulu&lt;/span&gt;&lt;/h3&gt;
&lt;h3 style="font-weight: normal;"&gt;
&lt;span style="font-size: small;"&gt;
Biarkan istri mencapai orgasme lebih dahulu baru disusul suami. Cairan 
yang dihasilkan saat wanita mengalami orgasme akan lebih mendukung 
pergerakan sperma Y untuk lebih cepat sampai ke sel telur. Semakin cepat
 sampai akan semakin baik, karena usia sperma Y lebih pendek.&lt;/span&gt;&lt;/h3&gt;
&lt;h3 style="font-weight: normal;"&gt;
&lt;span style="font-size: small;"&gt;
3). Posisi Knee-Chest&lt;/span&gt;&lt;/h3&gt;
&lt;h3 style="font-weight: normal;"&gt;
&lt;span style="font-size: small;"&gt;
Ada posisi yang diduga bisa membuat sperma Y meluncur cepat melalui 
liang vagina, rahim, dan sampai ke sel telur, yaitu posisi knee-chest. 
Posisi dimana suami bersetubuh dengan istri dari belakang ini disebut 
juga doggie style. * Penetrasi Dalam.Semakin dalam penetrasi, maka 
semakin dekat jarak yang ditempuh sperma menuju sel telur. Bila suami 
bisa menekan sedalam-dalamnya saat ejakulasi berlangsung, hal ini bisa 
meningkatkan kemungkinan mendapat anak laki-laki.&lt;/span&gt;&lt;/h3&gt;
&lt;h3 style="font-weight: normal;"&gt;
&lt;span style="font-size: small;"&gt;
4).Puasa” Sementara&lt;/span&gt;&lt;/h3&gt;
&lt;h3 style="font-weight: normal;"&gt;
&lt;span style="font-size: small;"&gt;
Untuk meningkatkan kuantitas volume spermanya, suami dianjurkan menabung
 spermanya atau tidak melakukan ejakulasi sekitar 7-8 hari. Dengan 
jumlah sperma yang lebih banyak per mililiternya, kemungkinan 
mendapatkan anak laki-laki juga meningkat.&lt;/span&gt;&lt;/h3&gt;
&lt;br /&gt;
&lt;h4&gt;
&lt;span style="font-size: small; font-weight: normal;"&gt;Puasa seks juga bertujuan menghindari kemungkinan tertinggalnya sperma X
 dari hubungan intim yang dilakukan beberapa hari sebelum masa ovulasi. 
Bila ada sperma X tertinggal dalam organ reproduksi wanita, begitu tiba 
masa ovulasi, ia dapat langsung membuahi sel telur. Berarti anak 
perempuanlah yang akan didapat. Sedangkan jika dalam seminggu sebelumnya
 puasa seks dijalankan, maka sperma Y memiliki kesempatan yang besar 
untuk membuahi sel telur. &lt;/span&gt;&lt;/h4&gt;
&lt;br /&gt;
sekian tips dari saya semoga bermanfaat...&lt;br /&gt;
&lt;br /&gt;
&lt;span style="color: white; font-size: xx-small;"&gt;Sumber: http://idabagussuryamanuaba.blogspot.com/2011/03/tips-cara-membuat-anak-laki-laki.html &lt;/span&gt;&lt;div class="blogger-post-footer"&gt;onedita&lt;/div&gt;</description><link>http://onedita.blogspot.com/2014/07/tips-cara-membuat-anak-laki-laki.html</link><author>noreply@blogger.com (Anonymous)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6863035244802170905.post-7689121305799948538</guid><pubDate>Mon, 07 Jul 2014 00:23:00 +0000</pubDate><atom:updated>2014-07-06T17:30:05.672-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Cara Idm</category><category domain="http://www.blogger.com/atom/ns#">download internet download manager free</category><category domain="http://www.blogger.com/atom/ns#">free download internet download manager</category><category domain="http://www.blogger.com/atom/ns#">idm</category><category domain="http://www.blogger.com/atom/ns#">internet download manager</category><category domain="http://www.blogger.com/atom/ns#">internet download manager free</category><category domain="http://www.blogger.com/atom/ns#">internet download manager free download</category><title>Internet Download Manager</title><description>&lt;h2&gt;
&lt;img alt="New!" src="http://www.internetdownloadmanager.com/home/new%21.gif" height="18" width="42" /&gt;
&lt;span style="color: #ff6600; font-family: Geneva, Arial, Helvetica, sans-serif;"&gt;
Internet Download Manager v6.20. Added Windows 8.1 compatibility.
Fixed compatibility problems with different browsers including Internet 
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Google Chrome. Improved
FLV grabber to save videos from web players on web pages, Google Video, 
MySpace TV, and other popular sites&lt;/span&gt;&lt;/h2&gt;
&lt;h2&gt;
&lt;span style="color: #ff6600; font-family: Geneva, Arial, Helvetica, sans-serif;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/h2&gt;
&lt;h2&gt;
&lt;span style="font-size: large;"&gt;&lt;a href="http://mirror2.internetdownloadmanager.com/idman620build5.exe?v=lt&amp;amp;filename=idman620build5.exe"&gt;Download di sini&amp;nbsp; &lt;/a&gt;&lt;/span&gt;&lt;span style="color: #ff6600; font-family: Geneva, Arial, Helvetica, sans-serif;"&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;h2&gt;
&lt;span style="color: #ff6600; font-family: Geneva, Arial, Helvetica, sans-serif;"&gt;&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;ul&gt;&lt;div class="style28"&gt;
&lt;img alt="New!" src="http://www.internetdownloadmanager.com/home/new%21.gif" height="18" width="42" /&gt; &lt;a class="style28" href="http://www.internetdownloadmanager.com/buy.html"&gt;&lt;u&gt;&lt;b&gt;New discounts. Get Internet Download Manager for a low price now!&lt;/b&gt;&lt;/u&gt;&lt;/a&gt;&lt;br /&gt;
&lt;u&gt;&lt;b&gt;&lt;/b&gt;&lt;/u&gt;&lt;br /&gt;&lt;/div&gt;
&lt;/ul&gt;
&lt;div class="style12"&gt;
&lt;h3&gt;
&lt;span style="color: #fb6400; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: small;"&gt;Internet Download Manager&lt;/span&gt;&lt;span style="font-size: small;"&gt;
 (IDM) is a tool to increase download speeds by up to 5 times, resume 
and schedule downloads. Comprehensive error recovery and resume 
capability will restart broken or interrupted downloads due to lost 
connections, network problems, computer shutdowns, or unexpected power 
outages. Simple graphic user interface makes IDM user friendly and easy 
to use.Internet Download Manager has a smart download logic accelerator 
that features intelligent dynamic file segmentation and safe multipart 
downloading technology to accelerate your downloads. Unlike other 
download managers and accelerators Internet Download Manager segments 
downloaded files dynamically during download process and reuses 
available connections without additional connect and login stages to 
achieve best acceleration performance.
    &lt;/span&gt;&lt;/h3&gt;
&lt;/div&gt;
&lt;div class="style12"&gt;
&lt;h4&gt;
&lt;a href="http://www.internetdownloadmanager.com/fullscr.html"&gt;&lt;img align="right" border="0" src="http://www.internetdownloadmanager.com/home/IDM_12_idm_250.png" height="199" width="270" /&gt;&lt;/a&gt;
 &lt;b&gt;&lt;span style="font-size: small; font-weight: normal;"&gt;Internet Download Manager supports proxy servers, ftp and http 
protocols, firewalls, redirects, cookies, authorization, MP3 audio and 
MPEG video content processing. IDM integrates seamlessly into Microsoft 
Internet Explorer, Netscape, MSN Explorer, AOL, Opera, Mozilla, Mozilla 
Firefox, Mozilla Firebird, Avant Browser, MyIE2, and all other popular 
browsers to automatically handle your downloads. You can also drag and 
drop files, or use Internet Download Manager from command line. Internet
 Download Manager can dial your modem at the set time, download the 
files you want, then hang up or even shut down your computer when it's 
done.&lt;/span&gt;&lt;/b&gt;
 &lt;/h4&gt;
&lt;br /&gt;
&lt;h4 style="font-weight: normal;"&gt;
&lt;span style="font-size: small;"&gt;Other features include multilingual support, zip preview, 
download categories, scheduler pro, sounds on different events, HTTPS 
support, queue processor, html help and tutorial, enhanced virus 
protection on download completion, progressive downloading with quotas 
(useful for connections that use some kind of fair access policy or FAP 
like Direcway, Direct PC, Hughes, etc.), built-in download accelerator, 
and many others.
    &lt;/span&gt;&lt;/h4&gt;
&lt;/div&gt;
&lt;div class="style12"&gt;
&lt;h4&gt;
&lt;span style="font-size: small;"&gt;Version 6.20 adds Windows 8.1 compatibility, adds
 IDM download panel for web-players that can be used to download flash 
videos from sites like MySpaceTV, and others. It also features 
    complete Windows 7 and Vista support, video page grabber, 
redeveloped scheduler, and MMS protocol support. 
    The new version also adds improved integration for IE 11 and IE 
based browsers, redesigned and enhanced download engine, the unique 
advanced integration into all latest browsers, improved toolbar, and a 
wealth of other improvements and new features.&lt;/span&gt;&lt;/h4&gt;
&lt;/div&gt;
&lt;div class="style12"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="style12"&gt;
&lt;b&gt;&lt;span style="font-size: large;"&gt;&lt;a href="http://mirror2.internetdownloadmanager.com/idman620build5.exe?v=lt&amp;amp;filename=idman620build5.exe"&gt;Download di sini &lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="style12"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="style12"&gt;
sumber:&amp;nbsp; http://www.internetdownloadmanager.com/&lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;onedita&lt;/div&gt;</description><link>http://onedita.blogspot.com/2014/07/internet-download-manager.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6863035244802170905.post-1042015493605948382</guid><pubDate>Sat, 05 Jul 2014 13:29:00 +0000</pubDate><atom:updated>2014-07-06T16:59:55.760-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">binatang berbisa</category><category domain="http://www.blogger.com/atom/ns#">bregu</category><category domain="http://www.blogger.com/atom/ns#">menambah kekuatan</category><category domain="http://www.blogger.com/atom/ns#">monyet</category><category domain="http://www.blogger.com/atom/ns#">penangkal</category><category domain="http://www.blogger.com/atom/ns#">ular</category><category domain="http://www.blogger.com/atom/ns#">wergu</category><title>wergu atau bregu</title><description>&lt;h2 style="font-weight: normal;"&gt;
&lt;span style="font-size: small;"&gt;wergu atau bergu merupakan palem kipas atau wergu biasanya tumbuh dalam rumpun yang padat. Batang berbuku-buku lurus ke atas dengan daun-daun seperti kipas. Pohon ini berasal dari china, vietnam, laos dan kamboja. Biasanya tumbuh liar atau sebagai tanaman pagar.&lt;/span&gt;&lt;/h2&gt;
&lt;br /&gt;
&amp;nbsp;&lt;img alt="" height="149" src="data:image/png;base64,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" width="200" /&gt;&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Batangnya yang berat biasanya berasal dari yang berumur 20 tahun lebih, dijamin dulu kayunya banyak diekspor ke hongkong dan china. Nama dagangnya cannes de idurier atau jones du tonkin. kualitasnya dibedakan: (1) diameter 20 mm, (2) diameter 13-20 mm, (3) diameter 8-13 mm. Semua kualitas ini mempunyai panjang 125 mm.&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; kayu wergu dipercaya bertuah menjauhkan ular dan binatang berbisa, selai itu juga memiliki daya menambah kekuatan bagi pemakainya&lt;div class="blogger-post-footer"&gt;onedita&lt;/div&gt;</description><link>http://onedita.blogspot.com/2014/07/wergu-atau-bregu.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6863035244802170905.post-9104956233855944253</guid><pubDate>Fri, 04 Jul 2014 04:54:00 +0000</pubDate><atom:updated>2014-07-03T22:02:13.365-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">video</category><category domain="http://www.blogger.com/atom/ns#">you tobe</category><category domain="http://www.blogger.com/atom/ns#">youtobe</category><category domain="http://www.blogger.com/atom/ns#">youtube videos</category><title>Download Video di Youtube</title><description>Tools atau Generator ini berfungsi untuk &lt;b&gt;mendownload video dari youtube&lt;/b&gt; dengan mudah tanpa perlu software IDM (Internet Download Manager) maupun Keepvid.&lt;br /&gt;
Penggunaan nya pun cukup simpel,Silahkan anda paste link video youtube yang ingin kamu download.&lt;br /&gt;
Contoh Url/link Video di Youtube : www.youtube.com/watch?v=32_GfCwDG0k&lt;br /&gt;
&lt;form action="http://savefrom.net/index.php" method="get" target="_blank"&gt;
&lt;b&gt;&lt;input name="url" size="32" style="color: #f07000; margin-right: 5px;" type="text" value="Paste Your Youtube Video Url here" /&gt; &lt;a href="http://id.savefrom.net/index.php?url="&gt;download&lt;/a&gt;&lt;/b&gt;&lt;/form&gt;
&lt;b&gt;Ikuti Lankah Cara Mendownload Youtube:&lt;/b&gt;&lt;br /&gt;
&lt;ol&gt;
&lt;li&gt;Pilih Video yang ingin anda download.&lt;/li&gt;
&lt;li&gt;Copy link on address bar dari video youtube yang inging anda download (&lt;b&gt;tanpa http://&lt;/b&gt;).&lt;/li&gt;
&lt;li&gt;Pastekan pada kolom diatas yang sudah disediakan.&lt;/li&gt;
&lt;li&gt;Lalu klik &lt;b&gt;Download Now&lt;/b&gt;.&lt;/li&gt;
&lt;li&gt;Pilih Format video yang anda inginkan.&lt;/li&gt;
&lt;li&gt;Kemudian simpan pada komputer anda.&lt;/li&gt;
&lt;/ol&gt;
Mungkin jika anda masih bingung bisa membaca postingan saya tentang Cara Mudah mendownload Video di Youtube Tanpa Software IDM,Keepvid&lt;div class="blogger-post-footer"&gt;onedita&lt;/div&gt;</description><link>http://onedita.blogspot.com/2014/07/download-video-di-youtube.html</link><author>noreply@blogger.com (Anonymous)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6863035244802170905.post-3810979143536169121</guid><pubDate>Fri, 04 Jul 2014 04:24:00 +0000</pubDate><atom:updated>2014-07-03T21:30:16.179-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">anyaman bambu</category><category domain="http://www.blogger.com/atom/ns#">bambu</category><category domain="http://www.blogger.com/atom/ns#">bambu buntet</category><category domain="http://www.blogger.com/atom/ns#">bambu kuning</category><category domain="http://www.blogger.com/atom/ns#">carang gantung</category><category domain="http://www.blogger.com/atom/ns#">kerajinan bambu</category><category domain="http://www.blogger.com/atom/ns#">manfaat bambu</category><category domain="http://www.blogger.com/atom/ns#">musik bambu</category><category domain="http://www.blogger.com/atom/ns#">pethuk</category><category domain="http://www.blogger.com/atom/ns#">rmah bambu</category><category domain="http://www.blogger.com/atom/ns#">roh jahat</category><title>bambu buntet</title><description>&lt;h2&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;img alt="" height="200" 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" width="179" /&gt;&lt;/h2&gt;
&lt;h2&gt;
&amp;nbsp; &amp;nbsp;&amp;nbsp; &lt;span style="font-size: small; font-weight: normal;"&gt;Bambu buntet, bambu pethuk (bambusa sp, phyllotachys sp, schizostachum sp, dsb). Bambu buntet adalah bambu yang buluhnya tidak kosong. Dipercaya tongkat atau potongan bambu ini bertuah menghalau pengaruh roh jahat dari rumah. Bambu pethuk adalah bambu yang kedua ruasnya saling bertemu. Dipercaya siapa saja yang membawa potongan bambu ini akan kesampaian maksudnya, tidak mendapat gangguan dari siapa saja.&lt;/span&gt;&lt;/h2&gt;
&lt;h2&gt;
&lt;span style="font-size: small; font-weight: normal;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/h2&gt;
&lt;h2&gt;
&lt;img alt="" height="151" 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" width="200" /&gt;&lt;span style="font-size: small; font-weight: normal;"&gt; &lt;/span&gt;&lt;/h2&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ada lagi yang disebut dengan &lt;a href="http://onedita.blogspot.com/2014/07/manfaat-sirih.html"&gt;bambu carang gantung&lt;/a&gt; adalah bambu yang tumbuh dari rebung dan keluar sebagai pohon bambu kecil-kecil, diyakini anti jin jahat dan santet, banyak ditaruh di atas pintu masuk rumah dan jika dipukulkan pada ular akan mati seketika, juga dipercaya bertuah menghindari wabah penyakit menular dan ilmu hitam yang hendak mengganggu pemiliknya.&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Demikian ulasan penulis semoga bermanfaat.&lt;div class="blogger-post-footer"&gt;onedita&lt;/div&gt;</description><link>http://onedita.blogspot.com/2014/07/bambu-buntet.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6863035244802170905.post-8421359829574325248</guid><pubDate>Fri, 04 Jul 2014 00:24:00 +0000</pubDate><atom:updated>2014-07-03T17:24:38.291-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">awer-awer</category><category domain="http://www.blogger.com/atom/ns#">bar-bar</category><category domain="http://www.blogger.com/atom/ns#">Daun Sirih</category><category domain="http://www.blogger.com/atom/ns#">dausalo</category><category domain="http://www.blogger.com/atom/ns#">fucus septica burm</category><category domain="http://www.blogger.com/atom/ns#">Kegunaan Sirih</category><category domain="http://www.blogger.com/atom/ns#">Keputihan</category><category domain="http://www.blogger.com/atom/ns#">Manfaat Sirih</category><category domain="http://www.blogger.com/atom/ns#">Sirih</category><category domain="http://www.blogger.com/atom/ns#">Sirih Khasiat</category><category domain="http://www.blogger.com/atom/ns#">Sirih Merah</category><category domain="http://www.blogger.com/atom/ns#">sirih popar</category><title>manfaat sirih</title><description>&lt;h2 style="font-weight: normal;"&gt;
&lt;span style="font-size: small;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;b&gt; Manfaat &lt;a href="http://onedita.blogspot.com/2014/07/manfaat-sirih.html"&gt;sirih&lt;/a&gt;, awer-awer, dausalo, bar-bar, sirih popar (fucus septica burm)&lt;/b&gt;. Perdu yang banyak tumbuh di tempat agak basah ini hampir tumbuh di seluruh nusantara, dari akar sampai &lt;a href="http://onedita.blogspot.com/2014/07/manfaat-sirih.html"&gt;daunya&lt;/a&gt; mempunyai kegunaan. Akarnya ditumbuk dengan adas pulowaras dan airnya diperas dapat digunakan untuk mengobati keracunan ikan, gadung (dioscorea hispida dennst) dan kepiting. Jika ditumbuk dengan segenggam akar alang-alang danairnya diperas merupakan obat muntah yang sangat manjur.&lt;/span&gt;&lt;/h2&gt;
&lt;h2 style="font-weight: normal;"&gt;
&lt;img alt="" height="149" 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" width="200" /&gt;&lt;span style="font-size: small;"&gt; &lt;/span&gt;&lt;/h2&gt;
&lt;h2 style="font-weight: normal;"&gt;
&lt;span style="font-size: small;"&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp; Daun awar-awar sering digunakan untuk menolak setan. Jaman dulu daunya banyak dimanfaatkan untuk membuat tikee, yaitu daun awar-awar diiris halus kemudian di campur candu. Dalam bentuk bulatan kecil ini tikee dibakar di dalam alat penghisap madat khusus yang dinamakan "bedhutan".&lt;/span&gt;&lt;/h2&gt;
&lt;h2 style="font-weight: normal;"&gt;
&lt;span style="font-size: small;"&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp; Seringkali&lt;a href="http://onedita.blogspot.com/2014/07/manfaat-sirih.html"&gt; pohon awar-awar&lt;/a&gt; yang sudah tua di bagian terasnya memperlihatkan gambar seperti pelet timaha, bagian ini banyak dicari pencinta keris untuk warangka karena diyakini kayu ini dapat meredam keris/tombak yang panas serta menjauhkan dari gangguan jin jahat dab blak magic. yang perlu di ingat kayu ini sangat lunak&lt;/span&gt;&lt;/h2&gt;
&lt;h2 style="font-weight: normal;"&gt;
&lt;span style="font-size: small;"&gt;Demikian ulasan penulis semoga bermanfaat, trimakasih. &lt;/span&gt;&lt;/h2&gt;
&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;onedita&lt;/div&gt;</description><link>http://onedita.blogspot.com/2014/07/manfaat-sirih.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6863035244802170905.post-1934505347488566246</guid><pubDate>Wed, 02 Jul 2014 05:29:00 +0000</pubDate><atom:updated>2014-07-07T03:45:18.596-07:00</atom:updated><title>Daftar Isi</title><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;script src="http://me-sitemap.googlecode.com/files/mysitemap.js" type="text/javascript"&gt;
    &lt;/script&gt;
    &lt;script src="http://onedita.blogspot.com/feeds/posts/default?max-results=9999&amp;amp;alt=json-in-script&amp;amp;callback=loadtoc"&gt;
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&lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;onedita&lt;/div&gt;</description><link>http://onedita.blogspot.com/2014/07/daftar-isi.html</link><author>noreply@blogger.com (Anonymous)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6863035244802170905.post-5552307237879089385</guid><pubDate>Wed, 02 Jul 2014 00:10:00 +0000</pubDate><atom:updated>2014-07-02T00:20:27.592-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">aplikasi facebook</category><category domain="http://www.blogger.com/atom/ns#">auto like facebook</category><category domain="http://www.blogger.com/atom/ns#">buat facebook</category><category domain="http://www.blogger.com/atom/ns#">cara hack facebook</category><category domain="http://www.blogger.com/atom/ns#">cara membuat facebook</category><category domain="http://www.blogger.com/atom/ns#">download aplikasi facebook</category><category domain="http://www.blogger.com/atom/ns#">facebook</category><category domain="http://www.blogger.com/atom/ns#">masuk facebook</category><category domain="http://www.blogger.com/atom/ns#">opera mini facebook</category><category domain="http://www.blogger.com/atom/ns#">www.facebook.com indonesia</category><title>cara membuat fb atau facebook</title><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;h2 style="font-weight: normal; text-align: left;"&gt;
&lt;span style="font-size: small;"&gt;&lt;a href="http://onedita.blogspot.com/2014/07/cara-membuat-fb-atau-facebook.html"&gt;Bagaimana cara membuat fb&lt;/a&gt;, bagaimana cara membuat facebook, apa yang diperlukan untuk membuat facebook, gimana prosedur atau langkah pembuatan facebook, apakah membuat facebook harus punya emal, nah itu pertanyaan yang sering kinta jumpai baik kalangan keluarga atau perusahaan.&lt;a href="http://onedita.blogspot.com/2014/07/cara-membuat-fb-atau-facebook.html"&gt;Facebook&lt;/a&gt; saat ini semakin populer yang selalu di iringi dengan perkembangan teknologi yang semakin canggih.&lt;/span&gt;&lt;/h2&gt;
&lt;a href="https://www.blogger.com/blogger.g?blogID=6863035244802170905" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;/a&gt;&lt;a href="https://www.blogger.com/blogger.g?blogID=6863035244802170905" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;/a&gt;&lt;br /&gt;
&lt;a href="http://onedita.blogspot.com/2014/07/cara-membuat-fb-atau-facebook.html"&gt;cara mendaftar facebook&lt;/a&gt; atau buat baru facebook semakin banyak dicari sebab di lingkungan masyarakat semua akan menanyakan tentang fb atau facebook. Apa akun facebooknya, punya facebook gak, like ya... Pengunjung facebook dari tahun ke tahun semakin meningkat karena hampir seluruh masyarakat mempunyai akun facebook.&lt;br /&gt;
&lt;br /&gt;
kini membuat akun facebook seakan sebuah keharusan yang harus kita ikuti. untuk membuat akun facebook yang perlu dipersiapkan adalah email dimana email yang sering digunakan yaitu &lt;span style="color: blue;"&gt;yahoo, ymail, gmail&lt;/span&gt; dll.Jika anda sudah mempunyai email maka silakan ikuti cara berikut ini:&lt;br /&gt;
&lt;br /&gt;
1. kunjungi situs &lt;a href="http://www.facebook.com/"&gt;www.facebook.com&lt;/a&gt; lalu anda akan menemui tampilan seperti di bawah ini;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;img alt="cara membuat facebook" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhFrEGev6lO55dfqOtQf-vB85QNSM7G_n33wqVtp0hXdz2EKqhn55cMAOTSGr_7JSFQ-FgMCGbufpnIzkonmLH5FdFw4XyQLRN1JuBiuYYqovy2a2dy0Z6Da5XqtZWzTfYWoihRFzuD64/s1600/cara+membuat+facebook+2.JPG" title="panduan cara membuat facebook baru" /&gt;&lt;/div&gt;
&lt;br /&gt;
Jika masih dalam bahasa inggris atau selain indonesia silahkan klik link yang ada &lt;span style="color: red;"&gt;di pojok kiri bawah &lt;/span&gt;bertuliskan&amp;nbsp;&lt;span style="color: blue;"&gt;Bahasa Indonesia&lt;/span&gt;. Jika sudah sama dengan tampilan di atas silahkan isi formulir tersebut sesuai data diri anda dengan benar.&lt;br /&gt;
&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;
Contoh:&lt;br /&gt;
&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;NAMA DEPAN: Lala &amp;nbsp; &amp;nbsp; NAMA BELAKANG: Noviani Putri&lt;/li&gt;
&lt;li&gt;EMAIL ANDA: Masukkan alamat email yang sudah anda buat tadi&lt;/li&gt;
&lt;li&gt;MASUKKAN ULANG EMAIL: Masukkan kembali alamat email tadi&lt;/li&gt;
&lt;li&gt;KATA SANDI BARU: Masukkan pasword atau kata/kode rahasia yang sulit 
ditebak, jangan gunakan nomor hp atau tanggal lahir dan hal lain terkait
 anda yang mudah di tebak orang lain.&lt;/li&gt;
&lt;li&gt;Isi juga Tanggal lahir dan Jenis kelamin. Lalu catat atau 
ingat-ingat baik-baik data yang telah anda isi tadi terutama kata sandi 
dan alamat email karena akan digunakan untuk login atau masuk ke 
facebook. Jika sudah di isi semua kolom yang tersedia, sekarang klik "&lt;span style="color: #6aa84f;"&gt;Mendaftar&lt;/span&gt;"&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
2. Setelah itu akan muncul halaman baru yang menampilkan tiga langkah pembuatan akun facebook.&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;img alt="cara daftar facebook dengan gambar" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7HdwoXSE7_c1NXrnlpCOLs3sXJTS2_CGZR9oPk7FS_rU3MMdzeNEqhUp5wvpuMx9kkSvonqObFZMH_USpu8NW5Njal3T0Ow8XxBSRo0uf0e3rYWn19C2ntHnd2scQDBew15ZW8rWBE7U/s1600/Cara+Membuat+Facebook+2013.png" height="237" title="langkah langkah mendaftar fb" width="320" /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;span style="background-color: white; font-family: Verdana, sans-serif; font-size: medium;"&gt;Langkah satu: Temukan teman Anda&lt;/span&gt;&lt;br /&gt;
Pada langkah ini Anda bisa mencari teman-teman yang sudah mendaftar di 
facebook, namun supaya lebih mudah sebaiknya anda lewati saja tahapan 
ini karena anda bisa menambahkan banyak teman nanti. Jadi silahkan 
langsung saja klik link&amp;nbsp;&lt;span style="background-color: #a2c4c9;"&gt;Lewati langkah ini&lt;/span&gt;&amp;nbsp;yang terdapat di pojok kanan paling bawah, lalu akan muncul kotak pop-up silahkan pilih LEWATI.&lt;br /&gt;
&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;span style="background-color: white; font-family: Verdana, sans-serif; font-size: medium;"&gt;Langkah dua: Informasi Profil&lt;/span&gt;&lt;br /&gt;
Pada langkah ini anda bisa mengisi nama sekolah, tempat kuliah, nama 
perusahaan tempat anda bekerja, kota tempat tinggal sekarang dan juga 
kota asal anda. Dan pada sisi kanan masing-masing terdapat gambar bola 
dunia untuk menentukan apakah data profil itu bisa dilihat oleh publik 
(siapa pun) atau hanya dapat di lihat oleh teman-teman anda saja.&lt;br /&gt;
&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;u&gt;Anda juga boleh membiarkan kotak-kotak pengisian informasi profil ini kosong&lt;/u&gt;. Klik "&lt;span style="background-color: #9fc5e8;"&gt;Simpan &amp;amp; Lanjutkan&lt;/span&gt;"&lt;br /&gt;
&lt;br /&gt;
&lt;span style="background-color: white; font-family: Verdana, sans-serif; font-size: medium;"&gt;Langkah tiga: Foto Profil&lt;/span&gt;&lt;br /&gt;
Pada langkah ini anda bisa menentukan foto yang akan digunakan sebagai 
foto profil facebook anda nantinya dan boleh menggunakan gambar apa 
saja. Silahkan klik "Unggah Foto" untuk meng-upload foto dari komputer 
anda atau bisa juga anda lewati langkah ini kemudian klik "&lt;span style="background-color: #9fc5e8;"&gt;Simpan &amp;amp; Lanjutkan&lt;/span&gt;"&lt;br /&gt;
&lt;br /&gt;
3. Setelah itu anda akan menemui tampilan seperti gambar berikut dan 
klik "Buka Email Anda" yang terdapat pada bagian PALING ATAS&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;img alt="daftar fb bikin facebook" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrJWpyJPOIAcKPXs0KP_dkg4EqXgzy9-Sqk58PcVDvd_YyE7G58JbDAflr0_9uFc-ZppNP-DGnLRWUWPK9rkTd8TuDZwDKHGj9l2luOFKin0l8jaqzklnmyIKgx0L04R9M9f2HmfTEpP4/s1600/cara+membuat+facebook+6.JPG" title="langkah-langkah membuat facebook" /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
4. Sekarang anda cek KOTAK MASUK email yang anda daftarkan tadi, khusus 
pengguna gmail, maka silahkan cek di Tab SOSIAL, anda akan mendapat 
pesan dari facebook: &lt;span style="background-color: #9fc5e8;"&gt;Tinggal satu langkah lagi untuk mulai menggunakan facebook&lt;/span&gt;&amp;nbsp; lalu buka pesan tersebut.&lt;br /&gt;
&lt;br /&gt;
Nah isi pesannya: &lt;span style="font-family: Trebuchet MS, sans-serif;"&gt;Hai, .... Selamat datang di Facebook! Untuk mengonfirmasi alamat email Anda, klik tombol Selesaikan Pendaftaran.&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: Trebuchet MS, sans-serif;"&gt;Anda mungkin akan diminta memasukkan kode konfirmasi ini: xxxxxx&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
Lalu klik "&lt;span style="background-color: #6fa8dc;"&gt;Lengkapi Pendaftaran&lt;/span&gt;" dan secara otomatis anda akan dibawah kehalaman facebook.&lt;br /&gt;
&lt;br /&gt;
Nah sekarang akun facebook anda sudah jadi, &lt;a href="http://onedita.blogspot.com/2014/07/cara-membuat-fb-atau-facebook.html"&gt;&lt;i&gt;Bagaimana membuat facebook&lt;/i&gt;&lt;/a&gt;?
 mudah bukan?!. Sekarang anda bisa mencari teman, keluarga atau rekan 
bisnis dengan memasukkan namanya atau nama tempat pada kotak putih pada 
bagian paling atas "&lt;span style="background-color: white;"&gt;Cari orang, tempat dan hal lainnya&lt;/span&gt;".&lt;br /&gt;
&lt;br /&gt;
Demikian ulasan dari saya, semoga bermanfaat dan mohon saran atau komentarnya trimakasih. &lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;onedita&lt;/div&gt;</description><link>http://onedita.blogspot.com/2014/07/cara-membuat-fb-atau-facebook.html</link><author>noreply@blogger.com (Anonymous)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhFrEGev6lO55dfqOtQf-vB85QNSM7G_n33wqVtp0hXdz2EKqhn55cMAOTSGr_7JSFQ-FgMCGbufpnIzkonmLH5FdFw4XyQLRN1JuBiuYYqovy2a2dy0Z6Da5XqtZWzTfYWoihRFzuD64/s72-c/cara+membuat+facebook+2.JPG" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6863035244802170905.post-726255177621838635</guid><pubDate>Tue, 01 Jul 2014 13:28:00 +0000</pubDate><atom:updated>2014-07-01T23:40:22.119-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">asam jawa</category><category domain="http://www.blogger.com/atom/ns#">bonsai asam jawa</category><category domain="http://www.blogger.com/atom/ns#">buah asam jawa</category><category domain="http://www.blogger.com/atom/ns#">gambar asam jawa</category><category domain="http://www.blogger.com/atom/ns#">kandungan asam jawa</category><category domain="http://www.blogger.com/atom/ns#">kebaikan asam jawa</category><category domain="http://www.blogger.com/atom/ns#">khasiat asam jawa</category><category domain="http://www.blogger.com/atom/ns#">manfaat asam jawa</category><category domain="http://www.blogger.com/atom/ns#">pohon asam jawa</category><category domain="http://www.blogger.com/atom/ns#">resep sayur asam jawa</category><title>Asam jawa</title><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
Asam jawa, celagi, tangkal acem (tamarindus indicus linn)&lt;br /&gt;
&lt;a href="https://www.blogger.com/blogger.g?blogID=6863035244802170905" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;/a&gt;&lt;a href="https://www.blogger.com/blogger.g?blogID=6863035244802170905" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;/a&gt;&lt;br /&gt;
&lt;a href="https://www.blogger.com/blogger.g?blogID=6863035244802170905" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;/a&gt;&lt;a href="https://www.blogger.com/blogger.g?blogID=6863035244802170905" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;/a&gt;&lt;img alt="" height="149" 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" width="200" /&gt;&lt;br /&gt;
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&lt;h2 style="text-align: left;"&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;span style="font-size: small; font-weight: normal;"&gt; Puhon asam sangat populer di indonesia dengan tinggi mencapai 30 m dan diameter mencapai 60-70 cm. Daun dan buahnya banyak digunakan untuk obat. &lt;a href="http://onedita.blogspot.com/2014/07/asam-jawa.html"&gt;Asam kawak&lt;/a&gt; adalah buah asam yang telah dibersihkan dari biji dan sertnya kemudian dikuskus sekitar 10 menit, diberi sedikit garam, dibentuk seperti bola&amp;nbsp; dan dijemur di sinar matahari. Asam kawak ini digunakan untuk&amp;nbsp; obat macam-macam, diantaranya penyakit tenggorokan. Bijinya disebut klungsu, diyakini dapat menolak roh jahat, khususnya dari kerajaan kidul. Biji asam yang hitam legam sebanyak 3-9 biji jika ditaruh dalam lampu mobil/motor dipercaya dapat menghindari kecelakaan lalu lintas yang diakibatkan oleh mahluk halus. Berapa hitam (kambium) dari pohon asam dinamakan galih asam bertuah untuk keselamatan, menolak jin jahat anti lenetra. Jika dipukulkan pada seseorang yang mempunyai daya magic hitam maka biasanya akan punah kesaktiannya. Galih asam hanya baik dipakai oleh pemimpin berhati "&lt;a href="http://onedita.blogspot.com/2014/07/asam-jawa.html"&gt;satriya pandita&lt;/a&gt;", kayu ini juga bagus untuk warangka kris.&lt;/span&gt;&lt;/h2&gt;
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Demikian ulasan tentang pohon asam jawa semoga bermanfaat dan mohon saran dan komentarnya?? &lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;onedita&lt;/div&gt;</description><link>http://onedita.blogspot.com/2014/07/asam-jawa.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6863035244802170905.post-6894275942402281584</guid><pubDate>Tue, 01 Jul 2014 08:35:00 +0000</pubDate><atom:updated>2014-07-01T23:35:42.313-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">JENIS KAYU BERTUAH</category><category domain="http://www.blogger.com/atom/ns#">kayu</category><category domain="http://www.blogger.com/atom/ns#">Kayu Bertuah</category><category domain="http://www.blogger.com/atom/ns#">Kekuatan Gaib</category><category domain="http://www.blogger.com/atom/ns#">keris</category><category domain="http://www.blogger.com/atom/ns#">kris</category><category domain="http://www.blogger.com/atom/ns#">KUMPULAN KAYU BERTUAH</category><category domain="http://www.blogger.com/atom/ns#">mengikat</category><category domain="http://www.blogger.com/atom/ns#">pelet</category><category domain="http://www.blogger.com/atom/ns#">penyakit pohon</category><category domain="http://www.blogger.com/atom/ns#">pohon</category><category domain="http://www.blogger.com/atom/ns#">Ragam Kayu Bertuah</category><title>Kayu Bertuah</title><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;h2 style="text-align: left;"&gt;
&amp;nbsp;&lt;span style="font-size: small; font-weight: normal;"&gt;Kayu bertuah (kegunaan dan tuah gaib yang dimilikinya)&lt;/span&gt;&lt;/h2&gt;
&lt;h2 style="font-weight: normal; text-align: left;"&gt;
&lt;span style="font-size: small;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Dikalangan masyarakat kita, trutama yang ada di pulau jawa, Bali dan Lombok, ada yang mempunyai keyakinan bahwa untuk beberapa jenis kayu tertentu ada yang memiliki daya gaib dan khasiat tertentu. Tuah kayu tersebut bisa saja berasal dari pohon atau kayu bekas tempat keramat atau yang dikeramatkan seperti makam leluhur, para wali atau karena langka, susah mendapatkanya atau bisa juga karena memiliki sifat khusus yang tidak dimiliki kayu lain.&lt;/span&gt;&lt;/h2&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Derajat tuah kayu tergantung dari tempat tumbuh, lingkungan dan tata cara pengambilannya yang kadangkala memerlukan sesajian. Selain itu gambar yang ada pada kayu karena proses alam atau pembusukab atau penyakit pohon kadangkala diyakini memiliki pengaruh gaib juga, contohnya &lt;a href="http://onedita.blogspot.com/2014/07/kayu-bertuah.html"&gt;pelet kendhit &lt;/a&gt;pada warangka keris dari kayu timaha dipercaya memiliki daya mengikat tamu sehingga mereka tidak meninggalkan tempat hajatan sebelum acara selesai.&lt;br /&gt;
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&lt;img alt="" height="200" 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" 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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Menurut pengamatan, ternyata kepercayaan ini terdapat juga di beberapa suku bangsa lain, bukan hanya bangsa kita saja.&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Dengan mengacu beberapa sumber, a.I. Dre. Budihardono, Ir. Bambang W.B., R. Oesodo, Ir. Wibatsu HS dan sumber lainya di uraikan di bawah beberapa jenis kayu yang secara tradisional dianggap bertuah. Penyertaan nama latin untuk menambah informasi mengenai jenis kayu tersebut untuk beberapa nama latin yang dirasa kurang tepat di beri tanda (?)&lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;onedita&lt;/div&gt;</description><link>http://onedita.blogspot.com/2014/07/kayu-bertuah.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6863035244802170905.post-7599428931524170861</guid><pubDate>Tue, 01 Jul 2014 06:21:00 +0000</pubDate><atom:updated>2014-07-01T23:39:30.449-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">bunga matahari</category><category domain="http://www.blogger.com/atom/ns#">obat herbal</category><category domain="http://www.blogger.com/atom/ns#">pinang merah</category><category domain="http://www.blogger.com/atom/ns#">pohon bunga matahari</category><category domain="http://www.blogger.com/atom/ns#">pohon kelor</category><category domain="http://www.blogger.com/atom/ns#">pohon kenanga</category><category domain="http://www.blogger.com/atom/ns#">pohon pinang merah</category><category domain="http://www.blogger.com/atom/ns#">tanaman</category><category domain="http://www.blogger.com/atom/ns#">tanaman herbal</category><category domain="http://www.blogger.com/atom/ns#">tanaman langka</category><category domain="http://www.blogger.com/atom/ns#">tanaman obat</category><category domain="http://www.blogger.com/atom/ns#">tanaman sawo kecik</category><title>Makna Mitologi Berbagai Jenis Tanaman</title><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
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" width="200" /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;h2 style="font-weight: normal; text-align: left;"&gt;
&lt;span style="font-size: small;"&gt;&lt;a href="http://onedita.blogspot.com/2014/06/makna-mitologi-berbagai-jenis-tanaman.html"&gt;Disarankan menanam pohon sedap malam&lt;/a&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;h2 style="font-weight: normal; text-align: left;"&gt;
&lt;span style="font-size: small;"&gt;makna yang didapat, pemilik rumah yang menanam pohon itu di pekarangan rumah, akan mendapatkan rasa tentram dan damai dalam kehidupan keluarga.&lt;/span&gt;&lt;/h2&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;a href="http://onedita.blogspot.com/2014/06/makna-mitologi-berbagai-jenis-tanaman.html"&gt;Disarankan menanam pohon pinang merah&lt;/a&gt;&lt;br /&gt;
makna yang didapat, akan dapat mengundang rezeki. Dapat pula menjadi penangkal niat jahat dari orang yang hobi meneluh, guna-guna, santet dan sebagainya.&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: blue;"&gt;
Disarankan menanam bunga matahari&lt;/div&gt;
makana yang didapat, kebahagiaan dan kedamaian serta keharmonisan dalam rumah tangga pemilik.&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: blue;"&gt;
Disarankan untuk menanam sawo kecik&lt;/div&gt;
makana yang didapat, sang pemilik rumah akan selalu dihormati masyarakat.&lt;br /&gt;
&lt;br /&gt;
&lt;a name='more'&gt;&lt;/a&gt;&lt;a href="http://onedita.blogspot.com/2014/06/makna-mitologi-berbagai-jenis-tanaman.html"&gt;&lt;br /&gt;&lt;/a&gt;
&lt;a href="http://onedita.blogspot.com/2014/06/makna-mitologi-berbagai-jenis-tanaman.html"&gt;Disarankan untuk menanam pohon kenanga&lt;/a&gt;&lt;br /&gt;
makna yang didapat, sebagai penangkal ilmu hitam, guna-guna, santet, teluh, dan sejenisnya.&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: blue;"&gt;
Disarankan menanam pohon kelor&lt;/div&gt;
makna yang didapat, sebagai penangkal ilmu hitam, guna-guna, santet, dan sejenisnya.&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: blue;"&gt;
Disarankan untuk menanam pohon kuping gajah&lt;/div&gt;
makna yang didapat, akan membawa rejeki lebih-lebil lagi jika pohon tumbuh subur.&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: blue;"&gt;
Disarankan untuk menanam pohon bunga wijaya kusuma&lt;/div&gt;
makna yang didapat, akan sebagai pengundang rejeki kepada pemilik rumah, terutama jika sedang mekar.&lt;br /&gt;
&lt;br /&gt;
&lt;a href="http://onedita.blogspot.com/2014/06/makna-mitologi-berbagai-jenis-tanaman.html"&gt;Disarankan untuk menanam pohon bunga mawar&lt;/a&gt;&lt;br /&gt;
makna yang didapat, sebagai pengundang rejeki bagi pemilik rumah.&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: blue;"&gt;
Disarankan menanam pohon talas besar di empat sudut pekarangan rumah&lt;/div&gt;
makana yang didapat, sebagai penangkal pencuri masuk ke dalam rumah&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: blue;"&gt;
Anjuran menanam pohon jahe di halaman rumah&lt;/div&gt;
makna yang didapat, sebagai penangkal roh halus yang jahat.&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: blue;"&gt;
Anjuran menanam pohon tulak (bisa juga wali songo) di depan rumah&lt;/div&gt;
makna yang didapat, sebagai penangkal roh halus yang jahat.&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: red;"&gt;
&lt;a href="http://onedita.blogspot.com/2014/06/makna-mitologi-berbagai-jenis-tanaman.html"&gt;Jikalau anda seorang usahawan janganlah anda menanam anggur di halaman rumah&lt;/a&gt;&lt;/div&gt;
makna yang didapat, semua usaha akan bangkrut&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: blue;"&gt;
Jikalau anda memiliki bunga kamboja berkelopak ganjil&lt;/div&gt;
makna yang didapat, sebagai pemanggil rejeki&lt;br /&gt;
&lt;div style="color: blue;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="color: blue;"&gt;
Jikalau anda memiliki bambu buta atau bambu tidak berongga&lt;/div&gt;
makna yang didapat, sebagai penangkal ilmu hitam&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: blue;"&gt;
Jikalau anda ingin bepergian jauh kantongilah bunga menori putih&lt;/div&gt;
makna yang didapat, anda akan bisa berjalan lebih cepat&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: blue;"&gt;
Jikalau anda menemukan air dalam ruas bambu yang masih utuh&lt;/div&gt;
makna yang didapat, sebagai pemanggil rejeki&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: blue;"&gt;
Jikalau anda ingin menghadap penguasa kantongilah daun sirih&lt;/div&gt;
makna yang didapat, sebagai sarat agar omongan anda selalu didengar&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: blue;"&gt;
Jikalau anda ingin menghadapi ujian simpanlah sebagai injakan sepatu &lt;a href="http://onedita.blogspot.com/2014/06/makna-mitologi-berbagai-jenis-tanaman.html"&gt;daun sirih&lt;/a&gt;&lt;/div&gt;
makna yang didapat, dapat memberikan ketenangan&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: blue;"&gt;
Jikalau anda ingin mengunjungi rumah pacar untuk pertama kali kantungkanlah ke dalam kemeja daun sirih&lt;/div&gt;
makna yang didapat, akan menimbulkan ketenangan dan membangkitkan kesan simpati kepada sang kekasih dan calon mertua.&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: blue;"&gt;
Janganlah menanam pohon beringin di halaman rumah&lt;/div&gt;
makna yang didapat, karena akan menjadi tempat tinggal roh-roh jahat.&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: red;"&gt;
&lt;a href="http://onedita.blogspot.com/2014/06/makna-mitologi-berbagai-jenis-tanaman.html"&gt;Janganlah anda menanam pohon maja di halaman rumah&lt;/a&gt;&lt;/div&gt;
makna yang didapat, usaha atau bisnis anda akan bangkrut&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: blue;"&gt;
Janganlah menanam padi di halaman rumah&lt;/div&gt;
makna yang didapat, anda akan menderita kemiskinan seumur hidup.&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: blue;"&gt;
Janganlah menunjukan tangan jari anda ke arah bunga pada pohon-pohon yang akan berbuah&lt;/div&gt;
makna yang didapat, bunga-bunga pada pohon tersebut akan berguguran dan tak akan berbuah.&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: blue;"&gt;
Janganlah menunjukan tangan jari anda ke arah buah pohon kelapa yang masih muda&lt;/div&gt;
makna yang didapat, buah kelapa itu akan rontok&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: blue;"&gt;
Janganlah menanam pohon pepaya dihalaman rumah&lt;/div&gt;
makna yang didapat, pemilik rumah akan menderita kesialan, karena hasil usahanya akan merosot tajam dari hari kehari.&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: blue;"&gt;
Janganlah menanam pohon anggur di sekitar rumah&lt;/div&gt;
makana yang didapat, pemiliknya akan kehilangan mata pencaharian.&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: blue;"&gt;
Janganlah menanam pohon belimbing wuluh&lt;/div&gt;
makna yang didapat, sang pemilik rumah akan selalu diganggu roh halus yang jahat&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: blue;"&gt;
Janganlah menanam jagung di halaman rumah&lt;/div&gt;
makana yang didapat, sang pemilik akan selalu sakit-sakitan dan akan selalu bertengkar dengan tetangga atau keluarga.&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: blue;"&gt;
Janganlah menanam pohon kamboja di halaman rumah&lt;/div&gt;
makna yang didapat, akan selalu menimbulkan kesan seram seperti suasana kuburan, dan konon dapat mengundang roh jahat yang akan selalu menggangu.&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: blue;"&gt;
Janganlah menebang pohon bambu pada hari pasaran (saat) wage&lt;/div&gt;
makna yang didapat, bambu yang akan digunakan akan cepat patah atau rapuh.&lt;br /&gt;
&lt;br /&gt;
&lt;a href="http://onedita.blogspot.com/2014/06/makna-mitologi-berbagai-jenis-tanaman.html"&gt;Janganlah menanam pohon bawang&lt;/a&gt;&lt;br /&gt;
makna yang didapat, bila menanam di pekarangan rumah akan memberi pengaruh yang menyedihkan yaitu, pemilik akan selalu ditimpa kesialan.&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: blue;"&gt;
Janganlah menanam pohon cabe&lt;/div&gt;
makna yang didapat, bila menanamnya dipekarangan rumah sang pemilik rumah akan selalu bertengkar dan berselisih antara sesama anggota keluarga dalam rumah tangga.&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: blue;"&gt;
Janganlah menanam pohon kembang kertas (bougenville) berduri di depan rumah&lt;/div&gt;
makna yang didapat, bila menanam di depan pekarangan rumah maka anak gadis si pemilik rumah akan sering marah-marah tanpa sebab yang jelas.&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: blue;"&gt;
Janganlah menananm pohon mangga menghalangi jalan (pintu) masuk ke rumah&lt;/div&gt;
makna yang didapat, salah satu anggota keluarga sipemilik rumah akan mengalami kematian dengan cara yang tidak wajar.&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: blue;"&gt;
Janganlah menanam pohon pisang kepok di pekarangan rumah&lt;/div&gt;
makna yang didapat, sipemilik rumah sering diganggu oleh roh-roh jahat.&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: blue;"&gt;
Gendonglah anak kecil saat menanam pohon kelapa&lt;/div&gt;
makana yang didapat, agar kelapanya kelak berbuah lebat, kau bisa tambahkan kata-kata "ngeed-ngeed-ngeed" yang bermakna lebat-lebat-lebat.&lt;br /&gt;
&lt;div style="color: blue;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="color: blue;"&gt;
Bila anda mau mengadakan hajatan atau upacara&lt;/div&gt;
ambillah daun tulak dan daun sisih dibungkus dengan kain putih lalu ditanam di depan pintu gerbang rumah pada satu malam sebelumnya, makna yang didapat agar hajatan (upacara) anda terbebas dari niat jahat orang-orang yang mau mengganggu.&lt;br /&gt;
&lt;br /&gt;
Demikian yang dapat penulis sajikan, demi kemanfaatan kita bersama penulis meminta saran atau komentarnya untuk kesempurnaan blog ini. Semoga bermanfaat bagi kita semua.&lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;onedita&lt;/div&gt;</description><link>http://onedita.blogspot.com/2014/06/makna-mitologi-berbagai-jenis-tanaman.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total><georss:featurename>Bali, Indonesia</georss:featurename><georss:point>-8.4095178 115.18891600000006</georss:point><georss:box>-9.4146568 113.89802250000007 -7.4043788 116.47980950000006</georss:box></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6863035244802170905.post-8233761755356417658</guid><pubDate>Sun, 29 Jun 2014 11:11:00 +0000</pubDate><atom:updated>2014-07-01T23:38:00.103-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Back up your device data</category><category domain="http://www.blogger.com/atom/ns#">backup</category><category domain="http://www.blogger.com/atom/ns#">backup blackberry</category><category domain="http://www.blogger.com/atom/ns#">bb bakup</category><category domain="http://www.blogger.com/atom/ns#">black berry</category><category domain="http://www.blogger.com/atom/ns#">blackberry</category><category domain="http://www.blogger.com/atom/ns#">BlackBerry World</category><category domain="http://www.blogger.com/atom/ns#">Data Backup</category><category domain="http://www.blogger.com/atom/ns#">destop manager</category><title>Backup Blackberry</title><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;div class="post-title entry-title" style="font-weight: normal; text-align: left;"&gt;
&lt;h2 style="text-align: left;"&gt;
&lt;span style="font-size: small;"&gt;Disini saya akan share&amp;nbsp; &lt;/span&gt;&lt;span style="font-family: 'Times New Roman', serif; font-size: small;"&gt;tentang &lt;a href="http://onedita.blogspot.com/"&gt;backup blackberry&lt;/a&gt; dengan menggunakan destop manager,&lt;/span&gt;&lt;span style="font-family: 'Times New Roman',serif; font-size: small;"&gt;bianya aplikasi ini langsung ada di dalam paketan (dalam kotak) seandainya tidak ada tentunya jangan kuatir karena anda bisa downlod di internet. aplikasinya bisa di download &lt;a href="http://id.blackberry.com/services/desktop/" target="_blank"&gt;disini&lt;/a&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;/div&gt;
&lt;div class="post-title entry-title" style="font-weight: normal; text-align: left;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-left: 0cm;"&gt;
&lt;a href="https://www.blogger.com/blogger.g?blogID=6863035244802170905" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;/a&gt;&lt;a href="https://www.blogger.com/blogger.g?blogID=6863035244802170905" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;/a&gt;&lt;span style="font-family: 'Times New Roman', serif; font-size: 12pt;"&gt;Nah
langsung aja gini caranya,&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-left: 0cm;"&gt;
&lt;span style="font-family: 'Times New Roman', serif; font-size: 12pt;"&gt;Colokin
bb lo ke PC/Laptop/anything sampe conect sama &lt;a href="http://onedita.blogspot.com/2014/06/backup-blackberry.html"&gt;BB DEKSTOP MANAGER&lt;/a&gt; nya, kalo udah
connect pilih CADANGKAN SEKARANG&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span class="" id="result_box" lang="en"&gt;&lt;a href="http://onedita.blogspot.com/2014/06/backup-blackberry.html"&gt;Here I will share about backups blackberry using the desktop manager, bianya these applications directly in the paketan (in the box) in the absence of course do not worry because you can downlod on the internet. application can be downloaded here Well immediately wrote Gini way, &lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span class="hps"&gt;Colokin&lt;/span&gt; &lt;span class="hps"&gt;mm&lt;/span&gt; &lt;span class="hps"&gt;lo&lt;/span&gt; &lt;span class="hps"&gt;to PC&lt;/span&gt; &lt;span class="hps"&gt;/&lt;/span&gt; &lt;span class="hps"&gt;Laptop&lt;/span&gt; &lt;span class="hps"&gt;/&lt;/span&gt; &lt;span class="hps"&gt;anything&lt;/span&gt; &lt;span class="hps"&gt;until&lt;/span&gt; &lt;span class="hps"&gt;conect&lt;/span&gt; &lt;span class="hps"&gt;at&lt;/span&gt; &lt;span class="hps"&gt;BB&lt;/span&gt; &lt;span class="hps"&gt;Desktop&lt;/span&gt; &lt;span class="hps"&gt;MANAGER&lt;/span&gt; &lt;span class="hps"&gt;her&lt;/span&gt;, &lt;span class="hps"&gt;if already&lt;/span&gt; &lt;span class="hps"&gt;connect&lt;/span&gt; &lt;span class="hps"&gt;Select Backup&lt;/span&gt; &lt;span class="hps"&gt;NOW&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: 'Times New Roman', serif; font-size: 12pt;"&gt; &lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-left: 0cm;"&gt;
&lt;span style="font-family: 'Times New Roman', serif; font-size: 12pt;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;span style="background-color: white; font-family: 'Times New Roman', serif; font-size: 12pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgClgLPJRrEiMALZLdM-f-EADWeAkPHo6pcXFDc6sgGO2swtIOUHeWJEeylwlLx5NbnqN7DmIncScGj9GASFEa1Ie4SaGBoL0P8GdG-wtoJ7PbaC-K0lXxcioMwm1zhplneTev0gDxnxG4S/s400/dekstop+manager+1.jpg" height="300" width="400" /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class="MsoNormal" style="margin-left: 0cm;"&gt;
&lt;span style="font-family: 'Times New Roman', serif; font-size: 12pt;"&gt;sesuai gambar di atas&lt;/span&gt;&lt;span style="font-family: 'Times New Roman', serif; font-size: 12pt;"&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-left: 0cm;"&gt;
&lt;span style="font-family: 'Times New Roman', serif; font-size: 12pt;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsRpEUQt6WV4cFbhKSmDwPlCw-lzOmIoCcWrQ285eTaEX0oJkWWJbkKimHUT-Uy_r-iLBmABFaBVh-_UCkmiYKCxm4YMI0US_YZLWaKjb1estpPq2MyO-7ZcLOd3chvN2zqBzhamc5hC4U/s400/dekstop+manager+2.jpg" height="300" width="400" /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class="MsoNormal" style="margin-left: 0cm;"&gt;
&lt;span style="font-family: 'Times New Roman', serif; font-size: 12pt;"&gt;selanjutnya tinggal diproses&lt;/span&gt;&lt;span style="font-family: 'Times New Roman', serif; font-size: 12pt;"&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNn6fgEj8tKA54fUhud6eojRj73zM10k_7AuP1hXY2DVW7cL6zGUVcAOKuIpeujRfyLww2lKIJBqp8RmBjXCuQRBBNF_BK1a6qTgZ9Qb9XLRsys61rmoheRqpknwnDt1EH-Xgt14ROCk4g/s400/dekstop+manager+3.jpg" height="300" width="400" /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class="MsoNormal" style="margin-left: 0cm;"&gt;
&lt;span style="font-family: 'Times New Roman', serif; font-size: 12pt;"&gt;Nah ini cara restore nya&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://onedita.blogspot.com/2014/06/backup-blackberry.html" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrWz4Qyql8s3tX9DNqibrAHIEiab43azj9CXd2AxdM0sAtcp-s_hcJxfMq9MN503AMBiQBJmvJOSeIRPhGURwAnTk2B4LZYBrbE_7XVfHdWVBPSePBzXtVzv2yrB8wQxjOUy6nZEqIhEcV/s400/dekstop+manager+4.jpg" height="300" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class="MsoNormal" style="margin-left: 0cm;"&gt;
&lt;span style="font-family: 'Times New Roman', serif; font-size: 12pt;"&gt;Pilih mau restore backup an&amp;nbsp; yg
tgl berapa, nah kalo menurut gue disini yang penting, cara restore. Ada dua
pilihan disitu. 1. Semua 2. Pilih. Untuk ngembaliin semua seperti semua bisa
pilih yg nomer satu.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgi_t3QMOtPySP5ZN7yvFKsqj3M0auLNpBrvrzRtlEvjJd4Bqwd_BXTeA2Iii9O2MEcF7ApsWgApUWnQAgpFGqmcagbC58C74kJloaPG8D-_-QTUGAIGKWTUsxNwcXS8XceIXY6GLNlOILc/s400/dekstop+manager+5.jpg" height="300" width="400" /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class="MsoNormal" style="margin-left: 0cm;"&gt;
&lt;span style="font-family: 'Times New Roman', serif; font-size: 12pt;"&gt;Tapi misalnya&amp;nbsp; pingin BB bner2
brasa baru, disaranin pilih yg nomer dua, dan centang2in secara manual apa2
aja yg mau balikin.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-left: 0cm;"&gt;
&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-left: 0cm;"&gt;
&lt;span style="font-family: 'Times New Roman', serif; font-size: 12pt;"&gt;Dan kalo menurut gue yg penting Cuma
ini gan&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpFirst" style="margin-left: 57.25pt; text-indent: -18pt;"&gt;
&lt;span style="font-family: Symbol; font-size: 12pt;"&gt;·&lt;span style="font-family: 'Times New Roman'; font-size: 7pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span dir="LTR"&gt;&lt;/span&gt;&lt;span style="font-family: 'Times New Roman', serif; font-size: 12pt;"&gt;Adress Book –
All&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 57.25pt; text-indent: -18pt;"&gt;
&lt;span style="font-family: Symbol; font-size: 12pt;"&gt;·&lt;span style="font-family: 'Times New Roman'; font-size: 7pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span dir="LTR"&gt;&lt;/span&gt;&lt;span style="font-family: 'Times New Roman', serif; font-size: 12pt;"&gt;AutoText&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 57.25pt; text-indent: -18pt;"&gt;
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&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-HBfWM7b1Qb1xmYLOEkL1tRFCArYHvvUxZh8pNvocAwFsxbyetXrCWhSm-NKA2QfEM9FqMXNk0O_r9VuETxi31q1pYywRTG2VqFh5R8ZDSvTADrRzv1DnTwMnHMABG-ChkQLCHnUUEikL/s400/dekstop+manager+6.jpg" height="300" width="400" /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class="MsoNormal" style="margin-left: 0cm;"&gt;
&lt;span style="font-family: 'Times New Roman', serif; font-size: 12pt;"&gt;Kalo
udah tinggal tunggu proses sampe ada tulisan selesai. Dan bb udah balik lg
seperti baru beli dulu.&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-family: 'Times New Roman', serif; font-size: 12pt;"&gt;Semoga
bermanfaat selamat mencoba kawan.Mohon juga komentar dan sarannya.&lt;/span&gt;&lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;onedita&lt;/div&gt;</description><link>http://onedita.blogspot.com/2014/06/backup-blackberry.html</link><author>noreply@blogger.com (Anonymous)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgClgLPJRrEiMALZLdM-f-EADWeAkPHo6pcXFDc6sgGO2swtIOUHeWJEeylwlLx5NbnqN7DmIncScGj9GASFEa1Ie4SaGBoL0P8GdG-wtoJ7PbaC-K0lXxcioMwm1zhplneTev0gDxnxG4S/s72-c/dekstop+manager+1.jpg" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6863035244802170905.post-7323199098503930713</guid><pubDate>Sun, 29 Jun 2014 10:06:00 +0000</pubDate><atom:updated>2014-07-01T23:36:37.292-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">cara</category><category domain="http://www.blogger.com/atom/ns#">flasdisk</category><category domain="http://www.blogger.com/atom/ns#">format</category><category domain="http://www.blogger.com/atom/ns#">hardis</category><category domain="http://www.blogger.com/atom/ns#">komputer</category><category domain="http://www.blogger.com/atom/ns#">memory</category><category domain="http://www.blogger.com/atom/ns#">mempartisi flasdis</category><category domain="http://www.blogger.com/atom/ns#">partisi</category><title>cara mempartisi flasdisk</title><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;a href="https://www.blogger.com/blogger.g?blogID=6863035244802170905" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;/a&gt;&lt;a href="https://www.blogger.com/blogger.g?blogID=6863035244802170905" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;/a&gt;Sekarang ini tidak hardisk saja yang bisa kita partisi, flasdispun bisa kita partisi dengan baik.&lt;br /&gt;
&lt;a href="https://www.blogger.com/blogger.g?blogID=6863035244802170905" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;/a&gt;&lt;a href="https://www.blogger.com/blogger.g?blogID=6863035244802170905" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;/a&gt;&lt;br /&gt;
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" /&gt;&lt;br /&gt;
&lt;a href="https://www.blogger.com/blogger.g?blogID=6863035244802170905" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;/a&gt;&lt;a href="https://www.blogger.com/blogger.g?blogID=6863035244802170905" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;/a&gt;&lt;br /&gt;
&lt;a href="http://onedita.blogspot.com/2014/06/cara-mempartisi-flasdisk.html"&gt;Blogger friends on this occasion I will post an article entitled How to Partitioning a flash that on other occasions I've also posted Divides hard drive without the software. okay as usual with no strings attached have to let directly to the scene. Previously I would tell about flash briefly Flash data storage is one that is increasingly popular and can shift the role diskette. Actually flash and diskettes have the same function, just stick has a much larger storage capacity and easier to carry than the diskette. &lt;/a&gt;&lt;br /&gt;
&lt;a name='more'&gt;&lt;/a&gt;&lt;span class="" id="result_box" lang="en"&gt;&lt;br /&gt;&lt;a href="http://onedita.blogspot.com/2014/06/cara-mempartisi-flasdisk.html"&gt;&lt;span class="hps"&gt;Flash&lt;/span&gt; &lt;span class="hps"&gt;partition&lt;/span&gt;&lt;/a&gt; &lt;span class="hps"&gt;is&lt;/span&gt; &lt;span class="hps"&gt;logically&lt;/span&gt; &lt;span class="hps"&gt;division&lt;/span&gt; &lt;span class="hps"&gt;but&lt;/span&gt; &lt;span class="hps"&gt;is not physically&lt;/span&gt; &lt;span class="hps"&gt;divided&lt;/span&gt;, &lt;span class="hps"&gt;the partition&lt;/span&gt; &lt;span class="hps"&gt;on the flash&lt;/span&gt; &lt;span class="hps"&gt;is generally done&lt;/span&gt; &lt;span class="hps"&gt;to ease&lt;/span&gt; &lt;span class="hps"&gt;the data&lt;/span&gt; &lt;span class="hps"&gt;management&lt;/span&gt;. &lt;span class="hps"&gt;And&lt;/span&gt; &lt;span class="hps"&gt;before&lt;/span&gt; &lt;span class="hps"&gt;I need to say&lt;/span&gt; &lt;span class="hps"&gt;that&lt;/span&gt; &lt;span class="hps"&gt;there is no guarantee&lt;/span&gt; &lt;span class="hps"&gt;that&lt;/span&gt; &lt;span class="hps"&gt;the tools&lt;/span&gt; &lt;span class="hps"&gt;used in&lt;/span&gt; &lt;span class="hps"&gt;this&lt;/span&gt; &lt;span class="hps"&gt;guide&lt;/span&gt; &lt;span class="hps"&gt;may&lt;/span&gt; &lt;span class="hps"&gt;work&lt;/span&gt; &lt;span class="hps"&gt;well&lt;/span&gt; &lt;span class="hps"&gt;on&lt;/span&gt; &lt;span class="hps"&gt;all&lt;/span&gt; &lt;span class="hps"&gt;the flash&lt;/span&gt; &lt;span class="hps"&gt;and&lt;/span&gt; &lt;span class="hps"&gt;it&lt;/span&gt; &lt;span class="hps"&gt;may&lt;/span&gt; &lt;span class="hps"&gt;cause&lt;/span&gt; &lt;span class="hps"&gt;flash&lt;/span&gt; &lt;span class="hps"&gt;broken&lt;/span&gt;. &lt;span class="hps"&gt;So&lt;/span&gt; &lt;span class="hps"&gt;if you want to&lt;/span&gt; &lt;span class="hps"&gt;try to&lt;/span&gt; &lt;span class="hps"&gt;use&lt;/span&gt; &lt;span class="hps"&gt;with caution&lt;/span&gt; &lt;span class="hps"&gt;and&lt;/span&gt; &lt;span class="hps"&gt;at your own risk&lt;/span&gt;. &lt;span class="hps"&gt;It is recommended&lt;/span&gt; &lt;span class="hps"&gt;to&lt;/span&gt; &lt;span class="hps"&gt;backup all&lt;/span&gt; &lt;span class="hps"&gt;your&lt;/span&gt; &lt;span class="hps"&gt;data before&lt;/span&gt; &lt;span class="hps"&gt;starting this process&lt;/span&gt;. &lt;br /&gt;&lt;br /&gt;&lt;span class="hps atn"&gt;[&lt;/span&gt;1] &lt;span class="hps"&gt;Reversing&lt;/span&gt; &lt;span class="hps"&gt;RMB&lt;/span&gt; &lt;span class="hps"&gt;stick&lt;/span&gt; &lt;br /&gt;&lt;span class="hps"&gt;-&lt;/span&gt; &lt;span class="hps"&gt;Download&lt;/span&gt; &lt;span class="hps"&gt;and&lt;/span&gt; &lt;span class="hps"&gt;extract&lt;/span&gt; &lt;span class="hps"&gt;BootIt&lt;/span&gt; &lt;span class="hps"&gt;files&lt;/span&gt; &lt;span class="hps"&gt;into PC&lt;/span&gt; &lt;span class="hps"&gt;and&lt;/span&gt; &lt;span class="hps"&gt;enter&lt;/span&gt; &lt;span class="hps"&gt;your&lt;/span&gt; &lt;span class="hps"&gt;stick&lt;/span&gt; &lt;span class="hps"&gt;then run&lt;/span&gt; &lt;span class="hps"&gt;the file&lt;/span&gt; &lt;br /&gt;&lt;span class="hps"&gt;-&lt;/span&gt; &lt;span class="hps"&gt;Select&lt;/span&gt; &lt;span class="hps"&gt;Flip&lt;/span&gt; &lt;span class="hps"&gt;Removable&lt;/span&gt; &lt;span class="hps"&gt;Bit&lt;/span&gt;: &lt;br /&gt;&lt;span class="hps"&gt;partition&lt;/span&gt;&lt;span class="atn"&gt;-&lt;/span&gt;flashdisk1&lt;span class="atn"&gt;-&lt;/span&gt;boot-it &lt;br /&gt;&lt;span class="hps"&gt;-&lt;/span&gt; &lt;span class="hps"&gt;Unplug&lt;/span&gt; &lt;span class="hps"&gt;your&lt;/span&gt; &lt;span class="hps"&gt;Flashsdisk&lt;/span&gt; &lt;span class="hps"&gt;and&lt;/span&gt; &lt;span class="hps"&gt;input&lt;/span&gt; &lt;span class="hps"&gt;again&lt;/span&gt;. &lt;span class="hps"&gt;Your flash&lt;/span&gt; &lt;span class="hps"&gt;Fixed&lt;/span&gt; &lt;span class="hps"&gt;Disk&lt;/span&gt; &lt;span class="hps"&gt;not&lt;/span&gt; &lt;span class="hps"&gt;detected as&lt;/span&gt; &lt;span class="hps"&gt;a&lt;/span&gt; &lt;span class="hps"&gt;removable disk&lt;/span&gt;&lt;span class=""&gt;.&lt;/span&gt; &lt;span class="hps"&gt;You&lt;/span&gt; &lt;span class="hps"&gt;can&lt;/span&gt; &lt;span class="hps"&gt;right-click&lt;/span&gt; &lt;span class="hps"&gt;mempriksanya&lt;/span&gt; &lt;span class="hps"&gt;with&lt;/span&gt; &lt;span class="hps"&gt;flash&lt;/span&gt; &lt;span class="hps"&gt;and&lt;/span&gt; &lt;span class="hps"&gt;look&lt;/span&gt; &lt;span class="hps"&gt;and&lt;/span&gt; &lt;span class="hps"&gt;look&lt;/span&gt; &lt;span class="hps"&gt;in&lt;/span&gt; &lt;span class="hps"&gt;the Device&lt;/span&gt; &lt;span class="hps"&gt;Properties&lt;/span&gt;. &lt;br /&gt;&lt;br /&gt;&lt;span class="hps atn"&gt;[&lt;/span&gt;2] &lt;span class="hps"&gt;Creating&lt;/span&gt; &lt;span class="hps"&gt;a Windows&lt;/span&gt; &lt;span class="hps"&gt;Partition&lt;/span&gt; &lt;span class="hps"&gt;In&lt;/span&gt; &lt;br /&gt;&lt;span class="hps"&gt;The next step&lt;/span&gt; &lt;span class="hps"&gt;requires that&lt;/span&gt; &lt;span class="hps"&gt;you&lt;/span&gt; &lt;span class="hps"&gt;have done&lt;/span&gt; &lt;span class="hps"&gt;the previous steps&lt;/span&gt; &lt;span class="hps"&gt;listed above&lt;/span&gt; &lt;span class="hps"&gt;then&lt;/span&gt; &lt;span class="hps"&gt;do&lt;/span&gt; &lt;br /&gt;&lt;br /&gt;&lt;span class="hps"&gt;1&lt;/span&gt; &lt;span class="hps"&gt;Select Start&lt;/span&gt;&amp;gt; &lt;span class="hps"&gt;Run&lt;/span&gt;&amp;gt; &lt;span class="hps"&gt;type in&lt;/span&gt; &lt;span class="hps"&gt;diskmgmt.msc&lt;/span&gt; &lt;span class="hps atn"&gt;(&lt;/span&gt;and &lt;span class="hps"&gt;ok&lt;/span&gt;) &lt;br /&gt;&lt;span class="hps"&gt;2&lt;/span&gt; &lt;span class="hps"&gt;In&lt;/span&gt; &lt;span class="hps"&gt;the Disk&lt;/span&gt; &lt;span class="hps"&gt;Management&lt;/span&gt; &lt;span class="hps"&gt;window&lt;/span&gt;, &lt;span class="hps"&gt;right click on&lt;/span&gt; &lt;span class="hps"&gt;your flash&lt;/span&gt; &lt;span class="hps"&gt;and&lt;/span&gt; &lt;span class="hps"&gt;select&lt;/span&gt; &lt;span class="hps"&gt;delet&lt;/span&gt;&lt;span class="atn"&gt;-&lt;/span&gt;flashdisk1&lt;span class="atn"&gt;-&lt;/span&gt;partition &lt;span class="hps"&gt;partition&lt;/span&gt;&lt;span class="atn"&gt;-&lt;/span&gt;partition &lt;span class="hps"&gt;delet&lt;/span&gt; &lt;br /&gt;&lt;span class="hps"&gt;3&lt;/span&gt; &lt;span class="hps"&gt;Right-click&lt;/span&gt; &lt;span class="hps"&gt;your flash&lt;/span&gt; &lt;span class="hps"&gt;and then&lt;/span&gt; &lt;span class="hps"&gt;select New&lt;/span&gt; &lt;span class="hps"&gt;Partition&lt;/span&gt; &lt;br /&gt;&lt;span class="hps"&gt;flashdisk1&lt;/span&gt;&lt;span class="atn"&gt;-&lt;/span&gt;new&lt;span class="atn"&gt;-&lt;/span&gt;partition&lt;span class="atn"&gt;-&lt;/span&gt;partition &lt;br /&gt;&lt;span class="hps"&gt;4&lt;/span&gt; &lt;span class="hps"&gt;Follow the&lt;/span&gt; &lt;span class="hps"&gt;steps&lt;/span&gt; &lt;span class="hps"&gt;in the New&lt;/span&gt; &lt;span class="hps"&gt;Partition&lt;/span&gt; &lt;span class="hps"&gt;Wizarad&lt;/span&gt; &lt;span class="hps"&gt;and&lt;/span&gt; &lt;span class="hps"&gt;create&lt;/span&gt; &lt;span class="hps atn"&gt;'&lt;/span&gt;Primary Partition'. &lt;span class="hps"&gt;When&lt;/span&gt; &lt;span class="hps"&gt;there is&lt;/span&gt; &lt;span class="hps"&gt;the&lt;/span&gt; &lt;span class="hps"&gt;option&lt;/span&gt; &lt;span class="hps"&gt;Partition&lt;/span&gt; &lt;span class="hps"&gt;Size&lt;/span&gt; &lt;span class="hps"&gt;make sure&lt;/span&gt; &lt;span class="hps"&gt;you enter&lt;/span&gt; &lt;span class="hps"&gt;a smaller value&lt;/span&gt; &lt;span class="hps"&gt;than&lt;/span&gt; &lt;span class="hps"&gt;the max&lt;/span&gt; &lt;span class="hps"&gt;capacity&lt;/span&gt; &lt;span class="hps"&gt;of your flash&lt;/span&gt; &lt;span class="hps"&gt;to&lt;/span&gt; &lt;span class="hps"&gt;leave room for&lt;/span&gt; &lt;span class="hps"&gt;the next partition&lt;/span&gt;. &lt;br /&gt;&lt;span class="hps"&gt;5&lt;/span&gt; &lt;span class="hps"&gt;Continue&lt;/span&gt; &lt;span class="hps"&gt;Wizrad&lt;/span&gt;, &lt;span class="hps"&gt;giving&lt;/span&gt; &lt;span class="hps"&gt;options&lt;/span&gt; &lt;span class="hps"&gt;alphabetically&lt;/span&gt; &lt;span class="hps"&gt;and&lt;/span&gt; &lt;span class="hps"&gt;format the partition&lt;/span&gt;. &lt;br /&gt;&lt;span class="hps"&gt;6 When&lt;/span&gt; &lt;span class="hps"&gt;it&lt;/span&gt; &lt;span class="hps"&gt;is completed&lt;/span&gt;. &lt;span class="hps"&gt;and&lt;/span&gt; &lt;span class="hps"&gt;if&lt;/span&gt; &lt;span class="hps"&gt;you&lt;/span&gt; &lt;span class="hps"&gt;want to create&lt;/span&gt; &lt;span class="hps"&gt;additional&lt;/span&gt; &lt;span class="hps"&gt;partitions&lt;/span&gt; &lt;span class="hps"&gt;you&lt;/span&gt; &lt;span class="hps"&gt;can repeat&lt;/span&gt; &lt;span class="hps"&gt;steps&lt;/span&gt; &lt;span class="hps"&gt;3 to&lt;/span&gt; &lt;span class="hps"&gt;5&lt;/span&gt; &lt;br /&gt;&lt;br /&gt;&lt;span class="hps"&gt;DESCRIPTION&lt;/span&gt; &lt;span class="hps"&gt;...&lt;/span&gt; &lt;br /&gt;&lt;span class="hps"&gt;If for&lt;/span&gt; &lt;span class="hps"&gt;anything&lt;/span&gt;, and &lt;span class="hps"&gt;anything else&lt;/span&gt; &lt;span class="hps"&gt;you&lt;/span&gt; &lt;span class="hps"&gt;want to&lt;/span&gt; &lt;span class="hps"&gt;return the&lt;/span&gt; &lt;span class="hps"&gt;stick from the&lt;/span&gt; &lt;span class="hps"&gt;Fixed&lt;/span&gt; &lt;span class="hps"&gt;Disk&lt;/span&gt; &lt;span class="hps"&gt;back&lt;/span&gt; &lt;span class="hps"&gt;kesemula&lt;/span&gt; &lt;span class="hps"&gt;lumanya&lt;/span&gt; &lt;span class="hps"&gt;easy&lt;/span&gt; &lt;span class="hps"&gt;way&lt;/span&gt;: &lt;br /&gt;&lt;br /&gt;&lt;span class="hps"&gt;-&lt;/span&gt; &lt;span class="hps"&gt;Right-click on&lt;/span&gt; &lt;span class="hps"&gt;BootIt.exe&lt;/span&gt;. &lt;span class="hps"&gt;Select&lt;/span&gt; &lt;span class="hps"&gt;Run As&lt;/span&gt;&amp;gt; &lt;span class="hps"&gt;Administrator&lt;/span&gt; &lt;br /&gt;&lt;span class="hps"&gt;-&lt;/span&gt; &lt;span class="hps"&gt;Select&lt;/span&gt; &lt;span class="hps"&gt;your flash&lt;/span&gt; &lt;span class="hps"&gt;drive&lt;/span&gt;&amp;gt; &lt;span class="hps"&gt;Click the&lt;/span&gt; &lt;span class="hps"&gt;button&lt;/span&gt; &lt;span class="hps"&gt;Flip&lt;/span&gt; &lt;span class="hps"&gt;Removable&lt;/span&gt; &lt;span class="hps"&gt;Bit&lt;/span&gt; &lt;br /&gt;&lt;span class="hps"&gt;-&lt;/span&gt; &lt;span class="hps"&gt;Unplug&lt;/span&gt; &lt;span class="hps"&gt;your flash&lt;/span&gt; &lt;span class="hps"&gt;and&lt;/span&gt; &lt;span class="hps"&gt;input return&lt;/span&gt; &lt;br /&gt;&lt;span class="hps"&gt;-&lt;/span&gt; &lt;span class="hps"&gt;Now&lt;/span&gt; &lt;span class="hps"&gt;you&lt;/span&gt; &lt;span class="hps"&gt;will&lt;/span&gt; &lt;span class="hps"&gt;flash&lt;/span&gt; &lt;span class="hps"&gt;back&lt;/span&gt; &lt;span class="hps"&gt;Removable&lt;/span&gt; &lt;span class="hps"&gt;Disk&lt;/span&gt;&lt;/span&gt; &lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;onedita&lt;/div&gt;</description><link>http://onedita.blogspot.com/2014/06/cara-mempartisi-flasdisk.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6863035244802170905.post-6028709809896720754</guid><pubDate>Sun, 29 Jun 2014 09:39:00 +0000</pubDate><atom:updated>2014-07-06T17:07:12.467-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">@wifi id</category><category domain="http://www.blogger.com/atom/ns#">akun</category><category domain="http://www.blogger.com/atom/ns#">akun speedy</category><category domain="http://www.blogger.com/atom/ns#">gratis</category><category domain="http://www.blogger.com/atom/ns#">internet gratis</category><category domain="http://www.blogger.com/atom/ns#">speedy</category><category domain="http://www.blogger.com/atom/ns#">speedy instan</category><category domain="http://www.blogger.com/atom/ns#">spin</category><category domain="http://www.blogger.com/atom/ns#">telkom</category><category domain="http://www.blogger.com/atom/ns#">terbaru 2014</category><category domain="http://www.blogger.com/atom/ns#">user</category><category domain="http://www.blogger.com/atom/ns#">user dan pass</category><category domain="http://www.blogger.com/atom/ns#">username dan password speedy</category><category domain="http://www.blogger.com/atom/ns#">wifi gratis</category><category domain="http://www.blogger.com/atom/ns#">wifi id</category><title>username dan password speedy instan</title><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;div class="post-title entry-title" style="text-align: left;"&gt;
&lt;h3 class="r" style="font-weight: normal;"&gt;
&lt;span style="font-size: small;"&gt;&lt;b&gt;Akun &lt;i&gt;Username&lt;/i&gt; dan Password Speedy &lt;i&gt;Wifi ID&lt;/i&gt; Terbaru&lt;/b&gt;, Password &lt;i&gt;Wifi ID&lt;/i&gt; Speedy Terbaru 2014, password dan &lt;i&gt;username&lt;/i&gt; @&lt;i&gt;wifi.id&lt;/i&gt; terbaru, &lt;b&gt;&lt;i&gt;Username&lt;/i&gt; dan Password &lt;i&gt;wifi&lt;/i&gt;.&lt;i&gt;id&lt;/i&gt;&lt;/b&gt; Speedy Instan, &lt;i&gt;username dan password&lt;/i&gt; Akun &lt;i&gt;Speedy&lt;/i&gt; instan @wifi.id gratis, &lt;b&gt;&lt;i&gt;Username dan Password Speedy Instan&lt;/i&gt; Gratis&lt;/b&gt; Terbaru, New!!! &lt;i&gt;Username Dan Password&lt;/i&gt; Spin &lt;i&gt;SPEEDY Instan, inilah yang sering di ketikan di google.com untuk mendapatkan username dan password untuk wifi id.&lt;/i&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;h2 style="text-align: left;"&gt;
&lt;span style="font-size: small; font-weight: normal;"&gt;&lt;a href="http://onedita.blogspot.com/2014/06/username-dan-password-speedy-instan.html"&gt;Username dan password speedy instan&lt;/a&gt; gratis di tahun 2014 akan menjadikan kita lebuh semangat ber onlinenan. Dengan adanya&amp;nbsp; user dan password yang secara gratis kita bis updat trus informasi di dunia maya yang semakan melonjak. Dilihat dari modal ini tidak begitu memerlukan modal karena sudah adanya pass dan user secara gratis. Namun disini yang perlu kita persiapkan adalah laptop dan mencari jangkoan @wifi ini dimana sumber koneksi dari wifi tetangga yang ada&amp;nbsp;@wifi idnya.Setelah itu ketemu maka tidak ada halangan lagi untuk berinternetan karena di jaman sekarang ini wifi tetangga pada pake pass yang sulit di ketahui. Nah maka dari itu disini letak keberuntungan untuk sinyal &lt;a href="http://onedita.blogspot.com/2014/06/username-dan-password-speedy-instan.html"&gt;@wifi id&lt;/a&gt; karena sangat bermanfaat bagi kita pengguna gratisan. kalau anda ingin beli silakan datang ke telkom, nanti akan dikasi seperti di bawah ini, &lt;/span&gt;&lt;span class="" id="result_box" lang="en"&gt; &lt;/span&gt;&lt;/h2&gt;
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&lt;div class="post-header"&gt;
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&lt;span style="font-size: x-small;"&gt;&lt;a href="http://onedita.blogspot.com/" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHgygYD3ILHtQe_vXOGHLJbl66GfniTJRhhf_kCnzxm09j70kcWtY-ealqUaCVj0XLfjEshoEV9rvWQi8Gr1-7cBWgWTCu-V_ibBcL6DLyd4VeafT7cXTq8G-vPTwAZyQZ44h9GWSNKfY/s1600/FA-Kartu-SPIN-bagianBelakang.png" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;h2&gt;
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&lt;div style="font-weight: normal; text-align: left;"&gt;
&lt;span style="font-size: small;"&gt;oke biar tidak panjang lebar persiapkan dulu changger laptopnya biar tidak kebabisan batre ya....&lt;/span&gt;&lt;/div&gt;
&lt;span class="" id="result_box" lang="en"&gt;&lt;span class="hps"&gt;&lt;/span&gt; &lt;/span&gt;&lt;br /&gt;
&lt;a name='more'&gt;&lt;/a&gt;&lt;span class="" id="result_box" lang="en"&gt;&lt;br /&gt;&lt;/span&gt;
&lt;br /&gt;
&lt;h3 style="text-align: left;"&gt;
&lt;span class="" id="result_box" lang="en" style="font-size: small;"&gt;&lt;span class="hps"&gt;Untuk user dan pass secara gratis sudah saya sediakan di bawah ini akan aktif sampai 2014. oke silakan dicoba dan jangan takut gagal karena pass ini sifatnya gratis pasti ada banyak orang yang menggunakan dan disarankan menggunakan pass dan user yang lain.&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;span class="" id="result_box" lang="en"&gt;&lt;span class="hps"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;br /&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Username&lt;/span&gt;: &lt;span class="hps"&gt;89302477648&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Password&lt;/span&gt;: &lt;span class="hps"&gt;97291477694635&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br style="color: #351c75;" /&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Username&lt;/span&gt;: &lt;span class="hps"&gt;89302477623&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Password&lt;/span&gt;: &lt;span class="hps"&gt;78279446463817&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br style="color: #351c75;" /&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;a href="http://onedita.blogspot.com/2014/06/username-dan-password-speedy-instan.html"&gt;&lt;span class="" id="result_box" lang="en" style="color: #351c75;"&gt;&lt;span class="hps"&gt;Username&lt;/span&gt;: &lt;span class="hps"&gt;89302024051&lt;/span&gt; &lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;a href="http://onedita.blogspot.com/2014/06/username-dan-password-speedy-instan.html"&gt;&lt;span class="" id="result_box" lang="en" style="color: #351c75;"&gt;&lt;span class="hps"&gt;Password&lt;/span&gt;: &lt;span class="hps"&gt;75506146029436&lt;/span&gt; &lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br style="color: #351c75;" /&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Username&lt;/span&gt;: &lt;span class="hps"&gt;89302477624&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Password&lt;/span&gt;: &lt;span class="hps"&gt;53168786956656&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br style="color: #351c75;" /&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Username&lt;/span&gt;: &lt;span class="hps"&gt;89302024052&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Password&lt;/span&gt;: &lt;span class="hps"&gt;15881732328643&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br style="color: #351c75;" /&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Username&lt;/span&gt;: &lt;span class="hps"&gt;89302024060&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Password&lt;/span&gt;: &lt;span class="hps"&gt;22761962376817&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br style="color: #351c75;" /&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Username&lt;/span&gt;: &lt;span class="hps"&gt;89302024059&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Password&lt;/span&gt;: &lt;span class="hps"&gt;93613297527468&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br style="color: #351c75;" /&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Username&lt;/span&gt;: &lt;span class="hps"&gt;89302024056&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Password&lt;/span&gt;: &lt;span class="hps"&gt;83720141438445&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br style="color: #351c75;" /&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Username&lt;/span&gt;: &lt;span class="hps"&gt;89302344824&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Password&lt;/span&gt;: &lt;span class="hps"&gt;55023705930708&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br style="color: #351c75;" /&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Username&lt;/span&gt;: &lt;span class="hps"&gt;89302477626&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Password&lt;/span&gt;: &lt;span class="hps"&gt;57005017223763&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br style="color: #351c75;" /&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Username&lt;/span&gt;: &lt;span class="hps"&gt;89302024053&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Password&lt;/span&gt;: &lt;span class="hps"&gt;87280686935224&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br style="color: #351c75;" /&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Username&lt;/span&gt;: &lt;span class="hps"&gt;89302024054&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Password&lt;/span&gt;: &lt;span class="hps"&gt;92399352005445&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br style="color: #351c75;" /&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Username&lt;/span&gt;: &lt;span class="hps"&gt;89302024055&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Password&lt;/span&gt;: &lt;span class="hps"&gt;84107885309936&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br style="color: #351c75;" /&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Username&lt;/span&gt;: &lt;span class="hps"&gt;89302024057&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Password&lt;/span&gt;: &lt;span class="hps"&gt;10018272780846&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br style="color: #351c75;" /&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Username&lt;/span&gt;: &lt;span class="hps"&gt;89302024058&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Password&lt;/span&gt;: &lt;span class="hps"&gt;35172428656837&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br style="color: #351c75;" /&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Username&lt;/span&gt;: &lt;span class="hps"&gt;89302715790&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Password&lt;/span&gt;: &lt;span class="hps"&gt;85016093499066&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br style="color: #351c75;" /&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Username&lt;/span&gt;: &lt;span class="hps"&gt;89302024060&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Password&lt;/span&gt;: &lt;span class="hps"&gt;22761962376817&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br style="color: #351c75;" /&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Username&lt;/span&gt;: &lt;span class="hps"&gt;89302024059&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;h4 style="text-align: center;"&gt;
&lt;span class="" id="result_box" lang="en" style="color: #351c75; font-size: small;"&gt;&lt;span class="hps"&gt;Password&lt;/span&gt;: &lt;span class="hps"&gt;93613297527468&lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;br /&gt;
&lt;h4 style="font-weight: normal;"&gt;
&lt;span class="" id="result_box" lang="en" style="font-size: small;"&gt;&lt;span class="hps"&gt;Demikian ulasan dari saya dan semoga bermanfat bagi kita semuadan pergunakan secara bijaksana. Mohon juga saran dan komentarnya demi kelangsungan web blog ini trimakasih.&lt;/span&gt; &lt;/span&gt;&lt;/h4&gt;
&lt;span class="" id="result_box" lang="en"&gt;&lt;br /&gt;&lt;span class="hps"&gt;&lt;/span&gt;&lt;span class=""&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;onedita&lt;/div&gt;</description><link>http://onedita.blogspot.com/2014/06/username-dan-password-speedy-instan.html</link><author>noreply@blogger.com (Anonymous)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHgygYD3ILHtQe_vXOGHLJbl66GfniTJRhhf_kCnzxm09j70kcWtY-ealqUaCVj0XLfjEshoEV9rvWQi8Gr1-7cBWgWTCu-V_ibBcL6DLyd4VeafT7cXTq8G-vPTwAZyQZ44h9GWSNKfY/s72-c/FA-Kartu-SPIN-bagianBelakang.png" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6863035244802170905.post-4982934679117011370</guid><pubDate>Sun, 29 Jun 2014 03:36:00 +0000</pubDate><atom:updated>2014-07-05T16:13:42.889-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">IP</category><category domain="http://www.blogger.com/atom/ns#">ISP</category><category domain="http://www.blogger.com/atom/ns#">Privacy Policy</category><title>Privacy Policy</title><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
Privacy Policy for&lt;a href="http://onedita.blogspot.com/2014/06/privacy-policy.html"&gt; http://onedita.blogspot.com&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
If you require any more information or have any questions about our 
privacy policy, please feel free to contact us by email at oneditasystem@gmail.com.&lt;br /&gt;
&lt;br /&gt;
At http://onedita.blogspot.com, the privacy of our visitors is of extreme 
importance to us. This privacy policy document outlines the types of 
personal information is received and collected by http://onedita.blogspot.com and 
how it is used.&lt;br /&gt;
&lt;br /&gt;
Log Files&lt;br /&gt;
Like many other Web sites, &lt;a href="http://onedita.blogspot.com/"&gt;http://onedita.blogspot.com&lt;/a&gt; makes use of log files. The
 information inside the log files includes internet protocol ( IP ) 
addresses, type of browser, Internet Service Provider ( ISP ), date/time
 stamp, referring/exit pages, and number of clicks to analyze trends, 
administer the site, track user’s movement around the site, and gather 
demographic information. &lt;b&gt;IP&lt;/b&gt; addresses, and other such information are 
not linked to any information that is personally identifiable.&lt;br /&gt;
&lt;br /&gt;
Cookies and Web Beacons&lt;br /&gt;
&lt;a href="http://onedita.blogspot.com/"&gt;http://onedita.blogspot.com&lt;/a&gt; does not use cookies.&lt;br /&gt;
&lt;br /&gt;
&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
DoubleClick DART Cookie&lt;br /&gt;
.:: Google, as a third party vendor, uses cookies to serve ads on www.alkhoirot.net.&lt;br /&gt;
.:: Google's use of the DART cookie enables it to serve ads to users 
based on their visit to http://onedita.blogspot.com and other sites on the 
Internet.&lt;br /&gt;
.:: Users may opt out of the use of the DART cookie by visiting the 
Google ad and content network privacy policy at the following URL - 
http://www.google.com/privacy_ads.html&lt;br /&gt;
&lt;br /&gt;
Some of our advertising partners may use cookies and web beacons on our site. Our advertising partners include ....&lt;br /&gt;
Google Adsense&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
These third-party ad servers or ad networks use technology to the 
advertisements and links that appear on www.alkhoirot.net send directly 
to your browsers. They automatically receive your IP address when this 
occurs. Other technologies ( such as cookies, JavaScript, or Web Beacons
 ) may also be used by the third-party ad networks to measure the 
effectiveness of their advertisements and / or to personalize the 
advertising content that you see.&lt;br /&gt;
&lt;br /&gt;
http://onedita.blogspot.com has no access to or control over these cookies that are used by third-party advertisers.&lt;br /&gt;
&lt;br /&gt;
You should consult the respective privacy policies of these third-party 
ad servers for more detailed information on their practices as well as 
for instructions about how to opt-out of certain practices. http://onedita.blogspot.com's privacy policy does not apply to, and we cannot 
control the activities of, such other advertisers or web sites.&lt;br /&gt;
&lt;br /&gt;
If you wish to disable cookies, you may do so through your individual 
browser options. More detailed information about cookie management with 
specific web browsers can be found at the browsers' respective websites.
  &lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;onedita&lt;/div&gt;</description><link>http://onedita.blogspot.com/2014/06/privacy-policy.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6863035244802170905.post-2165751010916037769</guid><pubDate>Tue, 21 Sep 2010 03:38:00 +0000</pubDate><atom:updated>2014-07-05T16:18:50.543-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">idm</category><category domain="http://www.blogger.com/atom/ns#">keygen idm. patch idm. idm full. serial</category><title>idm keygen pact</title><description>"Masalah komputer Anda belum terpecahkan? Mari...Saya tawarkan Solusinya !" &lt;br /&gt;
&lt;br /&gt;
Komputer anda akan baik-baik saja, tetapi hanya jika anda mempunyai panduan yang tepat ! Komputer dan data Anda jauh lebih penting daripada sekedar menghitung berapa rupiah Anda membayar buku ini !!! Kalau mau hasil terbaik, kerjakanlah sendiri.&lt;br /&gt;
Ebook; "PANDUAN MERAKIT, MERAWAT DAN MEMPERBAIKI KOMPUTER" sangat tepat untuk Anda :&lt;br /&gt;
1. Buku 1 Panduan Merakit Komputer (57 halaman) berisi pengenalan komputer, pengenalan jenis dan fungsi tiap hardware, tips membeli hardware komputer dan langkah demi langkah merakit PC.&lt;br /&gt;
2. Buku 2 Panduan Merawat Komputer (110 halaman) panduan instalasi, bagian-bagian sistem operasi Windows, keamanan dan optimalisasi komputer, tips trik tentang memaksimalkan kinerja komputer.&lt;br /&gt;
3. Buku 3 Panduan Memperbaiki Komputer (129 halaman)mengenal jenis kerusakan komputer, tabel penelusuran kerusakan komputer dan penyelesaiannya, pengenalan tentang virus komputer dll.&lt;br /&gt;
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Penjelasan tentang hardware, tips memilih perangkat keras, langkah-langkah merakit komputer, tips trik serta cara memperbaiki komputer bisa Anda dapatkan dalam Ebook "MERAKIT, MERAWAT DAN MEMPERBAIKI KOMPUTER" .&lt;br /&gt;
Home &amp;gt; Free Software &amp;gt; Internet Tools &amp;gt; Internet Download Manager IDM v6.01 Beta 2 Full.rar&lt;br /&gt;
Aug&lt;br /&gt;
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Internet Download Manager IDM v6.01 Beta 2 Full.rar&lt;br /&gt;
Versi baru dari Internet Download Manager 6.0.1 telah mencapai versi Beta. Anda dapat mendownload versi 6.0.1 IDM lengkap termasuk bekerja serial keygen dari link di bawah posting ini. Jika Anda adalah seorang pengguna internet aktif dengan aktivitas download besar-besaran, Internet Download Manager adalah software yang sempurna untuk Anda. Jika Anda memiliki versi sebelumnya dari Internet Download Manager, upgrade instalasi Anda ke versi 6.0.1.&lt;br /&gt;
Internet Download Manager (IDM) adalah alat untuk meningkatkan kecepatan download sampai 5 kali, melanjutkan dan jadwal download. Comprehensive error recovery dan melanjutkan kemampuan akan restart download rusak atau terputus karena kehilangan koneksi, masalah jaringan, komputer shutdowns, atau listrik padam tak terduga.&lt;br /&gt;
&lt;br /&gt;
&lt;img alt="" height="144" 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" 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Copyright © 2010 Tips Belajar Komputer dan Internet All rights reserved. Redesigned by qbonk.&lt;div class="blogger-post-footer"&gt;onedita&lt;/div&gt;</description><link>http://onedita.blogspot.com/2010/09/idm-keygen-pact.html</link><author>noreply@blogger.com (Anonymous)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6863035244802170905.post-4140529479919996061</guid><pubDate>Thu, 03 Dec 2009 06:10:00 +0000</pubDate><atom:updated>2014-07-06T17:11:21.336-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">format</category><category domain="http://www.blogger.com/atom/ns#">mkios</category><category domain="http://www.blogger.com/atom/ns#">MSISDN</category><category domain="http://www.blogger.com/atom/ns#">telkomsel</category><category domain="http://www.blogger.com/atom/ns#">transaksi</category><category domain="http://www.blogger.com/atom/ns#">trx</category><title>mKios cara bertransaksi</title><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&amp;nbsp;kode cara transaksi dengan mkios untuk telkomsel&lt;br /&gt;
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&lt;img alt="" height="200" 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" width="193" /&gt;&lt;br /&gt;
&lt;br /&gt;
SSD Command   Format   Purpose   Input Meanings&lt;br /&gt;
771  *771*new_PIN*old_PIN#  Change PIN  new_PIN:new PIN of channel &lt;br /&gt;
old_PIN:old PIN of channel&lt;br /&gt;
771*1  *771*1*MSISDN_downstream*PIN#  Send PIN to downstream  MSISDN_downstream:phone number of downsteam&lt;br /&gt;
PIN: PIN of downsteam&lt;br /&gt;
778*1  *778*1*MSISDN_downstream*PIN#  Suspend Downstream (SD-&amp;gt;RS)  MSISDN_downstream:phone number of downsteam&lt;br /&gt;
PIN: PIN of channel&lt;br /&gt;
779*1  *779*1*MSISDN_downstream*PIN#  Reactivate Downstream(SD-&amp;gt;RS)  MSISDN_downstream:phone number of downsteam&lt;br /&gt;
PIN: PIN of channel&lt;br /&gt;
777  *777*MSISDN*type_of_voucher*PIN#  Recharge for simPATI customer  MSISDN: phone number of customer&lt;br /&gt;
Type_of_voucher:price type of recharge&lt;br /&gt;
PIN:PIN of channel&lt;br /&gt;
677  *677*MSISDN*type_of_voucher*PIN#  Recharge for kartuAS customer  MSISDN: phone number of customer&lt;br /&gt;
Type_of_voucher:price type of recharge&lt;br /&gt;
PIN: PIN of channel&lt;br /&gt;
&lt;br /&gt;
&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;
778  *778*PIN#  De-active channel  PIN: PIN of channel&lt;br /&gt;
779  *779*PIN#  Re-active channel  PIN: PIN of channel&lt;br /&gt;
776  *776*PIN#  Query the  simPATI's voucher Inventory of channel  PIN: PIN of channel&lt;br /&gt;
676  *676*PIN#  Query the  kartuAS's voucher Inventory of channel  PIN: PIN of channel&lt;br /&gt;
774  *774*PIN#  Query latest five transaction of simPATI's for channel  PIN: PIN of channel&lt;br /&gt;
674  *674*PIN#  Query latest five transaction of kartuAS's for channel  PIN: PIN of channel&lt;br /&gt;
773  *773*MSISDN*Number1*type1_of_voucher*Number2*type2_of_voucher*...*PIN#  Transfer voucher Inventory for simPATI  MSISDN: channel's phone numbe of receive transferred&lt;br /&gt;
Number:Inventory number transfer&lt;br /&gt;
Type_of_voucher: price type of of transfer&lt;br /&gt;
PIN: PIN of channel&lt;br /&gt;
673  *673*MSISDN*Number*type_of_voucher*Number*type_of_voucher*...*PIN#  Transfer voucher Inventory for kartuAS  MSISDN: channel's phone numbe of receive transferred&lt;br /&gt;
Number:Inventory number transfer&lt;br /&gt;
Type_of_voucher: price type of of transfer&lt;br /&gt;
PIN: PIN of channel&lt;br /&gt;
780  *780*PIN#  Query the channel simPATI's quantity for exchange and Inventory national range before an hour  PIN: PIN of Telkomsel operator&lt;br /&gt;
680  *680*PIN#  Query the channel  kartuAS's quantity for   exchange and Inventory national range before an hour   PIN: PIN of Telkomsel operator&lt;br /&gt;
776*2  *776*2*MSISDN*PIN#  Query downstream the  simPATI's voucher Inventory  MSISDN:phone number of downsteam&lt;br /&gt;
PIN: PIN of channel&lt;br /&gt;
676*2  *676*2*MSISDN*PIN#  Query downstream the  kartuAS's voucher Inventory  MSISDN:phone number of downsteam&lt;br /&gt;
PIN: PIN of channel&lt;br /&gt;
774*1  *774*1*MSISDN_downstream*PIN#  Query The Latest Downstream Transaction for simPATI  MSISDN_downstream:phone number of downsteam&lt;br /&gt;
PIN: PIN of channel&lt;br /&gt;
674*1  *674*1*MSISDN_downstream*PIN#  Query The Latest Downstream Transaction for kartuAS  MSISDN_downstream:phone number of downsteam&lt;br /&gt;
PIN: PIN of channel&lt;br /&gt;
776*1  *776*1*PIN#  Query the  simPATI's Voucher Inventory of Previous Day  PIN: PIN of channel&lt;br /&gt;
676*1  *676*1*PIN#  Query the  kartuAS's Voucher Inventory of Previous Day  PIN: PIN of channel&lt;br /&gt;
770*1  *770*1*PIN#  Query the  simPATI's Bonus Point Status  PIN: PIN of channel&lt;br /&gt;
670*1  *670*1*PIN#  Query the  kartuAS's Bonus Point Status  PIN: PIN of channel&lt;br /&gt;
770  *770*PIN#  Query Channel Life Cycle Status  PIN: PIN of channel&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
semoga bermanfaat &lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;onedita&lt;/div&gt;</description><link>http://onedita.blogspot.com/2009/12/mkios-cara-bertransaksi.html</link><author>noreply@blogger.com (Anonymous)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6863035244802170905.post-7658045035584011142</guid><pubDate>Thu, 03 Dec 2009 05:46:00 +0000</pubDate><atom:updated>2009-12-10T21:43:16.355-08:00</atom:updated><title>download KTSP 2009 disini aja, Alat Peraga Matematika, Bahasa Inggris, Bhs. Indonesia, Tik: http://125.162.148.103/login.php dengan web repot magnetreload memudahkan anda bertransaksi</title><description>&lt;a href="http://onedita.blogspot.com/2009/12/http125162148103loginphp-dengan-web.html"&gt;download KTSP 2009 disini aja, Alat Peraga Matematika, Bahasa Inggris, Bhs. 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Jika avira anda telah expire, &gt;&gt;downloadlah avira di sini&lt;&lt;&lt;div class="blogger-post-footer"&gt;onedita&lt;/div&gt;</description><link>http://onedita.blogspot.com/2009/12/cara-download-antivir-avira-manual.html</link><author>noreply@blogger.com (Anonymous)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6863035244802170905.post-4206230981767970668</guid><pubDate>Sun, 08 Nov 2009 03:25:00 +0000</pubDate><atom:updated>2009-11-07T19:29:36.127-08:00</atom:updated><title>KEUNGGULAN MACAN/SINGA</title><description>Macan&lt;br /&gt;&lt;br /&gt;Kamu sensitif, emosional dan mampu menciptakan cinta yang luar biasa. Namun, kamu memiliki kecenderungan mengambil semua dan menjadi kerasa kepala dengan apa yang kamu anggap benar; lebih dikenal dengan istilah pemberontak. 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Lawan harus berhati-hati terhadap Shio yang satu ini.&lt;br /&gt;&lt;br /&gt;Sedikit berhati-hati adalah hal yang baik untuk si Macan, karena mereka dapat mencakar tanpa peringatan terlebih dahulu. Mereka sangat moody dan sering merasa tegang dibandingkan yang lain. Mereka dapat bertindak buruk jika dalam keadaan tertekan dan mudah sekali marah tanpa mengontrol emosi. Teguran dari Shio ini dapat membuat kabur baik teman maupun musuh-musuhnya.&lt;br /&gt;&lt;br /&gt;Pelajaran untuk Macan adalah menjaga segala sesuatu agar tidak terlalu ekstrim. Begitu kucing ini dapat mencari pusat dan mempengaruhi energinya, mereka dapat menyelesaikan banyak hal.&lt;br /&gt;&lt;br /&gt;Pasangan yang paling cocok untuk Macan adalah Kuda atau Anjing.&lt;div class="blogger-post-footer"&gt;onedita&lt;/div&gt;</description><link>http://onedita.blogspot.com/2009/11/keunggulan-macansinga.html</link><author>noreply@blogger.com (Anonymous)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-6863035244802170905.post-3494583701551861668</guid><pubDate>Sun, 08 Nov 2009 03:24:00 +0000</pubDate><atom:updated>2014-06-28T21:27:08.592-07:00</atom:updated><title>KEUNGGULAN LUMBA-LUMBA</title><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
Sembuhkan Autis Lewat Terapi Lumba-lumba&lt;br /&gt;
&lt;br /&gt;
Tubuhnya yang besar meliuk-liuk dengan lincah. Siapa tak kenal lumba-lumba (dolphin)? Mahluk cerdas dan baik hati ini ternyata mampu membantu respons, bahkan menyembuhkan, anak autis.&lt;br /&gt;
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BK/EMA&lt;br /&gt;
&lt;br /&gt;
CERITA tentang kepahlawanan lumba-lumba sudah tersebar sejak dulu. Banyak kisah yang menggambarkan kemampuan lumba-lumba menolong orang yang terombang-ambing di tengah laut. Lumba-lumba pun semakin dekat dengan anak-anak melalui aksi-aksinya di sejumlah lokasi wisata.&lt;br /&gt;
&lt;br /&gt;
Kecerdasan lumba-lumba ini pula yang dimanfaatkan para dokter untuk membantu anak-anak dengan kebutuhan khusus (autis). Anak-anak ini suka berada di dalam air yang hangat sambil menyentuh tubuh dan mendengarkan suara lumba-lumba. Dalam dua dekade terakhir, sejumlah terapis dan psikolog berpendapat bahwa berenang bersama lumba-lumba dapat menyembuhkan penderita autis.&lt;br /&gt;
&lt;br /&gt;
Manager Klinik Dolphin di Pulau Bidadari Endang Sumaryati SSiTFT SKM menyatakan, sejak berabad-abad lalu lumba-lumba yang dikenal sebagai makhluk sangat cerdas ini dapat membantu anak-anak yang mengalami berbagai gangguan saraf, bahkan anak dengan sindroma down dan autisme.&lt;br /&gt;
&lt;br /&gt;
Anak-anak dengan kebutuhan khusus itu sangat suka berenang bersama lumba-lumba. Nah, inilah yang digunakan sebagai reward untuk anak yang memberi respons baik pada terapi perilaku. Misalnya pada terapi metoda ABA. Laporan dari berbagai negara menunjukkan, faktor interaksi itulah yang mempunyai efek positif terhadap manusia.&lt;br /&gt;
&lt;br /&gt;
“Anak-anak pasti suka main air, apalagi main air sambil bermain dengan lumba-lumba. Anak-anak ini terlihat ceria saat berenang bersama lumba-lumba, bahkan mampu membuka pikiran,” jelasnya.&lt;br /&gt;
&lt;br /&gt;
Pada dasarnya, lumba-lumba mengeluarkan suara dengan gelombang berfrekuensi tinggi. Gelombang inilah yang digunakan untuk mendeteksi bagian-bagian tubuh yang mengalami gangguan. Setelah terdeteksi, mamalia ini akan mengeluarkan daya akustik hingga satu kilowatt. Begitulah prinsip dasar terapi lumba-lumba.&lt;br /&gt;
&lt;br /&gt;
Proses awal untuk mengenalkan lumba-lumba kepada anak dilakukan selama 10 kali pertemuan setiap hari. “Tahap berikutnya, anak bisa langsung menikmati bermain bersama lumba-lumba sehingga perkembangan pikiran dan tubuhnya mulai membaik. Perubahan tergantung pada kondisi masing-masing. Anak tersebut bisa sembuh setelah menjalami terapi selama sebulan namun bisa juga lebih,” ungkapnya.&lt;br /&gt;
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Endang menyebutkan, ada anak dari Surabaya yang mengikuti terapi ini dan sembuh sembuh total hanya dalam satu bulan. “Sekarang, dia sudah bisa bergabung dengan anak-anak lain di sekolah umum,” katanya. Dia menyatakan, saat ini ada dua anak yang masih dalam pengawasan klinik terapi yang berlokasi di Pulau bidadari, Kepulauan Seribu ini. Kedua anak adalah Billi (10) dan Akbar (10).&lt;br /&gt;
&lt;br /&gt;
Therapi tahap awal yang diberikan adalah berenang sebagai bagian tujuan pengenalan air bersama lumba-lumba. “Anak diberikan pengamanan khusus dengan pelampung di kedua pangkal lengan agar tubuhnya bisa lebih seimbang saat dilakukan terapi,” kata Endang.&lt;br /&gt;
&lt;br /&gt;
Billi dan Akbar memiliki kondisi tubuh berbeda, yaitu hiperaktif dan hipoaktif. “Setelah menjalani terapi, perkembangan Akbar sudah mulai terlihat sekitar sebulan sedangkan Billi baru terlihat sekitar tiga bulan kemudian,” ungkapnya.&lt;br /&gt;
&lt;br /&gt;
Perkembangan yang terlihat dari kedua anak dengan kebutuhan khusus tersebut cukup besar. Salah satunya adalah meningkatkan perkembangan kognitif dan tingkah laku anak. “Dengan menggunakan therapi dolpin, anak yang mengalami kesulitan berbicara, lambat-laun tampak terlihat perkembangannya. Paling tidak, meskipun terbata-bata namun mulai jelas. Perkembangan tingkah laku mulai meningkat. Setidaknya, mereka bisa bersosialisasi dengan orang lain,” jelasnya.&lt;br /&gt;
O ema&lt;br /&gt;
&lt;br /&gt;
Billi &amp;amp; Akbar Pun Mulai Lancar Bicara&lt;br /&gt;
&lt;br /&gt;
KECERIAAN dan kegembiraan dua anak ini tampak terasa. Ya, Billi dan Akbar adalah dua bocah yang termasuk dalam kebutuhan khusus. Keduanya tampak asyik berenang dan bermain bersama lumba-lumba (dolphin). Kedua bocah ini tampak pintar mengikuti tubuh lumba-lumba, yang berenang sambil meliuk-meliuk mengikuti arus air. Kedua anak ini berteriak, “Asyik…. Lumba-lumbanya cepat.”&lt;br /&gt;
&lt;br /&gt;
BK/EMA&lt;br /&gt;
Ternyata, terapi dengan memanfaatkan kelebihan lumba-lumba terbukti ampuh. Yani, nenek Billi, mengakui bahwa perkembangan cucunya cukup drastis. Sebelum mengikuti terapi, Billi tidak bisa berbicara dengan baik dan jelas. Setelah mengikuti therapy dolphin, perkembangan bicara Billi mulai terlihat.&lt;br /&gt;
&lt;br /&gt;
“Sebelumnya, bicara Billi tidak jelas, bahkan lafal bicaranya juga tidak terlalu baik. Setelah mengikuti therapy dolphin, terlihat perkembangan gaya bicaranya mulai baik. Lafalnya juga sudah jelas,” ungkap Yani, yang sudah tiga bulan ini mengantarkan Billi untuk mengikuti terapi di Pulau Bidadari.&lt;br /&gt;
&lt;br /&gt;
Melihat perkembangan yang cukup drastis, Yani mengaku akan meneruskan pengobatan therapy dolphin ini sampai Billi memiliki perkembangan setidaknya sama dengan anak lain. “Tingkah-laku Billi yang sudah berusia 10 itu seperti anak-anak di bawah lima tahun. Apa-apa harus dibujuk. Kalau tidak dituruti, ngambek. Dengan therapy dolphin, sifat ngambeknya mulai berkurang tapi memang masih sering ngambek,” ujarnya.&lt;br /&gt;
&lt;br /&gt;
Hal serupa diungkapkan Via, orangtua Akbar. Menurut Via, perkembangan Akbar sudah terlihat membaik. Salah satunya pada lafal bicara yang sebelumnya tidak jelas. “Sekarang, ucapan Akbar sudah dapat dimengerti dan mulai jelas. Dia pun sudah tidak takut lagi dengan orang yang baru dikenal. Hasilnya memang sudah terlihat,” jelasnya.&lt;br /&gt;
&lt;br /&gt;
Sayang, therapy dolphin ini membutuhkan uang yang tidak sedikit. Via harus menguras kocek dalam-dalam, apalagi selama tiga bulan lebih mengikuti terapi ini. Setidaknya, dia harus mengeluarkan uang Rp500 ribu setiap hari, ditambah biaya transportasi ke Pulau Bidadari.&lt;br /&gt;
&lt;br /&gt;
“Biaya therapy dolphin sekitar Rp150 ribu sedangkan lokasi terapi ada di Pulau Bidadari. Kami harus menyeberang laut. Ditambah persiapan dan kebutuhan lain, sekali terapi dibutuhkan lebih dari Rp500 ribu,” jelas Via, yang mengaku tinggal di kawasan Bogor.&lt;br /&gt;
&lt;br /&gt;
Via pun berharap agar lokasi terapi bisa dipindahkan dari Pulau Bidadari. “Kalau lokasi terapi ini dekat rumah, mungkin kami bisa melakukan terapi setiap hari. Karena sekarang jauh dari rumah, kami hanya dua kami sepekan melakukan terapi tahap awal ini,” ujarnya. O ema&lt;br /&gt;
&lt;br /&gt;
Dari Getar Sonar Hingga Energi&lt;br /&gt;
&lt;br /&gt;
PADA awal 1970, keuntungan hadirnya binatang untuk pasien telah ditemukan. Penemuan ini kemudian dilanjutkan dengan sejumlah riset menyangkut aspek psikologis kontak antara pasien dan semua jenis binatang.&lt;br /&gt;
&lt;br /&gt;
Lumba-lumba masuk dalam pertimbangan ketika Dr Betsy Smith memulai riset lumba-lumba dan anak-anak penderita autis di Florida. Proyek ini disebut sebagai Proyek Lumba-lumba. Pada 1978, psikolog saraf dan ilmuwan perilaku Dr David E Nathanson mulai mengamati dampak lumba-lumba untuk anak-anak cacat di ‘Dunia Lautan’ Ft Lauderdale, Florida.&lt;br /&gt;
&lt;br /&gt;
Rangkaian pengembangan eksperimen menuju pada kaitan bahasa yang dikontrol hati-hati dengan menggunakan lumba-lumba sebagai guru untuk anak-anak dengan sindrom down. Diketahui, kehadiran lumba-lumba memberikan keuntungan berbeda pada anak-anak dalam hal memroses informasi untuk belajar. Anak-anak terlihat lebih cepat belajar dengan meningkatnya sensor perhatian, terutama pada anak lemah mental. Pada 1988, Nathanson memulai program terapi di Pusat Riset Lumba-lumba, Grassy Key, Florida yang disebut Terapi Manusia Lumba-lumba (DHT).&lt;br /&gt;
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Pada 1989-1994, lebih dari 500 anak dengan kebutuhan khusus mendapatkan kesempatan mengikuti program Nathansons, yang di kemudian hari pindah ke Key Largo, Florida. Lumba-lumba menggunakan getaran sonar unik untuk mengindentifikasi gangguan saraf pada manusia lalu menenangkannya sehingga lebih mudah menerima pelajaran dan penyembuhan. Banyak pula ilmuwan yang berpendapat bahwa anak-anak hanya menyukai sentuhan dan berenang dengan dengan lumba-lumba hanya sebagai rekreasi.&lt;br /&gt;
&lt;br /&gt;
David Cole, seorang ilmuwan dalam bidang neurologi, menciptakan alat khusus untuk mengukur efek lumba-lumba pada otak manusia. Cole mendapatkan bahwa ada perubahan faali bila manusia berinteraksi dengan lumba-lumba. Setelah interaksi didapatkan bahwa anak-anak tersebut menjadi lebih tenang.&lt;br /&gt;
&lt;br /&gt;
Banyak peneliti berpendapat, relaksasi inilah yang merupakan penyebab keberhasilan dolphin therapy. Menurut beberapa peneliti, relaksasi merangsang sistem kekebalan tubuh. Energi dari lumba-lumba bisa menimbulkan suatu fenomena cavitasi (pembuatan lubang). Energi tersebut dapat membuat robekan, bahkan lubang, pada struktur molekuler dan tissue yang lembut.&lt;br /&gt;
&lt;br /&gt;
Cole percaya, hal ini bisa mengubah metabolisme selular dan terjadi pelepasan hormon atau endorphin yang merangsang pembentukan sel-T (sistem kekebalan). Banyak yang percaya pada teori cavitasi ini namun banyak pula ilmuwan yang bersikap skeptis. O ema&lt;/div&gt;
&lt;div class="blogger-post-footer"&gt;onedita&lt;/div&gt;</description><link>http://onedita.blogspot.com/2009/11/keunggulan-lumba-lumba.html</link><author>noreply@blogger.com (Anonymous)</author></item></channel></rss>