<?xml version='1.0' encoding='UTF-8'?><rss xmlns:atom="http://www.w3.org/2005/Atom" xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/" xmlns:blogger="http://schemas.google.com/blogger/2008" xmlns:georss="http://www.georss.org/georss" xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr="http://purl.org/syndication/thread/1.0" version="2.0"><channel><atom:id>tag:blogger.com,1999:blog-666076654058953138</atom:id><lastBuildDate>Fri, 08 Nov 2024 15:36:42 +0000</lastBuildDate><category>Komputer</category><category>Dunia</category><category>Sekolah</category><category>Berita</category><category>PKDLE</category><category>Trick Blog</category><category>Pengetahuan</category><category>Unik</category><category>Blog</category><category>Cerita Ulama</category><category>Lain-Lain</category><category>Link</category><category>New</category><category>Software</category><title>Blog - Baha Udin</title><description></description><link>http://bahabondo.blogspot.com/</link><managingEditor>noreply@blogger.com (Anonymous)</managingEditor><generator>Blogger</generator><openSearch:totalResults>35</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><item><guid isPermaLink="false">tag:blogger.com,1999:blog-666076654058953138.post-152009655056701178</guid><pubDate>Tue, 08 Jan 2013 16:02:00 +0000</pubDate><atom:updated>2013-01-08T23:02:05.266+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Komputer</category><title>belajar mudah tentang server</title><description>kali ini saya membahas bagaimana cara belajar server dengan mudah , bukan sok pintar , tapi saya hanya ingin berbagi ,,. karna saya pun juga dalam proses pembelajaran :D&lt;br /&gt;&lt;br /&gt;mencari informasi sana sini di internet untuk materi pembelajaran tpi tidak semua menyediakan secara rinci , sampai akhirnya saya menemukan sebuah situs , dimana situs tersebut memberikan postingan tentang bagaimana membuat server dari semua operating sistem yang ada . sampai via virtualisasi pum situs ini mengajarkan bagaimana menggunakannya yaitu &amp;nbsp;&lt;u style=&quot;font-weight: bold;&quot;&gt;&lt;a href=&quot;http://howtoforge.com/&quot;&gt;Howtoforge.com&lt;/a&gt;&amp;nbsp;.&lt;/u&gt;&amp;nbsp;anda bisa mencari mengetahui bagaimana &lt;b&gt;&lt;u&gt;cara membuat server&lt;/u&gt;&lt;/b&gt; sendiri dan adapun dengan membuat &lt;b&gt;&lt;u&gt;server secara virtualisasi&lt;/u&gt;&lt;/b&gt; .&lt;br /&gt;
&lt;br /&gt;
walau pun dengan layanan penggunaan &lt;b&gt;bahasa inggris &lt;/b&gt;, tapi bisa anda &lt;b&gt;translate&lt;/b&gt; ke mbah &lt;b&gt;google&lt;/b&gt;. cukup gampang kok pasti semuanya udah tau .&lt;br /&gt;&lt;br /&gt;sekian postingan ini , bila ada request atau pertanyaan silahkan &lt;b&gt;tinggalkan komentar&lt;/b&gt; terimakasih&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
tag word :&lt;br /&gt;
&lt;b&gt;belajara server &lt;/b&gt;, &lt;b&gt;server debian &lt;/b&gt;, &lt;b&gt;ubuntu , server ubuntu &lt;/b&gt;, &lt;b&gt;proxmox &lt;/b&gt;,&lt;b&gt;&amp;nbsp;virtual proxmox &lt;/b&gt;, &lt;b&gt;pengenalan server &lt;/b&gt;, &lt;b&gt;virtual server &lt;/b&gt;&amp;nbsp;, &lt;b&gt;Virtual Private Server (vps) &lt;/b&gt;, &lt;b&gt;&amp;nbsp;membuat server &lt;/b&gt;, &lt;b&gt;belajar server , Tutorial Server&amp;nbsp;&lt;/b&gt;</description><link>http://bahabondo.blogspot.com/2013/01/belajar-mudah-tentang-server.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-666076654058953138.post-5038495371564018659</guid><pubDate>Wed, 10 Oct 2012 08:28:00 +0000</pubDate><atom:updated>2012-10-10T15:28:45.351+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Komputer</category><title>MikroTik</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
mikrotik terbagi menjadi dua yaitu : MikroTik RouterOS , MikroTik RouterBOARD&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;MikroTik RouterOS&lt;/li&gt;
&lt;ul&gt;
&lt;li&gt;Software untuk mengubah PC menjadi sebuah Router&lt;/li&gt;
&lt;li&gt;Berbasis Linux Kernel 2.6&lt;/li&gt;
&lt;li&gt;Di install sebagai Sistem Operasi&lt;/li&gt;
&lt;/ul&gt;
&lt;li&gt;MikroTik RouterBOARD&amp;nbsp;&lt;/li&gt;
&lt;ul&gt;
&lt;li&gt;Hardware (pengganti PC) yang menggunakan RouterOS sebagai Sistem Operasinya&lt;/li&gt;
&lt;li&gt;Tersedia Mulai low-end hingga high-end Router&lt;/li&gt;
&lt;/ul&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
</description><link>http://bahabondo.blogspot.com/2012/10/mikrotik.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-666076654058953138.post-753832579264236172</guid><pubDate>Wed, 20 Jun 2012 13:10:00 +0000</pubDate><atom:updated>2012-06-20T20:10:47.263+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Link</category><title>Download Hunter X Hunter V-2011</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
nih gan ane kasih link downloadtan film anime&lt;b&gt; hunter X hunter&lt;/b&gt; . Berhubung ada yang requets jadi Ane bikinin deh &lt;br /&gt;
Tapi ini Cuman sampe Part 16 tunggu update&#39;an nya lagi. Buat translate bahasanya di jadiin subtitle . Langsung Aja Nih sedot. HURRR...&lt;br /&gt;
sumber download : &lt;a href=&quot;http://moesubs.com/&quot; target=&quot;_blank&quot;&gt;Moesubs&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; style=&quot;width: 610px;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;font-weight: bold; text-align: center;&quot; width=&quot;100&quot;&gt;Episode&lt;/td&gt;&lt;td style=&quot;font-weight: bold; text-align: center;&quot; width=&quot;170&quot;&gt;480p&lt;/td&gt;&lt;td style=&quot;font-weight: bold; text-align: center;&quot; width=&quot;170&quot;&gt;720p&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot; width=&quot;100&quot;&gt;1&lt;br /&gt;
2&lt;br /&gt;
3&lt;br /&gt;
4&lt;br /&gt;
5&lt;br /&gt;
6&lt;br /&gt;
7&lt;br /&gt;
8&lt;br /&gt;
9&lt;br /&gt;
10&lt;br /&gt;
11&lt;br /&gt;
12&lt;br /&gt;
13&lt;br /&gt;
14&lt;br /&gt;
15&lt;br /&gt;
16&lt;/td&gt;&lt;td style=&quot;text-align: center;&quot; width=&quot;170&quot;&gt;&lt;a href=&quot;http://www.mediafire.com/?veqn7s60dk6ov66&quot;&gt;MediaFire&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.mediafire.com/?c1v28jp2v3tx6p9&quot;&gt;MediaFire&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.mediafire.com/?rv8in4y15cts5tl&quot;&gt;MediaFire&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.mediafire.com/?kv9a8rqemqz04oa&quot;&gt;MediaFire&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.mediafire.com/?xqb5q94180e9vb1&quot;&gt;MediaFire&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.mediafire.com/?odheeojzx7obuef&quot;&gt;MediaFire&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.mediafire.com/?dbbc54ib08lcs5r&quot;&gt;MediaFire&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.mediafire.com/?nquvm2r39w9mz0c&quot;&gt;MediaFire&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.mediafire.com/?s6klskk9zmb2pwy&quot;&gt;MediaFire&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.mediafire.com/?5v99gj3z0ckgbc7&quot;&gt;MediaFire&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.mediafire.com/?c44tami1jontwo5&quot;&gt;MediaFire&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.mediafire.com/?abgcskzkg2wrnj2&quot;&gt;MediaFire&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.mediafire.com/?ea4e1gj8g4gk14y&quot;&gt;MediaFire&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.mediafire.com/?e3iu6y7gs0y6772&quot;&gt;MediaFire&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.mediafire.com/?r5w4kwrxi5h2hqh&quot;&gt;MediaFire&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.mediafire.com/?yven5dz3r51ek9j&quot;&gt;MediaFire&lt;/a&gt;&lt;/td&gt;&lt;td style=&quot;text-align: center;&quot; width=&quot;170&quot;&gt;&lt;a href=&quot;http://www.mediafire.com/?l4bawiao4qjv9gw&quot;&gt;MediaFire&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.mediafire.com/?0labdd5qri7lbkx&quot;&gt;MediaFire&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.mediafire.com/?3h3nz4pzd8be776&quot;&gt;MediaFire&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.mediafire.com/?av6y521rm0qd688&quot;&gt;MediaFire&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.mediafire.com/?bbycb8uslzjn39w&quot;&gt;MediaFire&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.mediafire.com/?de4axmzu45kj93a&quot;&gt;MediaFire&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.mediafire.com/?126xti89eha62cd&quot;&gt;MediaFire&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.mediafire.com/?vlyhe6okknm0dj8&quot;&gt;MediaFire&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.mediafire.com/?1so9x5xt70qfvcl&quot;&gt;MediaFire&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.mediafire.com/?ep0kuo3rctqxrs0&quot;&gt;MediaFire&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.mediafire.com/?8wa78gxzcuxilhg&quot;&gt;MediaFire&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.mediafire.com/?g1dpbhuz117jdd3&quot;&gt;MediaFire&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.mediafire.com/?9dij058kok8ey0x&quot;&gt;MediaFire&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.mediafire.com/?dlkcbqjfdbkf0zg&quot;&gt;MediaFire&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.mediafire.com/?qctzyz2hm49rzd9&quot;&gt;MediaFire&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.mediafire.com/?ziv1uy6az3d31vb&quot;&gt;MediaFire&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/div&gt;</description><link>http://bahabondo.blogspot.com/2012/06/download-hunter-x-hunter-v-2011.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-666076654058953138.post-1006419917451759425</guid><pubDate>Tue, 01 May 2012 02:48:00 +0000</pubDate><atom:updated>2012-05-01T09:48:44.319+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Komputer</category><title>Subnetting ( Tuntunan Belajar Subnetting )</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;post-title&quot;&gt;

    &lt;h1&gt;
&lt;/h1&gt;
&lt;/div&gt;
&lt;table border=&quot;0&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;Kali ini saatnya kita mempelajari teknik penghitungan &lt;b&gt;subnetting&lt;/b&gt;. 
Penghitungan subnetting bisa dilakukan dengan dua cara, cara binary yang
 relatif lambat dan cara khusus yang lebih cepat. Pada hakekatnya semua 
pertanyaan tentang subnetting akan berkisar di empat masalah: &lt;strong&gt;Jumlah Subnet, Jumlah Host per Subnet, Blok Subnet,  dan Alamat Host- Broadcast&lt;/strong&gt;.
Penulisan IP address umumnya adalah dengan 192.168.1.2. Namun 
adakalanya ditulis dengan 192.168.1.2/24, apa ini artinya? Artinya bahwa
 IP address 192.168.1.2 dengan subnet mask 255.255.255.0. Lho kok bisa 
seperti itu?&lt;/td&gt;
&lt;td&gt;&lt;br /&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;table border=&quot;0&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td&gt;&lt;br /&gt;&lt;/td&gt;
&lt;td&gt;
&lt;div align=&quot;justify&quot;&gt;
Ya, /24 diambil dari penghitungan bahwa 24 bit subnet
 mask diselubung dengan binari 1. Atau dengan kata lain, subnet masknya 
adalah: 11111111.11111111.11111111.00000000 (255.255.255.0). Konsep ini 
yang disebut dengan CIDR (Classless Inter-Domain Routing) yang 
diperkenalkan pertama kali tahun 1992 oleh IEFT.&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;

&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Pertanyaan berikutnya adalah Subnet Mask berapa 
saja yang bisa digunakan untuk melakukan subnetting? Ini terjawab dengan
 tabel di bawah:&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;

&lt;/div&gt;
&lt;table border=&quot;0&quot; style=&quot;width: 410px;&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;th&gt;
&lt;table border=&quot;1&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;strong&gt;Subnet Mask&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;&lt;strong&gt;Nilai CIDR&lt;/strong&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.128.0.0&lt;/td&gt;
&lt;td&gt;/9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.192.0.0&lt;/td&gt;
&lt;td&gt;/10&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.224.0.0&lt;/td&gt;
&lt;td&gt;/11&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.240.0.0&lt;/td&gt;
&lt;td&gt;/12&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.248.0.0&lt;/td&gt;
&lt;td&gt;/13&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.252.0.0&lt;/td&gt;
&lt;td&gt;/14&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.254.0.0&lt;/td&gt;
&lt;td&gt;/15&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.0.0&lt;/td&gt;
&lt;td&gt;/16&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.128.0&lt;/td&gt;
&lt;td&gt;/17&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.192.0&lt;/td&gt;
&lt;td&gt;/18&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.224.0&lt;/td&gt;
&lt;td&gt;/19&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;/th&gt;
&lt;th&gt;
&lt;table border=&quot;1&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;strong&gt;Subnet Mask&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;&lt;strong&gt;Nilai CIDR&lt;/strong&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.240.0&lt;/td&gt;
&lt;td&gt;/20&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.248.0&lt;/td&gt;
&lt;td&gt;/21&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.252.0&lt;/td&gt;
&lt;td&gt;/22&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.254.0&lt;/td&gt;
&lt;td&gt;/23&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.255.0&lt;/td&gt;
&lt;td&gt;/24&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.255.128&lt;/td&gt;
&lt;td&gt;/25&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.255.192&lt;/td&gt;
&lt;td&gt;/26&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.255.224&lt;/td&gt;
&lt;td&gt;/27&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.255.240&lt;/td&gt;
&lt;td&gt;/28&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.255.248&lt;/td&gt;
&lt;td&gt;/29&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.255.252&lt;/td&gt;
&lt;td&gt;/30&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;/th&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;div align=&quot;justify&quot;&gt;

&lt;/div&gt;
&lt;h3&gt;
&lt;strong&gt;SUBNETTING PADA IP ADDRESS CLASS C&lt;/strong&gt;&lt;/h3&gt;
&lt;div align=&quot;justify&quot;&gt;
Ok, sekarang mari langsung latihan saja. Subnetting seperti apa  yang terjadi dengan sebuah NETWORK ADDRESS &lt;strong&gt;192.168.1.0/26&lt;/strong&gt; ?&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;

&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;strong&gt;Analisa&lt;/strong&gt;:&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
192.168.1.0 berarti kelas C dengan  Subnet Mask /26 berarti 11111111.11111111.11111111.11000000  (255.255.255.192).&lt;/div&gt;
&lt;strong&gt;Penghitungan&lt;/strong&gt;:&lt;br /&gt;

Seperti sudah saya sebutkan sebelumnya semua pertanyaan tentang 
subnetting akan berpusat di 4 hal, jumlah subnet, jumlah host per 
subnet, blok subnet, alamat host dan broadcast yang valid. Jadi kita 
selesaikan dengan urutan seperti itu:&lt;br /&gt;

&lt;ol&gt;
&lt;li&gt;&lt;strong&gt;Jumlah Subnet&lt;/strong&gt; = 2&lt;sup&gt;x&lt;/sup&gt;, dimana x adalah 
banyaknya binari 1 pada oktet terakhir subnet mask (2 oktet terakhir 
untuk kelas B, dan 3 oktet terakhir untuk kelas A). Jadi Jumlah Subnet 
adalah 2&lt;sup&gt;2&lt;/sup&gt; = 4    subnet&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Jumlah Host per Subnet&lt;/strong&gt; = 2&lt;sup&gt;y&lt;/sup&gt; – 2, dimana y
 adalah adalah kebalikan dari x yaitu banyaknya binari 0 pada oktet 
terakhir subnet. Jadi jumlah host per subnet adalah 2&lt;sup&gt;6&lt;/sup&gt; – 2 = 62 host&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Blok Subnet&lt;/strong&gt; = 256 – 192 (nilai oktet terakhir 
subnet mask) = 64. Subnet berikutnya adalah 64 + 64 = 128, dan 
128+64=192. Jadi total subnetnya adalah 0, 64, 128, 192.&lt;/li&gt;
&lt;li&gt;Bagaimana dengan alamat &lt;strong&gt;host dan broadcast yang valid&lt;/strong&gt;?
 Kita langsung buat tabelnya. Sebagai catatan, host pertama adalah 1 
angka setelah subnet, dan broadcast adalah 1 angka sebelum subnet 
berikutnya.&lt;/li&gt;
&lt;/ol&gt;
&lt;ol&gt;
&lt;li&gt;
&lt;table border=&quot;1&quot; style=&quot;width: 420px;&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;
&lt;div&gt;
&lt;strong&gt;Subnet&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;div&gt;
192.168.1.&lt;strong&gt;0&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;div&gt;
192.168.1.&lt;strong&gt;64&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;div&gt;
192.168.1.&lt;strong&gt;128&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;div&gt;
192.168.1.&lt;strong&gt;192&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;
&lt;div&gt;
&lt;strong&gt;Host Pertama&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;div&gt;
192.168.1.&lt;strong&gt;1&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;div&gt;
192.168.1.&lt;strong&gt;65&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;div&gt;
192.168.1.&lt;strong&gt;129&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;div&gt;
192.168.1.&lt;strong&gt;193&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;
&lt;div&gt;
&lt;strong&gt;Host Terakhir&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;div&gt;
192.168.1.&lt;strong&gt;62&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;div&gt;
192.168.1.&lt;strong&gt;126&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;div&gt;
192.168.1.&lt;strong&gt;190&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;div&gt;
192.168.1.&lt;strong&gt;254&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;
&lt;div&gt;
&lt;strong&gt;Broadcast&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;div&gt;
192.168.1.&lt;strong&gt;63&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;div&gt;
192.168.1.&lt;strong&gt;127&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;div&gt;
192.168.1.&lt;strong&gt;191&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;div&gt;
192.168.1.&lt;strong&gt;255&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;div align=&quot;justify&quot;&gt;
Kita sudah selesaikan subnetting untuk IP address 
Class C. Dan kita bisa melanjutkan lagi untuk subnet mask yang lain, 
dengan konsep dan teknik yang sama. Subnet mask yang bisa digunakan 
untuk subnetting class C adalah:&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;

&lt;/div&gt;
&lt;table border=&quot;1&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;strong&gt;Subnet Mask&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;&lt;strong&gt;Nilai CIDR&lt;/strong&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.255.128&lt;/td&gt;
&lt;td&gt;/25&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.255.192&lt;/td&gt;
&lt;td&gt;/26&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.255.224&lt;/td&gt;
&lt;td&gt;/27&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.255.240&lt;/td&gt;
&lt;td&gt;/28&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.255.248&lt;/td&gt;
&lt;td&gt;/29&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.255.252&lt;/td&gt;
&lt;td&gt;/30&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h3&gt;
&lt;strong&gt;SUBNETTING PADA IP ADDRESS CLASS B&lt;/strong&gt;&lt;/h3&gt;
Berikutnya kita akan mencoba melakukan subnetting untuk IP address 
class B. Pertama, subnet mask yang bisa digunakan untuk subnetting class
 B adalah:&lt;br /&gt;

&lt;table border=&quot;0&quot; style=&quot;width: 410px;&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;th&gt;
&lt;table border=&quot;1&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;strong&gt;Subnet Mask&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;&lt;strong&gt;Nilai CIDR&lt;/strong&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.128.0&lt;/td&gt;
&lt;td&gt;/17&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.192.0&lt;/td&gt;
&lt;td&gt;/18&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.224.0&lt;/td&gt;
&lt;td&gt;/19&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.240.0&lt;/td&gt;
&lt;td&gt;/20&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.248.0&lt;/td&gt;
&lt;td&gt;/21&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.252.0&lt;/td&gt;
&lt;td&gt;/22&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.254.0&lt;/td&gt;
&lt;td&gt;/23&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;/th&gt;
&lt;th&gt;
&lt;table border=&quot;1&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;strong&gt;Subnet Mask&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;&lt;strong&gt;Nilai CIDR&lt;/strong&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.255.0&lt;/td&gt;
&lt;td&gt;/24&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.255.128&lt;/td&gt;
&lt;td&gt;/25&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.255.192&lt;/td&gt;
&lt;td&gt;/26&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.255.224&lt;/td&gt;
&lt;td&gt;/27&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.255.240&lt;/td&gt;
&lt;td&gt;/28&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.255.248&lt;/td&gt;
&lt;td&gt;/29&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;255.255.255.252&lt;/td&gt;
&lt;td&gt;/30&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;/th&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
Ok, kita coba satu soal untuk Class B dengan network address  &lt;strong&gt;172.16.0.0/18&lt;/strong&gt;.&lt;br /&gt;

&lt;strong&gt;Analisa&lt;/strong&gt;:&lt;br /&gt;

172.16.0.0 berarti kelas B, dengan Subnet Mask /18  berarti 11111111.11111111.11000000.00000000 (255.255.192.0).&lt;br /&gt;

&lt;strong&gt;Penghitungan&lt;/strong&gt;:&lt;br /&gt;

&lt;ol&gt;
&lt;li&gt;&lt;strong&gt;Jumlah Subnet&lt;/strong&gt; = 2&lt;sup&gt;x&lt;/sup&gt;, dimana x adalah banyaknya    binari 1 pada 2 oktet terakhir. Jadi Jumlah Subnet adalah 2&lt;sup&gt;2&lt;/sup&gt; = 4    subnet&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Jumlah Host per Subnet&lt;/strong&gt; = 2&lt;sup&gt;y&lt;/sup&gt; – 2, dimana y
 adalah adalah kebalikan dari x yaitu banyaknya binari 0 pada 2 oktet 
terakhir. Jadi jumlah host per subnet adalah 2&lt;sup&gt;14&lt;/sup&gt; – 2 = 16.382 host&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Blok Subnet&lt;/strong&gt; = 256 – 192 = 64. Subnet berikutnya adalah 64    + 64 = 128, dan 128+64=192. Jadi total subnetnya adalah 0, 64, 128, 192.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Alamat host dan broadcast yang valid?&lt;/strong&gt;&lt;br /&gt;
&lt;table border=&quot;1&quot; style=&quot;width: 420px;&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;
&lt;div align=&quot;left&quot;&gt;
&lt;strong&gt;Subnet&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;div&gt;
172.16.&lt;strong&gt;0.0&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;div&gt;
172.16.&lt;strong&gt;64.0&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;div&gt;

&lt;div&gt;
172.16.&lt;strong&gt;128.0&lt;/strong&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;div&gt;

&lt;div&gt;
172.16.&lt;strong&gt;192.0&lt;/strong&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;
&lt;div&gt;
&lt;strong&gt;Host Pertama&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;div&gt;

&lt;div&gt;
172.16.&lt;strong&gt;0.1&lt;/strong&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;div&gt;

&lt;div&gt;
172.16.&lt;strong&gt;64.1&lt;/strong&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;div&gt;

&lt;div&gt;
172.16.&lt;strong&gt;128.1&lt;/strong&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;div&gt;

&lt;div&gt;
172.16.&lt;strong&gt;192.1&lt;/strong&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;
&lt;div&gt;
&lt;strong&gt;Host Terakhir&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;div&gt;

&lt;div&gt;
172.16.&lt;strong&gt;63.254&lt;/strong&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;div&gt;

&lt;div&gt;
172.16.&lt;strong&gt;127.254&lt;/strong&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;div&gt;

&lt;div&gt;
172.16.&lt;strong&gt;191.254&lt;/strong&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;div&gt;

&lt;div&gt;
172.16.&lt;strong&gt;255.254&lt;/strong&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;
&lt;div&gt;
&lt;strong&gt;Broadcast&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;div&gt;

&lt;div&gt;
172.16.&lt;strong&gt;63.255&lt;/strong&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;div&gt;

&lt;div&gt;
172.16.&lt;strong&gt;127.255&lt;/strong&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;div&gt;

&lt;div&gt;
172.16.&lt;strong&gt;191.255&lt;/strong&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;
&lt;div&gt;

&lt;div&gt;
172.16.&lt;strong&gt;.255.255&lt;/strong&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;/li&gt;
&lt;/ol&gt;
Masih bingung? Ok kita coba satu lagi untuk Class B.Bagaimana dengan network  address &lt;strong&gt;172.16.0.0/25&lt;/strong&gt;.&lt;br /&gt;

&lt;strong&gt;Analisa&lt;/strong&gt;:&lt;br /&gt;

172.16.0.0 berarti kelas B, dengan Subnet Mask /25  berarti 11111111.11111111.11111111.10000000 (255.255.255.128).&lt;br /&gt;

&lt;strong&gt;Penghitungan&lt;/strong&gt;:&lt;br /&gt;

&lt;ol&gt;
&lt;li&gt;&lt;strong&gt;Jumlah Subnet&lt;/strong&gt; = 2&lt;sup&gt;9&lt;/sup&gt; = 512 subnet&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Jumlah Host per Subnet&lt;/strong&gt; = 2&lt;sup&gt;7&lt;/sup&gt; – 2 = 126 host&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Blok Subnet&lt;/strong&gt; = 256 – 128 = 128.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Alamat host dan broadcast yang valid&lt;/strong&gt;?&lt;/li&gt;
&lt;/ol&gt;
&lt;table border=&quot;1&quot; style=&quot;width: 420px;&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;
&lt;div align=&quot;left&quot;&gt;
&lt;strong&gt;Subnet&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;172.16.&lt;strong&gt;0.0&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;172.16.&lt;strong&gt;0.128&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;172.16.&lt;strong&gt;1.0&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;…&lt;/td&gt;
&lt;td&gt;172.16.&lt;strong&gt;255.128&lt;/strong&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;strong&gt;Host Pertama&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;172.16.&lt;strong&gt;0.1&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;172.16.&lt;strong&gt;0.129&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;172.16.&lt;strong&gt;1.1&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;…&lt;/td&gt;
&lt;td&gt;172.16.&lt;strong&gt;255.129&lt;/strong&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;strong&gt;Host Terakhir&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;172.16.&lt;strong&gt;0.126&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;172.16.&lt;strong&gt;0.254&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;172.16.&lt;strong&gt;1.126&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;…&lt;/td&gt;
&lt;td&gt;172.16.&lt;strong&gt;255.254&lt;/strong&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;strong&gt;Broadcast&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;172.16.&lt;strong&gt;0.127&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;172.16.&lt;strong&gt;0.255&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;172.16.&lt;strong&gt;1.127&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;…&lt;/td&gt;
&lt;td&gt;172.16.&lt;strong&gt;255.255&lt;/strong&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
Masih bingung juga? Ok sebelum masuk ke Class A, coba ulangi lagi dari Class  C, dan baca pelan-pelan &lt;img alt=&quot;;)&quot; class=&quot;wp-smiley&quot; src=&quot;http://idur.staff.uns.ac.id/Jaringan/RomiSatriaWahono_Net%20%C2%BB%20Penghitungan%20Subnetting,%20Siapa%20Takut_files/icon_wink.gif&quot; /&gt;&lt;br /&gt;

&lt;h3&gt;
&lt;strong&gt;SUBNETTING PADA IP ADDRESS CLASS A&lt;/strong&gt;&lt;/h3&gt;
Kalau sudah mantab dan paham, kita lanjut ke Class A. Konsepnya semua sama  saja. Perbedaannya adalah di &lt;strong&gt;OKTET&lt;/strong&gt;
 mana kita mainkan blok subnet. Kalau Class C di oktet ke 4 (terakhir), 
kelas B di Oktet 3 dan 4 (2 oktet terakhir), kalau Class A di oktet 2, 3
 dan 4 (3 oktet terakhir). Kemudian subnet mask yang bisa digunakan 
untuk subnetting class A adalah semua subnet mask dari CIDR /8 sampai 
/30.&lt;br /&gt;

Kita coba latihan untuk network address &lt;strong&gt;10.0.0.0/16&lt;/strong&gt;.&lt;br /&gt;

&lt;strong&gt;Analisa&lt;/strong&gt;:&lt;br /&gt;

10.0.0.0 berarti kelas A, dengan Subnet Mask /16  berarti 11111111.11111111.00000000.00000000 (255.255.0.0).&lt;br /&gt;

&lt;strong&gt;Penghitungan&lt;/strong&gt;:&lt;br /&gt;

&lt;ol&gt;
&lt;li&gt;&lt;strong&gt;Jumlah Subnet&lt;/strong&gt; = 2&lt;sup&gt;8&lt;/sup&gt; = 256 subnet&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Jumlah Host per Subnet&lt;/strong&gt; = 2&lt;sup&gt;16&lt;/sup&gt; – 2 = 65534 host&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Blok Subnet&lt;/strong&gt; = 256 – 255 = 1. Jadi subnet lengkapnya:    0,1,2,3,4, etc.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Alamat host dan broadcast yang valid&lt;/strong&gt;?&lt;/li&gt;
&lt;/ol&gt;
&lt;table border=&quot;1&quot; style=&quot;width: 420px;&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;
&lt;div align=&quot;left&quot;&gt;
&lt;strong&gt;Subnet&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;10.&lt;strong&gt;0.0.0&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;10.&lt;strong&gt;1.0.0&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;…&lt;/td&gt;
&lt;td&gt;10.&lt;strong&gt;254.0.0&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;10.&lt;strong&gt;255.0.0&lt;/strong&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;strong&gt;Host Pertama&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;10.&lt;strong&gt;0.0.1&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;10.&lt;strong&gt;1.0.1&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;…&lt;/td&gt;
&lt;td&gt;10.&lt;strong&gt;254.0.1&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;10.&lt;strong&gt;255.0.1&lt;/strong&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;strong&gt;Host Terakhir&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;10.&lt;strong&gt;0.255.254&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;10.&lt;strong&gt;1.255.254&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;…&lt;/td&gt;
&lt;td&gt;10.&lt;strong&gt;254.255.254&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;10.&lt;strong&gt;255.255.254&lt;/strong&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;strong&gt;Broadcast&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;10.&lt;strong&gt;0.255.255&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;10.&lt;strong&gt;1.255.255&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;…&lt;/td&gt;
&lt;td&gt;10.&lt;strong&gt;254.255.255&lt;/strong&gt;&lt;/td&gt;
&lt;td&gt;10.&lt;strong&gt;255.255.255&lt;/strong&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;div align=&quot;justify&quot;&gt;

&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Mudah-mudahan setelah anda membaca paragraf 
terakhir ini, anda sudah memahami penghitungan subnetting dengan baik. 
Kalaupun belum paham juga, anda ulangi terus artikel ini pelan-pelan 
dari atas. Untuk teknik hapalan subnetting yang lebih cepat, tunggu di 
artikel berikutnya &lt;img alt=&quot;;)&quot; class=&quot;wp-smiley&quot; src=&quot;http://idur.staff.uns.ac.id/Jaringan/RomiSatriaWahono_Net%20%C2%BB%20Penghitungan%20Subnetting,%20Siapa%20Takut_files/icon_wink.gif&quot; /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;

&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;strong&gt;Catatan&lt;/strong&gt;: Semua penghitungan 
subnet diatas berasumsikan bahwa IP Subnet-Zeroes (dan IP Subnet-Ones) 
dihitung secara default. Buku versi terbaru Todd Lamle dan juga CCNA 
setelah 2005 sudah mengakomodasi masalah IP Subnet-Zeroes (dan IP 
Subnet-Ones) ini. CCNA pre-2005 tidak memasukkannya secara default 
(meskipun di kenyataan kita bisa mengaktifkannya dengan command ip 
subnet-zeroes), sehingga mungkin dalam beberapa buku tentang CCNA serta 
soal-soal test CNAP, anda masih menemukan rumus penghitungan Jumlah 
Subnet = 2&lt;sup&gt;x&lt;/sup&gt; – 2&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/div&gt;</description><link>http://bahabondo.blogspot.com/2012/05/subnetting-tuntunan-belajar-subnetting.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-666076654058953138.post-4983574973056664517</guid><pubDate>Sat, 21 Apr 2012 14:54:00 +0000</pubDate><atom:updated>2012-04-21T21:54:34.775+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Blog</category><title>Ping Gratis</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;background-color: white; color: #333333; font-family: Verdana, Calibri, &#39;Myriad Pro&#39;, Myriad, &#39;Trebuchet MS&#39;, Helvetica, sans-serif; line-height: 19px;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;background-color: white; color: #333333; font-family: Verdana, Calibri, &#39;Myriad Pro&#39;, Myriad, &#39;Trebuchet MS&#39;, Helvetica, sans-serif; line-height: 19px;&quot;&gt;&lt;b&gt;Ping&lt;/b&gt;
 adalah cara yang dilakukan oleh blogger untuk memberitahukan update 
konten kepada search engine. Sinyal XML-RPC akan dikirim ke satu atau 
lebih server ping yang memberitahukan bahwa situs atau blog tertentu 
memiliki konten yang baru. &amp;nbsp;“Dari berbagai sumber”&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;background-color: white; color: #333333; font-family: Verdana, Calibri, &#39;Myriad Pro&#39;, Myriad, &#39;Trebuchet MS&#39;, Helvetica, sans-serif; line-height: 19px;&quot;&gt;&lt;b&gt;Pengertian ping&lt;/b&gt;&amp;nbsp;di
 sini berbeda dengan istilah ping ketika sobat lagi bermain game dota , 
atau ping yang biasanya sobat lakukan di command prompt.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;background-color: white; font-family: Verdana, Helvetica, sans-serif; line-height: 18px;&quot;&gt;&lt;b style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Ping&lt;/b&gt;&amp;nbsp;merupakan&lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;background-color: white; font-family: Verdana, Helvetica, sans-serif; line-height: 18px;&quot;&gt;&amp;nbsp;cara praktis agar blog diketahui oleh banyak pengunjung.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;background-color: white; font-family: Verdana, Helvetica, sans-serif;&quot;&gt;&lt;br style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot; /&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;line-height: 18px;&quot;&gt;Tips dalam ber Ping yang baik dan benar :&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;ul style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; line-height: 20px; margin-bottom: 15px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;
&lt;li style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; list-style-image: initial !important; list-style-position: inside !important; list-style-type: circle !important; margin-bottom: 0px; margin-left: 15px; margin-right: 0px; margin-top: 0px; padding-bottom: 3px; padding-left: 0px; padding-right: 0px; padding-top: 3px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;border-bottom-width: 0px; border-collapse: separate; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: black; font-family: &#39;Times New Roman&#39;; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: verdana, arial, Sans-erif; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;&quot;&gt;Lakukan ping jika sobat telah mengupdate blog anda&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; list-style-image: initial !important; list-style-position: inside !important; list-style-type: circle !important; margin-bottom: 0px; margin-left: 15px; margin-right: 0px; margin-top: 0px; padding-bottom: 3px; padding-left: 0px; padding-right: 0px; padding-top: 3px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;border-bottom-width: 0px; border-collapse: separate; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: black; font-family: &#39;Times New Roman&#39;; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: verdana, arial, Sans-erif; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;&quot;&gt;Lakukan ping jika sobat melakukan posting terbaru&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; list-style-image: initial !important; list-style-position: inside !important; list-style-type: circle !important; margin-bottom: 0px; margin-left: 15px; margin-right: 0px; margin-top: 0px; padding-bottom: 3px; padding-left: 0px; padding-right: 0px; padding-top: 3px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;border-bottom-width: 0px; border-collapse: separate; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: black; font-family: &#39;Times New Roman&#39;; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: verdana, arial, Sans-erif; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;&quot;&gt;Jangan lakukan ping terlalu sering karna ini bisa dikatakan sebagai spam&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; list-style-image: initial !important; list-style-position: inside !important; list-style-type: circle !important; margin-bottom: 0px; margin-left: 15px; margin-right: 0px; margin-top: 0px; padding-bottom: 3px; padding-left: 0px; padding-right: 0px; padding-top: 3px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;border-bottom-width: 0px; border-collapse: separate; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: black; font-family: &#39;Times New Roman&#39;; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: verdana, arial, Sans-erif; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;&quot;&gt;Lakukan ping seperlunya dan jangan berlebihan&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;border-bottom-width: 0px; border-collapse: separate; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: black; font-family: &#39;Times New Roman&#39;; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: verdana, arial, Sans-erif; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;&quot;&gt;Berikut ini adalah daftar Ping untuk Blog sobat:&lt;/span&gt;&lt;/span&gt;&lt;br style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot; /&gt;&lt;ol style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; line-height: 20px; margin-bottom: 15px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;
&lt;li style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; list-style-image: initial !important; list-style-position: inside !important; list-style-type: decimal !important; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 3px; padding-left: 0px; padding-right: 0px; padding-top: 3px;&quot;&gt;&lt;a href=&quot;http://pingomatic.com/&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #104e8b; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;&quot;&gt;Ping-O-Matic&lt;/a&gt;&lt;/li&gt;
&lt;li style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; list-style-image: initial !important; list-style-position: inside !important; list-style-type: decimal !important; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 3px; padding-left: 0px; padding-right: 0px; padding-top: 3px;&quot;&gt;&lt;a href=&quot;http://feedshark.brainbliss.com/&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #104e8b; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;&quot;&gt;Feed Shark&lt;/a&gt;&lt;/li&gt;
&lt;li style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; list-style-image: initial !important; list-style-position: inside !important; list-style-type: decimal !important; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 3px; padding-left: 0px; padding-right: 0px; padding-top: 3px;&quot;&gt;&lt;a href=&quot;http://www.pingmyblog.com/&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #104e8b; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;&quot;&gt;PingMyBlog&lt;/a&gt;&lt;/li&gt;
&lt;li style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; list-style-image: initial !important; list-style-position: inside !important; list-style-type: decimal !important; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 3px; padding-left: 0px; padding-right: 0px; padding-top: 3px;&quot;&gt;&lt;a href=&quot;http://autopinger.com/&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #104e8b; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;&quot;&gt;AutoPingler&lt;/a&gt;&lt;/li&gt;
&lt;li style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; list-style-image: initial !important; list-style-position: inside !important; list-style-type: decimal !important; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 3px; padding-left: 0px; padding-right: 0px; padding-top: 3px;&quot;&gt;&lt;a href=&quot;http://pingates.com/&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #104e8b; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;&quot;&gt;Pingates&lt;/a&gt;&lt;/li&gt;
&lt;li style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; list-style-image: initial !important; list-style-position: inside !important; list-style-type: decimal !important; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 3px; padding-left: 0px; padding-right: 0px; padding-top: 3px;&quot;&gt;&lt;a href=&quot;http://ping.in/&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #104e8b; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;&quot;&gt;Ping.In&lt;/a&gt;&lt;/li&gt;
&lt;li style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; list-style-image: initial !important; list-style-position: inside !important; list-style-type: decimal !important; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 3px; padding-left: 0px; padding-right: 0px; padding-top: 3px;&quot;&gt;&lt;a href=&quot;http://feedping.com/&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #104e8b; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;&quot;&gt;Feed Ping&lt;/a&gt;&lt;/li&gt;
&lt;li style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; list-style-image: initial !important; list-style-position: inside !important; list-style-type: decimal !important; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 3px; padding-left: 0px; padding-right: 0px; padding-top: 3px;&quot;&gt;&lt;a href=&quot;http://pingler.com/&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #104e8b; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;&quot;&gt;Pingler&lt;/a&gt;&lt;/li&gt;
&lt;li style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; list-style-image: initial !important; list-style-position: inside !important; list-style-type: decimal !important; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 3px; padding-left: 0px; padding-right: 0px; padding-top: 3px;&quot;&gt;&lt;a href=&quot;http://www.totalping.com/&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #104e8b; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;&quot;&gt;TotalPing&lt;/a&gt;&lt;/li&gt;
&lt;li style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; list-style-image: initial !important; list-style-position: inside !important; list-style-type: decimal !important; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 3px; padding-left: 0px; padding-right: 0px; padding-top: 3px;&quot;&gt;&lt;a href=&quot;http://www.mypagerank.net/service_pingservice_index&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #104e8b; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;&quot;&gt;My Pagerank&lt;/a&gt;&lt;/li&gt;
&lt;li style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; list-style-image: initial !important; list-style-position: inside !important; list-style-type: decimal !important; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 3px; padding-left: 0px; padding-right: 0px; padding-top: 3px;&quot;&gt;&lt;a href=&quot;http://www.pingoat.com/&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #104e8b; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;&quot;&gt;Pingoat&amp;nbsp;&lt;/a&gt;&lt;/li&gt;
&lt;li style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; list-style-image: initial !important; list-style-position: inside !important; list-style-type: decimal !important; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 3px; padding-left: 0px; padding-right: 0px; padding-top: 3px;&quot;&gt;&lt;a href=&quot;http://googleping.com/&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #104e8b; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;&quot;&gt;GooglePing&lt;/a&gt;&amp;nbsp;&lt;/li&gt;
&lt;/ol&gt;
&lt;div&gt;

&lt;span class=&quot;Apple-style-span&quot; style=&quot;line-height: 20px;&quot;&gt;Smoga bermanfaat..oh iya minta sarannya nih...jangan lupa komentarnya.:D&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;</description><link>http://bahabondo.blogspot.com/2012/04/ping-gratis.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>1</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-666076654058953138.post-1490711619718876630</guid><pubDate>Wed, 11 Apr 2012 08:17:00 +0000</pubDate><atom:updated>2012-04-11T15:17:15.077+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Cerita Ulama</category><title>Mengenal Syekh kholil Bangkalan,Madura</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;h1 style=&quot;text-align: center;&quot;&gt;
&lt;strong&gt;Kyai Madura, Guru Pendiri NU&lt;/strong&gt;&lt;/h1&gt;
&lt;h3 style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/h3&gt;
&lt;a class=&quot;highslide&quot; href=&quot;http://standardberita.com/wp-content/uploads/2010/06/khm-kholil-madura.jpg&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;aligncenter size-medium wp-image-220&quot; height=&quot;300&quot; src=&quot;http://standardberita.com/wp-content/uploads/2010/06/khm-kholil-madura-225x300.jpg&quot; title=&quot;khm-kholil-madura&quot; width=&quot;225&quot; /&gt;&lt;/a&gt;&lt;br /&gt;

Sungguh benarlah kiranya pernyataan dan keputusan Kyai Sholeh 
(Pengasuh Pondok Pesanteren Bunga, Gresik, Jawa Timur). &lt;b&gt;Kholil&lt;/b&gt;, si bocah
 Madura itu, bukanlah anak sembarangan. Beberapa puluh tahun kemudian 
Kholil menjadi seorang syekh yang sangat dihormati. Banyak muridnya yang
 menjadi ulama besar di Madura dan Jawa. Usia &lt;b&gt;Syekh Kholil&lt;/b&gt; lebih dari 
100 tahun. &lt;em&gt;&lt;b&gt;Subhananlloh&lt;/b&gt;,&lt;/em&gt; murid-muridnya pun banyak yang berusia di atas 100 tahun.&lt;br /&gt;

Sebagian murid Kiai Kholil yang mudah dikenal saat ini, antara lain 
KH Hasyim Asy’ari, pendiri, pengasuh Pondok Pesantren Tebu Ireng 
Jombang. Beliau juga dikenal sebagai pendiri organisasi Islam Nahdlatul 
Ulama (NU), organisasi Islam terbesar di seluruh dunia. KH Hasyim 
Asy’ari juga tercatat sebagai Pahlawan Nasional. Cucu KH Hasyim Asy’ari,
 yaitu Abdurrahman Wahid (Gus Dur) adalah mantan Ketua PB NU dan 
Presiden RI ke-3.&lt;br /&gt;

KH R As’ad Syamsul Arifin (Pengasuh Pondok Pesantren Salafiyah 
Syafi’iyah, Sukorejo Asembagus, Situbondo), juga murid Syekh Kholil. 
Begitu juga KH Wahab Hasbullah (Pendiri, Pengasuh Pondok Pesantren 
Tambak Beras, Jombang), yang juga pernah menjabat sebagai Rais Aam NU 
(1947 – 1971). Muridnya yang lain adalah KH Bisri Syamsuri (Pendiri, 
Pengasuh Pondok Pesantren Denanyar, Jombang), KH Maksum (Pendiri, 
Pengasuh Pondok Pesantren Rembang, Jawa Tengah), KH. Bisri Mustofa 
(Pendiri, Pengasuh Pondok Pesantren Rembang/Dikenal sebagai mufassir Al 
Quran).&lt;br /&gt;

Di Madura sendiri, yang menjadi murid Syekh Kholil adalah KH 
Hasbullah Abubakar Tebul (Kwayar Bangkalan, Madura/Makam Kramat Pantai 
Kedung Cowek Surabaya), KH Muhammad Thohir Jamaluddin ( Sumber Gayam, 
Madura). Dan masih banyak lagi ulama-ulama besar yang menjadi murid 
Syekh Kholil yang dikenal luas hingga saat ini.&lt;br /&gt;

Untuk mencapai martabat setinggi itu, Syekh Kholil melaluinya dengan 
perjuangan berliku. Ia berguru di beberapa pondok pesanteren di 
Indonesia, dengan melalui kehidupan yang memprihatinkan.&lt;br /&gt;

Ada cerita menarik ketika Kholil belajar di Pesantren Banyuwangi, 
yang mempunyai kebun kalapa yang sangat luas. Kholil santri menjadi 
buruh memetik kelapa dengan upah 80 pohon mendapat tiga sen. Semua hasil
 memetik kelapa disimpan di dalam peti, lalu di persembahkan pada Kyai.&lt;br /&gt;

Untuk biaya makan sehari-hari, Kholil santri menjalani kehidupan 
prihatin. Terkadang mengisi bak mandi, mencuci pakaian dan piring. 
Kholil santri sering menjadi juru masak kebutuhan teman-temannya. Dari 
kehidupan prihatin itu Kholil santri mendapat makan cuma-cuma.&lt;br /&gt;

Sesudah cukup di pesantren itu, gurunya menganjurkan Kholil untuk 
melanjutkan belajarnya ke Makkah. Uang dalam peti yang dahulu dihaturkan
 kepada kyai diserahkan kembali pada Kholil sebagai bekal belajar di 
Makkah.&lt;br /&gt;

Suatu hari, Kholil pulang menemui Nyai Maryam (kakaknya). Kholil berkata: “Kak, saya mau pamit berangkat ke Makkah.”&lt;br /&gt;

“Mau berangkat kapan, Lil?” tanya Nyai Maryam.&lt;br /&gt;

“Sore ini, kak,” jawab Syekh Kholil.&lt;br /&gt;

“Kalau begitu tunggu aku masak nasi dulu, ya, Lil. Kamu makan dulu sebelum berangkat.”&lt;br /&gt;

Setelah makanan siap, Syekh Kholil pun makan dan kemudian pamit 
berangkat ke Makkah. Kholil berjalan ke arah Barat dan Nyai Maryam 
menatap kepergiannya sampai tak terlihat.&lt;br /&gt;

Selama dalam perjalanan ke Makkah, Kholil selalu dalam keadaan 
berpuasa dan mendekatkan diri kepada Allah. Siang hari membaca Al-Qur’an
 dan shalawat, malam hari wirid dan taqarub kepada Allah.&lt;br /&gt;

Setibanya di Makkah, Kholil segera bergabung dengan teman-temannya 
dari Jawa. Banyak para Syaikh yang Kholil datangi. Kebiasaan hidup 
sederhana dan prihatin tetap dijalankan seperti waktu di pesantren Jawa.
 Kholil sering makan kulit semangka. Sedangkan minumannya dari air 
zamzam.&lt;br /&gt;

Begitu dilakukannya terus menerus selama empat tahun di Makkah. Hal 
ini mengherankan teman-teman seangkatannya, seperti Nawawi dari Banten, 
Akhmad Khatib dari Minang Kabau, dan Ahmad Yasin dari Padang.&lt;br /&gt;

Dalam mengarungi lautan ilmu di Makkah, disamping mempelajari ilmu 
dhohir (eksoterik), seperti tafsir, hadits, fikih dan ilmu nahwu, juga 
mempelajari ilmu bathin (isoterik) ke pelbagai guru spiritual. Kholil 
mencatat pelajarannya menggunakan baju yang dipakainya sebagai kertas 
tulis. Setelah dipahami dan dihafal lalu dicuci, kemudian dipakai lagi.&lt;br /&gt;

Tercatat guru spiritual Kholil adalah Syaikh Ahmad Khatib Sambas Ibnu
 Abdul Ghofar yang bertempat tinggal di Jabal Qubais. Syaikh Ahmad 
Khatib mengajarkan Thariqoh Qodariyyah wan Naqsyabandiyyah.&lt;br /&gt;

Syek Ali Ar-Rahbini adalah salah satu guru terdekat Syekh Kholil di 
Makkah. Syekh Ali bin Muhammad Amin bin Athiyyah Ar-Rahbini punya putra 
bernama Syekh Muhammad bin Ali, lahir pada tahun 1286 H&amp;nbsp; (1871) dan 
wafat tahun 1351 H (1934). Syekh Muhammad bin Ali lebih muda 36 tahun 
dari Syekh Kholil.&lt;br /&gt;

Sepulang dari Makkah, Kholil tinggal bersama Nyai Maryam (kakaknya), 
di Keramat. Kholil bekerja di kantor pejabat Adipati Bangkalan sebagai 
penjaga dan kebagian jaga malam.&lt;br /&gt;

Kanjeng Adipati kemudian mengganti tugas Kholil menjadi pengajar 
keluarga Adipati, dan akhirnya dihormati dan dicintai sebagai ulama. 
Kerabat Adipati menikahkan Syekh Kholil dengan Nyai Assek (30 Rajab 1278
 H/1861 M).&lt;br /&gt;

Setelah menikah dengan Nyai Assek, Syekh Kholil mendapatkan hadiah 
dari sang mertua, Ludrapati, berupa sebidang tanah di Desa Jangkibuan. 
Beliau pun membangun rumah dan pesantren di tanah itu. Beliau mulai 
menerima santri sambil mengajar di Keraton Adipati.&lt;br /&gt;

Syekh Kholil mengukir prestasi dengan cepat. Nama beliau cepat 
dikenal oleh masyarakat. Banyak teman mondok beliau seaktu Jawa tidak 
percaya bahwa Kholil sebagai ulama besar.&lt;br /&gt;

Karena penasaran, ada temannya yang sengaja datang ke Bangkalan. 
Setibanya di bangkalan, orang itu bertanya pada seseorang, “Mana rumah 
Syekh Kholil?” Orang yang ditanya menunjukkan arah rumah Syekh Kholil. 
Temannya itu ternyata melihat banyak binatang buas di itu.&lt;br /&gt;

“Tapi tempat itu bukan rumah, kok, Pak. Di situ saya lihat banyak binatang buasnya,” kata orang yang berkunjung itu.&lt;br /&gt;

“Ah, masa? Baiklah, mari saya antar.”&lt;br /&gt;

Begitu tiba di tempat itu, temannya melihat sebuah rumah yang 
dikerumuni binatang buas. Bersamaan dengan itu keluarlah Syekh Kholil 
dan binatang-binatang itupun langsung pergi. Melihat yang keluar adalah 
benar-benar Kholil yang ia kenal, maka orang itu itu pun langsung 
mencium tangan Syekh Kholil.&lt;br /&gt;

Meskipun sudah terkenal, hubungan Syekh Kholil dengan keluarga 
Ar-Rahbini berlangsung sampai pada cucu gurunya, yaitu Syekh Ali bin 
Muhammad bin Ali Ar-Rahbini.&lt;br /&gt;

Cerita kedatangan Syekh Ali ke Indonesia (Madura) cukup menarik 
sebagai salah satu cerita karomah Syekh Kholil. Syekh Ali datang ke 
Indonesia pada tahun 1921. Waktu itu Syekh Ali masih berusia 18 tahun 
dan berguru kepada Syekh Kholil.&lt;br /&gt;

Pada suatu pagi setelah shalat shubuh, seperti biasa Syekh Kholil 
mengajar santri di mushalla. Tiba-tiba Syekh Kholil menutup kitab dan 
berkata: “Sebentar lagi ada tamu agung, yaitu cucu dari guruku, Syekh 
Ali bin Muhammad bin Ali Ar-Rahbini.” Padahal, &amp;nbsp;waktu itu belum ada 
telepon.&lt;br /&gt;

Setelah Syekh Ali datang, Syekh Kholil menyuruh santri untuk 
mengambil tiga gelas di atas nampan. Gelas yang pertama diisi air putih.
 Gelas kedua diisi susu. Gelas ketiga diisi kopi.&lt;br /&gt;

Syekh Kholil kemudian berkata pada santri-santri: “Apabila Syekh Ali 
minum susu, Insyaallah beliau tidak lama di Indonesia. Apabila Syekh Ali
 minum air putih, Insyaallah beliau akan tinggal lama di Indonesia dan 
akan pulang ke Makkah. Apabila Syekh Ali minum kopi, Insyaallah beliau 
terus tinggal di Indonesia.”&lt;br /&gt;

Para santri pun menunggu saatnya Syekh Ali memilih di antara tiga 
gelas itu. Ternyata Syekh Ali memilih dan meminum kopi. Kontan saja para
 santri bersorak gembira. Syekh Ali hanya tersenyum saja, karena tidak 
mengerti apa yang terjadi.&lt;br /&gt;

Kisah lainnya adalah Syekh Ali pun menikahkan salah satu cucunya 
dengan seorang cucu Syekh Kholil. Ketika lahir anak pertama dari 
pasangan sang Kyai cucu Syekh Kholil dan sang Nyai cucu Syekh Ali, maka 
Syekh Ali memberi nama bayi itu Kholi”.&lt;br /&gt;

Syekh Kholil awalnya keberatan, karena sudah banyak yang bernama 
“Kholil” di keluarga beliau. Syekh Ali berkata: “Biarpun sudah ada 
seribu ‘Kholil’, tetap harus diberi nama ‘Kholil’. Seribu ‘Kholil’ 
seribu barokah!” Anak itu pun diberi nama “Kholil”.&lt;br /&gt;

Begitulah kisahnya, yang dianggap hanya sebagai Bocah dari Madura itu
 ternyata menjadi Syekh yang sangat luar biasa. Kyai As’ad Syamsul 
Arifin (Pengasuh Pondok Pesantren Salafiyah Syafi’iyah, Sukorejo 
Asembagus, Situbondo), menuturkan bahwa pada saat Kyai Kholil berzikir 
di ruangan majelis dzikir, apabila lampu dimatikan sering terlihat sinar
 biru yang sangat terang memenuhi ruangan tersebut. &lt;em&gt;(*Penulis adalah wartawan tinggal di Jakarta/Bahan disarikan dan diolah kembali dari Majelis Taklim Bi Zikrillah)&lt;/em&gt;&lt;/div&gt;</description><link>http://bahabondo.blogspot.com/2012/04/mengenal-syekh-kholil-bangkalanmadura.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-666076654058953138.post-3227745509403101609</guid><pubDate>Fri, 23 Mar 2012 02:05:00 +0000</pubDate><atom:updated>2012-04-09T12:21:25.462+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Lain-Lain</category><title>SMK Negeri 36 Jakarta</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;h1 class=&quot;firstHeading&quot; id=&quot;firstHeading&quot; style=&quot;font-weight: normal;&quot;&gt;






    &lt;span dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;tulisan saya kali ini tentang profil di mana saya sekolah yaitu &lt;b&gt;SMK Negeri 36 jakarta&lt;/b&gt; yang saya ambil dari situs &lt;a href=&quot;http://id.wikipedia.org/&quot;&gt;http://id.wikipedia.org&lt;/a&gt;/ . tapi saya ubah lagi karna&lt;/span&gt; &lt;span style=&quot;font-size: small;&quot;&gt;mungkin banyak yang berbeda dari sebelumnya seperti pergantian kepalas sekolah yang menjabat pada tahun ini . Langsung saja &amp;gt;&lt;/span&gt;&lt;/span&gt;
   &lt;/h1&gt;
&lt;br /&gt;
&lt;table cellspacing=&quot;5&quot; class=&quot;infobox&quot; style=&quot;font-size: 88%; width: 22em;&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;th class=&quot;&quot; colspan=&quot;2&quot; style=&quot;background: lavender; font-size: 125%; font-weight: bold; text-align: center;&quot;&gt;Sekolah Menengah Kejuruan Negeri 36 Jakarta&lt;/th&gt;
&lt;/tr&gt;
&lt;tr class=&quot;&quot;&gt;
&lt;td class=&quot;&quot; colspan=&quot;2&quot; style=&quot;text-align: center;&quot;&gt;&lt;a class=&quot;new&quot; href=&quot;http://id.wikipedia.org/w/index.php?title=Istimewa:Pengunggahan&amp;amp;wpDestFile=Kyu4.jpg&quot; title=&quot;Berkas:Kyu4.jpg&quot;&gt;Berkas:Kyu4.jpg&lt;/a&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;th colspan=&quot;2&quot; style=&quot;background: lavender; text-align: center;&quot;&gt;Informasi&lt;/th&gt;
&lt;/tr&gt;
&lt;tr class=&quot;&quot;&gt;
&lt;th style=&quot;text-align: left;&quot;&gt;Didirikan&lt;/th&gt;
&lt;td class=&quot;&quot;&gt;November 1968&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;&quot;&gt;
&lt;th style=&quot;text-align: left;&quot;&gt;Jenis&lt;/th&gt;
&lt;td class=&quot;&quot;&gt;Negeri&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;&quot;&gt;
&lt;th style=&quot;text-align: left;&quot;&gt;Kepala&amp;nbsp;Sekolah&lt;/th&gt;
&lt;td class=&quot;&quot;&gt;H. ASARI, SPd. MSi&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;&quot;&gt;
&lt;th style=&quot;text-align: left;&quot;&gt;Rentang kelas&lt;/th&gt;
&lt;td class=&quot;&quot;&gt;X, XI, XII&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;&quot;&gt;
&lt;th style=&quot;text-align: left;&quot;&gt;Kurikulum&lt;/th&gt;
&lt;td class=&quot;&quot;&gt;Kurikulum Tingkat Satuan Pendidikan&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;&quot;&gt;
&lt;th style=&quot;text-align: left;&quot;&gt;Status&lt;/th&gt;
&lt;td class=&quot;&quot;&gt;Sekolah Standar Nasional&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;&quot;&gt;
&lt;th style=&quot;text-align: left;&quot;&gt;Nilai masuk terendah&lt;/th&gt;
&lt;td class=&quot;&quot;&gt;&lt;b&gt;Th.2010&lt;/b&gt; AP (7,1), NKPI (7,0), TKPI (6,9), TKR (7,5), TKJ (7,9), TP (7,3), TAB (7,3)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;&quot;&gt;
&lt;th style=&quot;text-align: left;&quot;&gt;Nilai masuk tertinggi&lt;/th&gt;
&lt;td class=&quot;&quot;&gt;&lt;b&gt;Th.2010&lt;/b&gt; AP (8,9), NKPI (9,2), TKPI (7,8), TKR (8,9), TKJ (9,0), TP (8,5), TAB (8,4)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;th colspan=&quot;2&quot; style=&quot;background: lavender; text-align: center;&quot;&gt;Alamat&lt;/th&gt;
&lt;/tr&gt;
&lt;tr class=&quot;&quot;&gt;
&lt;th style=&quot;text-align: left;&quot;&gt;Lokasi&lt;/th&gt;
&lt;td class=&quot;&quot;&gt;Jl. Baru Kosambi III Cilincing, Jakarta Utara, DKI Jakarta, Indonesia&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;&quot;&gt;
&lt;th style=&quot;text-align: left;&quot;&gt;Telp./Faks.&lt;/th&gt;
&lt;td class=&quot;&quot;&gt;021-4401523&lt;/td&gt;
&lt;/tr&gt;
&lt;tr class=&quot;&quot;&gt;
&lt;th style=&quot;text-align: left;&quot;&gt;Situs&amp;nbsp;web&lt;/th&gt;
&lt;td class=&quot;&quot;&gt;&lt;a class=&quot;external free&quot; href=&quot;http://www.smkn36jakarta.sch.id/&quot; rel=&quot;nofollow&quot;&gt;http://www.smkn36jakarta.sch.id/&lt;/a&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td class=&quot;&quot; colspan=&quot;2&quot; style=&quot;text-align: center;&quot;&gt;&lt;a class=&quot;external text&quot; href=&quot;http://dedidwitagama.wordpress.com/&quot; rel=&quot;nofollow&quot;&gt;&lt;/a&gt;&lt;br /&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td colspan=&quot;2&quot; style=&quot;text-align: right;&quot;&gt;&lt;div class=&quot;noprint plainlinks hlist navbar mini&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;b&gt;SMK Negeri 36 Jakarta&lt;/b&gt; merupakan sebuah sekolah menengah kejuruan 
unggulan di Indonesia khususnya di DKI Jakarta dalam bidang 
Kelautan/Pelayaran. Sekolah ini juga dikenal sebagai sekolah dengan 
disiplin yang tinggi karena menerapkan disiplin ala &lt;b&gt;semi militer&lt;/b&gt;.
 SMK ini terletak di Jalan Baru Kosambi III, Cilincing, Jakarta Utara, 
Indonesia. SMKN 36 Jakarta biasa juga disebut dengan &quot;KYU&quot;. Disebut 
&quot;KYU&quot; karena dahulu &lt;b&gt;SMK Negeri 36 Jakarta &lt;/b&gt;bernama STM Negeri 9 yang 
diambil dalam bahasa Jepang. Dan hingga saat ini masih dikenal dengan 
&quot;KYU&quot; karena 3+6=9.&lt;br /&gt;
&lt;table class=&quot;toc&quot; id=&quot;toc&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;br /&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;h2&gt;





&lt;span class=&quot;editsection&quot;&gt;&lt;/span&gt; &lt;span class=&quot;mw-headline&quot; id=&quot;Program_Keahlian&quot;&gt;Program Keahlian&lt;/span&gt;&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;Agribisnis Perikanan (AP)&lt;/li&gt;
&lt;li&gt;Nautika Kapal Penangkap Ikan (NKPI)&lt;/li&gt;
&lt;li&gt;Teknika Kapal Penangkap Ikan (TKPI)&lt;/li&gt;
&lt;li&gt;Teknik Kendaraan Ringan (TKR)&lt;/li&gt;
&lt;li&gt;Teknik Komputer dan Jaringan (TKJ)&lt;/li&gt;
&lt;li&gt;Teknik Pemesinan (TP)&lt;/li&gt;
&lt;li&gt;Teknik Alat Berat (TAB)&lt;/li&gt;
&lt;/ul&gt;
&lt;h2&gt;





&lt;span class=&quot;editsection&quot;&gt;&lt;/span&gt; &lt;span class=&quot;mw-headline&quot; id=&quot;Sarana_dan_Prasarana&quot;&gt;Sarana dan Prasarana&lt;/span&gt;&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;Masjid Al-Istiqomah SMKN 36&lt;/li&gt;
&lt;li&gt;Moving Class&lt;/li&gt;
&lt;li&gt;Ruang Auditorium (Aula)&lt;/li&gt;
&lt;li&gt;Ruang Kepala Sekolah&lt;/li&gt;
&lt;li&gt;Ruang Komite Sekolah&lt;/li&gt;
&lt;li&gt;Ruang Kesiswaan&lt;/li&gt;
&lt;li&gt;Ruang Guru&lt;/li&gt;
&lt;li&gt;Ruang Staff&lt;/li&gt;
&lt;li&gt;Ruang Meeting&lt;/li&gt;
&lt;li&gt;Ruang Diskusi/Gambar&lt;/li&gt;
&lt;li&gt;Ruang OSIS&lt;/li&gt;
&lt;li&gt;Ruang Tata Usaha (TU)&lt;/li&gt;
&lt;li&gt;Ruang Bimbingan Konseling (BK)&lt;/li&gt;
&lt;li&gt;Ruang Usaha Kesehatan Sekolah (UKS)&lt;/li&gt;
&lt;li&gt;Ruang Fitness&lt;/li&gt;
&lt;li&gt;Ruang Musik/Band&lt;/li&gt;
&lt;li&gt;Laboratorium Komputer (KKPI)&lt;/li&gt;
&lt;li&gt;Perpustakaan dengan 4 unit komputer&lt;/li&gt;
&lt;li&gt;Lapangan Utama&lt;/li&gt;
&lt;li&gt;Lapangan Futsal&lt;/li&gt;
&lt;li&gt;Kantin Sekolah&lt;/li&gt;
&lt;li&gt;Koperasi Sekolah&lt;/li&gt;
&lt;li&gt;Pos Satpam&lt;/li&gt;
&lt;li&gt;Area Parkir&lt;/li&gt;
&lt;li&gt;WC Kepsek, Guru, dan Siswa-siswi&lt;/li&gt;
&lt;li&gt;Free Hotspot Area&lt;/li&gt;
&lt;li&gt;Laboratorium Komputer dan Jaringan (TKJ)&lt;/li&gt;
&lt;li&gt;Ruang Perakitan Komputer/PC&lt;/li&gt;
&lt;li&gt;Bengkel Otomotif, Alat Berat, dan Permesinan&lt;/li&gt;
&lt;li&gt;Garasi&lt;/li&gt;
&lt;li&gt;Ruang Navigasi (NKPI)&lt;/li&gt;
&lt;li&gt;Laboratorium Budidaya Perikanan&lt;/li&gt;
&lt;li&gt;Laboratorium Pengolahan Ikan&lt;/li&gt;
&lt;li&gt;Ruang Foto Copy&lt;/li&gt;
&lt;li&gt;1 unit komputer (outdoor)&lt;/li&gt;
&lt;li&gt;Telepon Umum&lt;/li&gt;
&lt;li&gt;Gudang Taiko&lt;/li&gt;
&lt;li&gt;Anjungan Navigasi&lt;/li&gt;
&lt;li&gt;Alat-alat Olahraga&lt;/li&gt;
&lt;li&gt;LCD Proyektor&lt;/li&gt;
&lt;/ul&gt;
&lt;h2&gt;





&lt;span class=&quot;editsection&quot;&gt;&lt;/span&gt; &lt;span class=&quot;mw-headline&quot; id=&quot;Ekstrakurikuler&quot;&gt;Ekstrakurikuler&lt;/span&gt;&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;&lt;a class=&quot;new&quot; href=&quot;http://id.wikipedia.org/w/index.php?title=Jurnalis_SMK_Updates&amp;amp;action=edit&amp;amp;redlink=1&quot; title=&quot;Jurnalis SMK Updates (halaman belum tersedia)&quot;&gt;Jurnalis SMK Updates&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a class=&quot;new&quot; href=&quot;http://id.wikipedia.org/w/index.php?title=Rohani_Islam&amp;amp;action=edit&amp;amp;redlink=1&quot; title=&quot;Rohani Islam (halaman belum tersedia)&quot;&gt;Rohani Islam&lt;/a&gt; (Rohis)&lt;/li&gt;
&lt;li&gt;&lt;a class=&quot;new&quot; href=&quot;http://id.wikipedia.org/w/index.php?title=Rohani_Kristen&amp;amp;action=edit&amp;amp;redlink=1&quot; title=&quot;Rohani Kristen (halaman belum tersedia)&quot;&gt;Rohani Kristen&lt;/a&gt; (Rohkris)&lt;/li&gt;
&lt;li&gt;&lt;a class=&quot;mw-redirect&quot; href=&quot;http://id.wikipedia.org/wiki/Palang_Merah_Remaja&quot; title=&quot;Palang Merah Remaja&quot;&gt;Palang Merah Remaja&lt;/a&gt; (PMR)&lt;/li&gt;
&lt;li&gt;&lt;a class=&quot;new&quot; href=&quot;http://id.wikipedia.org/w/index.php?title=Keputrian&amp;amp;action=edit&amp;amp;redlink=1&quot; title=&quot;Keputrian (halaman belum tersedia)&quot;&gt;Keputrian&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a class=&quot;mw-redirect&quot; href=&quot;http://id.wikipedia.org/wiki/Paskibra&quot; title=&quot;Paskibra&quot;&gt;Paskibra&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a class=&quot;new&quot; href=&quot;http://id.wikipedia.org/w/index.php?title=Penegak_Disiplin&amp;amp;action=edit&amp;amp;redlink=1&quot; title=&quot;Penegak Disiplin (halaman belum tersedia)&quot;&gt;Penegak Disiplin&lt;/a&gt; (Gakin/PD)&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://id.wikipedia.org/wiki/Taiko&quot; title=&quot;Taiko&quot;&gt;Taiko&lt;/a&gt; (Kesenian Jepang)&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://id.wikipedia.org/wiki/Senam&quot; title=&quot;Senam&quot;&gt;Senam&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a class=&quot;mw-redirect&quot; href=&quot;http://id.wikipedia.org/wiki/Voli&quot; title=&quot;Voli&quot;&gt;Voli&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://id.wikipedia.org/wiki/Futsal&quot; title=&quot;Futsal&quot;&gt;Futsal&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a class=&quot;new&quot; href=&quot;http://id.wikipedia.org/w/index.php?title=Sepak_Takraw&amp;amp;action=edit&amp;amp;redlink=1&quot; title=&quot;Sepak Takraw (halaman belum tersedia)&quot;&gt;Sepak Takraw&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://id.wikipedia.org/wiki/Paduan_suara&quot; title=&quot;Paduan suara&quot;&gt;Paduan Suara&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a class=&quot;new&quot; href=&quot;http://id.wikipedia.org/w/index.php?title=Kegiatan_Ilmiah_Remaja&amp;amp;action=edit&amp;amp;redlink=1&quot; title=&quot;Kegiatan Ilmiah Remaja (halaman belum tersedia)&quot;&gt;Kegiatan Ilmiah Remaja&lt;/a&gt; (KIR)&lt;/li&gt;
&lt;li&gt;&lt;a class=&quot;new&quot; href=&quot;http://id.wikipedia.org/w/index.php?title=Majalah_Dinding&amp;amp;action=edit&amp;amp;redlink=1&quot; title=&quot;Majalah Dinding (halaman belum tersedia)&quot;&gt;Majalah Dinding&lt;/a&gt; (Mading)&lt;/li&gt;
&lt;/ul&gt;
&lt;h2&gt;





&lt;span class=&quot;editsection&quot;&gt;&lt;/span&gt; &lt;span class=&quot;mw-headline&quot; id=&quot;Majalah_SMK_Updates&quot;&gt;Majalah SMK Updates&lt;/span&gt;&lt;/h2&gt;
SMK Updates merupakan majalah yang memuat tentang Sekolah khususnya 
SMK yang terbit setiap bulannya. Majalah ini dibuat dan disusun oleh 
jurnalis yang terdiri dari siswa-siswi &lt;b&gt;SMK Negeri 36 Jakarta &lt;/b&gt;dan telah 
diresmikan oleh Gubernur DKI Jakarta, Fauzi Bowo. Untuk info lebih 
lanjut, klik &lt;a class=&quot;external free&quot; href=&quot;http://www.smkupdates.net/&quot; rel=&quot;nofollow&quot;&gt;http://www.smkupdates.net/&lt;/a&gt;&lt;br /&gt;
&lt;h2&gt;





&lt;span class=&quot;editsection&quot;&gt;&lt;/span&gt; &lt;span class=&quot;mw-headline&quot; id=&quot;Taiko_SMKN_36_Jakarta&quot;&gt;Taiko SMKN 36 Jakarta&lt;/span&gt;&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;Training at School (&lt;a class=&quot;external free&quot; href=&quot;http://www.youtube.com/watch?v=eV6IkvFWYE0&amp;amp;feature=related&quot; rel=&quot;nofollow&quot;&gt;http://www.youtube.com/watch?v=eV6IkvFWYE0&amp;amp;feature=related&lt;/a&gt;)&lt;/li&gt;
&lt;li&gt;Show di Gebyar Hardiknas 30 April 2010 (&lt;a class=&quot;external free&quot; href=&quot;http://www.youtube.com/watch?v=aXY18JzU2Wk&quot; rel=&quot;nofollow&quot;&gt;http://www.youtube.com/watch?v=aXY18JzU2Wk&lt;/a&gt;)&lt;/li&gt;
&lt;/ul&gt;
&lt;h2&gt;





&lt;span class=&quot;editsection&quot;&gt;&lt;/span&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Mars_SMKN_36_Jakarta&quot;&gt;Mars SMKN 36 Jakarta&lt;/span&gt;&lt;/h2&gt;
&lt;dl&gt;&lt;dd&gt;&lt;i&gt;Satukan derap langkah maju bersama, menyongsong masa depan&lt;/i&gt;&lt;/dd&gt;&lt;dd&gt;&lt;i&gt;Dengan semangat belajar dan berkarya&lt;/i&gt;&lt;/dd&gt;&lt;dd&gt;&lt;i&gt;Membangun citra dan kejayaan bangsa&lt;/i&gt;&lt;/dd&gt;&lt;/dl&gt;
&lt;dl&gt;&lt;dd&gt;&lt;i&gt;Teknologi, Industri, dan Pelayaran &lt;b&gt;SMK 36&lt;/b&gt;&lt;/i&gt;&lt;/dd&gt;&lt;dd&gt;&lt;i&gt;Berperan ciptakan generasi bangsa&lt;/i&gt;&lt;/dd&gt;&lt;dd&gt;&lt;i&gt;Yang mandiri dan berakhlak mulia&lt;/i&gt;&lt;/dd&gt;&lt;/dl&gt;
&lt;dl&gt;&lt;dd&gt;&lt;i&gt;Terampil, unggul, berfikir maju&lt;/i&gt;&lt;/dd&gt;&lt;dd&gt;&lt;i&gt;Dalam meraih cita hidup sejahtera&lt;/i&gt;&lt;/dd&gt;&lt;dd&gt;&lt;i&gt;&lt;b&gt;SMK Negeri 36 Jakarta&lt;/b&gt;, wujudkan generasi berkarya&lt;/i&gt;&lt;/dd&gt;&lt;/dl&gt;
&lt;h2&gt;





&lt;span class=&quot;editsection&quot;&gt;&lt;/span&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Keistimewaan&quot;&gt;Keistimewaan&lt;/span&gt;&lt;/h2&gt;
&lt;b&gt;SMK Negeri 36 Jakarta&lt;/b&gt; memiliki beberapa keistimewaan, antara lain:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;Menerapkan disiplin semi militer, sehingga &lt;b&gt;SMK Negeri 36 Jakarta&lt;/b&gt; dikenal akan kedisiplinannya.&lt;/li&gt;
&lt;li&gt;Menerapkan sistem SP bagi setiap pelanggaran yang dilakukan oleh 
siswa/siswi, berlaku selama menjadi siswa/siswi &lt;b&gt;SMKN 36 Jakarta&lt;/b&gt;, 
sebaliknya bagi siswa/siswi yang berprestasi di bidang akademik maupun 
non akademik akan diberikan beasiswa.&lt;/li&gt;
&lt;li&gt;Bagi siswa/siswi yang melakukan 4 hal yang melanggar, seperti 
berkelahi, mencuri, mengedarkan narkoba, dan lompat pagar akan langsung 
di keluarkan (DO) pada saat itu juga.&lt;/li&gt;
&lt;li&gt;Dilarang membawa kendaraan bermotor ke sekolah, jika tidak memakai helm dan tidak membawa surat-surat kelengkapan bermotor.&lt;/li&gt;
&lt;li&gt;Merupakan sekolah yang membuat dan menerbitkan Majalah SMK Updates 
setiap bulannya dan telah diresmikan Gubernur &lt;b&gt;DKI Jakarta&lt;/b&gt;, Fauzi Bowo. 
Dari wawancara, penyusunan, pengeditan dan lain sebagainya dilakukan 
oleh siswa/siswi &lt;b&gt;SMKN 36&lt;/b&gt; Jakarta.&lt;/li&gt;
&lt;/ul&gt;
&lt;h2&gt;





&lt;span class=&quot;editsection&quot;&gt;&lt;/span&gt; &lt;span class=&quot;mw-headline&quot; id=&quot;Prestasi_Tahun_2010&quot;&gt;Prestasi Tahun 2010&lt;/span&gt;&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;Juara 3 Cerdas Cermat Bela Negara TNI AD&lt;/li&gt;
&lt;li&gt;Juara 1 LKS Nasional bidang Nautica/Nautika Kapal Penangkap Ikan&lt;/li&gt;
&lt;li&gt;Juara Harapan 2 LKS Nasional bidang Fishery/Agribisnis Perikanan&lt;/li&gt;
&lt;li&gt;Juara 2 Sepak Takraw se-Jakarta Utara&lt;/li&gt;
&lt;li&gt;Juara 2 Bowling SLTA Putri Tk DKI Jakarta&lt;/li&gt;
&lt;li&gt;Juara 2 Marawis tk Jakarta Utara&lt;/li&gt;
&lt;li&gt;Juara 2 Nasyid SLTA tk DKI Jakarta&lt;/li&gt;
&lt;li&gt;Juara 1 Kompetisi ICT se-Jakarta Utara&lt;/li&gt;
&lt;li&gt;Juara 1 LKS bidang IT Networking kejuruan TKJ (Teknik Komputer Jaringan) se-Jakarta Utara&lt;/li&gt;
&lt;li&gt;Juara 1 LKS bidang IT Networking kejuruan TKJ (Teknik Komputer Jaringan) se-DKI Jakarta&lt;/li&gt;
&lt;/ul&gt;
&lt;h2&gt;





&lt;span class=&quot;editsection&quot;&gt;&lt;/span&gt; &lt;span class=&quot;mw-headline&quot; id=&quot;Kepala_Sekolah_yang_Pernah_Menjabat&quot;&gt;Kepala Sekolah yang Pernah Menjabat&lt;/span&gt;&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;Tahun 1979 s.d. 1990&amp;nbsp;: Bpk. Samsudin, B.Sc&lt;/li&gt;
&lt;li&gt;Tahun 1990 s.d. 1992&amp;nbsp;: Bpk. Drs. Binsar Situmorang&lt;/li&gt;
&lt;li&gt;Tahun 1992 s.d. 1995&amp;nbsp;: Bpk. Drs. Amin Suhartono&lt;/li&gt;
&lt;li&gt;Tahun 1995 s.d. 1996&amp;nbsp;: Bpk. Drs. M. Khusen&lt;/li&gt;
&lt;li&gt;Tahun 1996 s.d. 2001&amp;nbsp;: Bpk. Ismet Inonu (almarhum)&lt;/li&gt;
&lt;li&gt;Tahun 2001 s.d. 2005&amp;nbsp;: Bpk. Drs. Budiono&lt;/li&gt;
&lt;li&gt;Tahun 2005 s.d. 2009&amp;nbsp;: Bpk. Drs. Hasoloan Pakpahan, MPE&lt;/li&gt;
&lt;li&gt;Tahun 2009 s.d. 2011 : Bpk. Drs. Dedi dwitagama, M.M, M. Si&lt;/li&gt;
&lt;li&gt;Tahun 2012 s.d. sakarang : Bpk. H. ASARI,SPd. M. Si &lt;/li&gt;
&lt;/ul&gt;
&lt;h2&gt;





&lt;span class=&quot;editsection&quot;&gt;&lt;/span&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Tempat-tempat_Prakerin&quot;&gt;Tempat-tempat Prakerin&lt;/span&gt;&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;PT. Gemala Kempa Daya Goup, Jl. Pegangsaan II, Pulo Gadung, Jakarta.&lt;/li&gt;
&lt;li&gt;PT. Toyota Astra Motor, Jl. Yos Sudarso, Sunter II, Jakarta Utara.&lt;/li&gt;
&lt;li&gt;PT. Cipta Piranti Teknik, Jl. Pegangsaan II Km 33 Kelapa Gading, Jakarta Utara.&lt;/li&gt;
&lt;li&gt;PT. Astra Mobil Daihatsu, Jl. Laks. Yos Sudarso, Jakarta Utara.&lt;/li&gt;
&lt;li&gt;PT. Gaya Motor, Jl. Gaya Motor Raya no. 3 Sunter II, Jakarta Utara.&lt;/li&gt;
&lt;li&gt;PT. Astra Internasional, Jl. Gaya Motor no. 3 sunter II, Jakarta Utara.&lt;/li&gt;
&lt;li&gt;PT. Gemala Nawagraha Sejati, Jl. KBN cakung, Marunda baru, Jakarta Utara.&lt;/li&gt;
&lt;li&gt;PT. GS Battery, Jl. Laks. Yos Sudarso, Jakarta Utara.&lt;/li&gt;
&lt;li&gt;PT. Astra Auto 2000, Jl. Gaya Motor II, Sunter , Jakarta Utara.&lt;/li&gt;
&lt;li&gt;PT. Astra Honda Motor, Jl. Laks. Yos Sudarso, Sunter, Jakarta Utara.&lt;/li&gt;
&lt;li&gt;Dinas Perikanan DKI Jakarta, Jl. Gunung Sahari Raya no. 11 Jakarta Utara.&lt;/li&gt;
&lt;li&gt;Dinas Kelautan dan Perikanan, Jl. Letjen MT Haryono, Jakarta.&lt;/li&gt;
&lt;li&gt;PT. Berjaya Bintang Samudra, Jl. Mindi No. 32, Jakarta Utara.&lt;/li&gt;
&lt;li&gt;Pelabuhan Perikanan Samudra, Benoa, Bali.&lt;/li&gt;
&lt;li&gt;KUD Sarono Mino, Pati, Jawa Tengah, dan lain-lain.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;</description><link>http://bahabondo.blogspot.com/2012/03/smk-negeri-36-jakarta.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-666076654058953138.post-1890283955360254285</guid><pubDate>Tue, 20 Mar 2012 06:01:00 +0000</pubDate><atom:updated>2012-03-20T13:02:25.878+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Trick Blog</category><title>Cara Pasang Related Post</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span class=&quot;awal&quot;&gt;&lt;/span&gt;Blog~S Info : Nah kali ini saya ingin membahas cara  membuat related post yang lebih menarik yaitu dengan &lt;span style=&quot;font-weight: bold;&quot;&gt;menambahkan thumbnail atau gambar didalamnya&lt;/span&gt;.  &lt;span id=&quot;fullpost&quot;&gt;Agar lebih jelas perhatikan gambar dibawah ini.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzWFsxD2CPL4uxytWwCw2y5eLYXJao67L524dB5Dx1BDD0eLR-Pd0LMxszRh_8a9lnkVquc5yD_GyHu3J2QvSEIs85g_pfLKh8N0woR5a-KIzkDkeq4HB3W_f6NuTm4RG4M1Y9OgIjWh8/s1600/related+post+maskolis.jpg&quot;&gt;&lt;img alt=&quot;related&quot; border=&quot;0&quot; height=&quot;190&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzWFsxD2CPL4uxytWwCw2y5eLYXJao67L524dB5Dx1BDD0eLR-Pd0LMxszRh_8a9lnkVquc5yD_GyHu3J2QvSEIs85g_pfLKh8N0woR5a-KIzkDkeq4HB3W_f6NuTm4RG4M1Y9OgIjWh8/s400/related+post+maskolis.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span id=&quot;fullpost&quot;&gt;Menarik bukan? 
Cara ini bisa digunakan bersamaan  dengan related post tanpa thumbnail. 
Bagi anda yang tertarik untuk  memasangnya, ikuti langkah-langkah 
berikut:&lt;/span&gt;&lt;/div&gt;
&lt;ol&gt;
&lt;li&gt;&lt;span id=&quot;fullpost&quot;&gt;Yang pasti anda mesti Login ke Blogger dulu&lt;/span&gt;&amp;nbsp;&lt;/li&gt;
&lt;li&gt;Buka menu &lt;span style=&quot;font-weight: bold;&quot;&gt;Design&lt;/span&gt; -&amp;gt; &lt;span style=&quot;font-weight: bold;&quot;&gt;Edit HTML&lt;/span&gt;&amp;nbsp;&lt;/li&gt;
&lt;li&gt;Beri centang pada &quot;Expand Widgets  &lt;span class=&quot;IL_AD&quot; id=&quot;IL_AD4&quot;&gt;Templates&lt;/span&gt;&quot;&lt;/li&gt;
&lt;li&gt;Letakkan kode berikut diatas &lt;span style=&quot;color: #cc0000;&quot;&gt;&amp;lt;/head&amp;gt;&lt;/span&gt;&lt;br /&gt;
&lt;blockquote&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&amp;lt;!--Related Posts with &lt;span class=&quot;IL_AD&quot; id=&quot;IL_AD2&quot;&gt;thumbnails&lt;/span&gt; Start--&amp;gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&amp;lt;!--  remove --&amp;gt;&amp;lt;b:if cond=&#39;data:&lt;span class=&quot;IL_AD&quot; id=&quot;IL_AD1&quot;&gt;blog&lt;/span&gt;.pageType  == &amp;amp;quot;item&amp;amp;quot;&#39;&amp;gt;&lt;/div&gt;
&amp;lt;&lt;span class=&quot;IL_AD&quot; id=&quot;IL_AD3&quot;&gt;style type&lt;/span&gt;=&#39;text/css&#39;&amp;gt;&lt;br /&gt;
#related-posts  {&lt;br /&gt;
float:&lt;span class=&quot;IL_AD&quot; id=&quot;IL_AD2&quot;&gt;center&lt;/span&gt;;&lt;br /&gt;
height:100%;&lt;br /&gt;
min-height:100%;&lt;br /&gt;
padding-top:10px;&lt;br /&gt;
padding-left:15px;&lt;br /&gt;
padding-right:15px;&lt;br /&gt;
}&lt;br /&gt;
&lt;br /&gt;
#related-posts  h2{&lt;br /&gt;
font-size: 1.3em;&lt;br /&gt;
color: black;&lt;br /&gt;
font-family: Arial;&lt;br /&gt;
margin-bottom:  0.75em;&lt;br /&gt;
}&lt;br /&gt;
&lt;br /&gt;
#related-posts a{&lt;br /&gt;
color:black;&lt;br /&gt;
}&lt;br /&gt;
&lt;br /&gt;
#related-posts   a:hover {&lt;br /&gt;
&lt;span class=&quot;IL_AD&quot; id=&quot;IL_AD4&quot;&gt;background&lt;/span&gt;-color:#eeeeee;&lt;br /&gt;
}&lt;br /&gt;
&amp;lt;/style&amp;gt;&lt;br /&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&amp;lt;script  type=&#39;text/javascript&#39;&amp;gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
var defaultnoimage=&quot;&lt;span style=&quot;color: red;&quot;&gt;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0rjCawpRyVcaul3yJ-qNADrgzVyaomiCOQI9BgIsuSxhsENUHvMFx4BBC_Nb2mQ9A57GT0FTm4fGC1Qx1oBf9rVnbiz4ZZ8lxk-HUxFUi9Ml_QZvSJNeopW4xXiVhyotF3P4wejs8DpOY/&lt;/span&gt;&quot;;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
var  maxresults=&lt;span style=&quot;color: red;&quot;&gt;5&lt;/span&gt;;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
var  splittercolor=&quot;#&lt;span style=&quot;color: red;&quot;&gt;cccccc&lt;/span&gt;&quot;;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
var  relatedpoststitle=&quot;&lt;span style=&quot;color: red;&quot;&gt;You might also  like:&lt;/span&gt;&quot;;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&amp;lt;/script&amp;gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&amp;lt;script  src=&#39;https://sites.google.com/site/bangkolis/javascript/maskolis.js&#39;  type=&#39;text/javascript&#39;/&amp;gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&amp;lt;!-- remove --&amp;gt;&amp;lt;/b:if&amp;gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&amp;lt;!--Related  Posts with thumbnails End--&amp;gt;&lt;/div&gt;
&lt;/blockquote&gt;
&lt;/li&gt;
&lt;li&gt;&lt;span id=&quot;fullpost&quot;&gt; Lalu cari &lt;span style=&quot;color: #cc0000;&quot;&gt;&amp;lt;p class=&#39;post-footer-line  post-footer-line-1&#39;/&amp;gt;&lt;/span&gt;&lt;/span&gt;&amp;nbsp;&lt;/li&gt;
&lt;li&gt;Kalau tidak ketemu coba cari &lt;span style=&quot;color: #cc0000;&quot;&gt;post-footer-line&lt;/span&gt;&amp;nbsp;&lt;/li&gt;
&lt;li&gt;Letakkan kode berikut dibawahnya.&lt;br /&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;blockquote&gt;
&amp;lt;!-- Related Posts with Thumbnails Code  Start--&amp;gt;&lt;br /&gt;
&amp;lt;!-- remove --&amp;gt;&amp;lt;b:if cond=&#39;data:blog.pageType ==  &amp;amp;quot;item&amp;amp;quot;&#39;&amp;gt;&lt;br /&gt;
&amp;lt;div id=&#39;related-posts&#39;&amp;gt;&lt;br /&gt;
&amp;lt;b:loop  values=&#39;data:post.labels&#39; var=&#39;&lt;span class=&quot;IL_AD&quot; id=&quot;IL_AD5&quot;&gt;label&lt;/span&gt;&#39;&amp;gt;&lt;br /&gt;
&amp;lt;b:if  cond=&#39;data:label.isLast != &amp;amp;quot;true&amp;amp;quot;&#39;&amp;gt;&lt;br /&gt;
&amp;lt;/b:if&amp;gt;&lt;br /&gt;
&amp;lt;script  expr:src=&#39;&amp;amp;quot;/feeds/posts/default/-/&amp;amp;quot; + 
data:label.name  +  
&amp;amp;quot;?alt=json-in-script&amp;amp;amp;callback=related_results_labels_thumbs&amp;amp;amp;max-results=6&amp;amp;quot;&#39;
  type=&#39;text/javascript&#39;/&amp;gt;&amp;lt;/b:loop&amp;gt;&lt;br /&gt;
&amp;lt;script  type=&#39;text/javascript&#39;&amp;gt;&lt;br /&gt;
removeRelatedDuplicates_thumbs();&lt;br /&gt;
printRelatedLabels_thumbs(&amp;amp;quot;&amp;lt;data:post.url/&amp;gt;&amp;amp;quot;);&lt;br /&gt;
&amp;lt;/script&amp;gt;&lt;br /&gt;
&amp;lt;/div&amp;gt;&amp;lt;div  style=&#39;clear:both&#39;/&amp;gt;&lt;br /&gt;
&amp;lt;!-- remove --&amp;gt;&amp;lt;/b:if&amp;gt;&lt;br /&gt;
&amp;lt;!--  Related Posts with Thumbnails Code End--&amp;gt;&lt;/blockquote&gt;
&lt;/div&gt;
&lt;/li&gt;
&lt;li&gt;&lt;span id=&quot;fullpost&quot;&gt; Terakhir Save template anda.&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;span style=&quot;color: #666666; font-weight: bold;&quot;&gt;Keterangan:&lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span id=&quot;fullpost&quot;&gt;&lt;span style=&quot;color: #3333ff;&quot;&gt;var defaultnoimage=&quot;&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;http://lh5.ggpht.com/_15FopxVONSo/TD3yhixJLoI/ AAAAAAAADaY/gk-KFA5_m7w/noimage.png&lt;/span&gt;&lt;span style=&quot;color: #3333ff;&quot;&gt;&quot;&lt;/span&gt; &lt;span style=&quot;color: #666666;&quot;&gt;menunjukkan
 gambar yang muncul pada postingan yang tidak  memiliki gambar. Anda 
bisa mengganti gambar tersebut dengan gambar lain&lt;/span&gt;.&lt;/span&gt;&lt;span style=&quot;color: #3333ff;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #3333ff;&quot;&gt;var maxresults=&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;5&lt;/span&gt;&lt;span style=&quot;color: #333333;&quot;&gt; &lt;span style=&quot;color: #666666;&quot;&gt;menunjukkan
 jumlah  postingan yang muncul pada related post. Silahkan atur  jumlah 
postingan  yang mau ditampilkan dengan mengganti angkanya&lt;/span&gt;&lt;/span&gt;.&lt;span style=&quot;color: #3333ff;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #3333ff;&quot;&gt;var splittercolor=&quot;#&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;cccccc&lt;/span&gt;&lt;span style=&quot;color: #333333;&quot;&gt;&lt;span style=&quot;color: #3333ff;&quot;&gt;&quot;&lt;/span&gt; &lt;span style=&quot;color: #666666;&quot;&gt;menunjukkan warna garis pemisah.  Ganti&lt;/span&gt; &lt;span style=&quot;color: red;&quot;&gt;cccccc&lt;/span&gt; &lt;span style=&quot;color: #666666;&quot;&gt;dengan kode warna yang anda inginkan.&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #3333ff;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #3333ff;&quot;&gt;var relatedpoststitle=&quot;&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;You might also like:&lt;/span&gt;&lt;span style=&quot;color: #333333;&quot;&gt;&lt;span style=&quot;color: #3333ff;&quot;&gt;&quot;&lt;/span&gt;  &lt;span style=&quot;color: #666666;&quot;&gt;menunjukkan judul related  post. Ganti teks yang berwarna merah dengan judul yang anda inginkan.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;span id=&quot;fullpost&quot;&gt;   Bagi  anda yang merasa cara diatas terlalu 
sulit, anda bisa menggunakan  widget related post dengan thumbnail yang 
disediakan oleh &lt;span style=&quot;font-weight: bold;&quot;&gt;linkwithin.com&lt;/span&gt;. Untuk cara  pemasangannya sangat mudah, berikut langkah-langkahnya:&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;ol&gt;
&lt;li&gt;&lt;span id=&quot;fullpost&quot;&gt; Buka  situs &lt;span style=&quot;font-weight: bold;&quot;&gt;http://www.linkwithin.com&lt;/span&gt;&lt;/span&gt;&amp;nbsp;&lt;/li&gt;
&lt;li&gt;Isi data-data yang diperlukan pada form yang telah disediakan&lt;br /&gt;
&lt;blockquote&gt;
&lt;span style=&quot;font-weight: bold;&quot;&gt;Email&lt;/span&gt;: alamat email anda&lt;br /&gt;
&lt;span style=&quot;font-weight: bold;&quot;&gt;Blog link&lt;/span&gt;: Alamat blog dimana anda  memasang widget related post with thumbnail&lt;br /&gt;
&lt;span style=&quot;font-weight: bold;&quot;&gt;Platform&lt;/span&gt;: pilih &lt;span style=&quot;font-weight: bold;&quot;&gt;Other&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-weight: bold;&quot;&gt;Width&lt;/span&gt;: pilih jumlah related post yang  mau ditampilkan&lt;/blockquote&gt;
Beri centang pada kotak kecil jika anda  menggunakan background template yang gelap&lt;br /&gt;
&lt;/li&gt;
&lt;li&gt;&lt;span id=&quot;fullpost&quot;&gt;&lt;span class=&quot;IL_AD&quot; id=&quot;IL_AD3&quot;&gt;Klik&lt;/span&gt; &lt;span style=&quot;font-weight: bold;&quot;&gt;Get  Widget&lt;/span&gt;&lt;/span&gt;&amp;nbsp;&lt;/li&gt;
&lt;li&gt;Copy dan paste kode script yang diberikan  diatas &lt;span style=&quot;color: #cc0000;&quot;&gt;&amp;lt;/body&amp;gt;&lt;/span&gt; pada  template blog anda lalu simpan template anda. Selesai&lt;/li&gt;
&lt;/ol&gt;
&lt;span id=&quot;fullpost&quot;&gt;  Jika ada  yang kurang jelas atau mengalami 
kendala dalam memasang related post  dengan thumbnail silahkan 
tinggalkan komentar anda dibawah ini. Saya  akan berusaha untuk membantu
 anda.&lt;/span&gt;&lt;/div&gt;</description><link>http://bahabondo.blogspot.com/2012/03/cara-pasang-related-post.html</link><author>noreply@blogger.com (Anonymous)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzWFsxD2CPL4uxytWwCw2y5eLYXJao67L524dB5Dx1BDD0eLR-Pd0LMxszRh_8a9lnkVquc5yD_GyHu3J2QvSEIs85g_pfLKh8N0woR5a-KIzkDkeq4HB3W_f6NuTm4RG4M1Y9OgIjWh8/s72-c/related+post+maskolis.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-666076654058953138.post-2154525981477721916</guid><pubDate>Sat, 17 Mar 2012 09:36:00 +0000</pubDate><atom:updated>2012-03-17T16:49:28.189+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Software</category><title>Software mengupdate Driver Otomatis ( Untuk Semua Driver )</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br&gt;
&lt;h2&gt;



     &lt;/h2&gt;
Driver anda akan Update secara otomatis menggunakan software ini silahkan untuk &lt;a href=&quot;http://www.mediafire.com/?f6m33ww3nsw1rh1&quot; target=&quot;_blank&quot;&gt;Di download &lt;/a&gt;&lt;br&gt;
&lt;br&gt;
&lt;br&gt;
&lt;center&gt;
&lt;a href=&quot;http://www.mediafire.com/?f6m33ww3nsw1rh1&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;280&quot; src=&quot;http://www.updrivers.com/stw_lp/banner_umd_336_280.gif&quot; width=&quot;336&quot;&gt;&lt;/a&gt;  &lt;/center&gt;&lt;center&gt;&lt;br&gt;&lt;/center&gt;&lt;br&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;ul&gt;&lt;/ul&gt;&lt;/div&gt;&lt;/div&gt;&lt;a href=&quot;http://bahabondo.blogspot.com/2012/03/software-mengupdate-driver-otomatis.html#more&quot;&gt;Baca selengkapnya »&amp;gt;&lt;/a&gt;</description><link>http://bahabondo.blogspot.com/2012/03/software-mengupdate-driver-otomatis.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-666076654058953138.post-665771964318490062</guid><pubDate>Fri, 13 Jan 2012 04:20:00 +0000</pubDate><atom:updated>2012-03-17T16:51:29.816+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Komputer</category><category domain="http://www.blogger.com/atom/ns#">Pengetahuan</category><title>Mengenal IP address dan Subnetting</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;a href=&quot;http://www.indowebster.com/pdf_ip_address_subnetting.html&quot; target=&quot;_blank&quot;&gt;PDF IP address &amp;amp; subneting&lt;/a&gt; &amp;lt; download agar lebih nyaman &lt;br&gt;
&lt;h2 style=&quot;color: blue;&quot;&gt;


Memahami Alamat IP &lt;/h2&gt;
Sebuah alamat IP adalah alamat yang digunakan dalam rangka untuk secara unik mengidentifikasi perangkat pada jaringan IP.  Alamatnya terdiri dari 32 bit biner, yang dapat dibagi ke dalam bagian jaringan dan bagian host dengan bantuan subnet mask.  32 bit biner yang dibagi menjadi empat oktet (1 oktet = 8 bit).  Setiap oktet dikonversi ke desimal dan dipisahkan oleh titik (dot).  Untuk alasan ini, alamat IP dikatakan dinyatakan dalam format desimal bertitik (misalnya, 172.16.81.100).  Nilai dalam setiap rentang oktet dari 0 hingga 255 desimal, atau 00000000-11111111 biner. &lt;br&gt;
Berikut adalah bagaimana mengkonversi oktet biner ke desimal: Bit 
paling kanan, atau sedikit yang paling signifikan, dari oktet memegang 
nilai 2 &lt;sup&gt;0.&lt;/sup&gt;  Bit hanya untuk bagian kiri yang memegang nilai 2 &lt;sup&gt;1.&lt;/sup&gt;  Ini berlanjut hingga bit paling kiri, atau bit yang paling signifikan, yang memegang nilai 2 &lt;sup&gt;7.&lt;/sup&gt;  Jadi, jika semua bit biner adalah satu, setara desimal akan 255 seperti yang ditunjukkan di sini: &lt;br&gt;&lt;/div&gt;&lt;a href=&quot;http://bahabondo.blogspot.com/2012/01/mengenal-ip-address-dan-subneting.html#more&quot;&gt;Baca selengkapnya »&amp;gt;&lt;/a&gt;</description><link>http://bahabondo.blogspot.com/2012/01/mengenal-ip-address-dan-subneting.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-666076654058953138.post-1939561598538720231</guid><pubDate>Mon, 02 Jan 2012 07:56:00 +0000</pubDate><atom:updated>2012-03-17T17:01:19.998+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Dunia</category><title>Istana Kerajaan Neuschwanstein Castle</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;post-header&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;h2 style=&quot;text-align: justify;&quot;&gt;


Neuschwanstein Castle&lt;/h2&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Neuschwanstein Castle&lt;/b&gt; 
atau dalam bahasa Jerman : Schloss Neuschwanstein merupakan sebuah 
istana yang dibangun pada abad ke-19 dengan gaya Gothic Revival di 
sebuah bukit yang berada di atas desa Hohenschwangau dekat Füssen di 
barat daya Bavaria , Jerman . Istana ini dibuat oleh Ludwig II dari 
Bavaria dan dimaksudkan sebagai penghormatan pada Richard Wagner .&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br&gt;&lt;/div&gt;&lt;/div&gt;&lt;a href=&quot;http://bahabondo.blogspot.com/2012/01/istana-kerajaan-neuschwanstein-castle.html#more&quot;&gt;Baca selengkapnya »&amp;gt;&lt;/a&gt;</description><link>http://bahabondo.blogspot.com/2012/01/istana-kerajaan-neuschwanstein-castle.html</link><author>noreply@blogger.com (Anonymous)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-GUnIlAIpHVLqNURyorvhUfEy_76fnNsmEdkS6i77CBkWvJPD4ZEy2cDqeCBEv5E_SxjS8AZznRJ8cThkTGj-2BITfTz4-jrzkQUnBW_2eWDCspYqW0VrT5ZwO8hoyA55pO-nKjfsB-VB/s72-c/Neuschwanstein+Castle.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-666076654058953138.post-7516380307520806251</guid><pubDate>Mon, 02 Jan 2012 07:51:00 +0000</pubDate><atom:updated>2012-03-17T17:01:04.912+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Dunia</category><category domain="http://www.blogger.com/atom/ns#">Unik</category><title>Bangunan Dari Korek Api Kayu</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;post-header&quot;&gt;
&lt;/div&gt;
Ditangan orang yang pandai akan seni, korek api kayu yang dibeli seharga
 500 rupiah pun bisa menjadi suatu hal yang unik dan bernilai seni 
tinggi. Berikut adalah contoh bangunan yang dibuat dari korek api 
batangan.&lt;br&gt;
&lt;br&gt;
&lt;h2&gt;



Seni dari Korek Api Kayu&lt;/h2&gt;
&lt;br&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;img alt=&quot;Seni korek kayu&quot; border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitwSfmQGCCEFsJ85XReifkk9gMmPpQZJC7F82aUIUpqv_VqHvBwg0IyDyzuI2QymOEU_Eawmxt0BG1zKdY4ECX3SscEOZutcOQWNsmxifpRP097G059uGKkJVSqN9Z-PZXcqCeGvGtnEs/s1600/korek+api+seni+14.jpg&quot; title=&quot;seni korek kayu&quot;&gt;&lt;/div&gt;
&lt;br&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;img alt=&quot;Seni korek kayu&quot; border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5mpLRwdR6kB8fqZRuI6yoMNkNX2IPU8twW9r6Bwdl5n3cbEmHUFhwp-Oa2tFL_bH8DFG5KK7dtykcBW_GwD2sjuasN-SoK0UKurYyoQjP6NDbtY_OCxqWCUhY2M9bp1NmQE1b6pAqBtI/s1600/korek+api+seni.jpg&quot; title=&quot;seni korek kayu&quot;&gt;&lt;/div&gt;&lt;/div&gt;&lt;a href=&quot;http://bahabondo.blogspot.com/2012/01/bangunan-dari-korek-api-kayu.html#more&quot;&gt;Baca selengkapnya »&amp;gt;&lt;/a&gt;</description><link>http://bahabondo.blogspot.com/2012/01/bangunan-dari-korek-api-kayu.html</link><author>noreply@blogger.com (Anonymous)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitwSfmQGCCEFsJ85XReifkk9gMmPpQZJC7F82aUIUpqv_VqHvBwg0IyDyzuI2QymOEU_Eawmxt0BG1zKdY4ECX3SscEOZutcOQWNsmxifpRP097G059uGKkJVSqN9Z-PZXcqCeGvGtnEs/s72-c/korek+api+seni+14.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-666076654058953138.post-5153702748443542994</guid><pubDate>Mon, 02 Jan 2012 07:51:00 +0000</pubDate><atom:updated>2012-03-17T17:01:40.861+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Dunia</category><category domain="http://www.blogger.com/atom/ns#">Unik</category><title>Aquadom Akuarium Terbesar</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;h2&gt;

Salah satu kreasi terbaik yaitu Aquarium terbesar bernama AquaDom di 
Berlin, Jerman. Aquadom ini berbentuk silinder terbuat dari kaca akrilik
 dan merupakan salah satu aquarium yang terbesar di dunia.&lt;/h2&gt;
&lt;br&gt;
Aquadom ini adalah akrilik silinder kaca terbesar di dunia dan berisi 
900.000 liter air laut dan berisi 56 spesies ikan. Sepasang penyelam 
melakukan pembersihan dan kegiatan sehari-hari seperti makan ikan. &lt;br&gt;
&lt;br&gt;
&lt;h3&gt;

Biaya Pembangunan Aquarium Aquadom&lt;/h3&gt;
&lt;br&gt;
Dibangun oleh Perusahaan Amerika, Reynolds Polymer Technology, dengan 
biaya 12,8 juta Euro. Akhirnya, Aquadom resmi dibuka untuk umum pada 
bulan Desember 2003. &lt;br&gt;
&lt;br&gt;
&lt;h4&gt;&lt;/h4&gt;&lt;/div&gt;&lt;a href=&quot;http://bahabondo.blogspot.com/2012/01/aquadom-akuarium-terbesar.html#more&quot;&gt;Baca selengkapnya »&amp;gt;&lt;/a&gt;</description><link>http://bahabondo.blogspot.com/2012/01/aquadom-akuarium-terbesar.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-666076654058953138.post-8051136964425513589</guid><pubDate>Mon, 02 Jan 2012 07:35:00 +0000</pubDate><atom:updated>2012-03-17T17:01:53.843+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Berita</category><category domain="http://www.blogger.com/atom/ns#">Dunia</category><title>7 Batas Negara Terunik di Dunia</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br&gt;&lt;/div&gt;
&lt;div class=&quot;fb-like fb_edge_widget_with_comment fb_iframe_widget&quot; data-font=&quot;arial&quot; data-href=&quot;http://www.facebook.com/overfame&quot; data-layout=&quot;button_count&quot; data-send=&quot;false&quot; data-show-faces=&quot;false&quot; data-width=&quot;450&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 100%; font-weight: bold;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;7. &lt;span class=&quot;IL_AD&quot; id=&quot;IL_AD5&quot;&gt;Mount Everest&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 100%;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwb9xoJsafanDGywiuZoRkzQGRXztNRsWKkMjKos7eDgwGqG-bKfbCAS8745NquNxsbidhsD6GS-rCx1mblLKYF5AhH5_zlx2koqgv-DDZttoE9f8G0C7zPHZUZlxTLV7VOw1c0yMY0c-J/s400/mount-everest-view.jpg&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 100%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Mengapa   Moun Everest ada di &lt;a href=&quot;http://www.blogger.com/blogger.g?blogID=666076654058953138&quot; name=&quot;more&quot;&gt;&lt;/a&gt; &lt;span class=&quot;IL_AD&quot; id=&quot;IL_AD6&quot;&gt;daftar&lt;/span&gt;
 ini Anda mungkin bertanya? Semua orang  tahu,  tentu saja, bahwa itu 
adalah gunung tertinggi di dunia, tetapi  apa yang  banyak orang tidak 
tahu adalah bahwa perbatasan Nepal dan Cina  berjalan  tepat di 
tengah-tengah gunung, termasuk puncak itu sendiri,  sehingga  tidak 
hanya gunung tertinggi, tetapi juga daerah perbatasan  tertinggi.&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: 100%; font-weight: bold;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;6. District of &lt;span class=&quot;IL_AD&quot; id=&quot;IL_AD1&quot;&gt;Columbia&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;a href=&quot;http://bahabondo.blogspot.com/2012/01/7-batas-negara-terunik-di-dunia.html#more&quot;&gt;Baca selengkapnya »&amp;gt;&lt;/a&gt;</description><link>http://bahabondo.blogspot.com/2012/01/7-batas-negara-terunik-di-dunia.html</link><author>noreply@blogger.com (Anonymous)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwb9xoJsafanDGywiuZoRkzQGRXztNRsWKkMjKos7eDgwGqG-bKfbCAS8745NquNxsbidhsD6GS-rCx1mblLKYF5AhH5_zlx2koqgv-DDZttoE9f8G0C7zPHZUZlxTLV7VOw1c0yMY0c-J/s72-c/mount-everest-view.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-666076654058953138.post-2787225516189324560</guid><pubDate>Mon, 02 Jan 2012 07:28:00 +0000</pubDate><atom:updated>2012-04-11T14:40:13.453+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">New</category><title>Sifat pria yang di benci wanita</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;b&gt; Keburukan Pria -&lt;/b&gt; Banyak hal yang dibenci Wanita 
dari sifat Pria berikut ini. Namun, bagi Pria, ini tak masalah. Bahkan 
hal yang wajar menurutnya.&lt;br&gt;
Tak sedikit Pria yang sadar bahwa semua
 yang dilakukan nya terhadap Wanita itu semua penuh dengan kebohongan. 
Namun, mereka tidak menyadari hal itu. Dan menganggap semua itu, biasa 
saja. Pria menyukai hal ini karena bagi mereka, Wanita juga akan 
menyukai nya.&lt;br&gt;
&lt;h3&gt;


Keburukan pria yang tidak disukai Wanita&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;&lt;b&gt;Pandai merayu.&lt;/b&gt;&lt;br&gt;
 Inilah keahlian Pria. Dan umumnya wanita paling suka dirayu. Tapi, 
sadarilah nanti nya akan bedampak buruk bagi kita. Jadi, jaga jarak 
sangat aman dilakukan dengan Pria yang pandai merayu ini.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Pembohong.&lt;/b&gt;&lt;br&gt;
 Nyaris sama dengan merayu, kebohongan Pria ini sudah menjadi kebiasaan.
 Dari hal sepele, dia akan memulai kebohongan itu, hingga akhirnya semua
 yang dilakukan penuh kebohongan. Tegur saja bila sekali ia berbohong, 
bila didiamkan, ini akan menjadi masalah serius.&lt;b&gt;&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;&lt;/b&gt;&lt;b&gt;Suka telat.&lt;/b&gt;&lt;br&gt;
 Ini hal yang biasa bagi pria jika berjanji harus ingkar. Inilah 
keburukan yang amat sakit terasa. Jadi, cobalah berdiskusi dengan nya. 
Suruh mereka menjadi diri kita dan merasakan ketelatan yang kita 
rasakan.&lt;/li&gt;
&lt;/ul&gt;&lt;/div&gt;&lt;a href=&quot;http://bahabondo.blogspot.com/2012/01/sifat-pria-yang-di-benci-wanita.html#more&quot;&gt;Baca selengkapnya »&amp;gt;&lt;/a&gt;</description><link>http://bahabondo.blogspot.com/2012/01/sifat-pria-yang-di-benci-wanita.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-666076654058953138.post-5771508761303486663</guid><pubDate>Sun, 01 Jan 2012 15:02:00 +0000</pubDate><atom:updated>2012-01-01T22:02:49.800+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">PKDLE</category><title>Molekul dan Atom</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;Benda padat, cair dan gas terdiri dari molekul-molekul. Molekul   merupakan bagian yang terkecil dari bahan dan masih mempunyai  sifat-sifat yang sama dengan bahannya. Molekul itu sendiri tersusun dari  atom dan atom tersusun dari sebuah inti (nukleus) yang dikitari oleh  elektron dengan kecepatan yang amat tinggi. Gambar 1-1 merupakan  ilustrasi dari sebuah atom.&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLixKWg-XZj3uWUhosorTm1XZoxNNLil77PXIN1NrTu3WufoZHAfWSLw3zVJKWjMHo1Pp9Mx_P79IRaobZzHufVFs1B0A-us7GyrAaaNfUniOOxijZYoMEhU-VjdCbxU8oiHZQbfmVmZE/s1600/dddd.jpeg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLixKWg-XZj3uWUhosorTm1XZoxNNLil77PXIN1NrTu3WufoZHAfWSLw3zVJKWjMHo1Pp9Mx_P79IRaobZzHufVFs1B0A-us7GyrAaaNfUniOOxijZYoMEhU-VjdCbxU8oiHZQbfmVmZE/s1600/dddd.jpeg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;Gambar 1. Elektron-elektron yang bermuatan negatif mengitari inti  yang bermuatan positif. Dilintasan yang terluar terdapat elektron bebas.&lt;span id=&quot;more-3&quot;&gt;&lt;/span&gt;&lt;br /&gt;
Elektron merupakan suatu partikel listrik yang mengandung muatan  negatif (-). Karena kecepatannya dalam mengitari inti, maka elektron  mempunyai tenaga (energi) yang amat besar. Inti atom terdiri ari proton  dan elektron. Proton memiliki massa ± 1836 kali massa elektron dan  mempunyai muatan listrik positip (+) yang sama besarnya dengan muatan  litrik seluruh elektron yang mengitarinya, tetapi arahnya berlawanan  sifatnya. Neutron tidak bermuatan listrik (netral).&lt;br /&gt;
Muatan listrik yang senama (positif dan positif atau negatif dan  negatif) mempunyai sifat tolak menolak. Muatan listrik yang tidak senama  (positif dan negatif) mempunyai sifat tarik menarik. Proton di dalam  inti saling menolak, tetapi dengan elektron saling tarik menarik. Karena  gaya tarikan yang kuat inilah elektron tidak terlepas dari lintasannya.  Tetapi pada lintasan terluar yang terjauh jaraknya dari inti, tarikan  antara elektron dan proton kurang kuat. Elektron pada lintasan terluar  dapat keluar dari ikatan atomnya bila terpengaruh oleh suatu energi.  Elektron yang keluar dari ikatan atomnya disebut elektron bebas. Jumlah  proton di dalam atom sama dengan jumlah elektron yang mengitari inti,  maka atom itu netral (tidak bermuatan).&lt;/div&gt;</description><link>http://bahabondo.blogspot.com/2012/01/molekul-dan-atom.html</link><author>noreply@blogger.com (Anonymous)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLixKWg-XZj3uWUhosorTm1XZoxNNLil77PXIN1NrTu3WufoZHAfWSLw3zVJKWjMHo1Pp9Mx_P79IRaobZzHufVFs1B0A-us7GyrAaaNfUniOOxijZYoMEhU-VjdCbxU8oiHZQbfmVmZE/s72-c/dddd.jpeg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-666076654058953138.post-4543511002907849362</guid><pubDate>Sun, 01 Jan 2012 14:59:00 +0000</pubDate><atom:updated>2012-01-01T21:59:32.530+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">PKDLE</category><title>Tegangan (Beda Potensial) Listrik</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;Benda yang bermuatan listrik bila dihubungkan dengan tanah (bumi) akan  menjadi netral kembali, karena memberikan kelebihan elektronnya kepada  bumi atau mengambil elektron dari bumi untuk menutup kekurangan  elektronnya. Jadi benda yang bermuatan itu dalam keadaan tidak seimbang  muatannya atau tegang, maka benda yang bermuatan tersebut juga  bertegangan atau berpotensial. Dua benda yang tidak sama muatannya  mempunyai tegangan yang tidak sama. Antara dua benda yang tidak sama  besar muatannya atau tidak sama sifat muatannya terdapat beda potensial  listrik (biasa sebagai tegangan listrik).&lt;br /&gt;
Ada beberapa cara membangkitkan beda potensial (tegangan) yaitu dengan cara:&lt;br /&gt;
a. Induksi&lt;br /&gt;
b. Tenaga kimiawi&lt;br /&gt;
c. Panas&lt;span id=&quot;more-7&quot;&gt;&lt;/span&gt;&lt;br /&gt;
d. Cahaya&lt;br /&gt;
e. Listrik piezo&lt;/div&gt;</description><link>http://bahabondo.blogspot.com/2012/01/tegangan-beda-potensial-listrik.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-666076654058953138.post-5121038390517655171</guid><pubDate>Sun, 01 Jan 2012 14:59:00 +0000</pubDate><atom:updated>2012-01-01T21:59:01.245+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">PKDLE</category><title>Arus</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;Perpindahan elektron bebas dalam suatu penghantar yang dihubungkan  pada kutub positif (kekurangan elektron) sebuah batery dan kutub negatif  (kelebihan elektron) sebuah baterai disebut arus elektron. Gambar 5  menunjukkan jalannya elektron bebas yang berpindah dari atom ke atom di  dalam penghantar.&lt;br /&gt;
Jadi arus elektron terjadi bila ada proses perpindahan elektron. Arus  listrik mengalir dari titik positif ke titik negatif. Arah arus listrik  berlawanan dengan arah perpindahan elektron. &lt;span id=&quot;more-9&quot;&gt;&lt;/span&gt;Kuat  arus listrik tergantung pada banyak sedikitnya elektron bebas yang  pindah melewati suatu penampang dalam satu satuan waktu. Satuan untuk  banyaknya elektron ialah coulomb. Satu coulomb sama dengan &lt;strong&gt;6,28×1018&lt;/strong&gt; elektron. Kuat arus listrik mempunyai satuan amper (coulomb/second).&lt;/div&gt;</description><link>http://bahabondo.blogspot.com/2012/01/arus.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-666076654058953138.post-227734641893968902</guid><pubDate>Sun, 01 Jan 2012 14:56:00 +0000</pubDate><atom:updated>2012-01-01T21:56:30.041+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Berita</category><title>Tingkah laku anak..tergantung Bagaimana cara Orang tua mendidik anak.</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;h3 class=&quot;post-title entry-title&quot;&gt;&lt;br /&gt;
&lt;/h3&gt;&lt;div class=&quot;post-header&quot;&gt;  &lt;/div&gt;&lt;div style=&quot;color: lime;&quot;&gt;&lt;i&gt;Jika anak dibesarkan dengan celaan, ia belajar memaki.&lt;/i&gt;&lt;/div&gt;&lt;i style=&quot;color: lime;&quot;&gt; &lt;/i&gt;&lt;div style=&quot;color: lime;&quot;&gt;&lt;i&gt;Jika anak dibesarkan dengan permusuhan, ia belajar berkelahi.&lt;/i&gt;&lt;/div&gt;&lt;i style=&quot;color: lime;&quot;&gt; &lt;/i&gt;&lt;div style=&quot;color: lime;&quot;&gt;&lt;i&gt;Jika anak dibesarkan dengan cemoohan, ia belajar rendah diri.&lt;/i&gt;&lt;/div&gt;&lt;i style=&quot;color: lime;&quot;&gt; &lt;/i&gt;&lt;div style=&quot;color: lime;&quot;&gt;&lt;i&gt;Jika anak dibesarkan dengan penghinaan, ia belajar meragukan diri.&lt;/i&gt;&lt;/div&gt;&lt;i style=&quot;color: lime;&quot;&gt; &lt;/i&gt;&lt;div style=&quot;color: lime;&quot;&gt;&lt;i&gt;Jika anak dibesarkan dengan toleransi, ia  belajar menahan diri.&lt;/i&gt;&lt;/div&gt;&lt;i style=&quot;color: lime;&quot;&gt; &lt;/i&gt;&lt;div style=&quot;color: lime;&quot;&gt;&lt;i&gt;Jika anak dibesarkan dengan dorongan, ia belajar percaya diri.&lt;span id=&quot;more-24&quot;&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;i style=&quot;color: lime;&quot;&gt; &lt;/i&gt;&lt;div style=&quot;color: lime;&quot;&gt;&lt;i&gt;Jika anak dibesarkan dengan pujian, ia belajar menghargai.&lt;/i&gt;&lt;/div&gt;&lt;i style=&quot;color: lime;&quot;&gt; &lt;/i&gt;&lt;div style=&quot;color: lime;&quot;&gt;&lt;i&gt;Jika anak dibesarkan dengan dukungan, ia belajar menyayangi diri.&lt;/i&gt;&lt;/div&gt;&lt;i style=&quot;color: lime;&quot;&gt; &lt;/i&gt;&lt;div style=&quot;color: lime;&quot;&gt;&lt;i&gt;Jika anak dibesarkan dengan kasih sayang dan persahabatan, ia belajar menemukan cinta dalam kehidupan…&lt;/i&gt;&lt;/div&gt;&lt;/div&gt;</description><link>http://bahabondo.blogspot.com/2012/01/tingkah-laku-anaktergantung-bagaimana.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-666076654058953138.post-6021375439054441379</guid><pubDate>Sun, 01 Jan 2012 14:53:00 +0000</pubDate><atom:updated>2012-01-01T21:53:01.079+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Berita</category><title>5 hal spele yang membahayakan kesehatan</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt; &lt;br /&gt;
&lt;div class=&quot;shvoongsummarizer&quot; id=&quot;AText&quot;&gt;&lt;br /&gt;
&lt;li&gt;Mungkin Anda merasa cukup baik dalam memperhatikan kesehatan tubuh,  terutama bagi mereka yang tidak memiiki banyak waktu karena sibuk  bekerja. Namun Anda perlu memahami lima kesalahan terbesar dalam  kesehatan, yang kita anggap hal sepele namun bisa berdampak buruk bagi  tubuh. Simak liam kesalahan fatal ini dan sebisa mungkin hindari, untuk  kesehatan Anda.&lt;br /&gt;
&lt;br /&gt;
&lt;ol&gt;&lt;li&gt;&lt;strong&gt;Menganggap enteng rasa lelah&lt;/strong&gt;&lt;br /&gt;
Seringkali  kita mengabaikan istirahat demi menyelesaikan pekerjaan atau kegiatan  lainnya. Sebuah penelitian menunjukkan bahwa serangan jantung mengintai  mereka yang cenderung mengabaikan rasa lelah. Jika Anda sering mengalami  rasa lelah disaat bangun tidur, atau pun bila Anda sulit untuk tidur,  sebaiknya segera check up ke dokter. Rasa lelah merupakan penyebab utama  serangan jantung.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Berat badan mendadak naik&lt;/strong&gt;&lt;br /&gt;
Jangan  pernah mengabaikan kenaikan berat badan yang mendadak. Karena ada  kemungkinan Anda terkena kanker payudara. Sel kanker payudara bisa  menyebar dan menempel didinding perut sehingga produksi air didalam  tubuh meningkat dan perut akan menjadi buncit. Sebaliknya, penurunan  berat badan secara drastis juga bisa menjadi indikator adanya masalah di  usus besar atau sel telur.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Intensitas buang air kecil tinggi&lt;/strong&gt;&lt;br /&gt;
Jika  Anda sering merasa ingin buang air kecil, bisa jadi penyakit diabetes  mengintai Anda. Hal ini terjadi karena tingginya tekanan gula darah.  Ginjal harus bekerja keras untuk mengolah cairan didalam tubuh untuk  mengimbangi kadar gula yang tinggi. Selain frekuensi buang air kecil,  penderita gula darah biasanya sering merasa haus.&lt;br /&gt;
&lt;strong&gt;&lt;br /&gt;
&lt;/strong&gt;&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Minum obat pagi hari&lt;/strong&gt;&lt;br /&gt;
Sebuah  peneiltian menunjukkan bahwa ritme tubuh dipagi hari menjadi penentu  kemungkinan terjangkit darah tinggi atau hipertensi. Jika Anda  mengkonsumsi obat-obatan untuk menekan darah tinggi pada pagi hari,  tidak akan ada dampak yang signifikan. Sebaiknya obat angiotensin  dikonsumsi dimalam hari.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Indera penciuman lemah&lt;/strong&gt;&lt;br /&gt;
Banyak  yang mengira penyakit Alzheimer hanya mengintai mereka yang sudah  lanjut usia. Nyatanya, yang terjadi pada orang yang sudah lanjut usia  adalah sel otak yang semakin sedikit dan sulit diakses. Sedangkan bagi  penderita Alzheimer, jaraingan syaraf mengacaukan hubungan antara neuron  dan sinapsis sehingga memori tidak lagi dapat dikenali. Salah satu  bagian yang paling mudah terjangkit penyakit Alzheimer adalah indera  penciuman.&lt;/li&gt;
&lt;/ol&gt;&lt;/li&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;background-color: white; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;&quot;&gt;&lt;br /&gt;
Sumber:  &lt;a href=&quot;http://id.shvoong.com/medicine-and-health/nutrition/2229086-hal-sepele-yang-membahayakan-kesehatan/#ixzz1iDbZuPZ2&quot; style=&quot;color: #003399;&quot;&gt;http://id.shvoong.com/medicine-and-health/nutrition/2229086-hal-sepele-yang-membahayakan-kesehatan/#ixzz1iDbZuPZ2&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;</description><link>http://bahabondo.blogspot.com/2012/01/5-hal-spele-yang-membahayakan-kesehatan.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-666076654058953138.post-7088178703947562952</guid><pubDate>Sun, 01 Jan 2012 14:44:00 +0000</pubDate><atom:updated>2012-01-01T21:51:39.607+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Komputer</category><title>Para ahli kompuer ( wanita )</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;color: white;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt;Sudah    menjadi persepsi umum, kalau para penggemar komputer sangat identik    dengan seorang “kutu buku” berkaca mata, susah bergaul, agak aneh,    berjenis kelamin pria dan oooppsss…biasanya kurang menarik. Namun,    seiring dengan kedatangan internet, tampaknya semua itu telah berubah.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: white;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;color: white; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt;Dunia    IT bukan lagi hanya milik kaum pria, tetapi juga oleh wanita.   Walaupun,  agak sulit mendapatkan wanita penggemar berat IT sekaligus   secantik  supermodel atau aktris, tetap saja wanita tipe tersebut ada.   Tidak  percaya? Coba saja lihat sederetan wanita di bawah ini!&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt;Wanita Kutu Buku Nan Cantik!&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt;&lt;b style=&quot;font-size: 15px;&quot;&gt;10. Wendy Cheng&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt; &lt;/span&gt;   &lt;/div&gt;&lt;div style=&quot;color: white; font-family: arial; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://www.labnol.org/assets/images/MostPopularBloggerinSingaporeWendyChengX_E88E/wendychengxiaxue.jpg&quot; /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: white; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt;    Wanita cantik asal Singapura memulai blognya pada tahun 2003 dan  sejak   itu, perlahan-lahan ia mulai menjadi terkenal dengan  opini-opininya  yang  orisinil dan sangat terbuka, terutama dalam hal  fashion dan sex.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt;&lt;b style=&quot;font-size: 15px;&quot;&gt;9. Blain Butler&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;clear: both; color: white; text-align: center;&quot;&gt;&lt;a href=&quot;http://www.sandiegotalentmag.com/emag/sites/default/files/imagecache/small/4d6312970d369_smal.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://www.sandiegotalentmag.com/emag/sites/default/files/imagecache/small/4d6312970d369_smal.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;color: white; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: white; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt;    Dengan latar belakangnya sebagai seorang stand-up comedian, ia   berhasil  menjadikan dirinya sebagai pembicara ahli teknologi yang lucu   secara  alamiah. Ia sempat mengisi acara pada saluran Comedy Central di   Amerika  dan bekerja sebagai head writer pada G4 (sebuah acara TV dan   situs  tentang dunia teknologi). Wajahnya bisa anda temukan pada situs   G4  bagian “Geek Out”.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt;&lt;b style=&quot;font-size: 15px;&quot;&gt;8. Kristen Holt&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: white; font-family: arial; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://2.bp.blogspot.com/_bV8sDgD7a0w/RmlW_kHoysI/AAAAAAAAAz8/ZjEM8yMDZBE/s400/392px-Kristin_Holt.jpg&quot; style=&quot;height: 481px; width: 315px;&quot; /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: white; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt;    Mantan pemandu sorak Dallas Cowboys dan peserta American Idol 2 ini    juga merupakan bagian dari acara televisi G4, yaitu sebagai pembawa    acara.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt;&lt;b style=&quot;font-size: 15px;&quot;&gt;7. Amanda Congdon&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: white; font-family: arial; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://static2.channels.com/thumbnails/-sometimesdaily-with-amanda-congdon--f15362.jpg&quot; style=&quot;height: 372px; width: 372px;&quot; /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: white; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt;    Lulusan Northwestern University ini mulai terkenal sejak pemunculan    video blog teknologi miliknya, yaitu “RocketBoom”. Selain itu, ia juga    pernah mendokumentasikan dalam video tentang perjalanannya  mengelilingi   Amerika dengan menggunakan mobil Hybrid dan saat ini, ia  sedang   mengembangkan sebuah acara dengan HBO.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt;&lt;b style=&quot;font-size: 15px;&quot;&gt;6. Veronica Belmont&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;clear: both; color: white; text-align: center;&quot;&gt;&lt;a href=&quot;http://trijayanews.com/wp-content/uploads/2011/03/Veronica-Belmont.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;http://trijayanews.com/wp-content/uploads/2011/03/Veronica-Belmont.jpg&quot; width=&quot;213&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;color: white; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: white; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt;    Mewarisi darah kedua orang tuanya yang merupakan eksekutif perusahaan    mainan, Veronica pernah bekerja di CNET sebagai audio producer  setelah   ia lulus dari Emerson College jurusan produksi audio dan ilmu  media.   Kurang dari setahun lalu, ia keluar dari CNET dan bergabung  dengan   search engine baru bernama Mahalo, di mana ia sedang  mengembangkan video   harian tentang teknologi.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt;&lt;b style=&quot;font-size: 15px;&quot;&gt;5. Cali Lewis&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: white; font-family: arial; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://blog.boxee.tv/wp-content/uploads/2009/05/lewis_cali_2008.jpg&quot; style=&quot;height: 359px; width: 289px;&quot; /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: white; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt;    Bersama dengan suami tercinta, Cali mengembangkan sebuah situs   berbasis  podcast dengan nama “GeekBriefTV”. Selain itu, ia juga telah    meluncurkan blog penasehat teknologi bernama “Dear Cali” yang bisa anda    lihat pada Ustream.tv dan ia juga telah memulai pertunjukkan podcast    untuk iPhone.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt;&lt;b style=&quot;font-size: 15px;&quot;&gt;4. Olivia Munn&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: white; font-family: arial; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://www.beertripper.com/OffTopic/g4/Olivia-Munn-belly.jpg&quot; /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: white; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt; Olivia merupakan salah seorang pembawa acara pada G4, khususnya program “Attack of the Show”.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt;&lt;b style=&quot;font-size: 15px;&quot;&gt;3. Jessica Chobot&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: white; font-family: arial; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://img4.gametrailers.com/community/images/userposters/1012317-37119-JessicaChobot2.jpg&quot; /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: white; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt;    Ketika sebuah gambar Jessica sedang menjilat PSP muncul di internet,   ia  telah menjadi sebuah sensasi hanya dalam waktu semalam. Pemilik   wajah  cantik ini mengisi artikel-artikel yang berhubungan dengan game   dan  teknologi pada beberapa media seperti: majalah FHM, acara “Attack   of the  Show” milik G4, dan situs IGN.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt;&lt;b style=&quot;font-size: 15px;&quot;&gt;2. Morgan Webb&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: white; font-family: arial; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://www.oceleb.com/img/morgan-webb/morgan-webb.jpg&quot; /&gt;&lt;/span&gt;&lt;br /&gt;
Wanita    kelahiran Toronto, Kanada ini merupakan seorang administrator situs,    produser, sekaligus peneliti situs pada program “The Screen Savers”    milik TechTV. Selain itu, ia juga menjadi seorang kolumnis pada majalah    FHM.&lt;/div&gt;&lt;div style=&quot;color: white; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt;&lt;b style=&quot;font-size: 15px;&quot;&gt;1. Amanda MacArthur&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: white; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://1.bp.blogspot.com/_6A8Ng6m7_tM/SvBzYBCiHhI/AAAAAAAABvY/PcNqphCIFkI/s512/01.jpg&quot; style=&quot;height: 268px; width: 268px;&quot; /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: white; text-align: center;&quot;&gt;Amber mulai menarik perhatian banyak orang sejak ia membawakan acara G4TechTV milik Kanada.&lt;/div&gt;&lt;div style=&quot;color: white; text-align: center;&quot;&gt;&amp;nbsp; &lt;br /&gt;
sumber : google&lt;/div&gt;&lt;/div&gt;</description><link>http://bahabondo.blogspot.com/2012/01/para-ahli-kompuer-wanita.html</link><author>noreply@blogger.com (Anonymous)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/_bV8sDgD7a0w/RmlW_kHoysI/AAAAAAAAAz8/ZjEM8yMDZBE/s72-c/392px-Kristin_Holt.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-666076654058953138.post-7255257745501090066</guid><pubDate>Sun, 01 Jan 2012 14:39:00 +0000</pubDate><atom:updated>2012-04-11T14:46:00.564+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Komputer</category><title>Cara mudah mepercepat koneksi internet</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8F-gP_rxNhdX79JJskEVmxVc-8mB6N1WxsGIjFMp4Iackn2A2u0L6Syth2x18GkEFPcrPN4U3kCuoq-dd1ghLkI3waxSZsFhdv1_4ARGLyPMi32pysUnY8UCL5jWBLNtGCOW9vMzSHpg/s1600/aaaa.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;300&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8F-gP_rxNhdX79JJskEVmxVc-8mB6N1WxsGIjFMp4Iackn2A2u0L6Syth2x18GkEFPcrPN4U3kCuoq-dd1ghLkI3waxSZsFhdv1_4ARGLyPMi32pysUnY8UCL5jWBLNtGCOW9vMzSHpg/s320/aaaa.jpg&quot; width=&quot;300&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
Browsing Internet dengan kecepatan yang tinggi pasti sangat menyenangkan, berbagai cara dilakukan untuk mempercepat koneksi internet baik menggunakan software agar koneksi internet menjadi lebih cepat maupun menggunakan settingan tertentu yang diklaim bisa mempercepat koneksi internet.&lt;br /&gt;
&lt;br /&gt;
Berikut ini adalah beberapa tips yang dapat digunakan untuk mempercepat koneksi internet :&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
I. Menggubah setting bandwith Pada windows&lt;br /&gt;
Pada dasarnya OS windows sudah membatasi bandwidth untuk koneksi internet sebanyak 20% dari total bandwidth yang seharusnya bisa maksimal,Jika anda ingin menambah bandwidth internet supaya koneksinya terasa lebih cepat dan kencang bisa dengan cara mengurangi atau mengosongkan batasan bandwidth tersebut supaya pada Windows kita bisa maksimal dalam menggunakan bandwidth yang sudah ada.&lt;br /&gt;
&lt;br /&gt;
Ikuti petunjuknya seperti dibawah ini :&lt;br /&gt;
&lt;br /&gt;
Klik Start&lt;br /&gt;
Klik Run&lt;br /&gt;
Ketik gpedit.msc&lt;br /&gt;
Kemudian klik Ok&lt;br /&gt;
Setelah masuk klik Administrative Templates&lt;br /&gt;
Kemudian Klik Network&lt;br /&gt;
Setelah terbuka klik QoS Packet scheduler&lt;br /&gt;
Kemudian klik Limit Reservable Bandwidth&lt;br /&gt;
Dan setelah terbuka ubah setting menjadi Enable&lt;br /&gt;
Kemudian ubah Bandwidth Limitnya menjadi 0&lt;br /&gt;
Klik Apply,ok&lt;br /&gt;
Kemudian keluar dan Restart komputer&lt;br /&gt;
&lt;br /&gt;
II. Gunakan DNS dari OpenDNS untuk koneksi internet yang lebih cepat dan lebih aman.&lt;br /&gt;
&lt;br /&gt;
Klik Start&lt;br /&gt;
Klik Control Panel&lt;br /&gt;
Pilih Network &amp;amp; Internet Connection&lt;br /&gt;
Klik Network Connection&lt;br /&gt;
Klik Kanan Local Area Connection pilih Properties&lt;br /&gt;
Pilih Internet Protocol (TCP/IP) kemudian Klik Properties&lt;br /&gt;
Klik Use Following DNS Server&lt;br /&gt;
Isi Preferred DNS Server dengan angka : 208.67.222.222&lt;br /&gt;
Isi Alternate DNS Server dengan angka : 208.67.220.220&lt;br /&gt;
Kemudian Klik OK&lt;br /&gt;
&lt;br /&gt;
III. Jika menggunakan Browser Firefox gunakan add on Fasterfox, bisa di download disini.&lt;br /&gt;
&lt;br /&gt;
Fasterfox adalah sebuah add on yang berfungsi untuk mempercepat koneksi dengan melakukan optimasi pada network dan cache browser. Fungsi dari cache adalah untuk menyimpan data sementara dari website yang kita kunjungi, sehingga ketika kita membuka kembali website tersebut proses loading-nya akan lebih cepat karena datanya telah disimpan di cache.&lt;br /&gt;
&lt;br /&gt;
Beberapa optimasi yang dapat dilakukan oleh fasterfox adalah: HTTP pipelining, Memory caching,Disk caching,DNS caching,FastBack caching.&lt;br /&gt;
&lt;br /&gt;
IV. Bagi pengguna Firefox, silahkan pasang Adblock&lt;br /&gt;
&lt;br /&gt;
Fungsinya adalah untuk mem-filter iklan-iklan yang tidak perlu pada saat kita browsing, sehingga proses loading akan menjadi lebih cepat dan maksimal.&lt;br /&gt;
&lt;br /&gt;
OK brotha and sista, tips lain mengenai cara mempercepat koneksi internet gwa sambung lain kali ya bye..bye...&lt;/div&gt;</description><link>http://bahabondo.blogspot.com/2012/01/browsing-internet-dengan-kecepatan-yang.html</link><author>noreply@blogger.com (Anonymous)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8F-gP_rxNhdX79JJskEVmxVc-8mB6N1WxsGIjFMp4Iackn2A2u0L6Syth2x18GkEFPcrPN4U3kCuoq-dd1ghLkI3waxSZsFhdv1_4ARGLyPMi32pysUnY8UCL5jWBLNtGCOW9vMzSHpg/s72-c/aaaa.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-666076654058953138.post-1629744262418360205</guid><pubDate>Sun, 11 Dec 2011 12:40:00 +0000</pubDate><atom:updated>2011-12-11T19:42:26.415+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Trick Blog</category><title>cara membuat read more pada blog</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;background-color: white; color: #222222; font-family: Arial, Verdana; font-size: 14px; line-height: 20px;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div align=&quot;justify&quot;&gt;Dari sumber blog yang saya kunjungi saya akan berbagi tutorial membuat read more pada blog&amp;gt;&amp;gt;&lt;br /&gt;
Postingan kali ini akan memberikan tutorial Cara Membuat Readmore atau Baca Selengkapnya pada postingan blog secara otomatis. Dengan adanya readmore otomatis, kita bisa menentukan berapa ketinggian dan lebar penggalan postingan dan image yang akan muncul pada halaman pertama blog kita sehingga terlihat rapi dan menarik. Trik ini mungkin telah banyak yang mengetahui dan ada juga yang belum mengetahuinya. Bagi anda yang belum mengetahui bagaimana cara membuat readmore otomatis, bisa mengikuti tutorial berikut ini.&lt;/div&gt;&lt;blockquote style=&quot;border-left-color: rgb(202, 218, 231); border-left-style: solid; border-left-width: 3px; color: #666666; font-style: italic; overflow-x: hidden; overflow-y: hidden; padding-left: 9px;&quot;&gt;&lt;/blockquote&gt;&lt;div align=&quot;justify&quot;&gt;&lt;strong&gt;&lt;em&gt;PERTAMA&lt;/em&gt;&lt;/strong&gt;, silakan masuk ke acount blogger anda kemudian pilih Edit Html, jangan lupa memberikan tanda ceklis pada bacaan &quot;&lt;strong&gt;Expand Widget Template&lt;/strong&gt;&quot; atau lihat gambar di bawah ini :&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGl7VYHlNCcTt1HxuL6gkU2TzWxcx1EJnnT2lL-doCUZdB5ML0BTlLVJLx-Gv7UFYviIZgxf07LeoMUxysL_4zUNdcRb4KzoClAx_iw5v4rZDCpaxlXSOEn9ZW5v1zA_vigpPcCYgyoi0/s1600-h/expand+widget.png&quot; style=&quot;color: #0521aa; outline-color: initial; outline-style: none; outline-width: initial;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5366314626917720866&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGl7VYHlNCcTt1HxuL6gkU2TzWxcx1EJnnT2lL-doCUZdB5ML0BTlLVJLx-Gv7UFYviIZgxf07LeoMUxysL_4zUNdcRb4KzoClAx_iw5v4rZDCpaxlXSOEn9ZW5v1zA_vigpPcCYgyoi0/s320/expand+widget.png&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 0px; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 0px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 0px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 0px; float: left; height: 72px; margin-bottom: 10px; margin-left: 0px; margin-right: 10px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; width: 196px;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div align=&quot;justify&quot;&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div align=&quot;justify&quot;&gt;cari kode&amp;nbsp;&lt;strong&gt;&amp;lt;/head&amp;gt;&lt;/strong&gt;&amp;nbsp;kemudian masukkan script di bawah ini persis dibawah kode tersebut.&lt;/div&gt;&lt;blockquote style=&quot;border-left-color: rgb(202, 218, 231); border-left-style: solid; border-left-width: 3px; color: #666666; font-style: italic; overflow-x: hidden; overflow-y: hidden; padding-left: 9px;&quot;&gt;&lt;/blockquote&gt;&lt;div align=&quot;left&quot;&gt;&lt;strong&gt;&amp;lt;script type=&#39;text/javascript&#39;&amp;gt; var thumbnail_mode = &amp;amp;quot;no-float&amp;amp;quot; ;&lt;span style=&quot;color: red;&quot;&gt;summary_noimg =&lt;/span&gt;&amp;nbsp;&lt;span style=&quot;color: red;&quot;&gt;430&lt;/span&gt;;&amp;nbsp;&lt;span style=&quot;color: red;&quot;&gt;summary_img = 340&lt;/span&gt;;&amp;nbsp;&lt;span style=&quot;color: black;&quot;&gt;img_thumb_height = 100; img_thumb_width = 120&lt;/span&gt;; &amp;lt;/script&amp;gt; &amp;lt;script src=&#39;http://rizqi.moehamed.googlepages.com/read-moreotomatis.js&#39; type=&#39;text/javascript&#39;/&amp;gt;&lt;/strong&gt;&lt;/div&gt;&lt;blockquote style=&quot;border-left-color: rgb(202, 218, 231); border-left-style: solid; border-left-width: 3px; color: #666666; font-style: italic; overflow-x: hidden; overflow-y: hidden; padding-left: 9px;&quot;&gt;&lt;/blockquote&gt;&lt;div align=&quot;justify&quot;&gt;&lt;strong&gt;&lt;em&gt;KEDUA,&amp;nbsp;&lt;/em&gt;&lt;/strong&gt;cari kode html berikut ini :&lt;br /&gt;
&lt;blockquote style=&quot;border-left-color: rgb(202, 218, 231); border-left-style: solid; border-left-width: 3px; color: #666666; font-style: italic; overflow-x: hidden; overflow-y: hidden; padding-left: 9px;&quot;&gt;&lt;/blockquote&gt;&lt;strong&gt;&amp;lt;data:post.body/&amp;gt;&lt;/strong&gt;&amp;nbsp;&lt;em&gt;atau&lt;/em&gt;&amp;nbsp;&lt;strong&gt;&amp;lt;p&amp;gt;&amp;lt;data:post.body/&amp;gt;&amp;lt;/p&amp;gt;&lt;/strong&gt;&lt;br /&gt;
&lt;blockquote style=&quot;border-left-color: rgb(202, 218, 231); border-left-style: solid; border-left-width: 3px; color: #666666; font-style: italic; overflow-x: hidden; overflow-y: hidden; padding-left: 9px;&quot;&gt;&lt;/blockquote&gt;ganti kode tersebut dengan kode di bawah ini :&lt;/div&gt;&lt;blockquote style=&quot;border-left-color: rgb(202, 218, 231); border-left-style: solid; border-left-width: 3px; color: #666666; font-style: italic; overflow-x: hidden; overflow-y: hidden; padding-left: 9px;&quot;&gt;&lt;/blockquote&gt;&lt;div align=&quot;left&quot;&gt;&lt;strong&gt;&amp;lt;b:if cond=&#39;data:blog.pageType != &amp;amp;quot;item&amp;amp;quot;&#39;&amp;gt;&lt;br /&gt;
&amp;lt;div expr:id=&#39;&amp;amp;quot;summary&amp;amp;quot; + data:post.id&#39;&amp;gt;&amp;lt;data:post.body/&amp;gt;&amp;lt;/div&amp;gt;&lt;br /&gt;
&amp;lt;script type=&#39;text/javascript&#39;&amp;gt;createSummaryAndThumb(&amp;amp;quot;summary&amp;lt;data:post.id/&amp;gt;&amp;amp;quot;);&lt;br /&gt;
&amp;lt;/script&amp;gt;&lt;br /&gt;
&amp;lt;span class=&#39;rmlink&#39; style=&#39;float:right;padding-top:20px;&#39;&amp;gt;&lt;br /&gt;
&amp;lt;a expr:href=&#39;data:post.url&#39;&amp;gt;&amp;amp;#187;&amp;amp;#187;&amp;amp;#160;&amp;amp;#160;&lt;span style=&quot;color: red;&quot;&gt;READMORE&lt;/span&gt;...&amp;lt;/a&amp;gt;&amp;lt;/span&amp;gt;&lt;br /&gt;
&amp;lt;/b:if&amp;gt;&lt;br /&gt;
&amp;lt;b:if cond=&#39;data:blog.pageType == &amp;amp;quot;item&amp;amp;quot;&#39;&amp;gt;&amp;lt;data:post.body/&amp;gt;&amp;lt;/b:if&amp;gt;&lt;/strong&gt;&lt;/div&gt;&lt;blockquote style=&quot;border-left-color: rgb(202, 218, 231); border-left-style: solid; border-left-width: 3px; color: #666666; font-style: italic; overflow-x: hidden; overflow-y: hidden; padding-left: 9px;&quot;&gt;&lt;/blockquote&gt;&lt;em&gt;&lt;strong&gt;Keterangan&lt;/strong&gt;&amp;nbsp;: tulisan yang berwarna merah adalah yang bisa anda ganti.&amp;nbsp;&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;==&amp;gt; Summary noimg 430 = tinggi artikel terpenggal tanpa image&lt;/em&gt;&lt;br /&gt;
&lt;div align=&quot;justify&quot;&gt;&lt;em&gt;==&amp;gt; Summar img 430 = tinggi artikel terpenggal dengan image&lt;/em&gt;&lt;/div&gt;&lt;em&gt;==&amp;gt; Readmore bisa anda ganti dengan Baca Selengkapnya, full read dll...&lt;/em&gt;&lt;em&gt;&lt;/em&gt;&lt;br /&gt;
&lt;div align=&quot;justify&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;br /&gt;
&lt;blockquote style=&quot;border-left-color: rgb(202, 218, 231); border-left-style: solid; border-left-width: 3px; color: #666666; font-style: italic; overflow-x: hidden; overflow-y: hidden; padding-left: 9px;&quot;&gt;&lt;/blockquote&gt;&lt;strong&gt;&lt;em&gt;KETIGA,&amp;nbsp;&lt;/em&gt;&lt;/strong&gt;klik&amp;nbsp;&lt;strong&gt;save template&lt;br /&gt;
&lt;blockquote style=&quot;border-left-color: rgb(202, 218, 231); border-left-style: solid; border-left-width: 3px; color: #666666; font-style: italic; overflow-x: hidden; overflow-y: hidden; padding-left: 9px;&quot;&gt;&lt;/blockquote&gt;&lt;/strong&gt;Selanjutnya anda bisa melakukan postingan dan lihat hasilnya, Readmore atau baca selengkapnya akan secara otomatis terpasang setelah anda publish postingannya.&lt;/div&gt;&lt;/div&gt;</description><link>http://bahabondo.blogspot.com/2011/12/cara-membuat-read-more-pada-blog.html</link><author>noreply@blogger.com (Anonymous)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGl7VYHlNCcTt1HxuL6gkU2TzWxcx1EJnnT2lL-doCUZdB5ML0BTlLVJLx-Gv7UFYviIZgxf07LeoMUxysL_4zUNdcRb4KzoClAx_iw5v4rZDCpaxlXSOEn9ZW5v1zA_vigpPcCYgyoi0/s72-c/expand+widget.png" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-666076654058953138.post-9189675803919942053</guid><pubDate>Sun, 04 Dec 2011 12:32:00 +0000</pubDate><atom:updated>2011-12-09T19:56:26.055+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Komputer</category><title>Berbagi info &#39; mencuri bandwith lewat mozila &#39;</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Ada banyak cara untuk mengakali koneksi internet yang lambat, apalagi  Anda menggunakan akses internet di warnet-warnet yang kebanyakan mereka  telah membatasi bandwidth setiap komputernya. Berikut adalah beberapa  tips dan trik yang bisa Anda coba :&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;1). Buka Browser Mozilla Firefox&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;2). Pada Address Bar Ketik : ABOUT:CONFIG&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;3). Cari string di bawah ini : ( pastikan semua srting dibawah “TRUE”)&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;contoh menggantingnya :&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;NETWORK.HTTP.PIPELINING FALSE ==&amp;gt; klik kanan dan pilih “Toggle”&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;NETWORK.HTTP.PIPELINING TRUE&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;NETWORK.HTTP.PIPELINING.MAXREQUESTS 64&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;NETWORK.HTTP.PROXY.PIPELINING TRUE&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;NETWORK.PROXY.SHARE_PROXY_SETTINGS FALSE &amp;lt;=== ini harus False&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;4). buat srting baru caranya : &lt;span id=&quot;more-36&quot;&gt;&lt;/span&gt;Klik Kiri 1X Dimana Saja, Klik Kanan NEW&amp;gt;&amp;gt;INTEGER&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;5). Ketik : NGLAYOUT.INITIALPAINT.DELAY Beri Nilai 0&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;6). Kemudian REFRESH atau Tekan F5&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;7). Pada Address Bar Ketik : ABOUT:BLANK&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Klik Menu:&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Untuk OS Windows XP TOOLS&amp;gt;&amp;gt;OPTIONS&amp;gt;&amp;gt;WEB FEATURES&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Untuk OS Linux ( Vector ) EDIT &amp;gt;&amp;gt; PREFERENCES&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Untuk Setting yang berbeda di beberapa OS EDIT &amp;gt;&amp;gt;ADVANCED&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;9). Pada Option:&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;ALLOW WEB SITES TO INSTALL SOFTWARE Beri Tanda Check Box Untuk mengaktifkan&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;10).Kemudian Tekan OK Lalu REFRESH ( F5 )&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;11).Masuk Ke Link Ini :&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;https://addons.mozilla.org/extensions/moreinfo.php?applicationfiltered=firefox&amp;amp;id=125&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;atau :&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;https://addons.mozilla.org/extensions/moreinfo.php?id=125&amp;amp;applicationfiltered=firefox&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;12).Download Software SwitchProxy Tool Versi 1.3.4&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;13).Setelah Selesai Jangan Tekan Tombol UPDATE&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;14).Klik Tanda X (tutup)Yang Ada Di Pojok Kanan Atas Dari POP UP Window Yang Muncul&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;15).Tutup Semua Browser Mozilla FireFox,&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;16).Kemudian Buka Lagi Untuk Mengaktifkan Software SwitchProxy Tool Versi 1.3.4 Yang sudah di Install Tadi&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;17).Kalo Instalasi Sukses, Akan Muncul Toolbar tambahan Di Bawah Toolbar Navigasi &amp;amp; Address Bar.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Sekarang Browser Mozilla Siap Untuk Digunakan&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Catatan :&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;– Software SwitchProxy Tool Versi 1.3.4 Ini selain untuk Mengganti  Proxy Secara Otomatis Di Browser Mozilla FireFox, Engine-nya Juga  Berpengaruh terhadap Kecepatan Koneksi Internet&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;– Cara Ini Sangat Efektif Bila Digunakan Di Warnet Yang Padat Pengunjung  untuk Menyedot Bandwidth ( Mayoritas kecepatan akses Internet ) Ke  Komputer Yang Sedang Anda Pakai&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;– Perubahan Yang Signifikan Terjadi Pada koneksi Internet Dengan BROADBAND / VSAT.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;dari berbagai sumber&lt;/div&gt;&lt;/div&gt;</description><link>http://bahabondo.blogspot.com/2011/12/berbagi-info-mencuri-bandwith-lewat.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-666076654058953138.post-5157186675798747519</guid><pubDate>Sat, 01 Oct 2011 05:10:00 +0000</pubDate><atom:updated>2011-12-09T19:58:51.825+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Pengetahuan</category><title>Belajar Autocad Building</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot;&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Topics covered in this Lesson:&quot;&gt;Topik yang dibahas dalam Pelajaran ini: &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Creating a Building in 3D&quot;&gt;Membuat Bangunan dalam 3D &lt;br /&gt;
&lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;If you have completed the previous lessons in this level, you now have the tools to create a large variety of objects in 3D.&quot;&gt;Jika  Anda telah menyelesaikan pelajaran sebelumnya di level ini, Anda  sekarang memiliki alat untuk menciptakan berbagai macam objek dalam 3D. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;This lesson is designed to show how to create simple building in 3D from start to finish.&quot;&gt;Pelajaran ini dirancang untuk menunjukkan bagaimana untuk membuat bangunan sederhana di 3D dari awal sampai akhir. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;The same process can be used to build more complex buildings as well.&quot;&gt;Proses yang sama dapat digunakan untuk membangun bangunan yang lebih kompleks juga. &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Below is an image of the final building that is explained in this lesson.&quot;&gt;Berikut adalah gambar dari bangunan akhir yang dijelaskan dalam pelajaran ini&lt;/span&gt;&lt;/span&gt;&lt;img alt=&quot;&quot; height=&quot;207&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;320&quot; /&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot;&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Below is an image of the final building that is explained in this lesson.&quot;&gt;. &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Building Project&quot;&gt;Proyek Bangunan &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Start by setting your units to architectural (DDUNITS).&quot;&gt;Mulailah dengan menetapkan unit Anda untuk arsitektur (DDUNITS). &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Remember to create new layers for each type of objects you will draw (windows, doors, walls, roof, etc).&quot;&gt;Ingatlah untuk membuat lapisan baru untuk setiap jenis objek yang Anda akan menarik (jendela, pintu, dinding, atap, dll). &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Also use the &amp;quot;Render &amp;gt; Visual Styles &amp;gt; Realistic&amp;quot; option when adding materials.&quot;&gt;Juga menggunakan &quot;Render&amp;gt; Visual Styles&amp;gt; Realistis&quot; pilihan saat menambahkan bahan. &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Now draw the bases of the walls using the dimensions are shown below.&quot;&gt;Sekarang menggambar dasar dari dinding dengan menggunakan dimensi yang ditunjukkan di bawah ini. &lt;/span&gt;&lt;span title=&quot;You don&#39;t need to dimension it.&quot;&gt;Anda tidak perlu untuk dimensi itu. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Optionally, you can use the (new in AutoCAD 2007) POLYSOLID command.&quot;&gt;Opsional, Anda dapat menggunakan (baru di AutoCAD 2007) perintah POLYSOLID&lt;/span&gt;&lt;/span&gt;&lt;img alt=&quot;&quot; height=&quot;185&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;320&quot; /&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot;&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Optionally, you can use the (new in AutoCAD 2007) POLYSOLID command.&quot;&gt;. &lt;br /&gt;
&lt;/span&gt;&lt;span title=&quot;floorplan&quot;&gt;floorplan &lt;br /&gt;
&lt;/span&gt;&lt;span title=&quot;Now you will create regions out of all your wall lines.&quot;&gt;Sekarang Anda akan membuat daerah dari semua lini dinding Anda. &lt;/span&gt;&lt;span title=&quot;Command: REG REGION&quot;&gt;Perintah: REG DAERAH &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Select objects: &amp;lt;SELECT ALL THE LINES&amp;gt; Specify opposite corner: 7 found&quot;&gt;Benda Pilih: &amp;lt;select SEMUA YANG LINES&amp;gt; Tentukan sudut yang berlawanan: 7 ditemukan &lt;/span&gt;&lt;span title=&quot;Select objects: &amp;lt;ENTER&amp;gt;&quot;&gt;Pilih objek: &amp;lt;ENTER&amp;gt; &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;3 loops extracted.&quot;&gt;3 loop diekstrak. &lt;/span&gt;&lt;span title=&quot;3 Regions created.&quot;&gt;3 Daerah dibuat. &lt;br /&gt;
&lt;/span&gt;&lt;span title=&quot;You should now have 3 regions.&quot;&gt;Anda sekarang harus memiliki 3 daerah. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;If you don&#39;t then it usually means the your lines don&#39;t meet.&quot;&gt;Jika Anda tidak maka biasanya berarti baris Anda tidak memenuhi. &lt;br /&gt;
&lt;/span&gt;&lt;span title=&quot;Next you are going to EXTRUDE the walls 9&#39; high.&quot;&gt;Berikutnya Anda akan untuk mengusir dinding 9 &#39;tinggi. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Command: EXT EXTRUDE&quot;&gt;Command: Extrude EXT &lt;/span&gt;&lt;span title=&quot;Current wire frame density: ISOLINES=4&quot;&gt;Bingkai kawat saat ini kepadatan: isoline = 4 &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Select objects: &amp;lt;SELECT THE 3 REGIONS&amp;gt; Specify opposite corner: 3 found&quot;&gt;Pilih objek: &amp;lt;select THE 3 REGIONS&amp;gt; Tentukan sudut yang berlawanan: 3 ditemukan &lt;/span&gt;&lt;span title=&quot;Select objects:&quot;&gt;Pilih objek: &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Specify height of extrusion or [Path]: 9&#39;&quot;&gt;Tentukan ketinggian ekstrusi atau [Path]: 9 &#39; &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Specify angle of taper for extrusion &amp;lt;0&amp;gt;: &amp;lt;ENTER&amp;gt;&quot;&gt;Tentukan sudut lancip untuk ekstrusi &amp;lt;0&amp;gt;: &amp;lt;ENTER&amp;gt; &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;It should appear that nothing has happened.&quot;&gt;Ini akan muncul bahwa tidak ada yang terjadi. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;You will need to go to the SW Isometric view to see how the wall were extruded.&quot;&gt;Anda akan perlu pergi ke tampilan SW Isometric untuk melihat bagaimana dinding itu diekstrusi. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Do this and then use the HIDE Command.&quot;&gt;Lakukan ini dan kemudian menggunakan perintah HIDE. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Something doesn&#39;t look right.&quot;&gt;Sesuatu tidak beres. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;What you will need to do is Subtract the 2 smaller regions from the larger region.&quot;&gt;Apa yang Anda perlu lakukan adalah Kurangi 2 daerah yang lebih kecil dari wilayah yang lebih besar. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;You should see this result after the Subtract and Hide commands.&quot;&gt;Anda harus melihat hasil ini setelah Kurangi dan Hide perintah&lt;/span&gt;&lt;/span&gt;&lt;img alt=&quot;&quot; height=&quot;145&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;320&quot; /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot;&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;You should see this result after the Subtract and Hide commands.&quot;&gt; &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;After Hide&quot;&gt;Setelah Sembunyikan &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Now it&#39;s starting to look like something.&quot;&gt;Sekarang mulai terlihat seperti sesuatu. &lt;/span&gt;&lt;span title=&quot;Your walls are almost complete.&quot;&gt;Dinding Anda hampir selesai. &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Next you will add a door or two.&quot;&gt;Selanjutnya Anda akan menambahkan sebuah pintu atau dua. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;The first door, on the outside will be on the bottom left wall.&quot;&gt;Pintu pertama, di luar akan berada di dinding kiri bawah. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Start by drawing a rectangle from the middle of the outside wall and the other corner @6,36 - this will create the opening.&quot;&gt;Mulailah dengan menggambar persegi panjang dari tengah dinding luar dan sudut lain @ 6,36 - ini akan menciptakan pembukaan. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Your rectangle should look like this:&quot;&gt;Persegi panjang Anda akan terlihat seperti ini:&lt;/span&gt;&lt;/span&gt;&lt;img alt=&quot;&quot; height=&quot;186&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;320&quot; /&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot;&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Your rectangle should look like this:&quot;&gt; &lt;br /&gt;
&lt;/span&gt;&lt;span title=&quot;door opening&quot;&gt;membuka pintu &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Now you want to EXTRUDE the rectangle up 6&#39;8&amp;quot; and SUBTRACT it from the wall.&quot;&gt;Sekarang Anda ingin mengusir persegi panjang sampai 6&#39;8 &quot;dan mengurangi dari dinding. &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Create a door layer (or make it active if you already have one) and draw a rectangle in the door opening that is 3&amp;quot;x 3&#39; - put it in the middle of the door opening. Extrude it 6&#39;8&amp;quot;.&quot;&gt;Buat  lapisan pintu (atau membuatnya aktif jika Anda sudah memiliki satu) dan  menggambar persegi panjang dalam pembukaan pintu yang adalah 3 &quot;x 3 &#39;-.  Menaruhnya di tengah membuka pintu Extrude itu 6&#39;8&quot;. &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Now create a second door (and opening) on the inside wall parallel to the outside wall that is 32&amp;quot; wide. After you do that, the drawing should look like this from the SW Isometric view:&quot;&gt;Sekarang  membuat pintu kedua (dan membuka) pada dinding paralel dalam ke dinding  luar yang 32 &quot;lebar Setelah Anda melakukannya, gambar akan terlihat  seperti ini dari tampilan SW Isometric.&lt;/span&gt;&lt;/span&gt;&lt;img alt=&quot;&quot; height=&quot;291&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;320&quot; /&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot;&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Now create a second door (and opening) on the inside wall parallel to the outside wall that is 32&amp;quot; wide. After you do that, the drawing should look like this from the SW Isometric view:&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;with 2 doors&quot;&gt;dengan 2 pintu &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;If you haven&#39;t saved your drawing yet, now would be a good time.&quot;&gt;Jika Anda belum menyimpan gambar Anda belum, sekarang akan menjadi waktu yang baik. &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Now you&#39;re going to add some windows.&quot;&gt;Sekarang Anda akan menambahkan beberapa jendela. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;This will be done using a similar process as the door.&quot;&gt;Ini akan dilakukan dengan menggunakan proses yang sama seperti pintu. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;You will create openings, then add the window.&quot;&gt;Anda akan membuat bukaan, kemudian menambahkan jendela. &lt;br /&gt;
&lt;/span&gt;&lt;span title=&quot;Create 2 rectangles in the position shown below.&quot;&gt;Buat 2 persegi panjang dalam posisi yang ditunjukkan di bawah ini&lt;/span&gt;&lt;/span&gt;&lt;img alt=&quot;&quot; height=&quot;196&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;320&quot; /&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot;&gt;&lt;span title=&quot;Create 2 rectangles in the position shown below.&quot;&gt;. &lt;br /&gt;
&lt;/span&gt;&lt;span title=&quot;window openings&quot;&gt;Jendela bukaan &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;EXTRUDE the window 36 inches.&quot;&gt;Extrude jendela 36 inci. &lt;/span&gt;&lt;span title=&quot;Them move them up 3&#39;8&amp;quot; in the Z axis. Remember your relative co-ordinates from Lesson 1-1?&quot;&gt;Mereka bergerak mereka 3&#39;8 &quot;di sumbu Z. Ingat sanak keluarga Anda koordinat dari Pelajaran 1-1? &lt;/span&gt;&lt;span title=&quot;Command: M&quot;&gt;Perintah: M &lt;/span&gt;&lt;span title=&quot;MOVE&quot;&gt;PINDAH &lt;/span&gt;&lt;span title=&quot;Select objects: 1 found&quot;&gt;Pilih objek: 1 ditemukan &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Select objects: 1 found, 2 total&quot;&gt;Pilih objek: 1 ditemukan, total 2 &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Select objects: Specify base point or displacement: &amp;lt;PICK ANYWHERE ON SCREEN&amp;gt;&quot;&gt;Pilih objek: Tentukan titik dasar atau perpindahan: &amp;lt;PICK MANA SAJA PADA SCREEN&amp;gt; &lt;/span&gt;&lt;span title=&quot;Specify second point of&quot;&gt;Tentukan titik kedua &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;displacement or &amp;lt;use first point as displacement&amp;gt;: @0,0,3&#39;8&quot;&gt;perpindahan atau titik pertama &amp;lt;use sebagai displacement&amp;gt;: @ 0,0,3 &#39;8 &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Now mirror the bottom left box to the opposite wall (Note: It will be easier if you revert to the top view for the mirror command)and the upper box to the inside wall so you have the 4 boxes looking like this :&quot;&gt;Sekarang  cermin kotak bawah kiri ke dinding berlawanan (Catatan: Ini akan lebih  mudah jika Anda kembali ke tampilan atas untuk perintah cermin) dan  kotak atas ke dinding dalam sehingga Anda memiliki 4 kotak tampak  seperti ini:&lt;/span&gt;&lt;/span&gt;&lt;img alt=&quot;&quot; height=&quot;196&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;320&quot; /&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot;&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Now mirror the bottom left box to the opposite wall (Note: It will be easier if you revert to the top view for the mirror command)and the upper box to the inside wall so you have the 4 boxes looking like this :&quot;&gt; &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;window openings&quot;&gt;Jendela bukaan &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Next, subtract the four window openings from the walls.&quot;&gt;Selanjutnya, kurangi bukaan jendela empat dari dinding. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;After switching to SW Isometric view and using the hide command, your drawing should look like this:&quot;&gt;Setelah beralih untuk melihat SW Isometric dan menggunakan perintah menyembunyikan, gambar Anda akan terlihat seperti ini:&lt;/span&gt;&lt;/span&gt;&lt;img alt=&quot;&quot; height=&quot;285&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;320&quot; /&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot;&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;After switching to SW Isometric view and using the hide command, your drawing should look like this:&quot;&gt; &lt;br /&gt;
&lt;/span&gt;&lt;span title=&quot;windows&quot;&gt;jendela &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Now the window panes have to go in. Since this is a simple drawing, you just be putting in a plane of glass to represent the window.&quot;&gt;Sekarang  kaca jendela harus masuk Karena ini adalah gambar sederhana, Anda hanya  akan menempatkan dalam pesawat dari kaca untuk mewakili jendela. &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Create a new layer for windows.&quot;&gt;Buat layer baru untuk windows. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;The easiest way to do this is just like you created the doors.&quot;&gt;Cara termudah untuk melakukannya adalah seperti kamu menciptakan pintu. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Make the window 1&amp;quot; deep. Once again, start with the rectangle at the base of the window opening, extrude it the height of the window opening and move it into the centre.&quot;&gt;Buatlah  jendela 1 &quot;mendalam Sekali lagi, mulailah dengan persegi panjang di  dasar pembukaan jendela,. Mengekstrusi itu ketinggian bukaan jendela dan  memindahkannya ke pusat. &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Once you have one window made, copy it to the other openings.&quot;&gt;Setelah Anda memiliki satu jendela dibuat, salin ke lubang lainnya. &lt;/span&gt;&lt;span title=&quot;Save your drawing and then type in SHADE and choose the G option.&quot;&gt;Simpan gambar Anda dan kemudian ketik di SHADE dan memilih opsi G. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Your building should look like this:&quot;&gt;Bangunan Anda akan terlihat seperti ini:&lt;/span&gt;&lt;/span&gt;&lt;img alt=&quot;&quot; height=&quot;285&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;320&quot; /&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot;&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Your building should look like this:&quot;&gt; &lt;br /&gt;
&lt;/span&gt;&lt;span title=&quot;shaded image&quot;&gt;gambar berbayang &lt;br /&gt;
&lt;/span&gt;&lt;span title=&quot;Wow - now you&#39;re getting there.&quot;&gt;Wow - sekarang Anda mendapatkan ada. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Next you will add to the walls to make them the right pitch for the roof.&quot;&gt;Selanjutnya Anda akan menambah dinding untuk membuat mereka pitch yang tepat untuk atap. &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;First you will have to change your UCS.&quot;&gt;Pertama Anda harus mengubah UCS. &lt;/span&gt;&lt;span title=&quot;Start he UCS command and choose the 3Point option by typing 3 &amp;lt;ENTER&amp;gt;.&quot;&gt;Mulai dia UCS perintah dan memilih opsi 3Point dengan mengetik 3 &amp;lt;ENTER&amp;gt;. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;When prompted (watch the command line) select the points shown below:&quot;&gt;Ketika diminta (menonton baris perintah) memilih titik titik yang ditunjukkan di bawah ini:&lt;/span&gt;&lt;/span&gt;&lt;img alt=&quot;&quot; height=&quot;298&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;320&quot; /&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot;&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;When prompted (watch the command line) select the points shown below:&quot;&gt; &lt;br /&gt;
&lt;/span&gt;&lt;span title=&quot;UCS Points&quot;&gt;UCS Poin &lt;br /&gt;
&lt;br /&gt;
&amp;nbsp; &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;After you pick the third point, the cursor should turn on its side.&quot;&gt;Setelah Anda memilih poin ketiga, kursor akan berubah pada sisinya. &lt;/span&gt;&lt;span title=&quot;Now you can draw on the side of the building.&quot;&gt;Sekarang Anda dapat menarik pada sisi bangunan. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;In this case, you will be drawing a triangular shape to represent the rest of the wall up to the roof.&quot;&gt;Dalam hal ini, Anda akan menggambar bentuk segitiga untuk mewakili seluruh dinding sampai ke atap. &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Draw a LINE from the middle of the top outside of the wall up 6&#39;.&quot;&gt;Menggambar GARIS dari tengah luar atas dinding sampai 6 &#39;. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Then draw a POLYLINE from one corner, to the next, to the top of the line and use the C option to close the polyline.&quot;&gt;Kemudian menggambar polyline dari satu sudut, ke depan, ke atas baris dan menggunakan pilihan C untuk menutup polyline tersebut. &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Finally EXTRUDE the triangle -6&amp;quot; and then COPY the extruded object to the other side of the building. Erase the vertical line you drew. You should have something like this now:&quot;&gt;Akhirnya  mengekstrusi -6 segitiga &quot;dan kemudian COPY objek diekstrusi ke sisi  lain gedung Hapus garis vertikal Anda menarik Anda harus memiliki  sesuatu seperti sekarang ini..:&lt;/span&gt;&lt;/span&gt;&lt;img alt=&quot;&quot; height=&quot;257&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;320&quot; /&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot;&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Finally EXTRUDE the triangle -6&amp;quot; and then COPY the extruded object to the other side of the building. Erase the vertical line you drew. You should have something like this now:&quot;&gt; &lt;br /&gt;
&lt;/span&gt;&lt;span title=&quot;Wall Section&quot;&gt;Bagian dinding &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;To finish the wall, perform a UNION (Lesson 3-11) between the triangular sections and the bottom wall.&quot;&gt;Untuk menyelesaikan dinding, melakukan UNION (Pelajaran 3-11) antara bagian segitiga dan dinding bawah. &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;You&#39;re almost done now.&quot;&gt;Anda hampir selesai sekarang. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;You will need to draw the roof to complete the drawing.&quot;&gt;Anda akan perlu untuk menarik atap untuk menyelesaikan gambar. &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;First you will need to change your UCS to align it with the slant of the roof.&quot;&gt;Pertama, Anda akan perlu untuk mengubah UCS untuk menyelaraskan dengan kemiringan atap. &lt;/span&gt;&lt;span title=&quot;Use the points shown below - and be careful which endpoints you select.&quot;&gt;Gunakan poin ditunjukkan di bawah ini - dan berhati-hati titik akhir yang Anda pilih.&lt;/span&gt;&lt;/span&gt;&lt;img alt=&quot;&quot; height=&quot;316&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;320&quot; /&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot;&gt;&lt;span title=&quot;Use the points shown below - and be careful which endpoints you select.&quot;&gt; &lt;br /&gt;
&lt;/span&gt;&lt;span title=&quot;Roof UCS&quot;&gt;Atap UCS &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Now draw a RECTANGLE from the top left corner of the triangular shape to the bottom of the opposite corner of the other triangular shape.&quot;&gt;Sekarang  menggambar PERSEGI PANJANG dari sudut kiri atas bentuk segitiga ke  bagian bawah sudut kebalikan dari bentuk segitiga lainnya. &lt;/span&gt;&lt;span title=&quot;It should like the magenta rectangle below:&quot;&gt;Ini harus seperti persegi panjang magenta di bawah ini:&lt;/span&gt;&lt;/span&gt;&lt;img alt=&quot;&quot; height=&quot;320&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAaMAAAGwCAIAAACLtZ2WAAAgAElEQVR4nO2dwZXkqNJG5UWf8zsy7cE7ZzxoU54DbU7vxofxofbPDf5FVioRBKEAAohA351ZVCoRhABdBWRW9REAAGB3jtUBAADAcGA6AMD+wHQAgP2B6QAA+wPTAQD2B6YDAOwPTAcA2B+YDoAH8xgBPOZCAQAxx/vuf4YDnnGVAICTI4QjHOe9/wwHPOMqAQAhc1x8fHcecIkAgPB9rxOaC4/QwAMuEYCHc7CaO8tsze7XB8CTeS9Xz/+5kluz+/UB8EyiLblYcI+V3dYXB8AzidaqidpgOgCAfw5Oc+8iT5TdvlcGwKM4PnczvysH0wEAfCJzXFT8cbLb9LIAeAjXVC7wFguXksUKd2TTywJge47L7SvXXFy+WPN27HhNAOzNkd64wkVrcgpX/3bseE0AbEy34+Jzha1swHYXBMCuUKlcqFmxZvXBdAAAO2SOC92aiyspNroRe10NAJtBOS70LVqTerimN2KvqwFgJ0Y6Lq6wKgCnbHQpAGxDOZUL3StWss5iGLuw0aUAsAEFx4UxmotrLsazBbtcBwDeKTsuDFi0JpVzUW3BLtcBgGvYG3Gc4+ImmPc2YIuLAMAv61K5pCHmvQ3Y4iIA8AjruDByY45prvSed/xfAQAeubvzJmvupi3/nvB/BQD44i6VCxMXrXm7zHuucR4+AI4w7LizdeY91zgPHwAXCBwXVqxYSzGU3vOL59gBcIHsJrOguZsAPNvCc+wAGEeWyoXVi9aELWXnNnAALCN2XJjyxeAqYDoAwB31jjOluRf7yc5n1ADYpOZ+MrIxRwLTAQAoalK5YDibO9lMdg5DBsAUlY4L9jbmShSDdBB7isOQATBCq+NcaC7sldZ5ixcAI9TfOpY35kpsk9Z5ixeA5dSncsFbNneyTVrnKlgA1tLkuOBnY45kj7TOVbAArKLVccG55sIuaZ2fSAFYRZ/jXGvuxQZpnZ9IAZhPdyq3gebCFmmdkzABmEyH44L/FWuO97TOSZgAzKTvtthPc8F/WuchRgCmoZHK7ae5F67TOg8xAjCBPseF3TUXnKd15gMEYDTdjgubrlhz/KZ15gMEYCgad8BDNBc8p3W2owNgHHqp3EM098JpWmc7OgBGoOG48EjNBbdpneHQAFBHyXHhSSvWHI9pneHQANBFb7I/WXPBZ1pnNS4AFNFL5cJTF60J7tI6q3EBoMIAx50/q9XrEHdpncmgAOhH1XEhW7E+3HTBW1pnMigAOtGe1/lyFabzldbZiwiAHkamcli9JjhK6+xFBEAbg5eryXGYLrhK64yFA0AbUxyXlNFs0i1e0jpj4QBQy4BU7rYAcroTL2mdpVgAqGLWcpUsANOduEjrLMUCgJCljjuPaEbgGRdpnZlAABBiY0sOpouxLzsbUQAgYdGWXNu5jwKmA0ADA8vVvIBmQP4xLjsDIQDAMN1xQWYxmC4BpgOglRWOEyoMpsuxLLvV7QNAYmlLrq3CZ2L2Gyer2wcgwd6WXOmsjqC2xWxah9ECZrC6Jad74vbYTOswWsAGA/7O0m2BHlvBdCVspnUYLbAaJ8vVvJLOGjbGYFqH0QLrcLVcHVTPlhhM6zBaYAWLHKeoJ5iOx1pah9EC0/G2JdfW6MOxltZhtMBEfG7JlWoeUe1OmErrMFpgCp635OZXvgem0jqMFhiP8y25UhND698DO2kdRguMxPwvdY2LBARLaR1GC4xhoy25UnPT2nKNkbQOowW02W5LzkiLTjGS1mG0gCo7bsmV2p3fqFMspHUYLaDEvltypdZXNe0OC2kdRgt084zlqrUAfLE8rcNogQ78/1JXMxZicMTytA6jBVp5quNe2InEC2vTOowWqOdhW3Ik1uKxz9q0DqMFanjklhyJzaiMszCtw2gBGQ/ekiMxG5hlFqZ1GC0gAI7LMB6eWValdRgtwDJ9S05YZjkugjTIqrQOowUKYLnK4iVOgyxJ6zBagAKOu8NXtMFSwEvSOisXD6ygmspt6bgXjmJ+9fD5/+pwQliR1pm4bGACbMnV4CLyWG3xD8uDn5/WORgtMBxsydVjPPi8e/mX89FJ645rwso1Bx4OHNeE5UsgY0tyuuXxK6R1ieZY2dkdLTAcbMl1YPNCmB5OBGch/t60LldbWXbrrxYsAFty3Vi7HP4pcruYXUW77EipwXTgG2zJKWHqivhgXu/uZjr6LJgOBDhOEyPXJU/lbJou6MoOpns6WK5qs/zqOpery+M/UTZdsRWwN1iujmHhBdY67jzOvFyL5jdOik2AXYHjRrLqMiVbcpK3TA2TgunwfbqHAscNZv7FtqVycQHm5XK6ZHenOWE1wBXYkpvCzEvudNxZjHm5HOWvm9RXA/yA5epEpl11v+PIegyOWovsZJrj6wCugOPmMuHab1O52tp6Tp9AtenEmmPqAH5QTeXalkIPZGgPqCxX87OYl0aokB35S6/4Pt2eLNqSs3mTTGZQJ4xw3Hku89IIMB24gi251YzoiuZvkDRUbnYoNb9IrHY2WAIcZwDdDhmXysWVMC/tANMBbMkZQqtbJjjurIp5aYoRsrN7teACtuSMoZJkzXHcWSHz0hQw3SPBlpxJdHfNdCuX1Gl8fNVlZ/pqARxnlp7PQGemcnHNzEtrwHSPAVtytmn7RtsSx531My8Nois761f7RLAl54HOX1FI3prQ+buZ7usr/PkTfv0KP3+GHz/CcYSfP8OvX+HPn/D1VToJ2ABbcn6Qd9ptKqcU0X0YS9rtgZPdz5/Fbw7//Bn+/MnPADaY7rjgZLrbpD9TnvyM2cd0v39zvyDx+v/Hj/D797UqsJxFW3Iu5rpZbj88teO4s1HmpVnSOGPN/fgRfv0Kv3+Hr6/PYva1kn39H8nOx9VuC7bk3NK2IF3Y+TuY7s+fSGT/yZeo32V+/fqo8F3Gx9VuCLbknEP2pJEtOUnrjmbCJ9RTYb9+ha+v4hV8fV1KflcC5oMtOf/k4rCZysUxMC8t8x3qnz+fZekrU2OuICvs5mo3AVtyuxB3qXHHvfBruvCK9tyhe6dprzeKnGnd7998QaAKtuT24tWxTA9b63z3pju/VhJ/qMpcxGnGnz/5gkAPLFe3w/KWHIk70yUR/u//rkvXqBzNuYD98YMpBZTAcnU7zm9tMe9ODkmCI9Ml3457H30fOH8F4nhdRuFCvr7iv0Js92rdg+Xqjpzdm/ez8c53Ybq4D+MfjnB8vl/y5098cxUvBDndcPANkh1Jejj52X7n2zcdH+G/f30naL//WxyIC9inGwu25LaDHAUmubOJZdPxPfwN+dkrcyH47HUU2JLbjtv9OEedb9N0fA/HL/7+J9q7iz6UoE/H9+mGgC25HXHxLTk51kx324ff7x5RyeR3JOJiMfgdCX2wJbcjkm+QuBsCU6aTP8svJePfe339Kbq8Kvzeqz7YktuOW8e52547MWI66XO69PWR7G+Z/P3Pgb9lMgxsye1I1XLV3Vgsj7/KcVzh378vOiP/x9+n6wVbcjty+8kDeXxwUMqsNV2V4+5P+fMHf3N4GCu25ILDO8oXki252rdsssp0zcvVm7Pey9V//zrw70iEEKh/WePHD75TCBY5zt3t5Aj5llypwICgBjLfdLXLVeKwrBVZsY35+gq/f3NZ7us58PrrzCWwJbcjPY67rcEmM03X6bjPm7K2ZMV2Jf6w+fb/9yfWF7AltyMNW3KlwnpBzWCa6eSGUsman226ZMMy+Zc1Xrle8oF0souJLbntaN6SUym/nAmma96SK5aSNSor5ouXlXhizb0+bC4tTl/KO333kh2WqzvSv1yVV2iToaZTWa4SZTWL+eLWdPEvglAfNhNcEsD/SD+juI0UjrOB1nI1P7cjqAWMM5264yqq3dN050qT4fwKdfSLIIKao8qvXzhsjFR1kEAbgxx31tBz+nxGmG7o4/yRpks+QCjx9UX/sfmbykMI179m1ZHWIZWzgO6W3LhKZqJrOt0tueKpmsVccAqON138V0YltnpvyR3hCF9flz9q2hAjHGcD9S252lZsomW6EVtyxQo0i/mCN132p1rK9VyeNt8/yE9PK4PjTDB0uZpXqFhbGD89VEwnt0//tcB05ZglS9er46LDR/LnmKURYUvOADMdd1arWFXyv1bNSSvMS8npo5erRE2axXzBm+5cfpaWrudalXjn+PxjQj9+iGJBKmeACVty42o+g08cN0HN8iamLVeJ+jSL+YI33flQpH/F99tzxbPjhysfBRxngzlbcrVNC0+PHRdCPPlmJKGaHtF2XEXTDzVdIae7TKDy2Z8/VF/O6eA4I8xfruatdJ6bxGktp1s+1WG6un26c1ZFlRROv9unw5acBZY77myr7ax8Quap3FrTyZerQzsbpqv47JXQXChfdPmz1+XPN/BiyZacSnP5cjWpx4Lpqhw3usNhunLM1+/T0Zr7ric7Uvg+HRxnBCOpXNyovOTtcjUYMJ200fGO+7SjWcwXvOmi35F4/UPfxV7ID7+Xrv/+dXD/wBpdmbdudIU1x51NS8qQ8iLDXmg6I8vVrDWYjuEtrP/9392vOsTVxP+62u/fyaYJWwdSuYHw3bu25+U7+onCJNaeZjqbjnu3+WTT3XGE4/O5BP+3TM5Lj/+Wya9fcJwRFLbMRyIJr7Qlx591W7KN3HR2tuQKLcN0BV7X/Pc/h/Tv0x2Xf1Ht37+Ov/+5n2oWbrO9sblcTeB39PktuVKF00wn19zC3obpaC5LTuHfHI6+qvnvX+kHEaVW5lzOM3HhuBdkinRqLjkurHCC6cggydLLOxumS6G31Wr+HYlEc2e1eSujr+XJmN2SIyF1VrVczSscbTpRbAYc9wKmu8A9oCT/Ntjxn9LyNp52Bu+0nXCUyp3kKVJbKkeeon7JeTx0E0uXqwkw3QdRHk79e6///nX8/u/x/e+9ls82e5ttg0fHvVB0XH6i4oWXlqtpE2ZSuROY7ht60So7MXnN1N8UGrjHu+N6tuSYas+fO4PM4ymazp7jXsB0XY4rJe2lYpZvOb/42pKLUdmS42vWqo0/8r1OtbRcTXi66UQrVuos7pSjWMzsPHAN86xqfoyNJnGc+jaulumYjs1em+vkmEebrkFz0olYHnjjE8IjjCbUDdIPmcepG7nfdHw8yXLVSN8yPNd0DXOrorPYzyXkLQIJud1KN/nazh+0Jce0df7cfC5TJkRbcvZn9UNN1+A4SflLMchuFszyitxgWtL//JacHdNJC1+f5/an9ONMV5vKtTjufYgpLGwdSGA2ChreUodxnMpWGt+ovHL5zky+bLE/pZ9luqrnp/xmKBaD7KbAbyfxvhsW1Kf1vC1mP3F007eF+XKl5ar9+fwg09VqTliM35PrrB9IkGycl0ZqUHKXbMlJwhgRgKTyWseRZ9mfz08xnXzRqlsMspuAxHR8SUXflRxXFadWGHzl8jlMbncyLw2yv+nUHReqxhWmG0+VQYZu3km25IRxdsKbrmG5mtfAvDTI5qYTrlirHFc9qJDdYBpyJfXNuySVkzTU3+htPHnl/Y7L68xfGmRn08k1J6ytcThhusE0rwpVkru25WpVnA2QppO2Qi1XiSLllwbZ1nSSRav6qpapgqm8q2bQt//Vs5jlHVc1sqNNp5XKxfUzLw2yp+m0HBe0hhCmG0mP6c5itYtZLcdVxVlVIRkec0JVCDDdYm4fX2O35NjqmIbUWnkk/aY7C5PlyePnTEtSJ3lzzXEKKyT3DcmiDY3DdCu5Hdc1jntXyjSn3NbD0DIdfwqZu9XlTfWN9lQo2p4TbMkVzyu/NMg+puOzudnL1ULVCxp9ALqmC7LFbJ7QNTSUV9sPmWyS5XrahOnWoOW4sQMG041B3XTnucxittp0x83GcWuYaWDkz0m5/tZ0TTf81tvAdEwqZ8hxUUtMDOTP4JZBpjtr4H2n0pBKnMlLIjYNx5Waa65HcROAb0i12FyYjTlzjnu3x0QSooGfHZhnhpquVI8d05FThYitdUuu1CjzUlhDvhUwbuY7Nl2pU0xsybGtFg6nUxOyEzLBdKH8iYTKzdl2unTTRi+Vi+tnXt6em/dkuN7R6pPfq+n6HbdMIvTu8CU5nfCI24k5pjsrzG/L0D2j2nIi/t3vHE41lSu1Lm+CcVzIZr5evD5NV9Jc87mzOeIfRZnC+pgNM9N0Z7XkADU315MTFSs8eqO6qb/8snRKMtVD1JN5mUebjpS9UF4mHPfivW3COI48Akjmmy6U9+naBkv5OX1N5ZabjpzqIaQRDn26ezJdfs/LZ5UpU+TriVxt4Xp1puK3xlrTkXlT1cyUPM+qHBfGTx656UqOuz3+UNP1OM6UJo73TDxf5s+3fOqbugRrLM/pSnNMLi8+JaxyHFO5IhLTJTEwjiMv/4mmy3un4azlpPG8U7v5z7fNWG66wE420ly8KW4dSrVRTCrnm650w5bOgukq5lN+onowzdAuOzjHhfGTdRuMmC6U5+ftUEpsWIqDLLXKdJLHNvlydNimTRdPpirHmfIC9xzL1rDxS5hOiB3TxW+VTinVRr7kJnPBcfmJ00zX4Liktieabg/H3Y/9QXQuTFeFNdPFBcifmThLIkgPChyXzyJFctPlOVre9K3oH2e6eLSqyhtBnsOTUeeFTV2dNWyaLi52e1CipOO96VEqxU0zbRI35ariVcjXNiJsc6aLH0S6wc2h9BzjcvgsfJiuCrOm42dyMtXvJ/xRfDYyjhvUA6TgmmN4nOkaHGdKAaXn2M3Aw3R9GDRdKWtjaigVex2Nj5Ep2zTHxY0mbZUe8/LaHmE6746TjH0x5lR9MF0FpkzHz8z8Wc7naO8SXEqYVzLacXn8UmWX68zP2tN0bf1iAbnjuLDLpiOnMoixYzpJc9KHX0hTObKSmalccr2KMTzFdEz2WyppBPJZ2jjw1+VJyCaTTsQ7YsR0t23lCV0xwrfjmFyp5J0R3D7OhfcvU3/e0FamI7tGfnAhzNiXytzWGJ8YCnMa5Kw1ncQyZAJYjJA4cPPZxVDT8Y5Ljnc2safp+N4xe5/fPt/O4w1Vx+ea7QFrGMnp+JKlqC5v3S1XmRSv1FYP5JQm09LORrc23aHZ8BzkjmsMu2C6YKwfrGHWdKWZQJjuznFki6WrU1FPaarHYefHm5vL293EdLoNT4B8LOs/Ud+7M2HkqG/GZNPF6VVpgMj8i45K7Lj8+G2ct2VuTxTGANNNangot8+3vExPY2fNwgc4mGa6fETy25J3XBrVQUcYV0I6NMimRO20IadcXgl5RN4K2S4ZQE+dpSaUii1qeBCM4xQfaESrMF0NbaZ7uaS5FdJ0FdnWO5XLy1elcsLmap3I56rk8dsw+NbzMGC6STTk8HoN06tXyI6k1nRvRR3nEvS2/pKPqlK588y4lGSalS6ECU9eTPg4z0MVhicBpltzb0ueb2OTrPfTHqaTUGW644gG9IgOUnUwo3yqTe64s+V8dvF+0UrcAmuoqhhgujUNayF5vo113LuNvNHkB3AiN12SxyV2i1/ejnLiuPtxiVK5fI6RlTTMNMkppJ1rPQvTrWm4H2EOPyee4/0fTCehznTnyFJ53LmwlTQqvS2P9M7Ib+zbpKmKWkeXZF3Vsc3RBqpD+ussNaFUbFHDnZDDVnLfpHgKpguz+sQRtTldOO/2I/VdfJypM0+L6BgyxyU1BGpeqcw0shJySuf5nSQGmG5Nw80wqVypzAS+mzsCOeowXUKD6T4vwzu/y+/2zHe5objbshBUqYYwYKYxD8vOGGC6NQ03wDhuuVZ4062KyiztpsvyO6KGIzqXSoiIhu5SufzEoU/TpN3SPK+KAaZb03AtSYcyYz+idUl44SI6mI6jx3TJ0Bc37wrru/S2LDguGJhmpE2SMOTBwHRrGq4lnd9mHHcGEFjTkUceS5vpEusFyneXJOgqQcJ0Ysfx0hlEntmV0klJVDDdmoZrSXp2ycxjuEzB43MkLwNCvelieZGnMAlOspjlU7lSVYloBJeoQK1N+MBgujUN15L3rBHHvZCYrnTwgbTldKFguiBZzB7R6FADxLsssV4peF3yp/vtnGcKwHRrGq5lQs/2kMr3oGOzE/BahKY73p88fI7kFqOWdfSHFcdlXMhVQm4KMr+TXGM/zXOezm1huiUN17KH6YKlmBdya7qLegqmK+U4ue+O939xbURDlOPygJeb7jazy88KWdgw3aSGa3FmulDsWjsxL4Q3XZrWUaarWMdFy9VTdudi9hw4PkJTpssPCishj4+ITQWYzrfpgqWwV8EkvERidTWd8A5/nfztuKvact/xMQSTppMHQ6aBMN2khmtxZ7qjHJ2dsFdBqoRMr2LTVS3cwvWscPXdp7ZDlCeaNV1gw2aKwXSTGq5lJ9MFS5EvIbnlmDvwW0ZRIiapPe9dPpU7+NGybbq8DFNb6YkyNLbOJpSKLWq4FpemC8UOthP5EvLuSt6KX8YaujEd5bi0tjO/u84o+uNaKiqbpstLlmrji42LrbkJpWKLGq5lM9MFS8HPp+qGTJKvUo3y7kySu8tbBd95MR1ThniEdFwITAfTZbEhrbvC32NxT+Yr1lxDd+vOmxhItdGtUD8PpWfO551Mvmz2HUwH00lNFyzFP4ePX1jTJd3Ima4mlePiefvu9Gtekvx5KP1znjmx84pgOpiOiu3xaV26CC1cOJmJ0KbrcxzZaCy+vAz581C05nzy8CDrkSd3SXfBdMpsabq02Kbk10geKd2Qqen0HFdqaDPTvavjTJc3dPsuTPcs0+WPuPN4Uq50+tj4llK6c8gbJn8rJAIa2Vsbm44cBbnR8iNEFkw9pTqB6ayYLonkHPLzSFKaqWdQhAu5zQ5KxYqmO75LD2JL0zGjcFsP8+wp1QzTKWDKdCXH3TzfHpPWSe6iUi8R91W0XIXp5LchX1JSz+1yVd5cAzDdYtPlk176fHtAWieZ8fxKJ+3eax4H0wkNxb/LzFuyxXzJQpbUBaZbZjpy+OvGft+0rspxTMnPW8e36mA6+Zy/7dvb6ZqXKWlxnOPidvWKLWq4lrWmyx1Htn4/9jumdcIZLxy4Vx4X6Q6mE3Vdg+PyAqTLyNYndAJMN9V0+RMvP0geYWosNdQc5ELkjhPJ4kj7B6YLgjl/azFJWwpLFlVgukmmI7P60tjXVl1qsa6epUhmvLzHjvcx4hEC0/HfwulI5fIywiXLBN/BdDNMJ3dcSwzOTSe8aqZYevy6XE0rgekK68dOxwWytwuzvZRLzrkHNYotariWaaYj11n6ObxP2fU77ixw/pRJD6ZLGyLXlcxZDWNECo55xpNx6gLTjTKdfJgV2nVoOvn9I10xUaVgurwh+Zxvew7xj3OVZ1sDMJ2+6aocp3aBfmQnl5d0xZSlcpd3k2phuvKiMi4sfcBkR0rHqyqXFxMC0ymbrur51t9cXKMknrXoT/HjVF2xqrRmmI6d8xUPmOysqiXLZN/BdGqmE6ZyIzLzs+pSYEOaq0Q+rUUBR3kcTCcMKWQ9TD6Yb+spae62pKQ2JvgeYDoF0wkd19OEMI7C4cWmk8946aQ/siNM4aSVB5sull3SepuVehyXlJeU6ekrmK7LdOPGvhFjstNfoRzENcJ098Fkn7eSb/E1kHVqLVn0p0p2omqxRQ3XomI6W457N1Y4PNt0cxx3VsLUnzb3JNPx6VvbynHokmWc72C6FtMlHa3+fOvCgOzkk1V6p7GlYLpSDOTLuOf51lctWdoUrFIYpvucKHGcsLYhLDWdfClU4bi7gjAd0Xp5Qkrm/CrHJTVLymgr7PGmszD2UlbITn/dIXDcWafwre1Nx3Rv/FRm5jwzz+cvWRQn1Z6mu73yWtO5cdw7jsLhUY8N+XQUxSB23Fmz8K2NTcf3bTLPS3O+NKXXLllUfLeb6V4z7Dhu7iu56ZJKFj7f6pglO13HHU0BwnSS5zo/5+0vWTqNsY/pLuP3HqVQGBjh800+9sIg5zHedMIlQ53jmqJ7sum+n+lMGKzUmMe2HcfVBtBzk1o33SeVe9ntnRuUfOf9+SZimOx6JlypaE9QzzQd373kHM7fKk1py4/ztum3keneF3auXj/vZr7b4Pl2zxjTySdZRSrXxwNNV+W45JRzdHIXOJrqtb7byHSRy+L87lPmiArv8ny7QVV2krlV7TiNjlQxne6YjjPdbSp3+1Y+5305LqYqE1KtUMwg031evvO7SzEqudvg+VZEyXRt6wWmmJbjPhXK3iJNV5oDnSGpm+7WcXxV5GWWLtzRPNefnKJGxYw13XGRHe+7bZ5vNH2y051G3/Fo92K76WS7tG0hKZqu03FJQ/ljngnPCxLRy4sJmquJTLdYbrpwTe7SKX58hJjnd2nlDsf+mw7TyW/CilRuAA2mO967HJe39JI7RdP1Oy4pz1ym76nOxp/0uaQY21BNTLrFSNN93r367vN8K+R3tQGYpl52khlf7bhhHVlrunj0P8evDzy+WklI/aa7TeXaY4vyO0lbviAvRHhr+zZdUhWxO3NcXn7q3GPsa0wnl5e0c0Y67gxG+FYSNjPunaPfabpbx/XPTMUE1iBkutpcjDqxJhTdYremC4XkLjkSdnLciUB2VY6rSOXGIzFd/FSL300yuPxIc0jNphvtOGFbG0Bmr83FrqfUBKFbTGK6T2HKd8d78y7sJ7s70w1x3Kz+uzXdxXeFzYpYcKtMx3TvbhNyIsJ5W5Xe+jBdUvPt5p0kAAeUZSfXnKTYTMd9Gi2/laskftTlxZaYju/efSbhOqR9mI8WXZt2w+NMF5L5nU/HzRaz1P0mf9ZJm1jRT2R4paztcuQgvDbfdDOXqw9E91n+LlzTvG6xBtN9zn0/4ZNJudvm3XWLivz5Wtzcllyx9evLZFUep3KlAV1iOixXhzLCce9TaoLQLdZsuqShnX1XWJLnV1TtuKVdwlg7Xa6Gz+fs4eqgyabjW3E8x2wwzrK2c0UAAA0HSURBVHHvE2tC0S3WabogWMzGvqut3AJMr8jXU2ltBnoiTtyS4+QC9vNyhelKuST5LmhA1y2FcyuKmjPdp6r3A5/xna8Z+YmWNZ2X5WoC47hcc8k8id9NalM3HVmzZCULhIxO5aIaKooaNV3Sbsl3n3bNz840QipeX8vVk6LOrk5JVq+fwhNNV8rj5D0PGKY57l1PRVHTpgvZYtbj5h0dGLWYklyCKceFq5vOH26Wq4tMl6ec5M+gjQnL1ayqiqLWTfepOfJd+q5V390EU4j55hQrF0f5i5I1fWSi6fL1ctwWsrl+JqdyUYUVRX2Y7lN/uN+8CwYe0aJBPS73M39va/dlFyWdlVK5tabLW8mvwlDnumKV497VVhT1ZLokGNp3Bh7RFWOfqTm/vU0tV2sdd75MTxlvuiSVS1qpyKMBxVrHvSuvKOrPdKGwefe9Tjm+C4xotyowvtj5U3okucnNOC5QvRrLiMmPJpvukilnpiPjhOmq0PVGRxgVRV2a7tNcYULPn7jtj7hCwO6Wq0w2Pc10RGoZTQwmjzPU17axkMpFrVQUdWy6s9EQP7FXmK5r7LOATaVybcvVvJK0hgGmI58W53wofSJROhckmHLcu62KojBdb+u3bd2XiTvKjOMCaSjxxw439aiajsklz0kI0/VgZLmaNVdRFKZrb1d4E4rqspTHhUIqFyhnkT/ntaWVK5nuNpfkP3uVBP9wDKZyUaMVRWG6lhb1x97Mjda8XJ1vuhvHlT97zU+H6XIsO+7ddEVRmK6ludsytQFYuNOaHXceZ2pOq+0zHdPD8VswXRv2HfcOoKIoTFfRkNpyVeksRUjHhUwHzRlWWnmr6YSOyxuC6YToOmEoMJ1yuxMecQvnTSlly4/f1iN8q810DZ6F6arwksqdwHRq7U4b+yVTh0yC8uP9yWy/6fjKuSwPphPgznEvYDqddmeO/eQJRC/0xFtypTqFb9WaTr5cJQrAdHc4Wq4mwHS97fZnMQ0talVV21a+TmwLaYTpSgNRkYPAdGWcpnInMF17u6vGfrLpEo/0pHLxWcK3bk2XxCZvKC8J05FUPMvzjjMDTNfY7sLn2/ycrn+5SlYreYs3XSLfnvBguhzveVwMTNey8ro9ZejYLzdd/9X1my6OITFdc5oJ08Xo3u/LgekqFzjCNH4kq0yn2HqP6fIMTkXBMN3JTqncCUwnatfU2D/cdHlJcnHdEBJMZ2qe6wLT3bdrbeyfabpvl5VN1xkbTLfZcjUBpru56ywsVxc2Z8R0n9avpkuyOZiujY1TuROYjm7X8tg/x3REHoecThXL81wXmI5KImyP/UNM92k6M12yKwfTNWB/nusC01VP4uVj78N0uS2yaktvpRYrzBOYrpm9t+RIYDriZr6tYS0+TCeoljxOpNhxHofVax9PS+VOYDp/Y7+r6UhbHewnEp8yMN0d7ua5Lk83nWRcrY39fqZj6s/nSV4JTHfLA5erCc81Xbwsuj3FFDuZjlyuxm/BdJ08PJU7eajpEuUVIzQ59nuYrtS9yVswXTNwXMzjTJdP6Lxd42O/gemYT2arVq9JeDDdCzgu50Gm+9wPZdO5GPsdTMd29W1OlxaA6SKwJUfyCNMld0LJdF7Gfg/TnbXxvkvnybV8ktY93HRI5Rg2N11+YwTKdL7GfifTnXVyvouH6UhP0YrNtenguFu2NR05qLnpPI79fqZjaj6y79OVHNcZmF/TPW65Wt7k5U6qKerGdEyCEOJULtunc8GupguUsMj1qa7jPvV4Mx1SOTm7mY4f1NN0ifL6253JxqY7m7j8f129DpKOL9PBcbXsYzrJoKZ7PTCdrK3Fposc9/3DgG0HL6aD49rYwXS1Yw/T1bY103SJU2LHpQdVA3FhOt178FG4N11VVDBdW1tzTEfuviVeS1pXlJ1x0yGV68Sx6RrGHqZra2u06ZKhzBsNkfLSc5WSO7Omg+NUcGm65rGH6draGmq6XGelg98vKbX1+86m6bBc1cKf6XqebzBdW1uDTMcsV5MAiHOpwz2+s2Y6pHK6eDKdfOz5t2C62rbUTSd0HN9WyWttsrNjOjhuBD5MpzX2MF1bW4qmk2/JSStUWsxaMB0cNw7rptMde5iurS0t091uyTXX3++75aaTVqv75ZrHYNp06tuxMF1bW/2mU1mu3rfSsZhdaDqkchMwarpBYw/TtbXVY7o5jvtU1ZrcLTEdHDcNc6YbOvYwXVtbbaaTbMlVVSinwXfzTQfHzcSW6UaPPUzX1laD6YRbckOvpeQ7uvBE08mnemdD4MSW6bQq50+H6WrbqjLd5OXqLcLkbo7psFxdxXrTvQb11nQqYw/TtbUlNJ01x30aFSxmR5sOjlvLYtN9boyy6RTHHqZra+vWdAu35OTwvhtqOt17BzSwPqf7fkmZTv35BtO1tcWbzsKWnJyi78aYDqmcERaY7nu5eme6EQMP07W1VTKd2eXqLRP26eA4U0w1XXpjFEw3buxhura2ctNJHDc51FrIfbrz/7RwpengOGtMMh15D5DfMhk69jBdW1uk18Kd41x0rPo+nTyVqwsU9DHDdEX33e3TqQPTtbVFGs2742LOfbqL+Ap2K10dlquWGWs6ZlAvj1DBt0xUgOna2orT7eTnhbHpkjx6PwezKyWvGo4zzijT3Q7qabfTPjCdkMmmyzUXqPH1fhvfPJXLpuvZ1QHTGGI66fMNq9cmLOR0SRl3fViidC35sp0pLKwTzETZdFVjD9O1MTngOK0jNTczmDmULpPpB2E9YBVqpmP2bkrFYLo2lgTcnNH4hczjguojH0xDwXT8LgZTDKZrY1XAtRnNHjRc73M6xxG945cflBeD6dpYG7C77tIh/1yWLPWkZ4Av2k3H7N0Ki8F0bbgL2DXYktuDFtPxgyovBtO14S5gp8jlhRGxT53pJGNfUQyma8JdwO6ochyGwwU1gyTeqhAWg+nacBewL+C4LakbKsU9C5iuGXcBewFbchvTMmAqEwKma8ZdwPbBltz2tA9bp+9gumbcBWwcLFefQO/INT8JYbpm3AVsFixXn4PC+LVNF5iuGXcBGwTL1aehNoq1voPpmnEXsCnwDZJnojyQVXMIpmvDXcB2gOMei/5wViR3MF0T7gK2ALbkHs6oQb2dMS/TfRazMJ0YdwGv5XuOCb73jo7dmLFDy/guzulO6w0NJsB0zwPLVfBixuji+3S6uAt4CViugphJY5zPp0tOJ1pb6IQRYLrdwTdIQM7UkY6n4PeK9QgzfQfT7Q2+QQJKLBjst9/oP+401Hcw3cbAcYBh3ZAf749cqRAGyQ6m2xJsyYFbTAw86bsRyR1MtxnYkgNCDA3/BN/BdNuALTlQhbkZUFrMqvgOptsDOA7UYnEejNu8g+m8g+UqaMPubBixmIXp/ILlKujB+oTQ9R1M5xQ4DnTiY1poLWZhOnfgGyRABTeTQyW5g+kcgS05oIizKdLpO5jOBdiSA+q4nCXNi1mYzj5wHBiB17nSltzBdJbBlhwYh+8ZU+s7mM4m2JIDo9lh3pR8R5SE6eyB5SqYwD5TR5LcwXSmwHIVTGOrCXS7mIXpjIDlKpjMhtOI8R1Mtxx8gwQsYduZRPsOplsKHAdWsfl8yvfpLotZmG4W2JIDa9l/VpH7dOf/waE4fAWMLTlggafMrdI+3fcRV6mEl1CxJQfs8Kzpda5eS7t4Lu63nYL00ufAO8+aZN+Ku/uNMeP3nv3wsFwF1njYVBP/jSfLN6HZ2LBcBWZ53Gzb4G50HZXZXgV789A559p3BuN51jdIev4pE7CIR4+ZU9+ZigRbcsAFmH8VN6GR29VCGE4fEuCxYAqG4O2+9RKAhb4C4AUm4gcvvlvbNJarwCOYjin2b+Yl7Xp5DABAghlJY/muNtsiHAfMgnlZxGwWM7mtZ32DBGwKZucNBn03rRXjq3gA5Dicoyu+t2nqmyijmzAodwA6wTSVYuf+t1A5HAd8gclahwXfjatWVPMBxwF/YMq2sNZ3Iypcrm8AhoJZ286qzTvF2uA48BAwd7tYYorJ9cBxYAMwgxWY7DuVGvANEvAoMI/VmOa7znORyoEHgqmszITNu9EnwnFgPzCh9RmdN7WdguUqeDKY1qMY57uKwu9/9HFEGAA4AjN7LCOSKXVzwXFgezC/Z6BrHK0y8hYB8A5m+SQUM6zbd/FLXQAkYK5PRcV3zHGpvKA58DAw3RfQuXknP9jTNAA7gUm/jGY35S/xDRIAeDD1V9K2mI1/QCoHgATM/vXUCuv8X7dyADYG94AVFn6fDoDtwZ1giPnfpwPgIeB+MMek79MZZ8W/iwQ2BvPJKGO/TwfAw8CNYRr179MB8Exwe1hH8ft0ADwW3CE+6Pw+HQAPB/eJJxq+TwcACDCdS/C5JACV4J4BAOwPTAcA2B+YDgCwPzAdAGB/YDoAwP7AdACA/YHpAAD78/9DHzJy5j9RbAAAAABJRU5ErkJggg==&quot; width=&quot;310&quot; /&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot;&gt;&lt;span title=&quot;It should like the magenta rectangle below:&quot;&gt; &lt;br /&gt;
&lt;/span&gt;&lt;span title=&quot;roof line&quot;&gt;garis atap &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;New EXTRUDE the rectangle 6&amp;quot;. Then copy 12&amp;quot; down in the Y Axis and then copy it 12&amp;quot; up in the Y Axis - when you have the 3 sections UNION them into one object.&quot;&gt;Baru  Extrude persegi panjang 6 &quot;. Kemudian copy 12&quot; turun di Axis Y dan  kemudian salin 12 &quot;di Axis Y - bila Anda memiliki UNION 3 bagian mereka  ke satu objek.&lt;/span&gt;&lt;/span&gt;&lt;img alt=&quot;&quot; height=&quot;176&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAiQAAAEvCAIAAAD6vk15AAAgAElEQVR4nO2dT1LjvhPFf3xPMbeaE2TFBZgibH0c7+YSbFjAhoJdbhB2swOXSr9Fxy8dSZYl/4kd+X3KNcVAcAxIfn7drdb/LCEkmc+P96f9/mm/X/pCCLkx/rf0BWwdczDBj8k6KUBszMGY+ocHj8gxx8Cj2CzGac4/NPKnNQdjHhrz0FBy1kwJYvPQLH4v47Hq46GZY+BRbJbhJC0HY63Vf+DT5+d5siDjKURs+EBDuqHYlIMoivPfi3ha/cPbwTopRGx48Igecww8is0yaDmBez3991KKyKooRGwOhgeP4GFn874Um8UQRcHf1RyM6I0WHrI2ihGbpa+CrBc6m9Lwc3HyXyrNmqHYkOKh2JSGObi1ACex4Y1gxVBsSPFQbIpClMaqoNn5M7wXrBiKDSkeik1RXETPJGF7+ZklLor0Q7EhxUOxKQenBCAQTzuwIG2llCE2b/a1NrX8e2y+lr4isjx6SFBsCsEvNnva7+UWZpylNqwUWB9liE1tajkqU1WmWvqKyMK82dfd9z2GBMWmBHwJkT+wfPD58X7xYvqb9VGG2OCx5s2+UmyIMwwoNiXg/BXNwTzt9xLHODZfT/u9I0UMr6+NwsTm2HxRbAjFpih8m2Lqn6f9/s2+4jPUm/VTmNjQ2RBLsSkJ6Q7gaEZlKj83e9Kby1dSb9YDxYaUB8WmHHy1eNrvJVXjU5vauZcxebMeChMbhtGIpdgUg1MUcGy+pBwo8i1+QQiL01ZCYWJDZ0MsxaYMfJH4/HgPBtAcKlO5/oZ6swIoNqQ8KDY3jx/++vx4333fJ357ZSq3GJp6szSFiQ3DaMRSbArASdVIobMuP4vzZl+d4jQmbxanMLGhsyGWYnPr+EUBnx/v6UojdBVDT3B9ZBAUG1IeFJsbxleaylS5SiOIv7k4Of3NchQmNgyjEUuxuV38zIp5aMZMaRanrYfCxIbOhliKzY0SUJr6Z/d9P7K3ruiNPgn1ZhEoNqQ8KDa3h3QK0J+ZMEyx+773ZYx6c2UKExuG0Yil2Nwifp/N8Z5GE9AbJm+uS2FiQ2dDLMXm5hhZ6JzCqRj68l2oN9eEYkPKg2JzS/jlZ9ioZlqoN8tSmNgwjEYsxeaGuJrSCCyGXpDCxIbOhliKza3QtVHNrFu7V6ZiscAiUGxIeVBsboBg97OUPpvj3zdcnMZtb2amMLFhGI1Yis368ZVGpu7cSgOe9nu3Uye3WZuZwsSGzoZYis36uUL5WRwWC1wfig0pD4rNqvFzJFdWGkG29aTeXI3CxIZhNGIpNmvGj1a92df5ys/i0N9ck8LEhs6GWIrNaunafHOp67HBbdaoN/NAsSHlQbFZI4sUOqcQ3PaGxQKTU5jYMIxGLMVmhSxefhZBrsQVQurN1BQmNnQ2xFJsVojfZ3MlSiN0betJvZkQig0pD4rNuvDv2iO3RJsDvzjNsjP0pBQmNgyjEUuxWRV+UUBt6nXO0kBxGjvZTEdhYkNnQyzFZj34N+sFC51TqE3NbT1ngmJDyoNiswq6tnle6noS2X3f+1Vz1JvxFCY2DKMRS7FZCf7vfQ2Fzr2wWGAmChMbOhtiKTZrwL87V6a6fk+aYVBv5oBiQ8qDYrMwN600gl8sYFmcNo7CxIZhNGIpNssSSNWsr9A5hcBKT3ayGUFhYkNnQyzFZkGC5We3OydFb1icNgkUG1IeFJtlKExphIC/od4MojCxYRiNWIrNIgT6bF59S7Q56EresFggl8LEpoAHKTIeis0CFFAU0MVJb7xE1FLXc6NQbEh5UGyuja80tanLUBqB26yNpzCxYRiNWIrNlfGV5vnlJsvP4kinTv0Z6k0WhYkNnQ2xFJtr4t9wZfPNIlMa0jlNf4bFAulQbEh5UGyuhH+rXc+WaHMQ3maNepNGYWLDMBqxFJvrYA7GzZkfzPr7bI6HnTqHUZjY0NkQS7G5Dv6v9fPjfc3bB0wFO9kMg2JDyoNiMzvB8rMtKI3A4rQBFCY2DKMRS7GZG1P/bFlpBOpNLoWJDZ0NsRSbWQn02dxGqsaHnTqzoNiQ8qDYzIV/My27/CxOeNsbz/YRoTCxYRiNWIrNTFBpggT8DTunhShMbOhsiKXYzEGwz2Yx3c/GwG09E6HYkPKg2EzPxsvP4rCTTQqFiQ3DaMRSbEbir08MFAXUP7vv+8pUu+97Oa54gRfgAhY/HD3mSk+HMsTG+aPrKcBjsweGAcVmFEGlkQZo+MxuUbGxCz1m6p+6NjWL0+KUITYMo2mQsl3wDrAsvrOZI4e9CbEJpmrMQ+PE0Cg28gsJCjP9jUCxKQ+KDcNo0+B3P7Ptb/PNvlJsfLGxQSPIYgFrbXFiw5yNpdhQbKbCPDRd9006G9shNtbTGwbThELEhgeP6DHHwCtfbOzlfdM8XMQQKDZdYmPV78rUPzONv5ujELFhGE2x+76ns3GczRxhjE2IjW0fzJ2ndTobGxUb2/pCJmxAIWJT/5iDMQeDTQK3fOA3sNlfhbS6P3+GzmY8zk2Tzsb2is0hkPHaMgWIzefH++JRmnUeT/v94tewhmOm4b0tsXGgs7F9YkMcChAb3ZyJYTSrwmib/VU4w2Cm9l2bFhs6G0uxyYRiUx6sRqPYzA6djaXYZFKY2LD02VJsKDZXgM7GUmwyKUxs6GwsxcYbBogrTsumxYbOxlJsMqHYlAfFhs5mduhsLMUmk8LEhmE0S7EJOZs53mXTYkNnYyk2mRQmNnQ2lmJDZ3MF6GwsxSYTik15UGzobGaHzsZSbDIpTGwYRrMUGzqbK0BnYyk2mRQmNnQ2lmJDZ3MF6GwsxSYTik15UGzobGaHzsZSbDIpTGwYRrMUGzqbK0BnYyk2mRQmNnQ2lmJDZ3MF3uzr7vu+NvWj+VebOnGoiSRMe+y+7x/NP/nAf8fa1FO9kX/y3fd9ZapH8+/R/JPfxthfa9GUITaVqX7/Ofz+c+gaFQOQG9bVjgkH6u77Xn4bU4nNHLeI3HmdBZ3N7MhNXO6zIjzp33Vsvt7s61THL/P3l/nbdQ277/vxbyET4M2+Bk8uvwQ6m17KEJvffw7PL83zSyN6M8lpZfBMOy8ix4Q3RBEbczATio10fLnC7wHvNeaC6WxmR3I2cp+Vv1nKd81xR9593/8yf7vCaFP97bvE5th8QXEpNnGKERtzMHOIzSSnSmFysZnwnFcOTo6/P9DZzM56xEaczeJiQ2fTSzFi8/zSmIOZVmz80TUfFBswudjQ2UyP3FvXIDZ0NrdCMWIDZzPVX5zOBty62NDZTI88i0FsEsdHwc6GYtNLMWJDZ6NPRbGhs5mX9YTR6GxuhWLEhs5Gn4piQ2czL+sRm5U4G+ZseilGbOhs9KkoNnQ28yL3Vomk0dnQ2aRQjNjQ2ehTUWzobObFcTbM2VBseilGbOhs9KkoNnQ288JqNEuxyaQYsaGz0aei2NDZzAtzNpY5m0yKERs6G30qig2dzbwwZ2PpbDIpRmzobPSpKDZ0NvNCZ2MpNpkUIzZ0NvpUFBs6m3lhzsZSbDIpRmzobPSpKDZ0NvPCajTLnE0mxYgNnY0+FcWGzmZemLOxdDaZFCM2dDb6VBQbOpt5Yc7GUmwyKUZs6Gz0qSg2dDbzwpyNpdhkUozY0NnoU1Fs6GzmhTkby5xNJsWIDZ2NPhXFhs5mXpizsXQ2mRQjNnQ2+lQUGzqbeWHOxlJsMilGbOhs9KkoNnQ288KcjaXYZFKM2NDZ6FNRbOhs5oU5G8ucTSbFiA2djT4VxYbOZl6Ys7F0NpkUIzZ0NvpUFBs6m3lhzsZSbDIpRmzobPSpKDZ0NvPCnI2l2GRSjNjQ2ehTUWzobOZFO5s3+7oGZxO8hrnFRgKJzNmkUIzYzOFsalMfm6/rHDchNlf4Pdj2eXGSCxbobKZHBKYy1aP5V5lqWWfzaP7tvu8XERv5DcgFUGziFCM2kzsbzKYrHNMO1MnFRrTwOr8KOUZeMJ3N7DiysazYWGuXCqPhYzqbXooRm8mdze0yudjcHHQ2s+OkKCg2FJteihGbyZ3N7UKxobOZHTobS7HJpBixobMBFBs6m9mhs7EUm0yKERs6G0CxobOZHTobS7HJpBixobMBFBs6m9mhs7EUm0yKERs6G0CxobOZHTobS7HJpBixobMBFJu1OJtj8/VmX4/NV3m3ITobS7HJJF1sMGXW9iuls3Gg2KzI2dSmnknrloXOxlJsMslyNjJxrtkxLAU6GweKzVqcjX8pxUBnYyk2mWSJTfq+FdeEzsaBYrMiZ2OtLc/WWDob9dYCxaaXrDCaXeXEobNxoNiswtmU6mkEOhtLsckkUWzWPHHobBwoNqtwNrWpC27OSGdjKTaZpIuNtGK8zlVlQWfjQLFZhbOZqqvoOqGzsRSbTBLFRp7S1jlx6GwcKDarcDYyYUr9G9DZWIpNJolig4nDnM36odiswtnY9a0SmBA6G0uxySS9QGC1v0k6GweKzSqcjV3xnBkPnY2l2GRSjNjQ2QCKzVqcTcFjkc7GUmwyyRKbFcbQLJ2NB8VmRc7m0fyTR6HgC0z98/nxbuofczBTX9680NlYik0mWWKTOHE+P96nvswYdDYOFJu1OBt5QOuaMIJ5aEz9M91VXQk6G0uxySTX2Ty/NJG/nXlort/Tk87GgWKzCmdzbL7k6ezR/HP0xhyMWJnPj3c6m5FQbG6FRLGRLpzBiXNsvpyJQ2ezLBSbVTib338Ov/8c/ru7OzZfztvLlDMPzefHu3x1nRHqCHQ2lmKTSaLY6IljDkb/+RafOHQ2DhSbVTgbmTD/3d2Z+keHmMX+47jFGJqls1FvLVBsekkXG0yc86ypf0z9s/jEobNxoNiswtk8vzRP+30wYbNIBGBa6GwsxSaTRLGRl61z4tDZOFBsVuFsyobOxlJsMuFOneVBsVmFsykbOhtLscmkGLGhswEUGzqb2aGzsRSbTIoRGzobQLGhs5kdOhtLscmkGLGhswEUGzqb2aGzsRSbTIoRGzobQLGhs5kdOhtLscmkGLGhswEUGzqb2aGzsRSbTIoRGzobQLGhs5mdFTqb4DVMtQcXxWY8xYgNnA3FhmJDZzMlnx/vfuu2z4932U5R/pUDH3d9IHN12uNpv3cuwH/3xMuLf+Cfx3nZJIsNb7SjRAqzio05mMG///Tf+efHe3AwBEeL/Lwp48qfTfN9IG837QmnvcJpL+8Kvwo9DGYa3lsRG0ImoQBnQ8gi/E93auLBg0fK8d/d3eLXwIPHbR0UGx48sg9pssmDB4/043+yqQYPHjwSD5k5ojrYQYAf8AN+EP+AORtCMnDEZunLIeRmoNgQkoGIzdN+//nxTrEhJB2KDSEZUGwIGQbFhpAMIDbWWpGcpa+IkNuAYkNIBlpsaG4ISYdiQ0gGWmwszQ0hyVBsCMnAERuaG0ISodgQkoEjNpbmhpA0KDaEZOCLzbH5orkhpBeKDSEZ+GJjaW4ISYBiQ0gGQbFh5oaQXig2hGQQFBv5/CLXQ8itQLEhJIMusSGExKHYEJIBxYY4mIMpeGvaCaHYEJIBxYYAczDmoTkd9Y+/8TzRUGwIyYBiQ4SzzIjSUG/6oNgQkgHFhsDQWN/cPDRLX916odgQkgHFZsucHExrYs7/FeGRj2luOqDYEJIBxWazhGWm/rFahOhsuqHYEJIBxWaDnANlB3OKm4netMIje4Qfmy+KTQSKDSEZUGw2RUBmYGWUzHx+vL/Z19rUokBLX/VKodgQkgHFZiOcM/8qUHb+fP1jHprd9/3Tfm8OpjKVtbYyFc1NBIoNIRlQbIpHy8w5PXMwzpegNNbaylTibGhuIlBsCMmAYlM2F9Vl7eqZ05fa/77ZV6fP95t9FXOz+76Xkyxx7WuHYkNIBhSbUjlXlF2mZ05fbQ1NZard973fd1ViaDQ3ESg2hGRAsSmPYHoGy2W0v6lNLVVn/kmOzRfNTRyKDSEZUGxKIiwziJvhqwdzbL7E0ETWbErmhmVpXVBsCMmAYlMMiJtZVWPmfrX+gdLUpo6fUJsblqX5UGzmBUvAlr4QMg0UmwIIpGeUMDjdASRJk2hTaG4iUGxmRDexYEfYMqDY3DQ6Mma9bmZ6DY3oxO77XnIwidDcRKDYzIWvNGydVAAUm9slUNasnv8uFtYcjLW2NrUoRxYwN58f7zQ3GorNXFyITUcGktwcFJtbJLJ6xip/g6D3m33dfd+/2dcB74U1N6I6fL4EFJu58De66KqtJDcExea2cNMzl1bjojtA25BGlKa3HCCCyIyUFdDcAIrNXJiH5vPjvTLV035/DqO1g/v8X0rOTUGxuRV0esbpOmMvy8+0CO2+7weEzhyQuaG50VBs5sI8NLKo+Kw3cDlo6qeKL8lNQLG5CYKbApy+1ArP6b8ocX5opPBsvNhYZW4qU9HcCBSbWYCtsW0fCylrcesFQiUxZM1QbFbORXqma/WM7qp5MCIJIg9TiQ3NjQ/FZnpkEOtGsPL5k97oILITVaPkrB6KzWpx2wFchqnduFkrSLWpZVZ+frzLx5OIjaW58aDYTI+2NU6RvhRTfn68+9FkezkHyDqh2KyQyKYA1vM3eBkKAWRDGpQsTyU2NDcOFJuJga1BC1jnBaiqdBsxOVNl889B64RiszYiZc1OGQ5ESOam7EbjVDlPKDaW5uYSis3EyJCSDuRda4/Frcv4DgSRuSJnxVBs1kOkCsCqUmZ7OZukYAcmxnkcnFZsaG40FJsp6bU1ADlJe7kUwKq8JRM5K4RiswZ0wNlfRaClRT/AiYkx9Q+mp79ZwLRiY1uZsdZyzQ3FZkrE0wSzNUF05yW3ioa1A6uEYrMsgfRMXxWAxMrExKAKoKs7wORigxPKu2/Z3FBspiTR1mikZOAipBZaa8ao2kqg2CxIoAogtPeMbaPZeh8aOTDXuphcbCxiaAez8VbQFJvJQBEaArWJHJsvCSJbJTAyc47N10VMgJKzNBSbRQikZ6JdZxArk+AVnE1wk03NHGKDG4L4qs2aG4rNZAywNefvPRi0Y3JzNpeNmxhVWxaKzZVJ2nvGS8+IzDy/NOInZGKmvN0AsUmZ7MzcWIrNVMDWDH4ycpKW/sLPi09SchaCYnM1wns2R5qbqYbN8nE8PRMka/7K+bM28TxtPbBJc0OxmQBdhJb+DBVExu5p1acqszknb/QiULZWuzoUm+twETfzZcYpa25rBE59CFVFQO77JoqNvEzqpxM3WIO52eyaG4rNBIy3NQJaM0mXgZPFQVlaKGLARaBXhmIzNz2bAjhVAF56BosKhj3z9U5hyBg+SBQbbW4qU23wGZFiMxa57+++76XpxRhbY9sO5yI2T/s9xr3zlHf6pJ/IoeTMDMVmPoLpGXf1DP47Oj0TJC42OL/exBML5nqBudnmJp4Um7GY+udpv//8eB9fxyJlmla1tHGKNc/BNP18150+JZNDsZmDeHrGKmmxasCf9+9oZWbMjmdC1yzG+fVaBSG9dydOvs3MDcVmFI6tGbaPLHBqpjG+LyyOXuypEznORGXtwDxQbKblLDNdzc38suY2JSPJD3lEkxZk46/HFxudngnO8XRnY7eduaHYjAK2JndtTRD/JDDsYnHOtWrBRA62gbqcwGRCKDYToitc0lfPvNlXmXQyKWZa8C846ZmgnmVdgzY3W8vcUGxGAVuz+74f/2AVUSxY+Kf9/rwcR5elea1trVpxPfLCCKDYTILbdcaRGb/rTCszp1rNdlOASdyMRneXwZZU8TeqTJVSIKBfv83MDcVmOFKENkm2RojbI4QO0KfAOmVpysqwtdpMUGxGEugr46+ewTBuJefYfEnJzCRVABFgYpCe6c0D5bor3VBgU5kbis1AkK1B583xpMTiZDKgVs2NqoUeCVk7MCEUmzEE0jPOpgChvWfEOpj6B3f/mZQG74X0TMob5YbRsA70lHbaTOyBYjMQWcX5/NIMaE7TRWLiBysJ5MkI7+4nb2zI+lByxkCxGcbFIk1nT7OONWTWWknPyCtnlRnbxs2gBOnFPonVaFBKeQsRM2zaO+7abwOKzRDORWj1T1a4Nk5WlYGWHDFY1obK0i6fExlVGwnFZhgndWmbzJ4/3+HFkZ5BFcDIUs8ITr1ZbqCi91t0Jyos3JYvnTrrbCNzQ7EZAorQRtoa544/oKRNHpTkSvxEjnX2K2R59GgoNoM5m5tQaFfHzU57NrfdmueTGVR74t8B+deI2OCJEOXOTsIJfTm3YG4oNtnotTWDbY05mN9/Dr//HJ5fGoy8wfXTesI4iRzb8fBo7UXhKUmEYjOMcy9ztYPG6UuXezbLApQ5ypodHJmRTw4Tm+B9QEyMTEZHcjDl5eONPPlRbLLRtmbAM9ebfX1+aURpnvZ73ZV2zGIdHVWD3wrUCOidp3Uzgg24+Emg2AzgrDQyGh8aP+qr0zOSNZkvPaNLzpzCti6xiRQL+KKo24D65ky/I3I2xSuNpdjkMsbWHJsvuJnffw6773v5L56q4mIjEbP4DJQzOE01Al07uxI5lJw+KDa5OIHcp/1eCim1zJy6ztQ/4hLmkxk9QYIPi77YHJuvR/Pvl/nbNd+12PjpGV81z7GHh0aKuSf78dYNxSYPrK3JsjUyxLWbqU2NSFqKs5GeHL/M31/m76P5F39r3ecm0HTgcg2dq0PbeMgaDMUmCwwnufPK4JebrIxMyIzfc2xa/PRMUNK02LzZV8hMr9jg/OKBIouBTo1qHhoR1/mUdW1QbPLQa2tSRomWGXEzmE4IpiU6GxnukJzewgS9MA2njSVvWDuQAMUmHRQ3S4gM3kVWzov2GLU9x3xXEkzPBIHYPJp/ojTyX5l0XeIhE1N+hLhqOo96FBsSxjw0tamz1tZomXGERJzN036f6GxkuNs2npYiOTqRE46qeTtPM6oWh2KTgh5XZ6VpR53IjATTqnm6zgCkTxLrp3UIQT8aYvb558d+NvHaOUwrv0Bg+I93U1BsUkG2Ru8F2ztQoDT+K+FsEgsEtJEXn46oWvxKsHrgIpGj3YxuH+KsvKPkXEKx6UVGjnwsUTLJTEgaQ3xAbWqZTbPearWhSXFOOm7mvF4+72df5MA2VF0/jp5iFBvSAwpp9Brg3lXNEJvACTNzNn7UWJ6q8BQWH7V4xOtM5AR3nqbeXEKxiaNHi8iM9M20rfCIyZZYtLb1k4P8PJbrx18v8whxs+BX5WNsDHpsvsQJRWafs2mCpdiQOLj/4nYvIzhYPamJiM2wnI3/eVERuJz42EU8QQevw8kbrL9j/kZBsYmAoSL34qf9Xkbjac9mlZ6RiaMn1OTIvBAxiIfRalMjPaO34NQgZ6MTP7rDjT/vuhoSUmxIDNx5MRBllCBK22Wie51NVs4mMjPTEzm2nSQX3aOD++Kwl5oHxaYLJ0mDAi0tMxhvMtTNwcxnbjCbIDZ+gQBi0fIa273OBqZHXoYSatvRQSBSZUOxITHwkILbvTNtumpdUpzNgJxNF/EaTQ2i5/qJL7AXzmYaNyVCsfHxO82grFnGT9D9y6ibz9xANuT8ujQZMQnIDK4tIjaSyPGfLB2x6Q0GUGxIP6flvm1fDT1KsJhLLx62M+dsfNLFRsDeULJyCC5Hou2ooNtI76YUKDYO2BcAwwapQRlUXaU02tzM0S/AERv9pjJVZbLAqegVpvo8MkEQM/Bjcc40Qa+drgADxYb0I/Ffv34RwNxgUF4hZ6PJFRursp3IQh2bL1kSIZ+UeLQuMdoyFBuNrzSnHpoPTUqb2pO5qX/0fX8qdBjN+RLciV4fo7+EjxFek2kVnJ4VtqV5aI7tjjiIzgVfT7EhPWD4yuNYl1mG0sgHE+Zs4uWV1lp5BBsWl9CLQFE1JIu95U397Xs3CMUGIMqKqrPTOs3kPZthL572+8iqyWEEnY1G15TK1aK0zAmJw9n4J5E2mvJTyzv2Nh2g2JB+tBhUql1r8MUygtGfBj4d5OZsZMQ/mn9dT1i2dTbBWZGC7lIlT3zy0Fq12xfa9mF22PkLYMtio//uUBqxMmgHkLgpgAx1Gcy/zF/J3PwyfycsFugVG52z0YvnnIUNMtODqwskbobcp0zPqt0hjWLjQLHJwBcbG6qjB2LDxdn4IYWsnI0gg1genVDNqQfrGGeDa5ZgiHPNaOlmt603WxYbAWWKEiiDrXGylRFk6MIBYM3NtGs8I2E0QSYLlEY0EoE1/bHfiFOnZ+Rl0t4GcyQyEyk2pJ+g2AhdlY66V0192bY5N2cD9HMTnsLktANyNg5oYKUPVIWKDtmEkptS2bjY4CYriT1IRVcVgIPcwXHvlm9B5HbnrdsfQ5azsW1UbXfZIgSpF5wEwWTsWBiMN0QibxQb0k9EbKwqj9a3YN1/U2rVYMyzcjYAD1w71ZQTafyRYnPK7h6MbDeiS3fkvoDnuHN59Mb0Zuti41TG1z8y6nq/ETl5LJ/E9MG4nXbNjV/6rCcsum/IwHYCaFpmUC0ttQzyUyM909Xehs7Gh2KTQVxsgI6q6Wo0Z0XOrt3PJjeMhmcxvZBTy89gsYGt0T+abjpQtUuypSpPElGbCqltXWzaJyrpDuA3+/LBsNer9J3XyK35959DirNPxAmjyXSTjXExDXWNGSYX5lSlFuXID/780iCdI0qDkrbgT0Rno6HYZJAiNuJdEGXyS59hFyQqpZOiXWKDUIOTpEHNjA5NDBYbqT0LLmpDrwS9LE705lT8uhm92bjY2NbcpNwxMW6Rz+ja7/LNvsqteUJzg5GMZMzTfi+xazHueG6D/CD7omscdLdmSBEKAfC9zrvT2fhQbDLoFRvdGROSEyx9Ru2ADlUHxQaNpHyrLl+ybSAC41vPovSfDkVo8dJqLXu7dtUR1lukv92NQrERUu6YMiaRz4ioiIiN6MFU5kaH0TDdqnZzKR0GqNqVMZg7+HEQGMdyNP9lfp2OpbMJQbHJoFdsYMxhw3//OXTVDsiSTxR94UaAwewAABFoSURBVLkJ0xILxIKPTrZdGaP/q89Wtb3cU360iK3xLxtvhHjadrZco9gIiWKDYFT8bHA2aCgw/gp1GE0OKcbBx7t251ARBicg5leZorpBZEavDKWzSYFik0Gi2OgEI57X/I4vqEaDnOzaUktYh/iqBTibILVqPhif7bplQOLQdyIPZ3NT+qpPio2QcseErek9G8RGHnomMTdaDHQnQD10ZQJCEVH8Elw/h6KAndq95tixxQCdjQ/FJoOUMJqutMGAO0XVLveGEbGRuAEGurY4wcSjprcdCOYVpKvrPJLvzZ3k+mpPgtpanKzz3BAUGyHR2Uhuo/dsEBu510+SucFKA+1sZJDj5DJuRXJsu+NOl0GH2MhP5DxvOVFuOhsfik0G6c4GX5LnJt2fXO9XJqO8amtjtKdBCWbVvVAu7mz0y/AWwUQOitCGzXA5s6zLO++FU6i/odgIEzqbo9p29jRHxrWC1mlFeYyDj3EuVaJhu+/7/+7uUAXQdVpHbPAzynqAo9rqBk+ZFBsNxSaDXGdjVemzLhx4fmmkcEBGvxYA5GngctDVXBetyce9zsa5tp1qwoHPD7Y1+gxYNV38FjgUG2ESZ4OsO2opxYgMNje6dabOLMq/zy/hYSnmRsLI6WIj76WnJxYMYZln8Eeg2JB+hjkbVKPh8U2iZ133Zb2YBtl4rAatTS3nlMZ/ualU56HPdqytyT0nxObUTq3cMgGKjTDe2ei2lbqO4LR4INPc6BJkHT1GgLoylcTKNJKegdhUoboy/4KdUIR8oKui8Y7B81BsSD9jnI05GCRpYHFsqO8LRAVD2VkECrHJcjYaNINCrkVWHgzDEZvB57kJKDbCGGfz1m5kjnWRzrd/frynmxtIy7Ht2IRqMXgaeY0jNqiflJmFZtVdb4TL1kEzvZYIoTO0dwqaG4oN6WeMs9EisbvcvcPpc+PkafDQ9N/dnax627VroQeLDX4WWeYmcedh57EUm02S6GxkOjifrFQXzuAAltt6irmRV8q7O09pqK+p2qpOiI3zhIcJJd/V9V6I+GF9gm5ag6C3s8zTLwel2JB+Bjsb8ekSMpaT/PK2itJtl3aqdyyEateuTZPPoPth8FLlSuK3/rpt2YtihGHjnmKzQSJ3TIyB6rJ2S3cT6B1vldrEM/gCTBMkfuRjnUGp1KJOiT+jjaaOJfQ6G114hrQ/VDP44+jLO7bb+KJIlWJDekh3NnjqkSEuq9X0SXyxEURysJ+uyAxUSsfTUHAZvJKdanseFACsralUUwB5Ksz9tVBsNkjXHbNq93DSPuDYtmhCe7SUZZ5Suun/qvW9GwU1b+2mADokUKl2NVVbveK/l3Y2zmyCzMAtwdlAZuJpHl2wUHmt3yk2JEyK2OxUQwsUqDhTKyI2Fq2X23I1/xpQxLm7bEmrXyazAhP+0fxzrlbeRSYYPoO0atYEoNhskKDY6CckeR5CPxjcmhNHyLH5+vx4l0cizBR967ett8DHzoTSzkZkRjoIBJ/Mgs5GZtbnx7vsEadnd9aPo2eok8ih2JAwvWJjW0uhi1Kc4Rh3Nlbd9FEk47+F42xQROBEMGDhMdtxDbA1OlsT78DRBcVmgwTFRjowSQkMFktqN5D1FrAj1WWpsVV1/PZScgLffjASKtDLD/wnMydno5emIUR2VFt45P44uoqhuuxlQLEhAeJig9s9ape7Hn8SxeZUUOB5f+RsUBWt66QxA7W0YPIgmQmxiVxA4q+FYrNBupyNDFrkUSA5g8smJZIG44KRrNMzwe+VlI9UGezUThz+1HOcTXVZC+pM8zEKAaXRAcAB57lRKDYZBMUG8wo5SSQqITk7r71muthYrycgHsQwHxBM06U4EBvw1jallsBC1VGE5pTT9EKx2SARZyM3bqvGGyxO7j1aHIlE0o6qC9mx3e6s64RoB6ATLVIL0yU2slfNTnXuGPJ7iYJJalWMjs6GBPDFBtYekuMMHV0cqb1zr9gg9o3PQ3LwIIa7/LHt+KS9TtdbIED3y/wNDnSKTQSKjRB3NrrW661t7w+Lk3J7xYTatQ0F9ESLDE5ME8gMAl+S6ewSm8pruz4hOozWq5SlQrHJQIvN7nLHTD8/qdFZE5j6xJyN/hJW5MDZ6JPgMpDJDMYZ0OAZuSX/x2TOpguKjZDibDRO7UBvUT4mFMJx2sQHvwtlzTpijLyphAqkXlTPGlTcwNlMrgF1u/zT+XhrUGwyQLi2aqst4SRSvheSkyI2vrPBSU6FAw/hRZ34dswcnUHV2Zpj8xXsgk5nE4FiI6Q7Gw0cRtc4cQq35Mxia2S/peB34SHs8+PdkRmUg8q1Oc4GT2ba2Yz8zWj0/aGrocB2oNjkgVBYsNKsF91Dqes1fs4Gn0eeE4UDXUkX6BlySDKvnH1rgldCZxOBYiPkOhsBj1D+Q5Kf+cdpJXXf1flfy4wojS7it5cdBOBsEMuC2GCdzSS/H18150gC3RYUmwyk9r9S65MHBF6Pbc/mLrqcTaV2x0Grj8+P92A//53aSr1qt+yU0JyUscmV0NnkQrERBjsbP4x2VH3GbCjQdKrUPxinLFNnMStvMb9eZ+M4m53a0FZqEFJ6o2X9cqq2KW3VUZm9QSg22ehcX2+2ZgBdOZu6bRotIWx8fGy+/C2ZRWyOl3ts6GyNTOYusaGz6YJiI0zibJwZ1DWbZMZhN1ir4ma2vbPDx2ME+h0EsM7UEQB/nc0wnCqhYMXQlqHYDATORozChEm/LmcjYuPU1Zy3Ab3cy1bnSDGl0QkNvp7OJheKjTDe2WAGWTWbgt91Fhu0rFWPVlXbgc35djibqt1oQDc18K9qpLPRShn/cTYLxWY4iKrBs08iOZGcDdwMuj4jiyO1Z3rnaWchpzwVIoBQt5tw0NlkQbERRjobDDAnPRPkJDbtjuPOySu1VFk+I4lMOBsUy0BsutbZDJvCvmpO+OhZEhSbCahUBf34J5q4s4HYYJ3NUe2qK//VHdSx0EdqCuSZDiuE9F68eCM6mwgUG2GMs0G7s8R8BmQjeFrf2cjLUAKwu9wWureDQPovwSn1ZHomDsVmGvQDGmLHw55uenM2YnqcdTaOeFi1N5Q4MCzk1JNBXo9aNfQ4oLPpgmIjDHA2enVnVjGnXt8WvBKxNY6EyMZRdbsyVOdsIs4mPWcTaa9JglBspgQr+Z0CmywSczbBnTohOTLuz7t3PDSyHadeyIlqtEr1HEQ2lWIThGIjZDkbOH6M6gEGInIlThgN6MayO9UezZmVuc7mTW0cMDiYIbuR5n7XTUOxmRjH2QxIOabnbOBs9MD1AwVIqyKwgPmJAgFdyY0nwfQLpthsjURn4+QwnDBaIgijdV1JsEBAfy/ymk/7vf/8l5Wz8dMzxY/5qaDYzIJ2NvHetD65ORt7GcuWqeW/ncTTkJUNtqt5U9u2p4cFKDYbJMXZ6FpkDKqUdjUOw5wNVpjpWRM0XinOxi9r3sJonxaKzYzoLuV1cmObeM4GM1ZaOfkPYsEUqOBM2q5Lwn0hcaEAxWaDxJ2NDjTpfEakg0CEFLHRzka3htIb2JiDeX5pfMnpzdk46ZlcZ0YEis0Q/BX7EZzO0HVf04G4s5H5I8tlEO/S5+xyNrbN/Cde8E71qI7HFig2GyTubLTM6PvyMGeTEkaDs5Hpo5egOa/XkvP80kgdQZez0YU/iEKnXznRUGyuBHy3tjuRV/o5G3vZHg0ly5XaH9rmOJsutMDoa+76XorNBgmKDbREbtz+IJzV2eDBS9dkdqEtTlfOplZ7GeiPyTAoNtdDO5tIrWSXs7HWmoNBMQ826oAYIPDV5WystSnOxqlrcGQyGHaj2GwNfVOWu7x+Quoa2zPlbNAXQE+KlDNryUErTyfozbLmqaDYXBvEfHXdmn5BMGcDmZHPHNu+zjK7qnbnNEy8kc7GqUbTl+qXdFNsNojO0+BeDLEZ0PU5QjyMBiuTYmh8EEZDqlLLzIBqUtIFxWYZ4BL8pIjvbCAzzy+NfxKJm6EKE095wUjdAGfjfL72tmen2GwQhHBhAvSgzer63EvvQ5IM+96q5cj5Memwrrk3VUlyodgshh7QemkYJEScTVBmNGhIg8g1itaqUB+alAuLrLPB5UFyKDYbRBYII1UjDzHpvdEmzNlMgrzF58f7mOXYJA7FZmF8mYGX731O1GiZkZwNHjyd8HriJfU+SyKRgxIdiE1Wtd5tQbERnGd/PHbM4WziYbSR6B8Ez08zvdfGodjMSHAbzSC4ZaOTtPw3Ymh8kNhEI2dMJJx8vLNx3g7qqBflFNyHg2KjcR6V0sNoK3E2eBQb1uyDZEGxmZHce66z4npYVMq3/06HqJQzpE885IdFbAqWGYFi46OLRyT2e+WczQDg+9l15mpQbNaFb+qnCh9jqWZvHWeus5n2OlcOxSYInjaQYgwOhjmq0XLRbQBlUmxh3K4Bis0a0dGJwW1lg6fVSyK65lhuzmYjMiNQbCJ8fryb+qerBZld2tkE80zjT0sSodisFzh9q4LLY06IdjV1u0t0sDw6pRpNssFVtBVCkVBsUtCLJfXnF8zZwMSwrHkpKDZrRydvRk4SPWmxXtp/vos4G6yzSWnyViQUm0ScFmROP5trVqP5D21MzywCxeYG0Isox6xq9p8QcbbqsmluVweBrq4H26F4sZl2Uy+ny/KVnQ1aZ8YbRJHrQLG5GaS54Zh+TcGuz9AP6JnjbCB1nK52A2IzB5AcrFOeO2ejx7DffJosAsXmxvBjAumzKDJpteRUbQNdHd1m11uBYjOY55cGYpP11JIbRtMdY1kFsB6SxOb5pXk0/7rKGcmVOYY2DUz800TW2SBGp3fKYdzMIUVsUA5+tau6FURsxD2nP76kOxsdZB5mxNMXYpNcksTm2HyJ3sx9NSSdYJuNuOSkTFokbMzBMG7mkyI28jvkk1kQ3SxD51Qi35I4bp285jBDU/yq5AXJczZzXw3JxdmwtteCxJ0NOvgeuSlhB4lhNNqaOHqs9kaD4zZRG/1E9SKLkCo2ojf8E64TvddTpPdGPGcz7ZqeUmHOJgtT//SuHe7tzxQZt34Kc7prJxPTLzYMYt4EThC8a+IFq9EQ5taiRYJExIYK7dP7C3EaZAQtTlBsfE/PO9XK6REbqVnsGjF6LxOyBt7s6+fHu15YoEMKzqTVPc30Zm4LXfttEBcbKa/oPYmpf6SzCzMEgq5O9iuVnTCaP25paG6CHrF5NP+kOj74VfrWdaJjC04iR26FWl1sNPJGHCJiIwmDlNbax+brab8veNefYThdz519M21r32XJlyw7o5u8IXrEBqt/g39RaVsyz4WRsWDq6uC4TGDnKZLTNZ2I2GBz4sikODZf8gAnzoaRHwencRnGsDNudek/uRWSnI3TTY/cCn73aD1dud5tAL0FAr2BZVlIYBPyGZvFGbfYnc96OR5yQ/QXCDhKgzwN/97LMmwbUHke5HQdTK/YdC2ygZX5/efAhQQpOPubDe7WbA6GDnIN5ImNuNfd9/3Tfs+/37Jk5ZZRLyBxHqZnBpPYQcDR8s+P96f9/mm//+/uTjpx0NakgDU0HLcF0C82eASTR7an/V7+nfnCyCzwEWEkAzoIiJsRsXna71mBNgCO2wJIcjY6bKp3ZuS0IVsjvYOAmBvz0Pz+c/hl/orecMqQzZIkNqI0/sOFqX/MQ8OHDrIdEsVGns9+/zn8d3cXL+kkZCMkdRDoWhMgX5rhqghZKentapCbwXGFyyNktST1RkN60wkCmPqHawXIpmBvNEKGkbF5mujN58e7eWg42cg2odgQMoy8nTpN/YOiGhoaskEoNoQMY6DYMHpGtgnFhpBh5IkNIRuHYkPIMCg2hGRAsSFkGBQbQjKg2BAyDIoNIRlQbAgZBsWGkAwoNoQMg2JDSAYUG0KGQbEhJAOKDSHD+B8WafLgwSPl+O/uTvSGBw8e6cf/Ad15pfSpBB0SAAAAAElFTkSuQmCC&quot; width=&quot;320&quot; /&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot;&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;New EXTRUDE the rectangle 6&amp;quot;. Then copy 12&amp;quot; down in the Y Axis and then copy it 12&amp;quot; up in the Y Axis - when you have the 3 sections UNION them into one object.&quot;&gt; &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Change back to the WCS (UCS &amp;lt;ENTER&amp;gt;&amp;lt;ENTER&amp;gt; ) and mirror the roof object to the other side.&quot;&gt;Ubah kembali ke WCS (UCS &amp;lt;ENTER&amp;gt; &amp;lt;ENTER&amp;gt;) dan cermin objek atap ke sisi lain. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Check that it looks correct by viewing the model from the left and from the front.&quot;&gt;Periksa bahwa isinya sudah benar dengan melihat model dari kiri dan dari depan. &lt;br /&gt;
&lt;/span&gt;&lt;span title=&quot;multi-view&quot;&gt;multi-view &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;The last thing to do is trim the excess pieces off the top of the roof where the two slabs intersect.&quot;&gt;Hal terakhir yang harus dilakukan adalah memangkas potongan kelebihan dari atas atap di mana dua lempeng berpotongan. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;This will be done using the SLICE command (Lesson 3-11).&quot;&gt;Ini akan dilakukan dengan menggunakan perintah Slice (Pelajaran 3-11). &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Go to the SW Isometric view.&quot;&gt;Buka tampilan SW Isometric. &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Start the SLICE command and select the roof section towards the back.&quot;&gt;Mulai perintah Slice dan pilih bagian atap ke arah belakang. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Then when you are asked to pick three points on the slicing plane, select any three points on the top of the roof section at the front.&quot;&gt;Kemudian ketika Anda diminta untuk memilih tiga poin di pesawat mengiris, pilih tiga poin di atas atap di bagian depan. &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Switch to the NW Isometric view and slice other roof section in the same manner.&quot;&gt;Beralih ke tampilan NW Isometric dan mengiris bagian atap lainnya dengan cara yang sama. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Check to see that your roof looks correct, and if it is, union the two roof objects now.&quot;&gt;Periksa untuk melihat bahwa atap Anda terlihat benar, dan jika itu adalah, serikat dua benda atap sekarang. &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Go to the WCS and copy the roof 12&amp;quot; in the Positive X Axis and 12 &amp;quot; in the Negative X Axis and then union all 3 roof objects.&quot;&gt;Pergi ke WCS dan salin atap 12 &quot;di sumbu x positif dan 12&quot; di Axis X Negatif dan kemudian serikat semua 3 objek atap. &lt;/span&gt;&lt;span title=&quot;Your building should now look like the one below:&quot;&gt;Bangunan Anda sekarang harus terlihat seperti di bawah:&lt;/span&gt;&lt;/span&gt;&lt;img alt=&quot;&quot; height=&quot;281&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;320&quot; /&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot;&gt;&lt;span title=&quot;Your building should now look like the one below:&quot;&gt; &lt;br /&gt;
&lt;/span&gt;&lt;span title=&quot;Final Building&quot;&gt;Bangunan akhir &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Your building is complete.&quot;&gt;Bangunan selesai. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;To add a lawn , draw a very large rectangle around the house at the same Z level as the bottom of the house.&quot;&gt;Untuk  menambahkan halaman rumput, menggambar persegi panjang yang sangat  besar di sekitar rumah pada tingkat Z sama dengan bagian bawah rumah. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Then turn it into a region so that materials can be added later.&quot;&gt;Kemudian mengubahnya menjadi daerah sehingga bahan dapat ditambahkan kemudian. &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Save the drawing, then if you like, add materials and render the final image.&quot;&gt;Simpan gambar tersebut, maka jika Anda suka, tambahkan bahan-bahan dan membuat gambar akhir. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;In the image at the top of the lesson, the door is detailed material.&quot;&gt;Dalam gambar di bagian atas pelajaran, pintu rinci materi. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;More detailed instructions for rendering will be found in Lesson 3-17.&quot;&gt;Instruksi lebih rinci untuk rendering akan ditemukan dalam Pelajaran 3-17. &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;Here are the materials used for the rendering at the top of the page.&quot;&gt;Berikut adalah bahan yang digunakan untuk rendering di bagian atas halaman. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;You can download them and add them to your Textures folder.&quot;&gt;Anda dapat men-download dan menambahkannya ke folder Textures Anda. &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot; title=&quot;The door texture would be used like the stop sign you may have rendered in lesson 3-14.&quot;&gt;Tekstur pintu akan digunakan seperti tanda berhenti Anda mungkin harus diberikan dalam pelajaran 3-14.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</description><link>http://bahabondo.blogspot.com/2011/10/belajar-autocad-building.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item></channel></rss>