<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-1739414685816545602</id><updated>2024-12-19T10:17:28.258+07:00</updated><category term="Tutorial"/><category term="Teknik Jalan Raya"/><category term="video tutorial"/><title type='text'>BANGKINANGISTI</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://masterofcadland.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1739414685816545602/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://masterofcadland.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Afriandy</name><uri>http://www.blogger.com/profile/03366192216470625577</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://1.bp.blogspot.com/_tSlmS88vGZw/S0tDn8jk0lI/AAAAAAAAAAM/cXWq-YLGDVA/S220/ngarai+sianok.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>9</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-1739414685816545602.post-1560449421367806601</id><published>2013-12-28T05:58:00.003+07:00</published><updated>2013-12-28T05:59:19.661+07:00</updated><title type='text'>Jadwal turnamen piala dunia 2014</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;a href=&quot;http://www.mediafire.com/view/ydz13rf4keuxx0x/world%20cup%202014%20beta.xlsx&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjz_xhWru2VPs674xlTZoDUc79DnQY8_zIF8363xp_HNPOwCRGVAlkMqEcQfLjEzNHQz-eFP4mEnlOE1TCv7zH2aXGgom7qKGTJsnFHjhk5pXrG1jyrB3aBrbnnWQ6NLuW-mmpclBm1rxQ/s320/New+Picture+(5).bmp&quot; width=&quot;166&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://masterofcadland.blogspot.com/feeds/1560449421367806601/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://masterofcadland.blogspot.com/2013/12/jadwal-tournamel-piala-dunia-2014.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1739414685816545602/posts/default/1560449421367806601'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1739414685816545602/posts/default/1560449421367806601'/><link rel='alternate' type='text/html' href='http://masterofcadland.blogspot.com/2013/12/jadwal-tournamel-piala-dunia-2014.html' title='Jadwal turnamen piala dunia 2014'/><author><name>Afriandy</name><uri>http://www.blogger.com/profile/03366192216470625577</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://1.bp.blogspot.com/_tSlmS88vGZw/S0tDn8jk0lI/AAAAAAAAAAM/cXWq-YLGDVA/S220/ngarai+sianok.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjz_xhWru2VPs674xlTZoDUc79DnQY8_zIF8363xp_HNPOwCRGVAlkMqEcQfLjEzNHQz-eFP4mEnlOE1TCv7zH2aXGgom7qKGTJsnFHjhk5pXrG1jyrB3aBrbnnWQ6NLuW-mmpclBm1rxQ/s72-c/New+Picture+(5).bmp" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1739414685816545602.post-8231521231866172801</id><published>2013-04-14T15:35:00.001+07:00</published><updated>2013-04-14T15:35:06.521+07:00</updated><title type='text'>Program Paid To Click (PTT) dasar</title><content type='html'>&lt;br /&gt;
Untuk memulainya marilah kita membaca Basmalah&lt;br /&gt;
selamat bertemu 
lagi dalam postingan ini, udah lama rasanya tidak membuat postingan di 
blok ini, mungkin karena malas atau sibuk, tapi pada kesempatan ini Saya
 akan mencoba sekuat tenaga untuk menyusun postingan ini sampai selesai 
(maklum bos bikinnya agak kemalaman sambil nunggu pertandingan bola di 
TV dan mudah-mudahan channelnya nggak di acak, maklum belum sanggup 
berlangganan tv kabel).&lt;br /&gt;
Sesuai judul di atas kito (aku) akan 
membahas sedikit tentang salah satu program paid to click yang terbaik 
dan terbukti membayar saat ini, dalam hal ini yaitu &lt;a href=&quot;http://www.neobux.com/?r=cirrusfx&quot; target=&quot;_blank&quot;&gt;NEOBUX&lt;/a&gt;.
 Neobux adalah program paid to click dengan sistem membayar setiap iklan
 yang kita lihat dan disediakan oleh Neobux, nilainya berkisar antara 
$0,001 s/d $ 0,02 per iklannya (iklan fixed, extended exposure dan 
standart exposure), &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/AVvXsEhr8Cnzs85fdYIgNzOCnOIAZ-Mrp7U9g6lAdQW-UZ7MDy9Ba3lx1fRbPDqfR888FBzQPvocNYhZjnoTa7B-sAtXO_13zLS9cwuL-q8nYT5pt9r5VC1gVM8C5HunGCC491d_5A_zcFUZs7c/s1600/New+Picture+%283%29.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;212&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhr8Cnzs85fdYIgNzOCnOIAZ-Mrp7U9g6lAdQW-UZ7MDy9Ba3lx1fRbPDqfR888FBzQPvocNYhZjnoTa7B-sAtXO_13zLS9cwuL-q8nYT5pt9r5VC1gVM8C5HunGCC491d_5A_zcFUZs7c/s320/New+Picture+%283%29.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
ada beberapa hal yang harus diperhatikan agar kita mendapatkan dolar yang lebih banyak&lt;br /&gt;
&lt;ol&gt;
&lt;li&gt;pasanglah/install toolbar adalert (posisinya berada disudut kanan 
bawah), toolbar ini alarm yang akan berbunyi ketika ada iklan baru yang 
masuk ke akun kita&lt;/li&gt;
&lt;li&gt;Jangan cashout dulu sebelum upgrade ke golden, karena ketika 
keaangotaan kita golden maka nilai setiap klik iklan akan bertambah dan 
jumlah iklan pun akan bertambah.&lt;/li&gt;
&lt;li&gt;perbanyaklah rented refferals dan direct refferal, rented refferal 
adalah orang yang kita sewa melalui neobux untuk melakukan klik iklan 
dan nilai setiap iklannya tergantung dari keanggotan kita, sedangkan 
direct refferal adalah orang yang membuat akun baru dengan referer 
username kita (direct refferal didapat dengan memasang banner yang telah
 disediakan oleh neobux di website atau blog yang kita punya atau 
langsung promosikan ke teman-teman atau keluarga terdekat), untuk direct
 refferal sebaiknya kita promosikan setelah keanggotaan kita mencapai 15
 hari. harga sewa rented refferals&amp;nbsp; $0,2.&lt;/li&gt;
&lt;li&gt;yang penting jangan pernah bosan dan bersabarlah, karena hanya butuh waktu 15 menit sehari &lt;/li&gt;
&lt;/ol&gt;
setiap harinya neobux memberikan hampir 20 iklan, dan setiap 
iklan memiliki nilai tertentu, untuk yang dihitung sebagai nilai click 
adalah 3 jenis iklan yang ada pada gambar di atas dan akan di 
beritahukan pada grafik statistics.&lt;br /&gt;
jika misalnya kita memiliki 
2000 atau lebih refferal apakah kita tidak perlu melakukan klik lagi? ya
 tidak boleh bos, karena nilai klik iklan yang dilakukan oleh refferal 
kita hari ini berdasarkan ada tidaknya klik kita pada hari kemarin.so 
keep clicking (he benar nggak ya).&lt;br /&gt;
&lt;br /&gt;
bentar bos biar nggak ngantuk, pesan kopi dulu ama isteri (wuih yang dipesan kopi yang datang malah buah qurma, hajaar)&lt;br /&gt;
&lt;br /&gt;
gue
 sebenanya masih newbie bos, sampai saat ini kito baru punya 3 rented 
refferal dan 2 direct refferal, dari pengalaman untuk mendapatkan 3 
rented refferal (($ 0,6) kito membutuhkan waktu 2,5 minggu&lt;br /&gt;
&lt;br /&gt;
ada
 lagi yang paling penting, jangan membuat lebih dari satu akun pada satu
 komputer atau IP yang sama karena akan disuspended baik itu refferalnya
 maupun refferernya. nah gimana dengan IP yang dinamis karena umumnya 
penyedia internet di indonesia menggunakan IP dinamis (IP yang selalu 
berubah setiap kita connect ke internet), sebenarnya kito udah pernah 
nyoba dan berhasil namun dipikir-pikir (he sok mokir segala) kalau nanti
 seandainya ketahuan dan disuspended hancurlah sudah semua yang sudah di
 usahakan. makanya saudara-saudara jangan pernah membuat banyak akun 
pada satu komputer atau pada IP yang sama.&lt;br /&gt;
&lt;br /&gt;
klik iklan 
hanya dapat kita lakukan pada PC atau laptop dan tidak bisa dilakukan 
melalui smartphone ataupun tablet, pada smartphone dan tablet hanya 
dapat untuk masuk keforum dan satu lagi apa ya (he sorry lupa, maklum 
kepala udah sering nempel di tembok).&lt;br /&gt;
&lt;br /&gt;
untuk buka 
facebook dan maen game aja muka kita tahan didepan komputer ampe 
berjam-jam, masak untuk ngeklik iklan selama 15 aja nggak tahan.&lt;br /&gt;
&lt;br /&gt;
nah bagi saudar-saudar yang punya kesabaran tapi nggak punya modal sepeserpun ayo ikutan ngeklik&lt;br /&gt;
&lt;a href=&quot;http://www.neobux.com/?r=cirrusfx&quot; target=&quot;_blank&quot;&gt;ayo gabung disini&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
</content><link rel='replies' type='application/atom+xml' href='http://masterofcadland.blogspot.com/feeds/8231521231866172801/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://masterofcadland.blogspot.com/2013/04/program-paid-to-click-ptt-dasar.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1739414685816545602/posts/default/8231521231866172801'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1739414685816545602/posts/default/8231521231866172801'/><link rel='alternate' type='text/html' href='http://masterofcadland.blogspot.com/2013/04/program-paid-to-click-ptt-dasar.html' title='Program Paid To Click (PTT) dasar'/><author><name>Afriandy</name><uri>http://www.blogger.com/profile/03366192216470625577</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://1.bp.blogspot.com/_tSlmS88vGZw/S0tDn8jk0lI/AAAAAAAAAAM/cXWq-YLGDVA/S220/ngarai+sianok.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhr8Cnzs85fdYIgNzOCnOIAZ-Mrp7U9g6lAdQW-UZ7MDy9Ba3lx1fRbPDqfR888FBzQPvocNYhZjnoTa7B-sAtXO_13zLS9cwuL-q8nYT5pt9r5VC1gVM8C5HunGCC491d_5A_zcFUZs7c/s72-c/New+Picture+%283%29.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1739414685816545602.post-8455084130264149378</id><published>2012-06-28T17:36:00.000+07:00</published><updated>2012-06-28T17:36:01.408+07:00</updated><title type='text'>Program Excel Jadwal Turnamen EURO 2012</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.mediafire.com/?rg0xpel744n7lsp&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;200&quot; src=&quot;data:image/jpeg;base64,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&quot; width=&quot;158&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.mediafire.com/?rg0xpel744n7lsp&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;EURO2012&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://masterofcadland.blogspot.com/feeds/8455084130264149378/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://masterofcadland.blogspot.com/2012/06/program-excel-jadwal-turnamen-euro-2012.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1739414685816545602/posts/default/8455084130264149378'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1739414685816545602/posts/default/8455084130264149378'/><link rel='alternate' type='text/html' href='http://masterofcadland.blogspot.com/2012/06/program-excel-jadwal-turnamen-euro-2012.html' title='Program Excel Jadwal Turnamen EURO 2012'/><author><name>Afriandy</name><uri>http://www.blogger.com/profile/03366192216470625577</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://1.bp.blogspot.com/_tSlmS88vGZw/S0tDn8jk0lI/AAAAAAAAAAM/cXWq-YLGDVA/S220/ngarai+sianok.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1739414685816545602.post-3488521000630283672</id><published>2012-03-28T17:59:00.000+07:00</published><updated>2012-03-28T17:59:11.643+07:00</updated><title type='text'>Merubah Angka Menjadi Huruf Pada MS. Excell</title><content type='html'>&lt;m:smallfrac m:val=&quot;off&quot;&gt;    &lt;m:dispdef&gt;    &lt;m:lmargin m:val=&quot;0&quot;&gt;    &lt;m:rmargin m:val=&quot;0&quot;&gt;    &lt;m:defjc m:val=&quot;centerGroup&quot;&gt;    &lt;m:wrapindent m:val=&quot;1440&quot;&gt;    &lt;m:intlim m:val=&quot;subSup&quot;&gt;    &lt;m:narylim m:val=&quot;undOvr&quot;&gt;   &lt;/m:narylim&gt;&lt;/m:intlim&gt; &lt;/m:wrapindent&gt;  &lt;/m:defjc&gt;&lt;/m:rmargin&gt;&lt;/m:lmargin&gt;&lt;/m:dispdef&gt;&lt;/m:smallfrac&gt;
&lt;m:smallfrac m:val=&quot;off&quot;&gt;    &lt;m:dispdef&gt;    &lt;m:lmargin m:val=&quot;0&quot;&gt;    &lt;m:rmargin m:val=&quot;0&quot;&gt;    &lt;m:defjc m:val=&quot;centerGroup&quot;&gt;    &lt;m:wrapindent m:val=&quot;1440&quot;&gt;    &lt;m:intlim m:val=&quot;subSup&quot;&gt;    &lt;m:narylim m:val=&quot;undOvr&quot;&gt;   &lt;/m:narylim&gt;&lt;/m:intlim&gt; &lt;/m:wrapindent&gt;  &lt;/m:defjc&gt;&lt;/m:rmargin&gt;&lt;/m:lmargin&gt;&lt;/m:dispdef&gt;&lt;/m:smallfrac&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;Ketika menggunakan M.S Excel, beberapa dari kita pasti mengalami masalah ketika harus mengetikkan terbilang dari sebuah angka menjadi huruf, masalahnya akan terjadi ketika angka dirubah dan harus mengetik kembali huruf terbilangnya demikian seterusnya.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;Kali ini saya akan memberikan pencerahan bagaimana caranya agar ketika angka dirubah huruf yang adapun ikut berubah mengikuti perubahan pada angka yang diketikkan.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;Sebenarnya pada M.S Excel sudah ada program merubah angka menjadi huruf namun belum ada untuk merubah ke bahasa Indonesia. Untuk itu kita harus membuat sebuah program melalui Macro kemudian di aplikasikan ke M.S Excel melalui add ins.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;Berikut langkah-langkahnya :&lt;/span&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;span lang=&quot;IN&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;&quot;&gt; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;data:image/jpeg;base64,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&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
&lt;/a&gt;&lt;/div&gt;
&lt;ol&gt;
&lt;li&gt;&lt;span lang=&quot;IN&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;&quot;&gt;Buka applikasi visual basic pada excel (excel option/popular/centang show developer tab in the ribbon).&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;    &lt;m:smallfrac m:val=&quot;off&quot;&gt;    &lt;m:dispdef&gt;    &lt;m:lmargin m:val=&quot;0&quot;&gt;    &lt;m:rmargin m:val=&quot;0&quot;&gt;    &lt;m:defjc m:val=&quot;centerGroup&quot;&gt;    &lt;m:wrapindent m:val=&quot;1440&quot;&gt;    &lt;m:intlim m:val=&quot;subSup&quot;&gt;    &lt;m:narylim m:val=&quot;undOvr&quot;&gt;   &lt;/m:narylim&gt;&lt;/m:intlim&gt; &lt;/m:wrapindent&gt;&lt;span lang=&quot;IN&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;&quot;&gt;Kembali pada layar excel lalu pilih tab developer lalu click visual basic, kemudian pada layar visual basic click insert lalu pilih class module.&lt;/span&gt;&lt;/m:defjc&gt;&lt;/m:rmargin&gt;&lt;/m:lmargin&gt;&lt;/m:dispdef&gt;&lt;/m:smallfrac&gt;&lt;img alt=&quot;&quot; src=&quot;data:image/jpeg;base64,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&quot; /&gt;&lt;/li&gt;
&lt;li&gt;    &lt;m:smallfrac m:val=&quot;off&quot;&gt;    &lt;m:dispdef&gt;    &lt;m:lmargin m:val=&quot;0&quot;&gt;    &lt;m:rmargin m:val=&quot;0&quot;&gt;    &lt;m:defjc m:val=&quot;centerGroup&quot;&gt;    &lt;m:wrapindent m:val=&quot;1440&quot;&gt;    &lt;m:intlim m:val=&quot;subSup&quot;&gt;    &lt;m:narylim m:val=&quot;undOvr&quot;&gt;   &lt;/m:narylim&gt;&lt;/m:intlim&gt; &lt;/m:wrapindent&gt;&lt;span lang=&quot;IN&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;&quot;&gt;Kemudian pada layar class module copy paste aja listing program berikut lalu di simpan dengan apa saja misal macro1&amp;nbsp;&lt;/span&gt;&lt;/m:defjc&gt;&lt;/m:rmargin&gt;&lt;/m:lmargin&gt;&lt;/m:dispdef&gt;&lt;/m:smallfrac&gt;&lt;m:smallfrac m:val=&quot;off&quot;&gt;&lt;m:dispdef&gt;&lt;m:lmargin m:val=&quot;0&quot;&gt;&lt;m:rmargin m:val=&quot;0&quot;&gt;&lt;m:defjc m:val=&quot;centerGroup&quot;&gt;    &lt;m:smallfrac m:val=&quot;off&quot;&gt;    &lt;m:dispdef&gt;    &lt;m:lmargin m:val=&quot;0&quot;&gt;    &lt;m:rmargin m:val=&quot;0&quot;&gt;    &lt;m:defjc m:val=&quot;centerGroup&quot;&gt;    &lt;m:wrapindent m:val=&quot;1440&quot;&gt;    &lt;m:intlim m:val=&quot;subSup&quot;&gt;    &lt;m:narylim m:val=&quot;undOvr&quot;&gt;   &lt;/m:narylim&gt;&lt;/m:intlim&gt; &lt;/m:wrapindent&gt;  &lt;div class=&quot;MsoListParagraphCxSpFirst&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;Option Explicit&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&#39;***************&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&#39; Mengubah Angka Menjadi Teks&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&#39;***************&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;Function andy(ByVal mynumber)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Dim Rupiah, Sen, Temp&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Dim Des, Desimal, Count, Tmp&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Dim IsNeg&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; ReDim Place(9) As String&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Place(2) = &quot;Ribu &quot;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Place(3) = &quot;Juta &quot;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Place(4) = &quot;Milyar &quot;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Place(5) = &quot;Trilyun &quot;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &#39;Ubah angka menjadi string&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; mynumber = Round(mynumber, 2)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; mynumber = Trim(Str(mynumber))&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &#39;Cek bilangan negatif&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; If Mid(mynumber, 1, 1) = &quot;-&quot; Then&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; mynumber = Right(mynumber, Len(mynumber) - 1)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; IsNeg = True&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; End If&lt;/span&gt;&lt;/div&gt;

&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &#39;Posisi desimal, 0 jika bil. bulat&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Desimal = InStr(mynumber, &quot;.&quot;)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &#39;Pembulatan sen, dua angka di belakang koma&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Des = Mid(mynumber, Desimal + 2)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; If Desimal &amp;gt; 0 Then&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Tmp = Left(Mid(mynumber, Desimal + 1) &amp;amp; &quot;00&quot;, 2)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; If Left(Tmp, 1) = &quot;0&quot; Then&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Tmp = Mid(Tmp, 2)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Sen = Satuan(Tmp)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Else&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Sen = Puluhan(Tmp)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; End If&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; mynumber = Trim(Left(mynumber, Desimal - 1))&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; End If&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;

&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Count = 1&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Do While mynumber &amp;lt;&amp;gt; &quot;&quot;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Temp = Ratusan(Right(mynumber, 3), Count)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; If Temp &amp;lt;&amp;gt; &quot;&quot; Then Rupiah = Temp &amp;amp; Place(Count) &amp;amp; Rupiah&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; If Len(mynumber) &amp;gt; 3 Then&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; mynumber = Left(mynumber, Len(mynumber) - 3)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Else&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; mynumber = &quot;&quot;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; End If&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Count = Count + 1&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Loop&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;

&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Select Case Rupiah&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Case &quot;&quot;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Rupiah = &quot;nol rupiah.&quot;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Case Else&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Rupiah = Rupiah &amp;amp; &quot;Rupiah.&quot;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; End Select&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;

&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Select Case Sen&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Case &quot;&quot;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Sen = &quot;&quot;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Case Else&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Sen = &quot; dan &quot; &amp;amp; Sen &amp;amp; &quot;sen&quot;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; End Select&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;

&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; If IsNeg = True Then&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; andy = &quot;minus &quot; &amp;amp; Rupiah &amp;amp; Sen&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Else&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; andy = Rupiah &amp;amp; Sen&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; End If&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;

&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;End Function&lt;/span&gt;&lt;/div&gt;
&lt;span lang=&quot;IN&quot;&gt;&lt;/span&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&#39;**************************************&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&#39; Mengubah angka 100-999 menjadi teks *&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&#39;**************************************&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;Function Ratusan(ByVal mynumber, Count)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Dim Result As String&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Dim Tmp&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;

&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; If Val(mynumber) = 0 Then Exit Function&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; mynumber = Right(&quot;000&quot; &amp;amp; mynumber, 3)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;

&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &#39;Mengubah seribu&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; If mynumber = &quot;001&quot; And Count = 2 Then&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ratusan = &quot;Se&quot;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Exit Function&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; End If&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;

&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &#39;Mengubah ratusan&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; If Mid(mynumber, 1, 1) &amp;lt;&amp;gt; &quot;0&quot; Then&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; If Mid(mynumber, 1, 1) = &quot;1&quot; Then&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Result = &quot;Seratus &quot;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Else&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Result = Satuan(Mid(mynumber, 1, 1)) &amp;amp; &quot;Ratus &quot;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; End If&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; End If&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;

&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &#39;Mengubah puluhan dan satuan&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; If Mid(mynumber, 2, 1) &amp;lt;&amp;gt; &quot;0&quot; Then&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Result = Result &amp;amp; Puluhan(Mid(mynumber, 2))&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Else&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Result = Result &amp;amp; Satuan(Mid(mynumber, 3))&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; End If&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ratusan = Result&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;

&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;End Function&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;

&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&#39;*******************&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&#39; Mengubah puluhan *&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&#39;*******************&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;Function Puluhan(TeksPuluhan)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Dim Result As String&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Result = &quot;&quot;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &#39; nilai antara 10-19&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; If Val(Left(TeksPuluhan, 1)) = 1 Then&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Select Case Val(TeksPuluhan)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Case 10: Result = &quot;Sepuluh &quot;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Case 11: Result = &quot;Sebelas &quot;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Case Else&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Result = Satuan(Mid(TeksPuluhan, 2)) &amp;amp; &quot;Belas &quot;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; End Select&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &#39; nilai antara 20-99&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Else&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Result = Satuan(Mid(TeksPuluhan, 1, 1)) _&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;amp; &quot;puluh &quot;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Result = Result &amp;amp; Satuan(Right(TeksPuluhan, 1))&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp; &#39;satuan&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; End If&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Puluhan = Result&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; End Function&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&#39;********************************&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&#39; Mengubah satuan menjadi teks. *&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&#39;********************************&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;Function Satuan(Digit)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Select Case Val(Digit)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Case 1: Satuan = &quot;Satu &quot;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Case 2: Satuan = &quot;Dua &quot;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Case 3: Satuan = &quot;Tiga &quot;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Case 4: Satuan = &quot;Empat &quot;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Case 5: Satuan = &quot;Lima &quot;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Case 6: Satuan = &quot;Enam &quot;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Case 7: Satuan = &quot;Tujuh &quot;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Case 8: Satuan = &quot;Delapan &quot;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Case 9: Satuan = &quot;Sembilan &quot;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Case Else: Satuan = &quot;&quot;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot;&gt;
&lt;span lang=&quot;IN&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; End Select&lt;/span&gt;&lt;/div&gt;
&lt;span lang=&quot;IN&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;&quot;&gt;End Function&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;IN&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;&quot;&gt; &lt;/span&gt;&lt;/m:defjc&gt;&lt;/m:rmargin&gt;&lt;/m:lmargin&gt;&lt;/m:dispdef&gt;&lt;/m:smallfrac&gt;&lt;/m:defjc&gt;&lt;/m:rmargin&gt;&lt;/m:lmargin&gt;&lt;/m:dispdef&gt;&lt;/m:smallfrac&gt;&lt;/li&gt;
&lt;li&gt;    &lt;m:smallfrac m:val=&quot;off&quot;&gt;    &lt;m:dispdef&gt;    &lt;m:lmargin m:val=&quot;0&quot;&gt;    &lt;m:rmargin m:val=&quot;0&quot;&gt;    &lt;m:defjc m:val=&quot;centerGroup&quot;&gt;    &lt;m:wrapindent m:val=&quot;1440&quot;&gt;    &lt;m:intlim m:val=&quot;subSup&quot;&gt;    &lt;m:narylim m:val=&quot;undOvr&quot;&gt;   &lt;/m:narylim&gt;&lt;/m:intlim&gt; &lt;/m:wrapindent&gt;&lt;span lang=&quot;IN&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;&quot;&gt;Setelah listing program disimpan lalu kita panggil memalui add ins caranya kembali buka excel option click tab add ins click go lalu pergi ke browse... dan cari file macro1 yang disimpan tadi&lt;/span&gt;&lt;/m:defjc&gt;&lt;/m:rmargin&gt;&lt;/m:lmargin&gt;&lt;/m:dispdef&gt;&lt;/m:smallfrac&gt;&lt;img alt=&quot;&quot; src=&quot;data:image/jpeg;base64,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&quot; /&gt;&lt;img alt=&quot;&quot; src=&quot;data:image/jpeg;base64,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&quot; /&gt;&lt;/li&gt;
&lt;li&gt;    &lt;m:smallfrac m:val=&quot;off&quot;&gt;    &lt;m:dispdef&gt;    &lt;m:lmargin m:val=&quot;0&quot;&gt;    &lt;m:rmargin m:val=&quot;0&quot;&gt;    &lt;m:defjc m:val=&quot;centerGroup&quot;&gt;    &lt;m:wrapindent m:val=&quot;1440&quot;&gt;    &lt;m:intlim m:val=&quot;subSup&quot;&gt;    &lt;m:narylim m:val=&quot;undOvr&quot;&gt;   &lt;/m:narylim&gt;&lt;/m:intlim&gt; &lt;/m:wrapindent&gt;&lt;span lang=&quot;IN&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;&quot;&gt;Cara menggunakannya tinggal di buka excel terus ketikkan sebuah angka kemudian pada sell yang lain ketikkan &amp;nbsp;=andy(sell yang berisi angka)&lt;/span&gt;&lt;/m:defjc&gt;&lt;/m:rmargin&gt;&lt;/m:lmargin&gt;&lt;/m:dispdef&gt;&lt;/m:smallfrac&gt;&lt;img alt=&quot;&quot; src=&quot;data:image/jpeg;base64,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&quot; /&gt;&lt;/li&gt;
&lt;li&gt;    &lt;m:smallfrac m:val=&quot;off&quot;&gt;    &lt;m:dispdef&gt;    &lt;m:lmargin m:val=&quot;0&quot;&gt;    &lt;m:rmargin m:val=&quot;0&quot;&gt;    &lt;m:defjc m:val=&quot;centerGroup&quot;&gt;    &lt;m:wrapindent m:val=&quot;1440&quot;&gt;    &lt;m:intlim m:val=&quot;subSup&quot;&gt;    &lt;m:narylim m:val=&quot;undOvr&quot;&gt;   &lt;/m:narylim&gt;&lt;/m:intlim&gt; &lt;/m:wrapindent&gt;&lt;span lang=&quot;IN&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;&quot;&gt;Selesai dan selamat menikmati dan selamat bereksperimen&lt;/span&gt;&lt;span lang=&quot;IN&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;IN&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;IN&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;IN&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;IN&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;&quot;&gt; &lt;/span&gt;&lt;/m:defjc&gt;&lt;/m:rmargin&gt;&lt;/m:lmargin&gt;&lt;/m:dispdef&gt;&lt;/m:smallfrac&gt;&lt;/li&gt;
&lt;/ol&gt;</content><link rel='replies' type='application/atom+xml' href='http://masterofcadland.blogspot.com/feeds/3488521000630283672/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://masterofcadland.blogspot.com/2012/03/merubah-angka-menjadi-huruf-pada-ms.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1739414685816545602/posts/default/3488521000630283672'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1739414685816545602/posts/default/3488521000630283672'/><link rel='alternate' type='text/html' href='http://masterofcadland.blogspot.com/2012/03/merubah-angka-menjadi-huruf-pada-ms.html' title='Merubah Angka Menjadi Huruf Pada MS. Excell'/><author><name>Afriandy</name><uri>http://www.blogger.com/profile/03366192216470625577</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://1.bp.blogspot.com/_tSlmS88vGZw/S0tDn8jk0lI/AAAAAAAAAAM/cXWq-YLGDVA/S220/ngarai+sianok.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1739414685816545602.post-4999522068887305459</id><published>2012-03-28T17:55:00.000+07:00</published><updated>2012-03-28T18:14:43.806+07:00</updated><title type='text'>Conditional Formatting pada MS. Excel</title><content type='html'>&lt;m:smallfrac m:val=&quot;off&quot;&gt;    &lt;m:dispdef&gt;    &lt;m:lmargin m:val=&quot;0&quot;&gt;    &lt;m:rmargin m:val=&quot;0&quot;&gt;    &lt;m:defjc m:val=&quot;centerGroup&quot;&gt;    &lt;m:wrapindent m:val=&quot;1440&quot;&gt;    &lt;m:intlim m:val=&quot;subSup&quot;&gt;    &lt;m:narylim m:val=&quot;undOvr&quot;&gt;   &lt;/m:narylim&gt;&lt;/m:intlim&gt; &lt;/m:wrapindent&gt;&lt;span lang=&quot;IN&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;&quot;&gt;Conditional formatting pada excel&amp;nbsp; ini dimaksudkan&amp;nbsp; untuk membuat format otamatis pada sell yang dimaksud apabila sebuah kondisi di ketikkan ke sel tersebut, misal angka&amp;gt;0, angka &amp;lt;0 dan sebagainya. Hal ini bisa diterapkan ketika akan membuat ghantchart pada time schedule proyek, berikut pencerahannya.&lt;/span&gt;&lt;/m:defjc&gt;&lt;/m:rmargin&gt;&lt;/m:lmargin&gt;&lt;/m:dispdef&gt;&lt;/m:smallfrac&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;
&lt;ol&gt;
&lt;li&gt;    &lt;m:smallfrac m:val=&quot;off&quot;&gt;    &lt;m:dispdef&gt;    &lt;m:lmargin m:val=&quot;0&quot;&gt;    &lt;m:rmargin m:val=&quot;0&quot;&gt;    &lt;m:defjc m:val=&quot;centerGroup&quot;&gt;    &lt;m:wrapindent m:val=&quot;1440&quot;&gt;    &lt;m:intlim m:val=&quot;subSup&quot;&gt;    &lt;m:narylim m:val=&quot;undOvr&quot;&gt;   &lt;/m:narylim&gt;&lt;/m:intlim&gt; &lt;/m:wrapindent&gt;&lt;span lang=&quot;IN&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;&quot;&gt;Block sell yang akan diset&lt;/span&gt;&lt;/m:defjc&gt;&lt;/m:rmargin&gt;&lt;/m:lmargin&gt;&lt;/m:dispdef&gt;&lt;/m:smallfrac&gt;&lt;/li&gt;
&lt;li&gt;    &lt;m:smallfrac m:val=&quot;off&quot;&gt;    &lt;m:dispdef&gt;    &lt;m:lmargin m:val=&quot;0&quot;&gt;    &lt;m:rmargin m:val=&quot;0&quot;&gt;    &lt;m:defjc m:val=&quot;centerGroup&quot;&gt;    &lt;m:wrapindent m:val=&quot;1440&quot;&gt;    &lt;m:intlim m:val=&quot;subSup&quot;&gt;    &lt;m:narylim m:val=&quot;undOvr&quot;&gt;   &lt;/m:narylim&gt;&lt;/m:intlim&gt; &lt;/m:wrapindent&gt;&lt;span lang=&quot;IN&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;&quot;&gt;Pada tab home click tombol conditional formatting pilih new rule&lt;/span&gt;&lt;/m:defjc&gt;&lt;/m:rmargin&gt;&lt;/m:lmargin&gt;&lt;/m:dispdef&gt;&lt;/m:smallfrac&gt;&lt;/li&gt;
&lt;li&gt;    &lt;m:smallfrac m:val=&quot;off&quot;&gt;    &lt;m:dispdef&gt;    &lt;m:lmargin m:val=&quot;0&quot;&gt;    &lt;m:rmargin m:val=&quot;0&quot;&gt;    &lt;m:defjc m:val=&quot;centerGroup&quot;&gt;    &lt;m:wrapindent m:val=&quot;1440&quot;&gt;    &lt;m:intlim m:val=&quot;subSup&quot;&gt;    &lt;m:narylim m:val=&quot;undOvr&quot;&gt;   &lt;/m:narylim&gt;&lt;/m:intlim&gt; &lt;/m:wrapindent&gt;&lt;span lang=&quot;IN&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;&quot;&gt;Pada layar new rule.. pilih format only that contains kemudian edit deskripsi rule nya atau sepeti gambar berikut. Kemudian click format dan atur format yang diinginkan lalu ok&lt;/span&gt;&lt;/m:defjc&gt;&lt;/m:rmargin&gt;&lt;/m:lmargin&gt;&lt;/m:dispdef&gt;&lt;/m:smallfrac&gt;&lt;img alt=&quot;&quot; src=&quot;data:image/jpeg;base64,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&quot; /&gt;&lt;/li&gt;
&lt;li&gt;    &lt;m:smallfrac m:val=&quot;off&quot;&gt;    &lt;m:dispdef&gt;    &lt;m:lmargin m:val=&quot;0&quot;&gt;    &lt;m:rmargin m:val=&quot;0&quot;&gt;    &lt;m:defjc m:val=&quot;centerGroup&quot;&gt;    &lt;m:wrapindent m:val=&quot;1440&quot;&gt;    &lt;m:intlim m:val=&quot;subSup&quot;&gt;    &lt;m:narylim m:val=&quot;undOvr&quot;&gt;   &lt;/m:narylim&gt;&lt;/m:intlim&gt; &lt;/m:wrapindent&gt;&lt;span lang=&quot;IN&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;&quot;&gt;Setelah kembali ke layar excel ketikkan angka sesuai deskripsi rule maka sel nya akan berubah format sesuai yang diinginkan&lt;/span&gt;&lt;/m:defjc&gt;&lt;/m:rmargin&gt;&lt;/m:lmargin&gt;&lt;/m:dispdef&gt;&lt;/m:smallfrac&gt;&lt;/li&gt;
&lt;li&gt;    &lt;m:smallfrac m:val=&quot;off&quot;&gt;    &lt;m:dispdef&gt;    &lt;m:lmargin m:val=&quot;0&quot;&gt;    &lt;m:rmargin m:val=&quot;0&quot;&gt;    &lt;m:defjc m:val=&quot;centerGroup&quot;&gt;    &lt;m:wrapindent m:val=&quot;1440&quot;&gt;    &lt;m:intlim m:val=&quot;subSup&quot;&gt;    &lt;m:narylim m:val=&quot;undOvr&quot;&gt;   &lt;/m:narylim&gt;&lt;/m:intlim&gt; &lt;/m:wrapindent&gt;&lt;span lang=&quot;IN&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;&quot;&gt;Selesai &lt;/span&gt;&lt;span lang=&quot;IN&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;IN&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;IN&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;IN&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;IN&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;&quot;&gt; &lt;/span&gt;&lt;/m:defjc&gt;&lt;/m:rmargin&gt;&lt;/m:lmargin&gt;&lt;/m:dispdef&gt;&lt;/m:smallfrac&gt;&lt;/li&gt;
&lt;/ol&gt;</content><link rel='replies' type='application/atom+xml' href='http://masterofcadland.blogspot.com/feeds/4999522068887305459/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://masterofcadland.blogspot.com/2012/03/conditional-formatting-pada-excel-ini.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1739414685816545602/posts/default/4999522068887305459'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1739414685816545602/posts/default/4999522068887305459'/><link rel='alternate' type='text/html' href='http://masterofcadland.blogspot.com/2012/03/conditional-formatting-pada-excel-ini.html' title='Conditional Formatting pada MS. Excel'/><author><name>Afriandy</name><uri>http://www.blogger.com/profile/03366192216470625577</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://1.bp.blogspot.com/_tSlmS88vGZw/S0tDn8jk0lI/AAAAAAAAAAM/cXWq-YLGDVA/S220/ngarai+sianok.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1739414685816545602.post-2472086916910968356</id><published>2010-06-21T00:11:00.000+07:00</published><updated>2013-04-10T09:54:11.297+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="video tutorial"/><title type='text'>video tutorial AutoCad Land</title><content type='html'>&lt;a href=&quot;http://masterofcadland.blogspot.com/2010/06/autocad-land-video-tutorial.html#more&quot;&gt;Berikut beberapa Video tutorial yang pernah saya pelajari dari youtube:&lt;/a&gt;&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;
&lt;object height=&quot;385&quot; width=&quot;480&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/-Nh--Foelv8&amp;hl=en_US&amp;fs=1&amp;rel=0&amp;color1=0xe1600f&amp;color2=0xfebd01&quot;&gt;
&lt;/param&gt;
&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;&gt;
&lt;/param&gt;
&lt;param name=&quot;allowscriptaccess&quot; value=&quot;always&quot;&gt;
&lt;/param&gt;
&lt;embed src=&quot;http://www.youtube.com/v/-Nh--Foelv8&amp;hl=en_US&amp;fs=1&amp;rel=0&amp;color1=0xe1600f&amp;color2=0xfebd01&quot; type=&quot;application/x-shockwave-flash&quot; allowscriptaccess=&quot;always&quot; allowfullscreen=&quot;true&quot; width=&quot;480&quot; height=&quot;385&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;
&lt;object height=&quot;385&quot; width=&quot;480&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/pxZNFXJQAhc&amp;hl=en_US&amp;fs=1&amp;rel=0&amp;color1=0xe1600f&amp;color2=0xfebd01&quot;&gt;
&lt;/param&gt;
&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;&gt;
&lt;/param&gt;
&lt;param name=&quot;allowscriptaccess&quot; value=&quot;always&quot;&gt;
&lt;/param&gt;
&lt;embed src=&quot;http://www.youtube.com/v/pxZNFXJQAhc&amp;hl=en_US&amp;fs=1&amp;rel=0&amp;color1=0xe1600f&amp;color2=0xfebd01&quot; type=&quot;application/x-shockwave-flash&quot; allowscriptaccess=&quot;always&quot; allowfullscreen=&quot;true&quot; width=&quot;480&quot; height=&quot;385&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;object height=&quot;385&quot; width=&quot;480&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/qqD3RXfdz1s&amp;hl=en_US&amp;fs=1&amp;rel=0&amp;color1=0xe1600f&amp;color2=0xfebd01&quot;&gt;
&lt;/param&gt;
&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;&gt;
&lt;/param&gt;
&lt;param name=&quot;allowscriptaccess&quot; value=&quot;always&quot;&gt;
&lt;/param&gt;
&lt;embed src=&quot;http://www.youtube.com/v/qqD3RXfdz1s&amp;hl=en_US&amp;fs=1&amp;rel=0&amp;color1=0xe1600f&amp;color2=0xfebd01&quot; type=&quot;application/x-shockwave-flash&quot; allowscriptaccess=&quot;always&quot; allowfullscreen=&quot;true&quot; width=&quot;480&quot; height=&quot;385&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;object height=&quot;385&quot; width=&quot;480&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/YO-FJooMYhA&amp;hl=en_US&amp;fs=1&amp;rel=0&amp;color1=0xe1600f&amp;color2=0xfebd01&quot;&gt;
&lt;/param&gt;
&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;&gt;
&lt;/param&gt;
&lt;param name=&quot;allowscriptaccess&quot; value=&quot;always&quot;&gt;
&lt;/param&gt;
&lt;embed src=&quot;http://www.youtube.com/v/YO-FJooMYhA&amp;hl=en_US&amp;fs=1&amp;rel=0&amp;color1=0xe1600f&amp;color2=0xfebd01&quot; type=&quot;application/x-shockwave-flash&quot; allowscriptaccess=&quot;always&quot; allowfullscreen=&quot;true&quot; width=&quot;480&quot; height=&quot;385&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;object height=&quot;385&quot; width=&quot;480&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/qhhuW-wIlzc&amp;hl=en_US&amp;fs=1&amp;rel=0&amp;color1=0xe1600f&amp;color2=0xfebd01&quot;&gt;
&lt;/param&gt;
&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;&gt;
&lt;/param&gt;
&lt;param name=&quot;allowscriptaccess&quot; value=&quot;always&quot;&gt;
&lt;/param&gt;
&lt;embed src=&quot;http://www.youtube.com/v/qhhuW-wIlzc&amp;hl=en_US&amp;fs=1&amp;rel=0&amp;color1=0xe1600f&amp;color2=0xfebd01&quot; type=&quot;application/x-shockwave-flash&quot; allowscriptaccess=&quot;always&quot; allowfullscreen=&quot;true&quot; width=&quot;480&quot; height=&quot;385&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;object height=&quot;385&quot; width=&quot;480&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/kWk8n5nXh5I&amp;hl=en_US&amp;fs=1&amp;rel=0&amp;color1=0xe1600f&amp;color2=0xfebd01&quot;&gt;
&lt;/param&gt;
&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;&gt;
&lt;/param&gt;
&lt;param name=&quot;allowscriptaccess&quot; value=&quot;always&quot;&gt;
&lt;/param&gt;
&lt;embed src=&quot;http://www.youtube.com/v/kWk8n5nXh5I&amp;hl=en_US&amp;fs=1&amp;rel=0&amp;color1=0xe1600f&amp;color2=0xfebd01&quot; type=&quot;application/x-shockwave-flash&quot; allowscriptaccess=&quot;always&quot; allowfullscreen=&quot;true&quot; width=&quot;480&quot; height=&quot;385&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;object height=&quot;385&quot; width=&quot;480&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/2S0Uk1zNxh0&amp;hl=en_US&amp;fs=1&amp;rel=0&amp;color1=0xe1600f&amp;color2=0xfebd01&quot;&gt;
&lt;/param&gt;
&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;&gt;
&lt;/param&gt;
&lt;param name=&quot;allowscriptaccess&quot; value=&quot;always&quot;&gt;
&lt;/param&gt;
&lt;embed src=&quot;http://www.youtube.com/v/2S0Uk1zNxh0&amp;hl=en_US&amp;fs=1&amp;rel=0&amp;color1=0xe1600f&amp;color2=0xfebd01&quot; type=&quot;application/x-shockwave-flash&quot; allowscriptaccess=&quot;always&quot; allowfullscreen=&quot;true&quot; width=&quot;480&quot; height=&quot;385&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;object height=&quot;385&quot; width=&quot;480&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/3JS8Ptu9RYI&amp;hl=en_US&amp;fs=1&amp;rel=0&amp;color1=0xe1600f&amp;color2=0xfebd01&quot;&gt;
&lt;/param&gt;
&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;&gt;
&lt;/param&gt;
&lt;param name=&quot;allowscriptaccess&quot; value=&quot;always&quot;&gt;
&lt;/param&gt;
&lt;embed src=&quot;http://www.youtube.com/v/3JS8Ptu9RYI&amp;hl=en_US&amp;fs=1&amp;rel=0&amp;color1=0xe1600f&amp;color2=0xfebd01&quot; type=&quot;application/x-shockwave-flash&quot; allowscriptaccess=&quot;always&quot; allowfullscreen=&quot;true&quot; width=&quot;480&quot; height=&quot;385&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;object height=&quot;385&quot; width=&quot;480&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/UDOvLeVe6Zo&amp;hl=en_US&amp;fs=1&amp;rel=0&amp;color1=0xe1600f&amp;color2=0xfebd01&quot;&gt;
&lt;/param&gt;
&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;&gt;
&lt;/param&gt;
&lt;param name=&quot;allowscriptaccess&quot; value=&quot;always&quot;&gt;
&lt;/param&gt;
&lt;embed src=&quot;http://www.youtube.com/v/UDOvLeVe6Zo&amp;hl=en_US&amp;fs=1&amp;rel=0&amp;color1=0xe1600f&amp;color2=0xfebd01&quot; type=&quot;application/x-shockwave-flash&quot; allowscriptaccess=&quot;always&quot; allowfullscreen=&quot;true&quot; width=&quot;480&quot; height=&quot;385&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;object height=&quot;385&quot; width=&quot;480&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/RWA4FBZt3jY&amp;hl=en_US&amp;fs=1&amp;rel=0&amp;color1=0xe1600f&amp;color2=0xfebd01&quot;&gt;
&lt;/param&gt;
&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;&gt;
&lt;/param&gt;
&lt;param name=&quot;allowscriptaccess&quot; value=&quot;always&quot;&gt;
&lt;/param&gt;
&lt;embed src=&quot;http://www.youtube.com/v/RWA4FBZt3jY&amp;hl=en_US&amp;fs=1&amp;rel=0&amp;color1=0xe1600f&amp;color2=0xfebd01&quot; type=&quot;application/x-shockwave-flash&quot; allowscriptaccess=&quot;always&quot; allowfullscreen=&quot;true&quot; width=&quot;480&quot; height=&quot;385&quot;&gt;&lt;/embed&gt;&lt;/object&gt;</content><link rel='replies' type='application/atom+xml' href='http://masterofcadland.blogspot.com/feeds/2472086916910968356/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://masterofcadland.blogspot.com/2010/06/video-tutorial-autocad-land.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1739414685816545602/posts/default/2472086916910968356'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1739414685816545602/posts/default/2472086916910968356'/><link rel='alternate' type='text/html' href='http://masterofcadland.blogspot.com/2010/06/video-tutorial-autocad-land.html' title='video tutorial AutoCad Land'/><author><name>Afriandy</name><uri>http://www.blogger.com/profile/03366192216470625577</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://1.bp.blogspot.com/_tSlmS88vGZw/S0tDn8jk0lI/AAAAAAAAAAM/cXWq-YLGDVA/S220/ngarai+sianok.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1739414685816545602.post-2173651661182979431</id><published>2010-06-18T15:23:00.008+07:00</published><updated>2010-06-20T10:02:04.344+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Tutorial"/><title type='text'>Tutorial Alignment Horizontal pada Cad Land Development 2006</title><content type='html'>&lt;div class=&quot;fullpost&quot;&gt;&lt;meta content=&quot;text/html; charset=utf-8&quot; http-equiv=&quot;Content-Type&quot;&gt;&lt;/meta&gt;&lt;meta content=&quot;Word.Document&quot; name=&quot;ProgId&quot;&gt;&lt;/meta&gt;&lt;meta content=&quot;Microsoft Word 12&quot; name=&quot;Generator&quot;&gt;&lt;/meta&gt;&lt;meta content=&quot;Microsoft Word 12&quot; name=&quot;Originator&quot;&gt;&lt;/meta&gt;&lt;link href=&quot;file:///C:%5CDOCUME%7E1%5CAdministrator%5CLocal%20Settings%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_filelist.xml&quot; rel=&quot;File-List&quot;&gt;&lt;/link&gt;&lt;link href=&quot;file:///C:%5CDOCUME%7E1%5CAdministrator%5CLocal%20Settings%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_editdata.mso&quot; rel=&quot;Edit-Time-Data&quot;&gt;&lt;/link&gt;&lt;link href=&quot;file:///C:%5CDOCUME%7E1%5CAdministrator%5CLocal%20Settings%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_themedata.thmx&quot; rel=&quot;themeData&quot;&gt;&lt;/link&gt;&lt;link href=&quot;file:///C:%5CDOCUME%7E1%5CAdministrator%5CLocal%20Settings%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_colorschememapping.xml&quot; rel=&quot;colorSchemeMapping&quot;&gt;&lt;/link&gt;    &lt;m:smallfrac m:val=&quot;off&quot;&gt;    &lt;m:dispdef&gt;    &lt;m:lmargin m:val=&quot;0&quot;&gt;    &lt;m:rmargin m:val=&quot;0&quot;&gt;    &lt;m:defjc m:val=&quot;centerGroup&quot;&gt;    &lt;m:wrapindent m:val=&quot;1440&quot;&gt;    &lt;m:intlim m:val=&quot;subSup&quot;&gt;    &lt;m:narylim m:val=&quot;undOvr&quot;&gt;   &lt;/m:narylim&gt;&lt;/m:intlim&gt; &lt;/m:wrapindent&gt;&lt;style&gt;
&lt;!--
 /* Font Definitions */
 @font-face
	{font-family:&quot;Cambria Math&quot;;
	panose-1:2 4 5 3 5 4 6 3 2 4;
	mso-font-charset:1;
	mso-generic-font-family:roman;
	mso-font-format:other;
	mso-font-pitch:variable;
	mso-font-signature:0 0 0 0 0 0;}
@font-face
	{font-family:Calibri;
	panose-1:2 15 5 2 2 2 4 3 2 4;
	mso-font-charset:0;
	mso-generic-font-family:swiss;
	mso-font-pitch:variable;
	mso-font-signature:-1610611985 1073750139 0 0 159 0;}
 /* Style Definitions */
 p.MsoNormal, li.MsoNormal, div.MsoNormal
	{mso-style-unhide:no;
	mso-style-qformat:yes;
	mso-style-parent:&quot;&quot;;
	margin-top:0cm;
	margin-right:0cm;
	margin-bottom:10.0pt;
	margin-left:0cm;
	line-height:115%;
	mso-pagination:widow-orphan;
	font-size:11.0pt;
	font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
	mso-ascii-font-family:Calibri;
	mso-ascii-theme-font:minor-latin;
	mso-fareast-font-family:&quot;Times New Roman&quot;;
	mso-fareast-theme-font:minor-fareast;
	mso-hansi-font-family:Calibri;
	mso-hansi-theme-font:minor-latin;
	mso-bidi-font-family:&quot;Times New Roman&quot;;
	mso-bidi-theme-font:minor-bidi;}
p.MsoListParagraph, li.MsoListParagraph, div.MsoListParagraph
	{mso-style-priority:34;
	mso-style-unhide:no;
	mso-style-qformat:yes;
	margin-top:0cm;
	margin-right:0cm;
	margin-bottom:10.0pt;
	margin-left:36.0pt;
	mso-add-space:auto;
	line-height:115%;
	mso-pagination:widow-orphan;
	font-size:11.0pt;
	font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
	mso-ascii-font-family:Calibri;
	mso-ascii-theme-font:minor-latin;
	mso-fareast-font-family:&quot;Times New Roman&quot;;
	mso-fareast-theme-font:minor-fareast;
	mso-hansi-font-family:Calibri;
	mso-hansi-theme-font:minor-latin;
	mso-bidi-font-family:&quot;Times New Roman&quot;;
	mso-bidi-theme-font:minor-bidi;}
p.MsoListParagraphCxSpFirst, li.MsoListParagraphCxSpFirst, div.MsoListParagraphCxSpFirst
	{mso-style-priority:34;
	mso-style-unhide:no;
	mso-style-qformat:yes;
	mso-style-type:export-only;
	margin-top:0cm;
	margin-right:0cm;
	margin-bottom:0cm;
	margin-left:36.0pt;
	margin-bottom:.0001pt;
	mso-add-space:auto;
	line-height:115%;
	mso-pagination:widow-orphan;
	font-size:11.0pt;
	font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
	mso-ascii-font-family:Calibri;
	mso-ascii-theme-font:minor-latin;
	mso-fareast-font-family:&quot;Times New Roman&quot;;
	mso-fareast-theme-font:minor-fareast;
	mso-hansi-font-family:Calibri;
	mso-hansi-theme-font:minor-latin;
	mso-bidi-font-family:&quot;Times New Roman&quot;;
	mso-bidi-theme-font:minor-bidi;}
p.MsoListParagraphCxSpMiddle, li.MsoListParagraphCxSpMiddle, div.MsoListParagraphCxSpMiddle
	{mso-style-priority:34;
	mso-style-unhide:no;
	mso-style-qformat:yes;
	mso-style-type:export-only;
	margin-top:0cm;
	margin-right:0cm;
	margin-bottom:0cm;
	margin-left:36.0pt;
	margin-bottom:.0001pt;
	mso-add-space:auto;
	line-height:115%;
	mso-pagination:widow-orphan;
	font-size:11.0pt;
	font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
	mso-ascii-font-family:Calibri;
	mso-ascii-theme-font:minor-latin;
	mso-fareast-font-family:&quot;Times New Roman&quot;;
	mso-fareast-theme-font:minor-fareast;
	mso-hansi-font-family:Calibri;
	mso-hansi-theme-font:minor-latin;
	mso-bidi-font-family:&quot;Times New Roman&quot;;
	mso-bidi-theme-font:minor-bidi;}
p.MsoListParagraphCxSpLast, li.MsoListParagraphCxSpLast, div.MsoListParagraphCxSpLast
	{mso-style-priority:34;
	mso-style-unhide:no;
	mso-style-qformat:yes;
	mso-style-type:export-only;
	margin-top:0cm;
	margin-right:0cm;
	margin-bottom:10.0pt;
	margin-left:36.0pt;
	mso-add-space:auto;
	line-height:115%;
	mso-pagination:widow-orphan;
	font-size:11.0pt;
	font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
	mso-ascii-font-family:Calibri;
	mso-ascii-theme-font:minor-latin;
	mso-fareast-font-family:&quot;Times New Roman&quot;;
	mso-fareast-theme-font:minor-fareast;
	mso-hansi-font-family:Calibri;
	mso-hansi-theme-font:minor-latin;
	mso-bidi-font-family:&quot;Times New Roman&quot;;
	mso-bidi-theme-font:minor-bidi;}
.MsoChpDefault
	{mso-style-type:export-only;
	mso-default-props:yes;
	mso-ascii-font-family:Calibri;
	mso-ascii-theme-font:minor-latin;
	mso-fareast-font-family:&quot;Times New Roman&quot;;
	mso-fareast-theme-font:minor-fareast;
	mso-hansi-font-family:Calibri;
	mso-hansi-theme-font:minor-latin;
	mso-bidi-font-family:&quot;Times New Roman&quot;;
	mso-bidi-theme-font:minor-bidi;}
.MsoPapDefault
	{mso-style-type:export-only;
	margin-bottom:10.0pt;
	line-height:115%;}
@page Section1
	{size:612.0pt 792.0pt;
	margin:72.0pt 72.0pt 72.0pt 72.0pt;
	mso-header-margin:35.4pt;
	mso-footer-margin:35.4pt;
	mso-paper-source:0;}
div.Section1
	{page:Section1;}
 /* List Definitions */
 @list l0
	{mso-list-id:72436163;
	mso-list-type:hybrid;
	mso-list-template-ids:-536417034 67698703 67698713 67698715 67698703 67698713 67698715 67698703 67698713 67698715;}
@list l0:level1
	{mso-level-tab-stop:none;
	mso-level-number-position:left;
	text-indent:-18.0pt;}
ol
	{margin-bottom:0cm;}
ul
	{margin-bottom:0cm;}
--&gt;
&lt;/style&gt;  &lt;/m:defjc&gt;&lt;/m:rmargin&gt;&lt;/m:lmargin&gt;&lt;/m:dispdef&gt;&lt;/m:smallfrac&gt;&lt;br /&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;Tutorial Alignment Horizontal pada Cad Land Development 2006&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Jika kita memiliki gambar kontur dan situasi dari suatu daerah yang akan kita bangun jaringan jalan, maka selanjutnya untuk perencanaan jalan kita harus membuat Alignment Horizontal (trase jalan). Pada Autodesk Land Desktop 2006 dapat kita lakukan dari menu &lt;i&gt;line/curves&lt;/i&gt; dan menu &lt;i&gt;alignment. &lt;/i&gt;Pada menu Line/curve terdapat beberapa buah menu yang digunakan untuk membuat garis (trase) dan untuk membuat tikungan, sedangkan pada menu Alignment digunakan untuk membuat alignment horizontal mulai dari setting lebar jalan sampai dengan settingan penamaan Stasioning.&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;
Baiklah kita mulai saja pembuatan trase jalan, langkah-langkah yang harus dilakukan adalah sebagai berikut:&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;text-indent: -18pt;&quot;&gt;1.&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Pada menu line/curces pilih line, kemudian buat dua buah garis yang saling memotong yang kemudian kita jadikan sebagai tikungan. &lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt;&quot;&gt;2.&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Tahap selanjutnya adalah pembuatan tikungan, pada tutorial kali ini kita anggap jalan kita didesain untuk kecepatan rencana 60 km/jam, dari peraturan jalan raya untuk kecepatan rencana tersebut maka jari-jari lengkung minimum adalah 115 meter, panjang lengkung minimum 100 m dan lengkung peralihan 50 m,&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;text-indent: -18pt;&quot;&gt;3.&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Kita akan menggunakan jenis tikungan SCS (spiral-curve-spiral), pada menu line/curves pilih &amp;nbsp;Create Spirals kemudian pilih fit tangent-tangent….. kemudian ketikkan radius 115 m dan panjang spiral 50 m. Maka tikungan kita akan dibentuk sendiri oleh program seperti gambar berikut. &lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;i&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/i&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://masterofcadland.blogspot.com/feeds/2173651661182979431/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://masterofcadland.blogspot.com/2010/06/tutorial-alignment-horizontal-pada-cad.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1739414685816545602/posts/default/2173651661182979431'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1739414685816545602/posts/default/2173651661182979431'/><link rel='alternate' type='text/html' href='http://masterofcadland.blogspot.com/2010/06/tutorial-alignment-horizontal-pada-cad.html' title='Tutorial Alignment Horizontal pada Cad Land Development 2006'/><author><name>Afriandy</name><uri>http://www.blogger.com/profile/03366192216470625577</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://1.bp.blogspot.com/_tSlmS88vGZw/S0tDn8jk0lI/AAAAAAAAAAM/cXWq-YLGDVA/S220/ngarai+sianok.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1739414685816545602.post-6964869086395416743</id><published>2010-05-25T17:54:00.009+07:00</published><updated>2010-06-19T11:56:10.217+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Tutorial"/><title type='text'>Tutorial AutoCad Land Development 2006</title><content type='html'>&lt;meta content=&quot;Word.Document&quot; name=&quot;ProgId&quot;&gt;&lt;/meta&gt;&lt;meta content=&quot;Microsoft Word 11&quot; name=&quot;Generator&quot;&gt;&lt;/meta&gt;&lt;meta content=&quot;Microsoft Word 11&quot; name=&quot;Originator&quot;&gt;&lt;/meta&gt;&lt;link href=&quot;file:///C:%5CDOCUME%7E1%5Cclient6%5CLOCALS%7E1%5CTemp%5Cmsohtml1%5C06%5Cclip_filelist.xml&quot; rel=&quot;File-List&quot;&gt;&lt;/link&gt;&lt;link href=&quot;file:///C:%5CDOCUME%7E1%5Cclient6%5CLOCALS%7E1%5CTemp%5Cmsohtml1%5C06%5Cclip_editdata.mso&quot; rel=&quot;Edit-Time-Data&quot;&gt;&lt;/link&gt;&lt;o:smarttagtype name=&quot;State&quot; namespaceuri=&quot;urn:schemas-microsoft-com:office:smarttags&quot;&gt;&lt;/o:smarttagtype&gt;&lt;o:smarttagtype name=&quot;place&quot; namespaceuri=&quot;urn:schemas-microsoft-com:office:smarttags&quot;&gt;&lt;/o:smarttagtype&gt;&lt;style&gt;
&lt;!--
 /* Font Definitions */
 @font-face
	{font-family:Wingdings;
	panose-1:5 0 0 0 0 0 0 0 0 0;
	mso-font-charset:2;
	mso-generic-font-family:auto;
	mso-font-pitch:variable;
	mso-font-signature:0 268435456 0 0 -2147483648 0;}
@font-face
	{font-family:Calibri;
	mso-font-alt:&quot;Century Gothic&quot;;
	mso-font-charset:0;
	mso-generic-font-family:swiss;
	mso-font-pitch:variable;
	mso-font-signature:-1610611985 1073750139 0 0 159 0;}
 /* Style Definitions */
 p.MsoNormal, li.MsoNormal, div.MsoNormal
	{mso-style-parent:&quot;&quot;;
	margin-top:0cm;
	margin-right:0cm;
	margin-bottom:10.0pt;
	margin-left:0cm;
	line-height:115%;
	mso-pagination:widow-orphan;
	font-size:11.0pt;
	font-family:Calibri;
	mso-fareast-font-family:&quot;Times New Roman&quot;;
	mso-bidi-font-family:&quot;Times New Roman&quot;;}
p.ListParagraph, li.ListParagraph, div.ListParagraph
	{mso-style-name:&quot;List Paragraph&quot;;
	margin-top:0cm;
	margin-right:0cm;
	margin-bottom:10.0pt;
	margin-left:36.0pt;
	mso-add-space:auto;
	line-height:115%;
	mso-pagination:widow-orphan;
	font-size:11.0pt;
	font-family:Calibri;
	mso-fareast-font-family:&quot;Times New Roman&quot;;
	mso-bidi-font-family:&quot;Times New Roman&quot;;}
p.ListParagraphCxSpFirst, li.ListParagraphCxSpFirst, div.ListParagraphCxSpFirst
	{mso-style-name:&quot;List ParagraphCxSpFirst&quot;;
	mso-style-type:export-only;
	margin-top:0cm;
	margin-right:0cm;
	margin-bottom:0cm;
	margin-left:36.0pt;
	margin-bottom:.0001pt;
	mso-add-space:auto;
	line-height:115%;
	mso-pagination:widow-orphan;
	font-size:11.0pt;
	font-family:Calibri;
	mso-fareast-font-family:&quot;Times New Roman&quot;;
	mso-bidi-font-family:&quot;Times New Roman&quot;;}
p.ListParagraphCxSpMiddle, li.ListParagraphCxSpMiddle, div.ListParagraphCxSpMiddle
	{mso-style-name:&quot;List ParagraphCxSpMiddle&quot;;
	mso-style-type:export-only;
	margin-top:0cm;
	margin-right:0cm;
	margin-bottom:0cm;
	margin-left:36.0pt;
	margin-bottom:.0001pt;
	mso-add-space:auto;
	line-height:115%;
	mso-pagination:widow-orphan;
	font-size:11.0pt;
	font-family:Calibri;
	mso-fareast-font-family:&quot;Times New Roman&quot;;
	mso-bidi-font-family:&quot;Times New Roman&quot;;}
p.ListParagraphCxSpLast, li.ListParagraphCxSpLast, div.ListParagraphCxSpLast
	{mso-style-name:&quot;List ParagraphCxSpLast&quot;;
	mso-style-type:export-only;
	margin-top:0cm;
	margin-right:0cm;
	margin-bottom:10.0pt;
	margin-left:36.0pt;
	mso-add-space:auto;
	line-height:115%;
	mso-pagination:widow-orphan;
	font-size:11.0pt;
	font-family:Calibri;
	mso-fareast-font-family:&quot;Times New Roman&quot;;
	mso-bidi-font-family:&quot;Times New Roman&quot;;}
@page Section1
	{size:612.0pt 792.0pt;
	margin:72.0pt 72.0pt 72.0pt 72.0pt;
	mso-header-margin:35.4pt;
	mso-footer-margin:35.4pt;
	mso-paper-source:0;}
div.Section1
	{page:Section1;}
 /* List Definitions */
 @list l0
	{mso-list-id:545145023;
	mso-list-type:hybrid;
	mso-list-template-ids:-975674402 415386862 67698691 67698693 67698689 67698691 67698693 67698689 67698691 67698693;}
@list l0:level1
	{mso-level-start-at:3;
	mso-level-number-format:bullet;
	mso-level-text:-;
	mso-level-tab-stop:none;
	mso-level-number-position:left;
	margin-left:54.0pt;
	text-indent:-18.0pt;
	font-family:Calibri;
	mso-fareast-font-family:&quot;Times New Roman&quot;;
	mso-bidi-font-family:&quot;Times New Roman&quot;;}
@list l1
	{mso-list-id:980812649;
	mso-list-type:hybrid;
	mso-list-template-ids:1000093502 67698703 67698713 67698715 67698703 67698713 67698715 67698703 67698713 67698715;}
@list l1:level1
	{mso-level-tab-stop:none;
	mso-level-number-position:left;
	text-indent:-18.0pt;}
ol
	{margin-bottom:0cm;}
ul
	{margin-bottom:0cm;}
--&gt;
&lt;/style&gt;  &lt;br /&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;TUTORIAL MEMBUAT KONTUR PADA AUTOCADLAND DEVELOPMENT 2006&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Pada kesempatan kali ini kita akan mencoba untuk membuat kontur dari hasil pengukuran survey dilapangan (koordinat x, y dan z). Program yang biasa digunakan untuk melakukan ini adalah program Autodesk land desktop (Cadland Development) yang dikeluarkan oleh autodesk. Program ini banyak digunakan karena kemudahan dalam pengoperasian tanpa harus mengetikkan banyak perintah-perintah seperti program lain yang sejenis. Baiklah tanpa memperpanjang mukaddimah kita mulai saja tutorialnya. Ikuti langkah-langkah yang akan dijabarkan berikut ini:&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;
1.&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Langkah awal tentunya saudara-saudara sekalian harus menyiapkan data-data koordinat yang sebelumnya telah dihitung terlebih dahulu yang harus di simpan dalam bentuk notepad, seperti gambar berikut :&lt;/div&gt;&lt;div class=&quot;ListParagraphCxSpLast&quot; style=&quot;margin-left: 72pt;&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/AVvXsEjnhJGiBJjZTynv-GavObqTEA4-AJGcXKHahkgWbjFfiRoCEUbo01SE6HYCoxGAB2Xrw6aqv7lmBmakEL7Dq7hwlJarJ-Cq50vk3BYMp9xG6nSJ8QtulSC9k4oIsWL2q2JwzPcSf2KgotA/s1600/New+Picture.bmp&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnhJGiBJjZTynv-GavObqTEA4-AJGcXKHahkgWbjFfiRoCEUbo01SE6HYCoxGAB2Xrw6aqv7lmBmakEL7Dq7hwlJarJ-Cq50vk3BYMp9xG6nSJ8QtulSC9k4oIsWL2q2JwzPcSf2KgotA/s320/New+Picture.bmp&quot; width=&quot;216&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 35.45pt;&quot;&gt;Isi dari notepad di atas terdiri dari empat kolom yaitu, kolom pertama yaitu number (nomor data), kolom kedua yaitu koordinat x (searah sumbu x atau searah timur), kolom ketiga yaitu koordinat y (searah sumbu y atau searah utara) dan kolom ketiga berupa koordinat z (elevasi atau ketinggian). Setelah selesai semuanya maka simpan notepad tersebut di dalam hard disk saudara.&lt;/div&gt;&lt;div class=&quot;ListParagraphCxSpFirst&quot; style=&quot;text-indent: -18pt;&quot;&gt;2.&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Jalankan program &lt;/div&gt;&lt;div class=&quot;ListParagraphCxSpMiddle&quot;&gt;Akan keluar beberapa buah jendela yang menyuruh saudara untuk menyimpan project, untuk langkah awal ikuti saja semua perintah tersebut sampai selesai, nah gmana mudah &lt;st1:state w:st=&quot;on&quot;&gt;&lt;st1:place w:st=&quot;on&quot;&gt;kan&lt;/st1:place&gt;&lt;/st1:state&gt;!&lt;/div&gt;&lt;div class=&quot;ListParagraphCxSpMiddle&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;ListParagraphCxSpMiddle&quot;&gt;&lt;/div&gt;&lt;div class=&quot;ListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt;&quot;&gt;3.&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Setting tampilan point&lt;/div&gt;&lt;div class=&quot;ListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-indent: -18pt;&quot;&gt;-&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Di menu jendela paling atas cari tombol &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;point&lt;/span&gt;&lt;/i&gt;, click tombol tersebut&lt;/div&gt;&lt;div class=&quot;ListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-indent: -18pt;&quot;&gt;-&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Pilih menu paling atas yaitu &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;point setting&lt;/span&gt;&lt;/i&gt;, kemudian akan keluar jendela &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;point setting&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;ListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt;&quot;&gt;Dari jendela ini semua setting terhadap tampilan point yang akan tampil nantinya dapat di atur, mulai dari cara penampilan, metode penambahan point, deskripsi masing-masing point sampai dengan layer yang akan digunakan, silahkan saudara coba utak-atik agar lebih jelas&lt;br /&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/AVvXsEjuYCCBnt3H2D7fplVNKvnfPP1ZMoCtLjeGtQxP-VzXUrOaFPD5diVnk18SUSzzlqMY1CN_qmhyphenhyphen_1oypZ_bqMTCa7AA40Gk_PXVve0MeOORjZYZyH2Vu55UyLsF_oJgr-lTTYPTvY_4IeA/s1600/New+Picture+%284%29.bmp&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuYCCBnt3H2D7fplVNKvnfPP1ZMoCtLjeGtQxP-VzXUrOaFPD5diVnk18SUSzzlqMY1CN_qmhyphenhyphen_1oypZ_bqMTCa7AA40Gk_PXVve0MeOORjZYZyH2Vu55UyLsF_oJgr-lTTYPTvY_4IeA/s320/New+Picture+%284%29.bmp&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;meta content=&quot;text/html; charset=utf-8&quot; http-equiv=&quot;Content-Type&quot;&gt;&lt;/meta&gt;&lt;meta content=&quot;Word.Document&quot; name=&quot;ProgId&quot;&gt;&lt;/meta&gt;&lt;meta content=&quot;Microsoft Word 11&quot; name=&quot;Generator&quot;&gt;&lt;/meta&gt;&lt;meta content=&quot;Microsoft Word 11&quot; name=&quot;Originator&quot;&gt;&lt;/meta&gt;&lt;link href=&quot;file:///C:%5CDOCUME%7E1%5Cclient6%5CLOCALS%7E1%5CTemp%5Cmsohtml1%5C07%5Cclip_filelist.xml&quot; rel=&quot;File-List&quot;&gt;&lt;/link&gt;&lt;link href=&quot;file:///C:%5CDOCUME%7E1%5Cclient6%5CLOCALS%7E1%5CTemp%5Cmsohtml1%5C07%5Cclip_editdata.mso&quot; rel=&quot;Edit-Time-Data&quot;&gt;&lt;/link&gt;&lt;style&gt;
&lt;!--
 /* Font Definitions */
 @font-face
	{font-family:Calibri;
	mso-font-alt:&quot;Century Gothic&quot;;
	mso-font-charset:0;
	mso-generic-font-family:swiss;
	mso-font-pitch:variable;
	mso-font-signature:-1610611985 1073750139 0 0 159 0;}
 /* Style Definitions */
 p.MsoNormal, li.MsoNormal, div.MsoNormal
	{mso-style-parent:&quot;&quot;;
	margin-top:0cm;
	margin-right:0cm;
	margin-bottom:10.0pt;
	margin-left:0cm;
	line-height:115%;
	mso-pagination:widow-orphan;
	font-size:11.0pt;
	font-family:Calibri;
	mso-fareast-font-family:&quot;Times New Roman&quot;;
	mso-bidi-font-family:&quot;Times New Roman&quot;;}
p.ListParagraph, li.ListParagraph, div.ListParagraph
	{mso-style-name:&quot;List Paragraph&quot;;
	margin-top:0cm;
	margin-right:0cm;
	margin-bottom:10.0pt;
	margin-left:36.0pt;
	mso-add-space:auto;
	line-height:115%;
	mso-pagination:widow-orphan;
	font-size:11.0pt;
	font-family:Calibri;
	mso-fareast-font-family:&quot;Times New Roman&quot;;
	mso-bidi-font-family:&quot;Times New Roman&quot;;}
p.ListParagraphCxSpFirst, li.ListParagraphCxSpFirst, div.ListParagraphCxSpFirst
	{mso-style-name:&quot;List ParagraphCxSpFirst&quot;;
	mso-style-type:export-only;
	margin-top:0cm;
	margin-right:0cm;
	margin-bottom:0cm;
	margin-left:36.0pt;
	margin-bottom:.0001pt;
	mso-add-space:auto;
	line-height:115%;
	mso-pagination:widow-orphan;
	font-size:11.0pt;
	font-family:Calibri;
	mso-fareast-font-family:&quot;Times New Roman&quot;;
	mso-bidi-font-family:&quot;Times New Roman&quot;;}
p.ListParagraphCxSpMiddle, li.ListParagraphCxSpMiddle, div.ListParagraphCxSpMiddle
	{mso-style-name:&quot;List ParagraphCxSpMiddle&quot;;
	mso-style-type:export-only;
	margin-top:0cm;
	margin-right:0cm;
	margin-bottom:0cm;
	margin-left:36.0pt;
	margin-bottom:.0001pt;
	mso-add-space:auto;
	line-height:115%;
	mso-pagination:widow-orphan;
	font-size:11.0pt;
	font-family:Calibri;
	mso-fareast-font-family:&quot;Times New Roman&quot;;
	mso-bidi-font-family:&quot;Times New Roman&quot;;}
p.ListParagraphCxSpLast, li.ListParagraphCxSpLast, div.ListParagraphCxSpLast
	{mso-style-name:&quot;List ParagraphCxSpLast&quot;;
	mso-style-type:export-only;
	margin-top:0cm;
	margin-right:0cm;
	margin-bottom:10.0pt;
	margin-left:36.0pt;
	mso-add-space:auto;
	line-height:115%;
	mso-pagination:widow-orphan;
	font-size:11.0pt;
	font-family:Calibri;
	mso-fareast-font-family:&quot;Times New Roman&quot;;
	mso-bidi-font-family:&quot;Times New Roman&quot;;}
@page Section1
	{size:612.0pt 792.0pt;
	margin:72.0pt 90.0pt 72.0pt 90.0pt;
	mso-header-margin:36.0pt;
	mso-footer-margin:36.0pt;
	mso-paper-source:0;}
div.Section1
	{page:Section1;}
 /* List Definitions */
 @list l0
	{mso-list-id:980812649;
	mso-list-type:hybrid;
	mso-list-template-ids:1000093502 67698703 67698713 67698715 67698703 67698713 67698715 67698703 67698713 67698715;}
@list l0:level1
	{mso-level-tab-stop:none;
	mso-level-number-position:left;
	text-indent:-18.0pt;}
ol
	{margin-bottom:0cm;}
ul
	{margin-bottom:0cm;}
--&gt;
&lt;/style&gt;  &lt;br /&gt;
&lt;div class=&quot;ListParagraphCxSpFirst&quot; style=&quot;text-indent: -18pt;&quot;&gt;4.&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Mengimport point&lt;/div&gt;&lt;div class=&quot;ListParagraphCxSpLast&quot;&gt;&lt;span style=&quot;height: 49px; left: 0px; margin-left: 448px; margin-top: 57px; position: absolute; width: 28px; z-index: 2;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;height: 43px; left: 0px; margin-left: 272px; margin-top: 75px; position: absolute; width: 42px; z-index: 1;&quot;&gt;&lt;/span&gt;Setelah semua settingan sempurna, kini saatnya kita mengimport data pengukuran ke program. Caranya click &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;point&lt;/span&gt;&lt;/i&gt; seperti awal tadi terus pilih &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;import/export point&lt;/span&gt;&lt;/i&gt; kemudian pilih &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;import points.&lt;/span&gt; &lt;/i&gt;Akan keluar jendela &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;import point&lt;/span&gt;&lt;/i&gt;, lalu click tombol yang berada disebelah new format, maka akan tampil jendela baru yaitu jendela &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;format manager&lt;/span&gt;&lt;/i&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/AVvXsEgZ_k8kymbzQJ-_LBgYn1VoiWteeu1u5Yl4U2zsCNdgDcj1xhP06Mlr_PHwEHgbTXAqFXFoNhiLKc-3VueVEXXea9_8ftoCPyXVqwUQz00J6Sd6094wjl7BxuoWXrLzc0zx6jWQGwmMXXc/s1600/New+Picture+%285%29.bmp&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZ_k8kymbzQJ-_LBgYn1VoiWteeu1u5Yl4U2zsCNdgDcj1xhP06Mlr_PHwEHgbTXAqFXFoNhiLKc-3VueVEXXea9_8ftoCPyXVqwUQz00J6Sd6094wjl7BxuoWXrLzc0zx6jWQGwmMXXc/s320/New+Picture+%285%29.bmp&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;ListParagraphCxSpLast&quot;&gt;&lt;meta content=&quot;text/html; charset=utf-8&quot; http-equiv=&quot;Content-Type&quot;&gt;&lt;/meta&gt;&lt;meta content=&quot;Word.Document&quot; name=&quot;ProgId&quot;&gt;&lt;/meta&gt;&lt;meta content=&quot;Microsoft Word 11&quot; name=&quot;Generator&quot;&gt;&lt;/meta&gt;&lt;meta content=&quot;Microsoft Word 11&quot; name=&quot;Originator&quot;&gt;&lt;/meta&gt;&lt;link href=&quot;file:///C:%5CDOCUME%7E1%5Cclient6%5CLOCALS%7E1%5CTemp%5Cmsohtml1%5C08%5Cclip_filelist.xml&quot; rel=&quot;File-List&quot;&gt;&lt;/link&gt;&lt;style&gt;
&lt;!--
 /* Font Definitions */
 @font-face
	{font-family:Calibri;
	mso-font-alt:&quot;Century Gothic&quot;;
	mso-font-charset:0;
	mso-generic-font-family:swiss;
	mso-font-pitch:variable;
	mso-font-signature:-1610611985 1073750139 0 0 159 0;}
 /* Style Definitions */
 p.MsoNormal, li.MsoNormal, div.MsoNormal
	{mso-style-parent:&quot;&quot;;
	margin-top:0cm;
	margin-right:0cm;
	margin-bottom:10.0pt;
	margin-left:0cm;
	line-height:115%;
	mso-pagination:widow-orphan;
	font-size:11.0pt;
	font-family:Calibri;
	mso-fareast-font-family:&quot;Times New Roman&quot;;
	mso-bidi-font-family:&quot;Times New Roman&quot;;}
@page Section1
	{size:612.0pt 792.0pt;
	margin:72.0pt 90.0pt 72.0pt 90.0pt;
	mso-header-margin:36.0pt;
	mso-footer-margin:36.0pt;
	mso-paper-source:0;}
div.Section1
	{page:Section1;}
--&gt;
&lt;/style&gt;&lt;span style=&quot;font-family: Calibri; font-size: 11pt; line-height: 115%;&quot;&gt;Untuk format baru pilih &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;new format&lt;/span&gt;&lt;/i&gt; yang biasanya berada di paling bawah list dan pilih tombol &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;modify&lt;/span&gt;&lt;/i&gt; yang berada di sebelah kanan. Pada jendela ini tandai tombol &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;delimited by, &lt;/span&gt;&lt;/i&gt;click tombol &lt;span style=&quot;color: #0070c0;&quot;&gt;&lt;unused&gt;&lt;/unused&gt;&lt;/span&gt;&amp;nbsp; pada jendela baru tersebut pilih label-label yang sesuai dengan data pada notepad kita tadi yaitu kolom pertama berupa &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;number&lt;/span&gt;&lt;/i&gt;, kolom kedua berupa sumbu x (&lt;span style=&quot;color: #0070c0;&quot;&gt;easting&lt;/span&gt;), kolom ketiga berupa sumbu y (&lt;span style=&quot;color: #0070c0;&quot;&gt;northing&lt;/span&gt;), dan kolom keempat berupa elevasi (&lt;span style=&quot;color: #0070c0;&quot;&gt;elevation&lt;/span&gt;). Cari tombol &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;load&lt;/span&gt;&lt;/i&gt; yang ada di sebelah kanan dan akan keluar jendela baru yang mengharuskan untuk mencari letak notepad yang kita simpan di hard disk. Setelah ketemu datanya click &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;open&lt;/span&gt;&lt;/i&gt;. Nah sekarang data kita telah di kenali namun belum tersimpan di dalam database, untuk itu kita click tombol &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;Parse&lt;/span&gt;&lt;/i&gt;. Lalu &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;oke&lt;/span&gt;&lt;/i&gt; kemudian &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;close&lt;/span&gt;&lt;/i&gt;. Pada jendela &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;format manager-import point&lt;/span&gt;&lt;/i&gt; pilih format yang baru kita buat tadi, untuk memudahkan pengeditan data point maka point tadi dapat kita jadikan sebuah group misalnya sebagai group kontur, caranya pada jendela ini centang &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;add points to point group&lt;/span&gt;&lt;/i&gt; dan beri nama misalnya kontur terus &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;ok&lt;/span&gt;&lt;/i&gt; lalu tutup jendela tersebut dengan menekan &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;ok&lt;/span&gt;&lt;/i&gt; sekali lagi.&lt;/span&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/AVvXsEgsm_JAQEVGkYjYVY2jpZjG-gT_xzv8zwxelxKfrf612h2rh5biTIT6Fs9vjPbkQILFC6rGuRS3uSZGuCAK_4u5QleRFo4OSzzlLx75at103vWkmlFjeGuwRE6PmXF58xUAkh_gZ__IsCE/s1600/New+Picture+%286%29.bmp&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/AVvXsEgsm_JAQEVGkYjYVY2jpZjG-gT_xzv8zwxelxKfrf612h2rh5biTIT6Fs9vjPbkQILFC6rGuRS3uSZGuCAK_4u5QleRFo4OSzzlLx75at103vWkmlFjeGuwRE6PmXF58xUAkh_gZ__IsCE/s320/New+Picture+%286%29.bmp&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;ListParagraphCxSpLast&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/AVvXsEjPaDVcg8jDLC6z2R2SDpDK5Lz9MNd1rFWK70C-rCE4yoUZkWXySQZlmynnNGGRASrqzlhXFuCSQ3bRc8y2AAHJIouQiyQpJ_5GjwlH4yp_aIq341a_-8Nc4Vn0kwa9tYwY3d0QKJy0K5c/s1600/New+Picture+%287%29.bmp&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPaDVcg8jDLC6z2R2SDpDK5Lz9MNd1rFWK70C-rCE4yoUZkWXySQZlmynnNGGRASrqzlhXFuCSQ3bRc8y2AAHJIouQiyQpJ_5GjwlH4yp_aIq341a_-8Nc4Vn0kwa9tYwY3d0QKJy0K5c/s320/New+Picture+%287%29.bmp&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;meta content=&quot;text/html; charset=utf-8&quot; http-equiv=&quot;Content-Type&quot;&gt;&lt;/meta&gt;&lt;meta content=&quot;Word.Document&quot; name=&quot;ProgId&quot;&gt;&lt;/meta&gt;&lt;meta content=&quot;Microsoft Word 11&quot; name=&quot;Generator&quot;&gt;&lt;/meta&gt;&lt;meta content=&quot;Microsoft Word 11&quot; name=&quot;Originator&quot;&gt;&lt;/meta&gt;&lt;link href=&quot;file:///C:%5CDOCUME%7E1%5Cclient6%5CLOCALS%7E1%5CTemp%5Cmsohtml1%5C09%5Cclip_filelist.xml&quot; rel=&quot;File-List&quot;&gt;&lt;/link&gt;&lt;style&gt;
&lt;!--
 /* Font Definitions */
 @font-face
	{font-family:Calibri;
	mso-font-alt:&quot;Century Gothic&quot;;
	mso-font-charset:0;
	mso-generic-font-family:swiss;
	mso-font-pitch:variable;
	mso-font-signature:-1610611985 1073750139 0 0 159 0;}
 /* Style Definitions */
 p.MsoNormal, li.MsoNormal, div.MsoNormal
	{mso-style-parent:&quot;&quot;;
	margin-top:0cm;
	margin-right:0cm;
	margin-bottom:10.0pt;
	margin-left:0cm;
	line-height:115%;
	mso-pagination:widow-orphan;
	font-size:11.0pt;
	font-family:Calibri;
	mso-fareast-font-family:&quot;Times New Roman&quot;;
	mso-bidi-font-family:&quot;Times New Roman&quot;;}
@page Section1
	{size:612.0pt 792.0pt;
	margin:72.0pt 90.0pt 72.0pt 90.0pt;
	mso-header-margin:36.0pt;
	mso-footer-margin:36.0pt;
	mso-paper-source:0;}
div.Section1
	{page:Section1;}
--&gt;
&lt;/style&gt;&lt;span style=&quot;font-family: Calibri; font-size: 11pt; line-height: 115%;&quot;&gt;Pada jendela &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;COGO Database Import Option&lt;/span&gt;&lt;/i&gt; click &lt;span style=&quot;color: #0070c0;&quot;&gt;OK&lt;/span&gt;, lalu data anda akan langsung di transfer ke CADland. tunggu beberapa saat, jika anda tidak bisa melihat data yang telah di transfer maka pada jendela perintah CADland Ketikkan z kemudian enter lalu ketik e dan dienter, kemudian akan terlihat seperti gambar di bawah ini.&lt;/span&gt;&amp;nbsp;&lt;meta content=&quot;text/html; charset=utf-8&quot; http-equiv=&quot;Content-Type&quot;&gt;&lt;/meta&gt;&lt;meta content=&quot;Word.Document&quot; name=&quot;ProgId&quot;&gt;&lt;/meta&gt;&lt;meta content=&quot;Microsoft Word 11&quot; name=&quot;Generator&quot;&gt;&lt;/meta&gt;&lt;meta content=&quot;Microsoft Word 11&quot; name=&quot;Originator&quot;&gt;&lt;/meta&gt;&lt;link href=&quot;file:///C:%5CDOCUME%7E1%5Cclient6%5CLOCALS%7E1%5CTemp%5Cmsohtml1%5C10%5Cclip_filelist.xml&quot; rel=&quot;File-List&quot;&gt;&lt;/link&gt;&lt;style&gt;
&lt;!--
 /* Font Definitions */
 @font-face
	{font-family:Wingdings;
	panose-1:5 0 0 0 0 0 0 0 0 0;
	mso-font-charset:2;
	mso-generic-font-family:auto;
	mso-font-pitch:variable;
	mso-font-signature:0 268435456 0 0 -2147483648 0;}
@font-face
	{font-family:Calibri;
	mso-font-alt:&quot;Century Gothic&quot;;
	mso-font-charset:0;
	mso-generic-font-family:swiss;
	mso-font-pitch:variable;
	mso-font-signature:-1610611985 1073750139 0 0 159 0;}
 /* Style Definitions */
 p.MsoNormal, li.MsoNormal, div.MsoNormal
	{mso-style-parent:&quot;&quot;;
	margin-top:0cm;
	margin-right:0cm;
	margin-bottom:10.0pt;
	margin-left:0cm;
	line-height:115%;
	mso-pagination:widow-orphan;
	font-size:11.0pt;
	font-family:Calibri;
	mso-fareast-font-family:&quot;Times New Roman&quot;;
	mso-bidi-font-family:&quot;Times New Roman&quot;;}
p.ListParagraph, li.ListParagraph, div.ListParagraph
	{mso-style-name:&quot;List Paragraph&quot;;
	margin-top:0cm;
	margin-right:0cm;
	margin-bottom:10.0pt;
	margin-left:36.0pt;
	mso-add-space:auto;
	line-height:115%;
	mso-pagination:widow-orphan;
	font-size:11.0pt;
	font-family:Calibri;
	mso-fareast-font-family:&quot;Times New Roman&quot;;
	mso-bidi-font-family:&quot;Times New Roman&quot;;}
p.ListParagraphCxSpFirst, li.ListParagraphCxSpFirst, div.ListParagraphCxSpFirst
	{mso-style-name:&quot;List ParagraphCxSpFirst&quot;;
	mso-style-type:export-only;
	margin-top:0cm;
	margin-right:0cm;
	margin-bottom:0cm;
	margin-left:36.0pt;
	margin-bottom:.0001pt;
	mso-add-space:auto;
	line-height:115%;
	mso-pagination:widow-orphan;
	font-size:11.0pt;
	font-family:Calibri;
	mso-fareast-font-family:&quot;Times New Roman&quot;;
	mso-bidi-font-family:&quot;Times New Roman&quot;;}
p.ListParagraphCxSpMiddle, li.ListParagraphCxSpMiddle, div.ListParagraphCxSpMiddle
	{mso-style-name:&quot;List ParagraphCxSpMiddle&quot;;
	mso-style-type:export-only;
	margin-top:0cm;
	margin-right:0cm;
	margin-bottom:0cm;
	margin-left:36.0pt;
	margin-bottom:.0001pt;
	mso-add-space:auto;
	line-height:115%;
	mso-pagination:widow-orphan;
	font-size:11.0pt;
	font-family:Calibri;
	mso-fareast-font-family:&quot;Times New Roman&quot;;
	mso-bidi-font-family:&quot;Times New Roman&quot;;}
p.ListParagraphCxSpLast, li.ListParagraphCxSpLast, div.ListParagraphCxSpLast
	{mso-style-name:&quot;List ParagraphCxSpLast&quot;;
	mso-style-type:export-only;
	margin-top:0cm;
	margin-right:0cm;
	margin-bottom:10.0pt;
	margin-left:36.0pt;
	mso-add-space:auto;
	line-height:115%;
	mso-pagination:widow-orphan;
	font-size:11.0pt;
	font-family:Calibri;
	mso-fareast-font-family:&quot;Times New Roman&quot;;
	mso-bidi-font-family:&quot;Times New Roman&quot;;}
@page Section1
	{size:612.0pt 792.0pt;
	margin:72.0pt 90.0pt 72.0pt 90.0pt;
	mso-header-margin:36.0pt;
	mso-footer-margin:36.0pt;
	mso-paper-source:0;}
div.Section1
	{page:Section1;}
 /* List Definitions */
 @list l0
	{mso-list-id:545145023;
	mso-list-type:hybrid;
	mso-list-template-ids:-975674402 415386862 67698691 67698693 67698689 67698691 67698693 67698689 67698691 67698693;}
@list l0:level1
	{mso-level-start-at:3;
	mso-level-number-format:bullet;
	mso-level-text:-;
	mso-level-tab-stop:none;
	mso-level-number-position:left;
	margin-left:54.0pt;
	text-indent:-18.0pt;
	font-family:Calibri;
	mso-fareast-font-family:&quot;Times New Roman&quot;;
	mso-bidi-font-family:&quot;Times New Roman&quot;;}
@list l1
	{mso-list-id:980812649;
	mso-list-type:hybrid;
	mso-list-template-ids:1000093502 67698703 67698713 67698715 67698703 67698713 67698715 67698703 67698713 67698715;}
@list l1:level1
	{mso-level-tab-stop:none;
	mso-level-number-position:left;
	text-indent:-18.0pt;}
ol
	{margin-bottom:0cm;}
ul
	{margin-bottom:0cm;}
--&gt;
&lt;/style&gt;  &lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 35.45pt;&quot;&gt;Gara-gara udah lama nggak ngetik jari-jari jadi pegel, mumpung ada teh, yuk diminum dulu, sruuutttt. Cukup ngetehnya yuk kita lanjutkan lagi tutorialnya oke.&lt;/div&gt;&lt;div class=&quot;ListParagraphCxSpFirst&quot; style=&quot;text-indent: -18pt;&quot;&gt;5.&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Membuat surface&lt;/div&gt;&lt;div class=&quot;ListParagraphCxSpMiddle&quot;&gt;Jika langkah-langkah sebelumnya telah berjalan dengan lancar maka selanjutnya yang harus dilakukan adalah membuat surface dengan cara sebagai berikut&lt;/div&gt;&lt;div class=&quot;ListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-indent: -18pt;&quot;&gt;-&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Click &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;terrain&lt;/span&gt;&lt;/i&gt; lalu pilih &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;terrain&lt;/span&gt;&lt;/i&gt; &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;model explorer&lt;/span&gt;&lt;/i&gt;.&lt;/div&gt;&lt;div class=&quot;ListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-indent: -18pt;&quot;&gt;-&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Pada jendela baru click kanan &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;terrain&lt;/span&gt;&lt;/i&gt; lalu pilih &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;create new surface&lt;/span&gt;&lt;/i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;ListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; text-indent: -18pt;&quot;&gt;-&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Click kanan &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;point group&lt;/span&gt;&lt;/i&gt; pada hierarki sebelah kiri dari jendela &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;terrain model&amp;nbsp; explorer&lt;/span&gt;&lt;/i&gt;.&lt;/div&gt;&lt;div class=&quot;ListParagraphCxSpLast&quot; style=&quot;margin-left: 54pt; text-indent: -18pt;&quot;&gt;-&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Pilih &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;add point group&lt;/span&gt;&lt;/i&gt;, akan keluar jendela &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;add point group&lt;/span&gt;&lt;/i&gt;&lt;span style=&quot;font-family: Calibri; font-size: 11pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&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/AVvXsEgK-u3cMBF5bQb7Ez9AmOAGJxnA7bM8g4Yti2siZIsJWj34hhV7xwF18lwLEmTuwYgtS3xfrBLO0eKenrF3lK3qGkZ42p-U8y-xEZ_QlBHvojAabKwHnvJcbklOz33Fp4BYQsa3Mx1Y6aU/s1600/New+Picture+%288%29.bmp&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgK-u3cMBF5bQb7Ez9AmOAGJxnA7bM8g4Yti2siZIsJWj34hhV7xwF18lwLEmTuwYgtS3xfrBLO0eKenrF3lK3qGkZ42p-U8y-xEZ_QlBHvojAabKwHnvJcbklOz33Fp4BYQsa3Mx1Y6aU/s320/New+Picture+%288%29.bmp&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Calibri; font-size: 11pt; line-height: 115%;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp; Pada &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;point group name&lt;/span&gt;&lt;/i&gt; akan keluar tulisan kontur, lalu click &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;Ok&lt;/span&gt;&lt;/i&gt;.&lt;/span&gt;&lt;br /&gt;
-&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Pada hierarki yang sama click kanan pada &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;point files&lt;/span&gt;&lt;/i&gt;&amp;nbsp; pilih &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;add point files&lt;/span&gt;&lt;/i&gt;, pilih format yang telah kita buat tadi lalu tekan ok.&lt;br /&gt;
-&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Tutup jendela &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;terrain model explorer&lt;/span&gt;&lt;/i&gt;, maka pekerjaan membuat surface selesai.&lt;/div&gt;&lt;div class=&quot;ListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;ListParagraphCxSpMiddle&quot; style=&quot;text-indent: -18pt;&quot;&gt;6.&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Membuat kontur&lt;/div&gt;&lt;div class=&quot;ListParagraphCxSpMiddle&quot;&gt;Nah sampai juga akhirnya pada langkah pembuatan kontur, langkah-langkahnya adalah sebagai berikut:&lt;/div&gt;&lt;div class=&quot;ListParagraphCxSpLast&quot; style=&quot;margin-left: 54pt; text-indent: -18pt;&quot;&gt;-&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Pada menu &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;terrain &lt;/span&gt;&lt;/i&gt;click tombol &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;create contours&lt;/span&gt;&lt;/i&gt;&lt;span style=&quot;font-family: Calibri; font-size: 11pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&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/AVvXsEjF2qsgcqa2TpF4jg17q5SPjQxtnvzh9fARjDm_Xlr2Sr-klHOHi2YPHdFSx8BwcJf3PmBVUIy9aYrMwQrBoTMSM25j18PKvlq5XSOdPOVFJQRdcQ-mWN-IA1LISt_bE6j_1gfSu_3Vq_A/s1600/New+Picture+%289%29.bmp&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjF2qsgcqa2TpF4jg17q5SPjQxtnvzh9fARjDm_Xlr2Sr-klHOHi2YPHdFSx8BwcJf3PmBVUIy9aYrMwQrBoTMSM25j18PKvlq5XSOdPOVFJQRdcQ-mWN-IA1LISt_bE6j_1gfSu_3Vq_A/s320/New+Picture+%289%29.bmp&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Calibri; font-size: 11pt; line-height: 115%;&quot;&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Pada jendela baru yang berjudul &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;create contours&lt;/span&gt;&lt;/i&gt;, mula-mula pilih jenis surface yang akan digunakan disini kita gunakan &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;surface 1&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;
-&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;tentukan interval yang akan digunakan misal untuk interval minor dengan interval 1 m, kemudian untuk interval mayor dengan interval 5 m.&lt;br /&gt;
-&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;style dari kontur yang akan dihasilkan dapat di atur dari &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;style manager&lt;/span&gt;&lt;/i&gt;&amp;nbsp; (tombol kanan bawah), yang dapat di pelajari sendiri dgn mudah.&lt;br /&gt;
-&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Setelah selesai tutup jendel &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;create contours&lt;/span&gt;&lt;/i&gt; dengan menekan tombol &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;ok&lt;/span&gt;&lt;/i&gt;, &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;erase old contours&lt;/span&gt;&lt;/i&gt; lalu pilih &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;yes&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;
-&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Nah gimana, sekarang kontur &amp;nbsp;telah berhasil dibuat&lt;/div&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/AVvXsEg3Q5taQb-BT3nCax9s36tcsCcBAj84FgG_pKXgdNg0R1QNgvj6qioppaF7iKUiiJ2zh2KbhbupRfWz1xCTcRAL1yd0cDnJ136hG3l4_UymMXOzeXMhiMrUySfbvT-XIW0VmCeRBW-6uuk/s1600/New+Picture+%2810%29.bmp&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3Q5taQb-BT3nCax9s36tcsCcBAj84FgG_pKXgdNg0R1QNgvj6qioppaF7iKUiiJ2zh2KbhbupRfWz1xCTcRAL1yd0cDnJ136hG3l4_UymMXOzeXMhiMrUySfbvT-XIW0VmCeRBW-6uuk/s320/New+Picture+%2810%29.bmp&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Calibri; font-size: 11pt; line-height: 115%;&quot;&gt;Warna dari garis kontur dapat diubah dari &lt;i&gt;&lt;span style=&quot;color: #0070c0;&quot;&gt;layer&lt;/span&gt;&lt;/i&gt; yang dapat dilihat seperti gambar berikut, selamat mencoba.&lt;/span&gt;&lt;br /&gt;
&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; style=&quot;margin-left: 0px; margin-right: 0px; text-align: left;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td height=&quot;3&quot; width=&quot;1&quot;&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td&gt;&lt;/td&gt;   &lt;td&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://masterofcadland.blogspot.com/feeds/6964869086395416743/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://masterofcadland.blogspot.com/2010/05/tutorial-autocad-land-development-2006.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1739414685816545602/posts/default/6964869086395416743'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1739414685816545602/posts/default/6964869086395416743'/><link rel='alternate' type='text/html' href='http://masterofcadland.blogspot.com/2010/05/tutorial-autocad-land-development-2006.html' title='Tutorial AutoCad Land Development 2006'/><author><name>Afriandy</name><uri>http://www.blogger.com/profile/03366192216470625577</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://1.bp.blogspot.com/_tSlmS88vGZw/S0tDn8jk0lI/AAAAAAAAAAM/cXWq-YLGDVA/S220/ngarai+sianok.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnhJGiBJjZTynv-GavObqTEA4-AJGcXKHahkgWbjFfiRoCEUbo01SE6HYCoxGAB2Xrw6aqv7lmBmakEL7Dq7hwlJarJ-Cq50vk3BYMp9xG6nSJ8QtulSC9k4oIsWL2q2JwzPcSf2KgotA/s72-c/New+Picture.bmp" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1739414685816545602.post-3978776689829816254</id><published>2010-01-11T22:18:00.013+07:00</published><updated>2010-06-19T11:54:19.276+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Teknik Jalan Raya"/><title type='text'>STANDAR PERENCANAAN GEOMETRIK JALAN RAYA</title><content type='html'>2.1.  Pengertian&lt;br /&gt;
Perencanaan geometrik adalah bagian dari perencanaan jalan dimana geometrik atau dimensi nyata jalan beserta bagian-bagiannya disesuaikan dengan tuntutan serta sifat-sifat lalu lintas. Melalui perencanaan geometrik ini perencana berusaha menciptakan sesuatu hubungan yang baik antara waktu dan ruang sehubungan dengan kendaraan yang bersangkutan, sehingga dapat menghasilkan efisiensi keamanan serta kenyamanan yang paling optimal dalam pertimbangan ekonomi yang paling layak.Perencanaan geometrik pada umumnya menyangkut aspek perencanaan jalan seperti lebar, tikungan, landai, jarak pandang dan juga kombinasi dari bagian-bagian tersebut.&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;Perencanaan geometrik ini berhubungan erat dengan arus lalu lintas, sedangkan perencanaan konstruksi jalan lebih bersangkut paut dengan beban lalu lintas tersebut.&lt;br /&gt;
Dilihat dari sudut tahapan pembangunan, perencanaan geometrik merupakan fase lanjutan dari over all plan yang selanjutnya diikuti oleh fase pembangunan. Sedangkan tujuan akhirnya adalah menyediakan jalan standar tertinggi dan sesuai dengan fungsinya.&lt;br /&gt;
&lt;br /&gt;
2.2. Faktor–Faktor yang Mempengaruhi Perencanaan Geometrik Jalan Raya &lt;br /&gt;
Di dalam proses perencanaan geometrik, semua langkah yang akan diambil oleh seorang perencana akan banyak dipengaruhi oleh beberapa faktor penting yang harus dipertimbangkan dengan sebaik-baiknya.&lt;br /&gt;
2.2.1.  Lalu Lintas&lt;br /&gt;
Masalah yang menyangkut lalu lintas meliputi :&lt;br /&gt;
a.  Volume/jumlah lalu lintas&lt;br /&gt;
Untuk volume lalu lintas ini, harus diketahui sebelumnya jumlah lalu lintas per hari per tahun serta arah dan tujuan lalu lintas, sehingga diperlukan juga penyelidikan lapangan terhadap semua jenis kendaraan untuk mendapatkan data LHR.&lt;br /&gt;
Volume lalu lintas menyatakan jumlah lalu lintas perhari dalam satu tahun untuk kedua jurusan, yang disebut juga lalu lintas harian rata-rata (LHR).&lt;br /&gt;
LHR = jumlah lalu lintas dalam satu tahun&lt;br /&gt;
365&lt;br /&gt;
LHR dinyatakan dalam satuan mobil penumpang (smp). Satuan mobil penumpang adalah jumlah mobil yang digantikan tempatnya oleh kendaran lain dalam kondisi jalan, lalu lintas dan pengawasan yang berlaku. LHR ini memerlukan penyelidikan lapangan selama 24 jam selama satu tahun dan dilaksanakan tiap tahun dengan mencatat tiap jenis kendaraan.  Sifat lalu lintas meliputi lambat dan cepatnya kendaraan bersangkutan, sedangkan komposisi lalu lintas menggambarkan jenis kendaraan yang melaluinya.&lt;br /&gt;
b.  Sifat dan komposisi lalu lintas&lt;br /&gt;
Sifat lalu lintas meliputi cepat dan lambatnya kendaraan yang bersangkutan, sedangkan komposisi lalu lintas menggambarkan jenis kendaraan yang melaluinya.  Dalam penggunaannya hanya dipakai kendaraan bermotor saja yang dibagi dalam 2 kelompok&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Kendaraan penumpang (P), termasuk jenis mobil penumpang dan truk ringan seperti pick up dengan ukuran dan sifat operasinya sesuai/serupa dengan mobil penumpang.&lt;/li&gt;
&lt;/ul&gt;&lt;ul&gt;&lt;li&gt; Kendaraan truk (T), termasuk truk tunggal, truk gandengan (berat kotor 3,5 ton) dan kendaraan bis.&lt;/li&gt;
&lt;/ul&gt;Demikian pula untuk sifat-sifat kendaraan dari berbagai macam ukuran yang mempergunakan jalan akan mempengaruhi perencanaan geometrik, sehingga perlu memeriksa semua type dan kelas jalannya.&lt;br /&gt;
Adapun kelas umum dari kendaraan yang biasa dipakai adalah :&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Kelas kendaraan penumpang&lt;/li&gt;
&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Kelas kendaraan truk.&lt;/li&gt;
&lt;/ul&gt;Adapun sifat-sifat dari kendaraan meliputi :&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Beratnya&lt;/li&gt;
&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Dimensi (ukuran)&lt;/li&gt;
&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Sifat operasi (cepat atau lambat)&lt;/li&gt;
&lt;/ul&gt;c.  Kecepatan rencana lalu lintas&lt;br /&gt;
Kecepatan rencana adalah kecepatan maksimum yang diizinkan di sepanjang bagian tertentu pada jalan raya tersebut, jika kondisi yang beragam tersebut menguntungkan dan terjaga oleh keistimewaan perencanaan jalan, dalam arti tidak menimbulkan bahaya, inilah yang digunakan untuk perencanaan geometrik. Suatu kecepatan rencana haruslah sesuai dengan tipe jalan dan sifat lapangan. Kecepatan rencana merupakan faktor utama untuk menentukan elemen-elemen geometrik jalan raya.&lt;br /&gt;
Dipandang dari segi mengemudi, kecepatan rencana dinyatakan sebagai kecepatan yang memungkinkan seorang pengemudi berketrampilan sedang dapat mengemudi dengan aman dan nyaman dalam kondisi cuaca cerah, lalu lintas lengang tanpa pengaruh lain yang serius.&lt;br /&gt;
Kecepatan yang digunakan oleh pengemudi tergantung dari :&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Pengemudi dan kendaraan yang bersangkutan&lt;/li&gt;
&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Sifat fisik jalan&lt;/li&gt;
&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Cuaca&lt;/li&gt;
&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Adanya gangguan dari kendaraan lain.&lt;/li&gt;
&lt;/ul&gt;Kecepatan rencana adalah kecepatan untuk menentukan elemen-elemen geometrik jalan raya, seperti jari–jari lengkung, super elevasi dan jarak pandang langsung yang bersangkutan dengannya. Penampang seperti lebar jalan atau jumlah jalur mempengaruhi kecepatan. Oleh karena itu penampang dan kecepatan rencana harus direncanakan secara bersama. Dipandang dari segi pengemudi, kecepatan rencana dinyatakan sebagai kecepatan yang memungkinkan seorang pengemudi untuk mengemudikan kendaraan dengan aman dan nyaman dalam kondisi keadaan cerah, lalu lintas lengang dan tanpa pengaruh lain yang serius.&lt;br /&gt;
&lt;br /&gt;
Tabel Kecepatan Rencana&lt;br /&gt;
K e l a s 1 1 &amp;amp; 2 3 3 &amp;amp; 4 4 &amp;amp; 5 5&lt;br /&gt;
Kecepatan Rencana (km/jam) 80 60 50 40 30 20&lt;br /&gt;
&lt;br /&gt;
Dipandang dari kondisi lingkungan pada umumnya peran jalan raya dan karakteristik fisik kendaraan yang menggunakan jalan raya, kecepatan rencana maksimum 80 km/jam adalah layak bagi jalan raya tanpa pengawasan jalan masuk.  Kecepatan rencana minimum 30km/jam merupakan volume lalu lintas rencana rendah. Kecepatan rencana 80–30 km/jam cocok untuk jalan kelas 1–5, untuk kondisi kelas 5 cocok untuk lalu lintas yang cukup rendah dan kondisi medan curam.&lt;br /&gt;
&lt;br /&gt;
2.2.2.  Keadaan Topografi  &lt;br /&gt;
Topografi merupakan faktor-faktor penting dalam menentukan lokasi jalan dan pada umumnya mempengaruhi alinemen sebagai standar perencanaan geometrik seperti landai jalan, jarak pandang, penampang melintang dan lain-lain.  Untuk memperkecil biaya pembangunan jalan maka standart perencanaan geometrik perlu sekali disesuaikan dengan topografi dan keadaan fisik serta penggunaan daerah yang dilaluinya. Misalnya keadaan tanah dasar yang kurang baik dapat memaksa perencana untuk memindahkan trase atau mengadakan timbunan  yang tinggi (elevated high way) dan hal ini juga dapat terjadi bila terdapat tanah dasar dengan permukaan air tanah yang tinggi. Berdasarkan hal ini jenis medan dibagi menjadi 3 golongan umum berdasarkan besarnya kelerengan melintang dalam arah kurang lebih tegak lurus sumbu jalan.&lt;br /&gt;
Klasifikasi medan dan besarnya kelerengan melintang&lt;br /&gt;
&lt;br /&gt;
Golongan medan&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Datar (D)&lt;/li&gt;
&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Bukit (B)&lt;/li&gt;
&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Gunung (G) Lereng melintang&lt;/li&gt;
&lt;/ul&gt;0 sampai 9,9 %&lt;br /&gt;
10 sampai 24,9 %&lt;br /&gt;
25 % keatas&lt;br /&gt;
&lt;br /&gt;
Adapun pengaruh medan meliputi hal-hal seperti :&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Tikungan, jari-jari tikungan dan pelebaran perkerasan diambil sedemikian rupa sehingga terjamin keamanan jalannya kendaraan dan pandangan bebas yang cukup luas.&lt;/li&gt;
&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Tanjakan, adanya tanjakan yang cukup curam dapat mempengaruhi kecepatan kendaraan dan tenaga tariknya tidak cukup, maka berat muatan kendaraan harus dikurangi yang berarti mengurangi kapasitas angkut dan sangat merugikan.  Karena itu diusahakan supaya tanjakan dibuat landai.&lt;/li&gt;
&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Bentuk penampang melintang jalan.&lt;/li&gt;
&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Trase.&lt;/li&gt;
&lt;/ul&gt;2.2.3.  Kapasitas Jalan &lt;br /&gt;
Kapasitas jalan berarti kecepatan arus kendaraan maksimum layak diperkirakan akan melintasi suatu titik atau ruas jalan atau daerah manfaat jalan atau selama jangka waktu tertentu pada kondisi jalur lalu lintas, pengawasan dan lingkungan ideal, dinyatakan dalam banyaknya kendaraan per jam. Kapasitas jalan terbagi atas tiga golongan :&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Kapasitas dasar (ideal capacity), yaitu kapasitas jalan dalam kondisi ideal, yang meliputi :&lt;/li&gt;
&lt;/ul&gt;- Lalu lintas mempunyai ukuran standart&lt;br /&gt;
- Lebar perkerasan ideal : 3,6 m&lt;br /&gt;
- Lebar bahu : 1.3 m dan tak ada penghalang&lt;br /&gt;
- Jumlah tikungan dan tanjakan sedikit.&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;&amp;nbsp;Kapasitas rencana (design capacity), yaitu kapasitas jalan untuk perencanaan yang dinyatakan sebagai jumlah kendaraan yang melalui suatu tempat dalam satu satuan waktu (jam).&lt;/li&gt;
&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Kapasitas mungkin (possible capacity), yaitu jumlah kendaraan yang melalui  titik pada suatu tempat dalam satuan waktu dengan memperhatikan percepatan atau perlambatan yang terjadi pada jalan tersebut.&lt;/li&gt;
&lt;/ul&gt;2.2.4.  Faktor Keamanan&lt;br /&gt;
Karena pada jalan raya kita berhadapan dengan manusia dan kendaraan, tentu saja perencanaan geometrik jalan raya ditunjukkan terhadap efisiensi, keamanan dan kenyamanan. Faktor kecepatan kendaraan merupakan faktor keamanan sehingga dalam perencanaan harus diberikan suatu penampang batas kecepatan untuk mendapatkan keamanan yang tinggi.&lt;br /&gt;
&lt;br /&gt;
2.2.5.  Analisa Untung Rugi &lt;br /&gt;
Analisa ini diperlukan untuk membuat trase jalan (garis tujuan) yang didasarkan atas :&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Biaya pembangunan &lt;/li&gt;
&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Biaya pemeliharaan&lt;/li&gt;
&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Biaya operasi jalan yang menyangkut bahan bakar, bahan pelumas ataupun pemeliharaan kendaraan yang bersangkutan.&lt;/li&gt;
&lt;/ul&gt;Dengan adanya analisa inilah suatu trase dibuat sependek mungkin dan diusahakan lurus.  Bila segi pembiayaan terbatas maka jalan diusahakan mengikuti permukaan tanah asli sehingga tidak banyak galian dan timbunan. Bila dilihat dari segi kemampuan kendaraan, maka :&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Perlu pembatas dari segi kemampuan kendaraan yang lewat&lt;/li&gt;
&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Pembangunan disesuaikan dengan klasifikasi lalu lintas (volume dan kapasitas).&lt;/li&gt;
&lt;/ul&gt;&lt;br /&gt;
2.3.  Jarak Pandang&lt;br /&gt;
Jarak pandang adalah panjang bagian suatu jalan di depan pengemudi yang masih dapat dilihat dengan jelas diukur dari titik kedudukan pengemudi. Kemungkinan untuk melihat ke depan adalah faktor penting dalam suatu operasi  di jalan agar tercapai keadaan yang aman  dan efisien. Untuk itu harus diadakan jarak pandangan yang cukup panjang, sehingga pengemudi dapat memilih kecepatan kendaraan terbaik dan tidak menghantam benda yang tak terduga di atas jalan.&lt;br /&gt;
Faktor-faktor yang mempengaruhi jarak pandangan adalah:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Waktu PIEV (Percepatan, Intellection, Emotion, Volition), adalah waktu sadar  dan  reaksi dari masing-masing pengemudi.&lt;/li&gt;
&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Waktu yang diperlukan untuk menghindari bahaya dalam keadaan tertentu yang beresiko terhadap keselamatan.&lt;/li&gt;
&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Kecepatan kendaraan.&lt;/li&gt;
&lt;/ul&gt;2.3.1.  Jarak Pandang Henti&lt;br /&gt;
Jarak pandang henti adalah jumlah dua jarak, dimana jarak yang dilintasi kendaraan sejak saat pengemudi melihat suatu objek yang menyebabkan ia harus berhenti sampai saat rem diinjak dan jarak yang dibutuhkan untuk menghentikan kendaraan sejak penggunaan rem dimulai.  &lt;br /&gt;
Jarak pandang henti merupakan gabungan dari:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Jarak PIEV, adalah jarak yang ditempuh kendaraan dari saat pengemudi melihat suatu penghalang sampai saat pengemudi mulai menginjak rem.&lt;/li&gt;
&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Jarak mengerem, adalah jarak yang diperlukan untuk menghentikan kendaraan dengan menggunakan atau memakai rem. &lt;/li&gt;
&lt;/ul&gt;Besarnya jarak PIEV dapat ditentukan dengan rumus:&lt;br /&gt;
dp  =  0,278  V  t&lt;br /&gt;
dengan:       dp  =    jarak PIEV (meter)&lt;br /&gt;
V   =    kecepatan rencana (km/jam)&lt;br /&gt;
t    =    waktu  PIEV (detik)&lt;br /&gt;
Dalam penentuan jarak mengerem, gesekan antara rem dan tromolnya atau gaya mekanisme rem dianggap cukup besar. Untuk daerah datar, jarak mengerem dapat ditentukan dengan rumus :&lt;br /&gt;
dr   =   V2 / 254  fn&lt;br /&gt;
dengan :    dr   =   jarak mengerem (meter)&lt;br /&gt;
V   =   kecepatan awal (km/jam)&lt;br /&gt;
fn   =   koefisien gesekan normal antara ban dengan permukaan gesekan&lt;br /&gt;
Untuk daerah-daerah dengan kelandaian tertentu digunakan rumus :&lt;br /&gt;
dr   =   V2 / 254  (fn    l )&lt;br /&gt;
dimana   :   l   =    besarnya landai jalan, tanda (-) untuk penurunan, sedangkan         tanda (+) untuk pendakian&lt;br /&gt;
Jadi rumus untuk jarak pandang henti adalah :&lt;br /&gt;
&lt;br /&gt;
D   =   dp  +  dr&lt;br /&gt;
&lt;br /&gt;
Gabungan dari rumus di atas adalah :&lt;br /&gt;
&lt;br /&gt;
D = ( V/3,6)t + (V/3,6)2 / 2gf&lt;br /&gt;
&lt;br /&gt;
Dimana : D  =  jarak pandang henti minimum (m)&lt;br /&gt;
V  =  kecepatan rencana&lt;br /&gt;
t   =  waktu tanggap (detik) = 2,5 detik&lt;br /&gt;
g   =  percepatan grafitasi = 9,81 m / detik2&lt;br /&gt;
f   =  koefisien gesekan membujur = 0,3 – 0,4&lt;br /&gt;
Jarak pandang henti juga merupakan hal yang menonjol untuk keamanan dan kenyamanan pengemudi. Meskipun sebaiknya panjangnya diambil lebih besar, jarak pandang di setiap titik sepanjang jalan raya sekurang–kurangnya harus memenuhi jarak yang diperlukan oleh rata–rata pengemudi atau kendaraan untuk berhenti.&lt;br /&gt;
Jarak pandangan henti minimum untuk kecepatan tertentu dapat dilihat pada tabel berikut :&lt;br /&gt;
&lt;br /&gt;
Kecepatan rencana (km/jam) 80 60 50 40 30 20&lt;br /&gt;
jarak pandangan henti minimum  (m) 120 75 55 40 25 15&lt;br /&gt;
&lt;br /&gt;
2.3.2.  Jarak Pandang Menyiap    &lt;br /&gt;
Jarak pandang menyiap adalah panjang bagian suatu jalan yang diperlukan oleh pengemudi suatu kendaraan untuk melakukan gerakan menyiap kendaraan lain yang lebih lambat dan aman.  Faktor – faktor yang mempengaruhi :&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Kecepatan kendaraan yang bersangkutan&lt;/li&gt;
&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Kebebasan &lt;/li&gt;
&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Reaksi&lt;/li&gt;
&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Kecepatan pengemudi&lt;/li&gt;
&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Besar kecepatan maksimum kendaraan&lt;/li&gt;
&lt;/ul&gt;Besar atau panjangnya jarak pandang menyiap dapat dihitung berdasarkan rumus berikut :&lt;br /&gt;
D = d1 + d2 + d3 + d4&lt;br /&gt;
&lt;br /&gt;
Dimana :&lt;br /&gt;
D = jarak pandang menyiap (m)&lt;br /&gt;
d1 = jarak pandang PIEV (Percepatan, Intellection, Emotion,   Volition )&lt;br /&gt;
= 0,278 t1  (V - m + (at1/2))&lt;br /&gt;
d2 = jarak yang ditempuh dalam penyiapan&lt;br /&gt;
=  0,276 V t2&lt;br /&gt;
d3 = jarak bebas&lt;br /&gt;
=  (30 – 100)m&lt;br /&gt;
d4  =  jarak yang ditempuh dari arah lawan&lt;br /&gt;
=  2/3 d2  &lt;br /&gt;
Catatan : &lt;br /&gt;
V = kecepatan rata–rata kendaraan menyiap&lt;br /&gt;
t1 = waktu  PIEV&lt;br /&gt;
m = perbedaan kecepatan kendaraan yang disiap dan menyiap = 15  km/ jam&lt;br /&gt;
t2 = waktu kendaraan menyiap berjalan dijalan kanan  &lt;br /&gt;
Jarak pandangan menyiap secara umum dibagi 2 :&lt;br /&gt;
* jarak menyiap total  :  D  =  d1  +  d2  +  d3  +  d4&lt;br /&gt;
* jarak menyiap minimum  :  Dm  =  d2  +  d3  +  d4 &lt;br /&gt;
Pembagian jarak pandang menyiap di atas secara tabelaris dilihat sebagai berikut :&lt;br /&gt;
kecepatan rencana (km/jam) 80 60 50 40 30 20&lt;br /&gt;
jarak pandangan menyiap total  550 350 250 150 150 100&lt;br /&gt;
Jarak pandangan minimum yang diperlukan 350 250 200 150 100 70&lt;br /&gt;
&lt;br /&gt;
Pengaruh landai jalan :&lt;br /&gt;
Pada pendakian jalan diperlukan jarak yang lebih besar, karena berkurangnya  percepatan dan kendaraan menyiap dan sering kendaraan yang mendatang lebih mempercepat kendaraannya. Pada penurunan jalan terjadi sebaliknya.</content><link rel='replies' type='application/atom+xml' href='http://masterofcadland.blogspot.com/feeds/3978776689829816254/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://masterofcadland.blogspot.com/2010/01/standar-perencanaan-geometrik-jalan.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1739414685816545602/posts/default/3978776689829816254'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1739414685816545602/posts/default/3978776689829816254'/><link rel='alternate' type='text/html' href='http://masterofcadland.blogspot.com/2010/01/standar-perencanaan-geometrik-jalan.html' title='STANDAR PERENCANAAN GEOMETRIK JALAN RAYA'/><author><name>Afriandy</name><uri>http://www.blogger.com/profile/03366192216470625577</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://1.bp.blogspot.com/_tSlmS88vGZw/S0tDn8jk0lI/AAAAAAAAAAM/cXWq-YLGDVA/S220/ngarai+sianok.jpg'/></author><thr:total>1</thr:total></entry></feed>