<?xml version="1.0" encoding="UTF-8" standalone="no"?><rss xmlns:atom="http://www.w3.org/2005/Atom" xmlns:blogger="http://schemas.google.com/blogger/2008" xmlns:gd="http://schemas.google.com/g/2005" xmlns:georss="http://www.georss.org/georss" xmlns:itunes="http://www.itunes.com/dtds/podcast-1.0.dtd" xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/" xmlns:thr="http://purl.org/syndication/thread/1.0" version="2.0"><channel><atom:id>tag:blogger.com,1999:blog-8743921796831196896</atom:id><lastBuildDate>Mon, 07 Oct 2024 05:14:00 +0000</lastBuildDate><category>Ideas</category><category>game</category><category>puzzle</category><category>social media</category><category>2012</category><category>Chrisye</category><category>Legends</category><category>Music</category><category>arwuda</category><category>blogging contest</category><category>matematika</category><category>math</category><category>segitiga</category><category>stress</category><title>Blog Seger Luar Dalam</title><description>Fresh from my thoughts. Enjoy!</description><link>http://yogiandtheblog.blogspot.com/</link><managingEditor>noreply@blogger.com (Yogi Saputro)</managingEditor><generator>Blogger</generator><openSearch:totalResults>7</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><language>en-us</language><item><guid isPermaLink="false">tag:blogger.com,1999:blog-8743921796831196896.post-2734916356891124216</guid><pubDate>Wed, 02 May 2012 02:23:00 +0000</pubDate><atom:updated>2012-05-02T09:32:48.583+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Ideas</category><category domain="http://www.blogger.com/atom/ns#">matematika</category><category domain="http://www.blogger.com/atom/ns#">math</category><category domain="http://www.blogger.com/atom/ns#">puzzle</category><category domain="http://www.blogger.com/atom/ns#">segitiga</category><title>Segitiga 0.75 pi</title><description>&lt;br /&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRZowGrvxPCXHw23Om8vAA2NJflH2ZsJ2XowPzZzqlcf6lPH3yx_IHO-_o4wdBULTI7zM5blAGIwJ0mMGvnFrA4Tx22zXZxhTnH79d8yNGtDhC4AVMlIL1S4MKd8kMBfL_oqkEr270uxM/s1600/pencil-ruler.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRZowGrvxPCXHw23Om8vAA2NJflH2ZsJ2XowPzZzqlcf6lPH3yx_IHO-_o4wdBULTI7zM5blAGIwJ0mMGvnFrA4Tx22zXZxhTnH79d8yNGtDhC4AVMlIL1S4MKd8kMBfL_oqkEr270uxM/s320/pencil-ruler.jpg" width="320" /&gt;&lt;/a&gt;Suatu ketika, Rizal mendapat tugas dari guru matematikanya untuk membuat segitiga samakaki. Syaratnya adalah salah satu sudut segitiga tersebut besarnya 135°. Ternyata Rizal lupa membawa perlengkapan menggambar. Yang dia bawa hanyalah pensil dan penggaris biasa. Bagaimana dia bisa memenuhi tugas yang diberikan hanya dengan alat yang dibawanya?&lt;/div&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZ1p0nX3qX4yuUorBvWviTNFUbL_FOP8tU0H7rVE37s7o0Zlk0IM8or5rAX2_UpqVMs6hQ0NiicpVbEGfCDo80EqrwZBfab_YIxkW2bG1tPpev6qqPvYUl5aNBLNbuJ2pCpQc9gS4PYRk/s1600/triangle+34+pi.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZ1p0nX3qX4yuUorBvWviTNFUbL_FOP8tU0H7rVE37s7o0Zlk0IM8or5rAX2_UpqVMs6hQ0NiicpVbEGfCDo80EqrwZBfab_YIxkW2bG1tPpev6qqPvYUl5aNBLNbuJ2pCpQc9gS4PYRk/s1600/triangle+34+pi.jpg" /&gt;&lt;/a&gt;&lt;span style="font-family: Verdana,sans-serif; font-size: small;"&gt;Terlalu sulit? Follow these steps:&lt;/span&gt;&lt;br /&gt;
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&lt;b&gt;&amp;nbsp;1. &lt;/b&gt;Buatlah sebuah garis lurus dengan penggaris. Terserah panjangnya berapa. Dalam contoh ini dimisalkan 3cm.&lt;br /&gt;
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&lt;b&gt;2.&lt;/b&gt; Buat sebuah garis lain yang panjangnya 3 cm tegak lurus terhadap garis pertama hingga salah satu ujungya saling berimpitan dan membentuk sudut 90°.&lt;br /&gt;
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&lt;b&gt;3.&lt;/b&gt; Hubungkan ujung-ujung garis yang berjauhan. Kita akan mendapat segitiga samakaki siku-siku&lt;br /&gt;
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Selesai? Tentu saja belum. Segitiga ini akan menjadi pondasi untuk membuat segitiga samakaki 135° yang kita perlukan.&lt;br /&gt;
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&lt;b&gt;4.&lt;/b&gt; Buat sebuah garis 3 cm lagi yang membagi sudut siku-siku dua bagian sama besar. Garis tersebut seharusnya memotong tegak lurus hipotenusa segitiga seperti gambar di samping.&lt;br /&gt;
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&lt;b&gt;5.&lt;/b&gt; Hubungkan ujung garis yang baru dibuat dengan sudut-sudut segitiga. Kita akan memperoleh bangun seperti layang-layang di samping.&lt;br /&gt;
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&lt;b&gt;6. &lt;/b&gt;Tebalkan bagian seperti gambar di samping. Hapus bagian sisanya.&lt;br /&gt;
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&lt;b&gt;7.&lt;/b&gt; Jreng jreng! Kita memperoleh segitiga samakaki dengan salah satu sudut 135°!&lt;br /&gt;
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Belum percaya? Mau bukti matematis yang menunjukkan bahwa sudut tumpul segitiga di samping adalah 135° atau 0.75 pi ? Simak penjelasan di bawah&lt;br /&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7Lyx2ncDUgUflD3FPUzZo9SrETZ8W8f37uejuZtXO1UtCVFfeKB3kAJhjJuY4ATFdqVLlyAIhoLgPhJvDrvkGxrYVgnnWqsOcVsX6DhaByxMVnlSozPUS0hpg8mk-A-9CCxdDuBm2_Dk/s1600/triangle+explanation.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7Lyx2ncDUgUflD3FPUzZo9SrETZ8W8f37uejuZtXO1UtCVFfeKB3kAJhjJuY4ATFdqVLlyAIhoLgPhJvDrvkGxrYVgnnWqsOcVsX6DhaByxMVnlSozPUS0hpg8mk-A-9CCxdDuBm2_Dk/s320/triangle+explanation.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
Misalkan panjang garis awal yang dibuat adalah &lt;i&gt;x&lt;/i&gt;, maka skema bangun yang kita buat dapat diilustrasikan seperti gambar di samping. Dengan teorema &lt;a class="zem_slink" href="http://en.wikipedia.org/wiki/Pythagoras" rel="wikipedia" target="_blank" title="Pythagoras"&gt;Pythagoras&lt;/a&gt;, kita peroleh panjang BD=xV2 &lt;br /&gt;
Selanjutnya, sudut &lt;span style="color: red;"&gt;a&lt;/span&gt; dapat dicari dengan metode trigonometri sebagai berikut.&amp;nbsp;&lt;span style="color: red;"&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQtHR3Ht-zZAMITo7lDqQLPBnY6UNBV-y_UHY_el7Wu3XNq-ppIAcNCkxNS10SYEndTnMWvANeuhR_zXDdkabLstQ4qfb4_e9Jjye7c9r0kNyzK-FkQtq6Klely5i1u_t1-d_d-8GOqNc/s1600/Untitled+4.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQtHR3Ht-zZAMITo7lDqQLPBnY6UNBV-y_UHY_el7Wu3XNq-ppIAcNCkxNS10SYEndTnMWvANeuhR_zXDdkabLstQ4qfb4_e9Jjye7c9r0kNyzK-FkQtq6Klely5i1u_t1-d_d-8GOqNc/s1600/Untitled+4.jpg" /&gt;&lt;/a&gt;&lt;span style="color: red;"&gt;&lt;span style="color: black;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&amp;nbsp;Hitung dengan kalkulator (dalam mode radian) akhirnya akan didapat &lt;span style="color: red;"&gt;a&lt;/span&gt; = 2,356194490... rad. Bagilah bilangan tersebut dengan pi dan kita memperoleh hasil tepat 0,75. Jika dikonversikan dalam derajat 0,75 pi sama dengan 135°. Maka, terbuktilah bahwa segitiga yang kita peroleh benar-benar sesuai yang disyaratkan.&lt;br /&gt;
Akhir cerita, Rizal pun tak perlu bingung karena dia berhasil membuat tugasnya tanpa kesulitan. Matematika tidak dibuat untuk mempersulit kita, melainkan untuk membantu kita memecahkan masalah secara sistematis.&lt;/div&gt;
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&lt;a class="zemanta-pixie-a" href="http://www.zemanta.com/" title="Enhanced by Zemanta"&gt;&lt;img alt="Enhanced by Zemanta" class="zemanta-pixie-img" src="http://img.zemanta.com/zemified_e.png?x-id=587a8358-9799-4adc-a86f-75b6fac80f62" style="border: medium none; float: right;" /&gt;&lt;/a&gt;&lt;/div&gt;</description><link>http://yogiandtheblog.blogspot.com/2012/05/segitiga-075-pi.html</link><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRZowGrvxPCXHw23Om8vAA2NJflH2ZsJ2XowPzZzqlcf6lPH3yx_IHO-_o4wdBULTI7zM5blAGIwJ0mMGvnFrA4Tx22zXZxhTnH79d8yNGtDhC4AVMlIL1S4MKd8kMBfL_oqkEr270uxM/s72-c/pencil-ruler.jpg" width="72"/><thr:total>0</thr:total><author>noreply@blogger.com (Yogi Saputro)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-8743921796831196896.post-6554183304944403906</guid><pubDate>Wed, 04 Apr 2012 17:30:00 +0000</pubDate><atom:updated>2012-04-05T00:34:32.566+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Chrisye</category><category domain="http://www.blogger.com/atom/ns#">Legends</category><category domain="http://www.blogger.com/atom/ns#">Music</category><title>A Tribute to Chrisye: Daftar Remake Lagu-Lagu Legendarisnya</title><description>&lt;a href="http://tonijaim.files.wordpress.com/2011/12/chrisye_seorang-mualaf.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="200" src="http://tonijaim.files.wordpress.com/2011/12/chrisye_seorang-mualaf.jpg" width="171" /&gt;&lt;/a&gt;Tanggal 30 Maret 2007 sang legenda musik Indonesia, Chrisye, telah berpulang kepada Tuhan. Kendati demikian, musiknya tetap abadi. Takkan pernah mati. Saya termasuk usia muda, tapi bener-bener kagum dan ngefans sama lagu-lagu beliau. Takkan tergerus oleh lagu-lagu zaman sekarang yang &lt;br /&gt;
&lt;a name='more'&gt;&lt;/a&gt;mengutamakan backsound elektronik, tampang ganteng/cantik penyanyinya, dan lirik yang sok "up to date" padahal dangkal (no offense yah).&lt;br /&gt;
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Mungkin banyak rakyat Indonesia, terutama anak2 muda kebanyakan gaul tapi salah informasi, yang belum tahu bahwa lagu-lagu Chrisye yang legendaris itu masih hidup. Artinya, lagu-lagu tersebut telah diaransemen dan diremake dengan nuansa yang lebih modern. Lalu, artis-artis yang menyanyikan juga pasti pada kenal lah sebagian besar. Kalau nggak tahu, googling aja, hehe. Di samping itu, banyak penyanyi terkenal yang menyanyikan lagu Chrisye sebagai bentuk penghormatan (tribute). Itu tidak saya masukkan daftar ini. Hanya penyanyi/ grup band yang memasukkan lagu remake Chrisye dalam album mereka masuk dalam list.&lt;br /&gt;
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Bagi penggemar Chrisye, list berikut bisa jadi referensi buat nostalgia. Sekaligus mengapresiasi musisi-musisi yang telah melakukan remake lagu beliau. Jujur saja, ada kelebihan dan kekurangan ketika seorang musisi melakukan remake lagu yang dipopulerkan oleh musisi lain. Sebagian besar lagu yang telah diremake kehilangan soul yang terasa dalam banget kalau dinyanyikan Chrisye. Tapi lagu yang baru memang terasa labih segar :). Jadi, kalau mau dengar, klik aja link di judul lagu di bawah. Nanti tersambung ke Youtube bagian lagu aslinya. Sorry ya, saya nggak support download mp3.&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;b&gt;Afgan : &lt;a href="http://www.youtube.com/watch?v=0i8lj4MlQAw"&gt;Panah Asmara&lt;/a&gt;&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Ari Lasso : &lt;a href="http://www.youtube.com/results?search_query=badai+pasti+berlalu&amp;amp;oq=badai+pasti+berlalu&amp;amp;aq=f&amp;amp;aqi=&amp;amp;aql=&amp;amp;gs_l=youtube-psuggest-reduced.3...0l0l0l2292l0l0l0l0l0l0l0l0ll0l0."&gt;Badai Pasti Berlalu&lt;/a&gt;&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Astrid : &lt;a href="http://www.youtube.com/watch?v=S-WXsR6F2iY"&gt;Merpati Putih&lt;/a&gt;&amp;nbsp; &lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Peter Pan : &lt;a href="http://www.youtube.com/watch?v=XQW_Iqb19LU"&gt;Kisah Cintaku&lt;/a&gt;&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;D'Cinnamons : &lt;a href="http://www.youtube.com/watch?v=6EUmRMkG0js"&gt;Galih dan Ratna&lt;/a&gt;&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Maharani : &lt;a href="http://www.youtube.com/watch?v=Rw600XygD6I"&gt;Kala Cinta Menggoda&lt;/a&gt;&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Ruben Onsu : &lt;a href="http://www.youtube.com/watch?v=xBKo_CmdURA"&gt;Hip Hip Hura&lt;/a&gt;&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Sandhy Sondoro : &lt;a href="http://www.youtube.com/watch?v=ncCn-wSCfKw&amp;amp;feature=related"&gt;Anak Jalanan&lt;/a&gt; &lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Gita Gutawa : &lt;a href="http://www.youtube.com/watch?v=cBy6toRMk5A"&gt;Aku Cinta Dia&lt;/a&gt;&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Purpose : &lt;a href="http://www.youtube.com/watch?v=EVGVgvbWDeQ"&gt;Anak Sekolah&lt;/a&gt;&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Rossa : &lt;a href="http://www.youtube.com/watch?v=y__s-2VlNik"&gt;Sakura Dalam Pelukan&lt;/a&gt;&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Kahitna : &lt;a href="http://www.youtube.com/watch?v=esmA_Yrd120"&gt;Untukku&lt;/a&gt;&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;D'Masiv : &lt;a href="http://www.youtube.com/watch?v=6DhI7wWfeEM"&gt;Pergilah Kasih&lt;/a&gt;&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Jikustik, Sheila Marcia : &lt;a href="http://www.youtube.com/watch?v=5Wme7z8mBOM"&gt;Damai Bersamamu&lt;/a&gt;&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Ungu : &lt;a href="http://www.youtube.com/watch?v=iFjQDJna1fs"&gt;Selamat Jalan kekasih&lt;/a&gt;&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;
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Dan.. tanggal 5 April ini akan ada konser Kidung Abadi Chrisye. Saya pengen banget nonton, tapi dana tidak mencukupi :P. Yah, semoga ada yang cukup dermawan untuk mengajak saya. Hehehe.&lt;br /&gt;
Alright, that's post for today. Viva music indonesia :D&lt;br /&gt;
&lt;div class="zemanta-pixie" style="height: 15px; margin-top: 10px;"&gt;
&lt;a class="zemanta-pixie-a" href="http://www.zemanta.com/" title="Enhanced by Zemanta"&gt;&lt;img alt="Enhanced by Zemanta" class="zemanta-pixie-img" src="http://img.zemanta.com/zemified_e.png?x-id=ec36bf2a-7f7e-474f-b008-ef8cc0bfbbe8" style="border: none; float: right;" /&gt;&lt;/a&gt;&lt;/div&gt;</description><link>http://yogiandtheblog.blogspot.com/2012/04/tribute-to-chrisye-daftar-remake-lagu.html</link><thr:total>0</thr:total><author>noreply@blogger.com (Yogi Saputro)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-8743921796831196896.post-6731003072623721881</guid><pubDate>Mon, 02 Apr 2012 11:39:00 +0000</pubDate><atom:updated>2012-04-02T18:42:05.674+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">game</category><category domain="http://www.blogger.com/atom/ns#">social media</category><title>Tiga Game Baru Android Wajib Coba</title><description>Halo!&lt;br /&gt;
Kali ini saya akan review tiga game berbasis &lt;a class="zem_slink" href="http://www.t-mobile.com/shop/phones/?capcode=AGE" rel="tmobile" target="_blank" title="android phones"&gt;Android&lt;/a&gt; yang sedang populer dibicarakan di dunia maya. &lt;br /&gt;
Btw, mengapa mereka begitu populer? Menurut saya, game-game di Android sekarang tidak lepas dari tiga hal: &lt;b&gt;aturan simpel&lt;/b&gt;, &lt;b&gt;permainan interaktif&lt;/b&gt; (memaksimalkan fitur touchscreen di Android), dan &lt;br /&gt;
&lt;a name='more'&gt;&lt;/a&gt;akses ke jaringan sosial atau &lt;b&gt;scoreboard global&lt;/b&gt;. Dengan tiga hal tersebut, dipastikan game-game Android akan memiliki banyak penggemar.&lt;br /&gt;
&lt;i&gt;OK, so who are under the spotlight? Let's check it out&lt;/i&gt; :D&lt;br /&gt;
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&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;u&gt;&lt;b&gt;&lt;span style="font-size: large;"&gt;1. Angry Birds Space&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;u&gt;&lt;b&gt;&lt;span style="font-size: large;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://static.phonesreview.co.uk/wp-content/phoneimages/2012/02/angry-birds-space6.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="180" src="http://static.phonesreview.co.uk/wp-content/phoneimages/2012/02/angry-birds-space6.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;i&gt;Those angry birds returns...with zero gravity&lt;/i&gt;&lt;br /&gt;
Rovio Mobile selaku pihak pengembang nampaknya sangat serius dengan game ini. Terbukti dengan banyaknya iklan dan &lt;i&gt;teaser &lt;/i&gt;di internet. Padahal baru pertengahan Februari kemarin mereka mengeluarkan game Angry Birds Seasons (saya download itu juga dan belum tamat, eh sudah keluar yang baru &lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;T_T&lt;/span&gt;).&lt;br /&gt;
&lt;br /&gt;
Bagi pembaca yang yang sudah akrab dengan Angry Birds, tentu tahu dong cara mainnya. Kita harus menarik ketapel dengan sudut dan kecepatan tertentu (udah kaya ahli fisika nih ngomongnya...) nanti burung yang bersangkutan akan terbang dengan gerakan yang disebut gerak parabola. Dalam Angry Birds Space, kita akan bermain dengan cara yang berbeda. Dasarnya adalah pengetahuan fisika bahwa "gravitasi mempengaruhi gerak benda". Simpelnya, kalo kita ntar menembakkan burung, dia akan cenderung membelok ke benda besar.&lt;br /&gt;
&lt;br /&gt;
Biar nggak bingung, tonton video ini deh. Penjelasan langsung mengenai teori Angry Birds Space dari astronot NASA! Dalam ruang hampa, kita akan melihat bagaimana gravitasi benar-benar membelokkan benda-benda bergerak.&lt;br /&gt;
&lt;br /&gt;
&lt;iframe allowfullscreen="" frameborder="0" height="360" src="http://www.youtube.com/embed/lxI1L1RiSJQ?feature=player_embedded" width="640"&gt;&amp;amp;lt;p&amp;amp;gt;&amp;amp;amp;amp;amp;amp;amp;amp;lt;p&amp;amp;amp;amp;amp;amp;amp;amp;gt;&amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;lt;p&amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;gt;&amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;lt;div class="fb-comments" data-href="http://www.yogiandtheblog.blogspot.com" data-num-posts="2" data-width="470"&amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;gt;&amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;lt;/div&amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;gt;&amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;lt;/p&amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;amp;gt;&amp;amp;amp;amp;amp;amp;amp;amp;lt;/p&amp;amp;amp;amp;amp;amp;amp;amp;gt;&amp;amp;lt;/p&amp;amp;gt;&lt;/iframe&gt;&lt;br /&gt;
&lt;br /&gt;
Walaupun nggak masuk akal (masa burung berkelahi lawan babi.... di luar angkasa lagi), tapi muatan ilmu fisika di dalam game ini cukup mendidik. So, bagi anda yang suka Angry Birds langsung aja klik &lt;a href="https://play.google.com/store/apps/details?id=com.rovio.angrybirdsspace.ads&amp;amp;feature=search_result#?t=W251bGwsMSwxLDEsImNvbS5yb3Zpby5hbmdyeWJpcmRzc3BhY2UuYWRzIl0."&gt;download di Google Play&lt;/a&gt;. Ada versi gratis, ada juga yang bayar.&lt;br /&gt;
&lt;br /&gt;
&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;u&gt;&lt;b&gt;&lt;span style="font-size: large;"&gt;2. Draw Something&lt;/span&gt;&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://6.mshcdn.com/wp-content/uploads/2012/03/draw_something_thumb.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://6.mshcdn.com/wp-content/uploads/2012/03/draw_something_thumb.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
Saatnya berbagi imajinasi! Bisa menggambar atau tidak itu perkara belakangan. Apa sih Draw Something ini? Jawabnya sederhana saja. Saat masuk aplikasi ini kita akan bermain dengan orang lain lewat internet, kemudian saling bermain tebak gambar. Kita menggambar sesuatu, kemudian orang di seberang sana yang menjawab. Ketika mereka menggambar, gantian kita yang menjawab. Saya ingat pernah memainkan ini waktu masih SD. Seru sekali rasanya kalau mereka susah menebak gambar saya (entah karena kata itu sulit atau gambar saya yg terlalu ancur).&lt;br /&gt;
&lt;br /&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://www.goozernation.com/video-games/images/stories/Colby_Sorensen/draw-something.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="320" src="http://www.goozernation.com/video-games/images/stories/Colby_Sorensen/draw-something.png" width="213" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Jadi itu gambar Elvis Presley? Hm....&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;FYI, dalam empat minggu aplikasi ini telah didownload sebanyak 6 juta kali! Pihak developer OMGPOP mengaku pendapatan dari Draw Something dalam sehari melebihi pendapatan seluruh aplikasi lain buatan mereka selama satu bulan. Hehe, tertarik? silahkan &lt;a href="https://play.google.com/store/apps/details?id=com.omgpop.dstfree"&gt;download disini&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;u&gt;&lt;b&gt;&lt;span style="font-size: large;"&gt;3. Temple Run&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.androidauthority.com/wp-content/uploads/2012/03/temple-run-android.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="188" src="http://1.androidauthority.com/wp-content/uploads/2012/03/temple-run-android.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
Saya punya teman yang memiliki iPhone. Akhir-akhir ini setiap kali ada teman yang pinjam, alasannya cuma satu: mau main Temple Run. Setelah sekian lama mendominasi jajaran game di iTunes Store, akhirnya Temple Run muncul di Android tanggal 27 Maret kemarin. Langsung saya download itu game.&lt;br /&gt;
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Permainannya sederhana, kita cuma lari, berbelok, melompat, mengumpulkan koin, dan berusaha mencetak skor tertinggi. Kalau pembaca punya HP dengan touchscreen yang bagus, maka game ini sangat enak dimainkan. Rasanya seru aja gitu, sulit dijelaskan dengan kata-kata. Yang jelas, tiga hari setelah diluncurkan, aplikasi Temple Run di Android sudah didownload satu juta kali! Mau ikut ketagihan seperti saya? Langsung aja&lt;a href="https://play.google.com/store/apps/details?id=com.imangi.templerun&amp;amp;feature=search_result#?t=W251bGwsMSwxLDEsImNvbS5pbWFuZ2kudGVtcGxlcnVuIl0."&gt; download gratisnya&lt;/a&gt; di Google Play :)&lt;br /&gt;
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&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.blogcdn.com/blog.games.com/media/2012/03/obstacles.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://www.blogcdn.com/blog.games.com/media/2012/03/obstacles.png" width="274" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
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&lt;div class="fb-comments" data-href="http://www.yogiandtheblog.blogspot.com" data-num-posts="2" data-width="470"&gt;&lt;/div&gt;&lt;br /&gt;
&lt;div class="zemanta-pixie" style="height: 15px; margin-top: 10px;"&gt;Android sekarang sudah jadi gudang game. Bagi pembaca yang suka ber-game ria dan belum ada Android, saya sarankan langsung comot satu deh. Hehehe...&lt;/div&gt;&lt;br /&gt;
&lt;u&gt;&lt;b&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/u&gt;&lt;br /&gt;
&lt;u&gt;&lt;b&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/u&gt;&lt;br /&gt;
&lt;div class="zemanta-pixie" style="height: 15px; margin-top: 10px;"&gt;&lt;a class="zemanta-pixie-a" href="http://www.zemanta.com/" title="Enhanced by Zemanta"&gt;&lt;img alt="Enhanced by Zemanta" class="zemanta-pixie-img" src="http://img.zemanta.com/zemified_e.png?x-id=8957efeb-d291-49ca-9144-e1bf3e35c254" style="border: none; float: right;" /&gt;&lt;/a&gt;&lt;/div&gt;</description><link>http://yogiandtheblog.blogspot.com/2012/04/tiga-game-baru-android-wajib-coba.html</link><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://img.youtube.com/vi/lxI1L1RiSJQ/default.jpg" width="72"/><thr:total>1</thr:total><author>noreply@blogger.com (Yogi Saputro)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-8743921796831196896.post-9112920752351973676</guid><pubDate>Mon, 26 Mar 2012 15:16:00 +0000</pubDate><atom:updated>2012-04-03T01:22:48.991+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">2012</category><category domain="http://www.blogger.com/atom/ns#">arwuda</category><category domain="http://www.blogger.com/atom/ns#">blogging contest</category><category domain="http://www.blogger.com/atom/ns#">Ideas</category><category domain="http://www.blogger.com/atom/ns#">social media</category><title>Kupas Tuntas Tren Jejaring Sosial 2012: Mobile &amp; Integrated</title><description>&lt;blockquote class="tr_bq"&gt;&lt;i&gt;“It has never been easier to be as influential as you can be today.  Information is cheap. Information is easier to produce. And if you have a  quality message, it’s never been cheaper to get out.” &lt;i&gt;&lt;b&gt;– &lt;/b&gt;&lt;/i&gt;&lt;i&gt;&lt;b&gt;Jordan Raynor&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/blockquote&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.facebook.com/arwudaindonesia" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDuk-iioi9h_b8vCyZVs1ApEgGYi2f7-L7ch_iGSatSN5njYpo_V6hOpZVSqRt7CytRilfVqKZNKVUdDmRsXoiI5MaQgSf4R0s_VzFTwQI4zqdoctgWmhsOS1bGAFSYrzwkl2n_qM8qJo/s1600/logo.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
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&lt;div style="text-align: justify;"&gt;&amp;nbsp;&lt;i&gt;Social media &lt;/i&gt;atau jejaring sosial bukanlah barang baru. Kalian yang udah veteran di dunia maya pasti mengenal Friendster, MySpace, dan semacamnya. Semua orang suka saling komentar, memposting foto dan tulisan, atau sekedar ngobrol. Hanya saja, fenomena yang demikian itu semakin intens tahun-tahun belakangan. Jika jumlah penggunanya didata lalu dibuat grafik maka kenaikan di grafiknya bisa nembus genteng rumah! (rada lebay biarin lah ya. Kan masih muda :P)&lt;br /&gt;
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Ngomong dikit tentang data nih, pengguna Facebook yang dari Indonesia jumlahnya kurang lebih 39 juta per Desember 2011. Peringkat kedua jumlah pengguna terbanyak. Cuma kalah dari Amerika! Sementara pengguna twitter ada&lt;br /&gt;
&lt;a name='more'&gt;&lt;/a&gt;19 juta per Januari 2012. Posisi "cuma" di peringkat lima. Biarpun gagal nomor satu, tetep aja sekian juta itu bukan jumlah yang kecil, sodara-sodara. Belum lagi yang punya blog, akun Youtube, YM, forum, atau apa itulah sejenisnya. Menurut pribadi sih, rata-rata orang Indonesia menghabiskan 80% waktu online buat buka akun yang saya sebutin tadi. Hehe :D&lt;br /&gt;
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"Terus kenapa? Bagus kan kalau banyak orang Indonesia yang gaul. Sadar teknologi dan eksis di dunia maya," mungkin ada yang tanya gitu di antara kalian yang baca. Ada yang tanya lagi, kok bisa banyak banget gitu sih pengguna &lt;i&gt;social network&lt;/i&gt;? Efek &lt;i&gt;social network &lt;/i&gt;bagus nggak? Ntar &lt;i&gt;social network &lt;/i&gt;bakal jadi gimana? Sabar...sabar. Saya terangin satu-satu yah. Cekidot :D&lt;br /&gt;
&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;span style="font-size: large;"&gt;&lt;u&gt;&lt;b&gt;Mengapa Jejaring Sosial Mewabah&lt;/b&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;&lt;u&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/u&gt;Belum lama ini muncul isu bahwa serangga tomcat mewabah di daerah Surabaya dan menyusul di daerah-daerah lain pulau Jawa (kalau kalian nggak tahu berita ini, berarti kalian selama ini tinggal di kolong kasur). Darimana awalnya tahu berita ini? Jawaban yang muncul pasti nggak jauh-jauh dari "teman" atau "jejaring sosial". Kemudian berita menyebar dengan cepat. Orang-orang tahu dari mbah google bahwa tomcat itu serangga yang warnanya oranye-hitam dengan sengatan di bagian belakang tubuhnya. Dari sinilah histeria massal terjadi.&lt;br /&gt;
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&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://media.vivanews.com/thumbs2/2012/03/19/148163_serangga-tomcat_300_225.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="150" src="http://media.vivanews.com/thumbs2/2012/03/19/148163_serangga-tomcat_300_225.jpg" width="200" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Tomcat: "Gw terkenal karena jejaring sosial!"&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;Jadi ini salah jejaring sosial? Bukan. Soal berita itu benar atau tidak pasti ada kabar lebih lanjut. Satu hal yang paling saya tekankan adalah hebatnya pengaruh jejaring sosial. Kesimpulan saya, kalaupun ada wabah maka itu adalah wabah jejaring sosial. Apa yang ramai dibicarakan, langsung jadi pusat perhatian kita semua. Wow, bukankah itu hebat?&lt;br /&gt;
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Bahasannya saya fokusin lagi. Di atas saya sudah bilang bahwa jumlah pengguna jejaring sosial meningkat pesat. Tahu sebabnya jejaring sosial jadi wabah di seluruh muka bumi termasuk Indonesia? Ada dua alasan utama:&lt;br /&gt;
&lt;ol&gt;&lt;li&gt;&lt;b&gt;Berkembangnya infrastruktur internet.&lt;/b&gt;&amp;nbsp; Inilah &lt;i&gt;backbone&lt;/i&gt; dari segala jenis jejaring sosial. Semenjak perusahaan telekomunikasi mengembangkan layanan internet di Indonesia, sarana prasarana dibangun, sistem besar dibuat. Layanan internet makin mudah dan harganya semakin terjangkau di masyarakat. Seiring waktu, pemanfaatan jejaring sosial semakin banyak dipakai karena lebih cepat dan murah dibandingkan SMS dan telepon.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Berkembangnya teknologi mobile device&lt;/b&gt;. Berjejaring sosial memang asyik. Sayangnya kita harus berada di depan komputer agar bisa tetap online. Kalau lagi jalan masa iya sih sambil nenteng monitor kemana-mana kalo pengen ngobrol di dunia maya? Masalah ini mulai terpecahkan tahun 2008 ketika muncul handphone yang memiliki layanan internet dan sosial media. Kini kita sudah terbiasa melihat orang-orang ber twitter atau facebook ria sambil jalan, naik angkot, atau saat menunggu. &lt;/li&gt;
&lt;/ol&gt;Dengan adanya dua kekuatan itu, maka tren berjejaring sosial menjadi tren karena mudah, murah, dan dapat dilakukan di manapun.&lt;br /&gt;
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&lt;span style="font-size: large;"&gt;&lt;b style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;u&gt;Tren Jejaring Sosial 2012&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
Dua tahun lalu, saya pernah mengikuti pertemuan dengan dosen institut terkemuka di Singapura. Waktu itu dia memperkenalkan fakultasnya sambil menunjukkan page resmi fakultas tersebut di Facebook. Kreatif sekali! Sambil menjelaskan, dia bertanya (sebenarnya pakai bahasa Inggris, namun saya terjemahkan),"Kalian punya akun Facebook kan? Jujur saja, kalau tidak punya akun Facebook berarti kalian bukan manusia." Waktu itu kami semua tersenyum mendengarnya. Sementara dalam hati saya berpikir kata-kata dosen itu ada benarnya juga. Contoh lain, dalam sebuah buku tentang cara sukses mendapat pekerjaan tertulis bahwa minimal nama kita harus ada di dunia maya. Kalau kalian ketik nama lengkap kalian dan tidak ditemukan data apapun oleh google, maka kalian tidak nyata. Parah sih, namun persaingan yang kini berskala global menuntut kita aktif di dunia maya. Jadi, mau nggak mau ya harus eksis, hehehe.&lt;br /&gt;
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Dari sisi perkembangan teknologi, 2012 bakal jadi tahun kejayaan &lt;i&gt;mobile device. &lt;/i&gt;Tablet dan smartphone yang praktis sedang tren dimana-mana. Dengan berbagai sistem merek dan sistem operasi, semuanya pasti memiliki aplikasi untuk akses jejaring sosial. Tidak cukup itu saja, gadget tersebut harus memiliki opsi "share" dalam semua fiturnya. Berikut ini nih contohnya:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Gw habis foto bareng temen-temen ---&amp;gt; edit foto pake aplikasi HP ---&amp;gt; &lt;b style="color: #134f5c;"&gt;share&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;Gw habis nemu restoran bagus ---&amp;gt; buka GPS ---&amp;gt; &lt;b style="color: #134f5c;"&gt;share&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;Gw lihat berita bagus di news feed ---&amp;gt;&lt;span style="color: black;"&gt; &lt;/span&gt;&lt;b style="color: #134f5c;"&gt;share&amp;nbsp;&amp;nbsp;&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;Gw berhasil bikin highscore di game ---&amp;gt; &lt;b style="color: #134f5c;"&gt;&lt;span style="color: #134f5c;"&gt;share&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;Bahkan...Gw lagi gabut gak ada kerjaan ---&amp;gt; &lt;b style="color: #134f5c;"&gt;share juga!&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;&amp;nbsp;Intinya, semua harus terintegrasi satu sama lain. Tujuannya tidak lain memudahkan kita sebagai user untuk saling berbagi. Dengan metode ini pula, informasi akan semakin luas dan kebutuhan kita dapat terpenuhi cukup dengan jejaring sosial. Enak kan nggak perlu buka2 situs internet, browsing kesana kemari untuk mencari info jika mereka yang datang kepada kita :D.&lt;br /&gt;
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Sementara dari segi fungsional, jejaring sosial telah berevolusi lebih dari sekedar pertemanan dan bertukar informasi. Di tahun 2012, diperkirakan jejaring sosial akan menjadi media marketing nomor satu dunia!&lt;br /&gt;
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&lt;b&gt;&lt;span style="color: #134f5c;"&gt;Silakan berhenti sejenak dan tonton video ini sebelum saya lanjutkan. &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/0eUeL3n7fDs" width="560"&gt;&lt;/iframe&gt;&lt;br /&gt;
&lt;br /&gt;
Betapa dahsyatnya jejaring sosial kan? Sekarang dunia marketing pun mulai merambah jejaring sosial. Nah, beriklan di jejaring sosial itu tidak sama dengan iklan yang ada di TV dan koran. kita perlu menarik hati calon konsumen dengan strategi. Kalau kita berhasil, produk kita laku. Nah, Arwuda Indonesia (sosial media agency) ini nih salah satu profesional yang bergerak di bidang tersebut. Nggak asal-asalan dong strategi marketing di jejaring sosial. Lihat iklan lewat di situs web itu kan udah bikin bete, nah makanya Arwuda Indonesia bergerak melalui pendekatan yang lebih personal kepada setiap pengguna jejaring sosial. Biar lebih jelas klik aja di&amp;nbsp;&lt;a href="http://www.arwuda.com/"&gt;&lt;/a&gt;&lt;a href="http://www.arwuda.com/"&gt;http://www.arwuda.com&lt;/a&gt;&lt;br /&gt;
&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;span style="font-size: large;"&gt;&lt;u&gt;&lt;b&gt;&lt;br /&gt;
&lt;/b&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: large;"&gt;&lt;u style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;b&gt;Indonesia dalam Jejaring Sosial&lt;/b&gt;&lt;/u&gt;&lt;/span&gt;&lt;br /&gt;
&lt;a href="https://encrypted-tbn3.google.com/images?q=tbn:ANd9GcQrNI5CbAH1D3jLEuERrtBlzQCJ9d2IlKzT6JF_avxD_4qTOEZ0" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="200" src="https://encrypted-tbn3.google.com/images?q=tbn:ANd9GcQrNI5CbAH1D3jLEuERrtBlzQCJ9d2IlKzT6JF_avxD_4qTOEZ0" width="200" /&gt;&lt;/a&gt;Pada tahap ini sebenarnya sudah mulai opini saya sendiri sih. Kan sudah dijelaskan di atas bahwa pengguna jejaring sosial di Indonesia itu bejibun banyaknya. Sampai puluhan juta loh. Terus, kita semua pakai bahasa Indoensia kan? Menurut penelitian, bahasa Indonesia adalah bahasa kelima yang paling banyak dipakai di facebook. Bangga nggak tuh? Hehe..&lt;br /&gt;
Ide saya yang lebih gokil lagi, kita tingkatkan jumlah pengguna Facebook dari Indonesia. Otomatis bahasa Indonesia akan menyebar penggunaannya. Bahasa kita akan jadi pesaing bahasa inggris, bahkan mengalahkan pengguna berbahasa Inggris. Ini langkah awal Indonesia buat memberikan pengaruh global. Tidak buruk, kan :).&lt;br /&gt;
Yah, apapun bentuknya kita tetap harus memberikan kontribusi buat bangsa. Kalau bisa lewat jejaring sosial, mengapa tidak? Kalau kita terus mikirin masalah-masalah yang bermunculan di negeri ini gak bakal ada ujungnya. Ayo semangat beerjejaring sosial dan semangat untuk Indonesia :D&lt;br /&gt;
&lt;br /&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhN-3Dw-D9RsL90IeoMHRRw631Durrd-7ocmCerDzYL4x-UU0GrUpoJx6Ba5Vyoij5lIGfko8f8Gsb7tc8Y5sELN4eaQyUuwI3bRQ48EaF9hcfUZlM4MboGm2IO50tdlpkuxMdnnX6FKwg/s1600/SANY1992.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhN-3Dw-D9RsL90IeoMHRRw631Durrd-7ocmCerDzYL4x-UU0GrUpoJx6Ba5Vyoij5lIGfko8f8Gsb7tc8Y5sELN4eaQyUuwI3bRQ48EaF9hcfUZlM4MboGm2IO50tdlpkuxMdnnX6FKwg/s320/SANY1992.JPG" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Ini aku. Ini karyaku.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;&lt;u&gt;sumber&lt;/u&gt;&lt;/i&gt;&lt;br /&gt;
&lt;a href="http://www.kompas.com/"&gt;http://www.kompas.com&lt;/a&gt;&lt;br /&gt;
&lt;a href="http://www.youtube.com/"&gt;http://www.youtube.com&lt;/a&gt;&lt;br /&gt;
&lt;a href="http://en.wikipedia.org/"&gt;http://en.wikipedia.org&lt;/a&gt;&lt;/div&gt;</description><link>http://yogiandtheblog.blogspot.com/2012/03/kupas-tuntas-tren-jejaring-sosial-2012.html</link><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDuk-iioi9h_b8vCyZVs1ApEgGYi2f7-L7ch_iGSatSN5njYpo_V6hOpZVSqRt7CytRilfVqKZNKVUdDmRsXoiI5MaQgSf4R0s_VzFTwQI4zqdoctgWmhsOS1bGAFSYrzwkl2n_qM8qJo/s72-c/logo.jpg" width="72"/><thr:total>2</thr:total><author>noreply@blogger.com (Yogi Saputro)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-8743921796831196896.post-7611301819915451414</guid><pubDate>Thu, 10 Nov 2011 03:48:00 +0000</pubDate><atom:updated>2012-04-02T11:42:22.798+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">game</category><category domain="http://www.blogger.com/atom/ns#">puzzle</category><category domain="http://www.blogger.com/atom/ns#">stress</category><title>Mainan Penyegar Otak : Idiot Test 2</title><description>Ngerasa bosan, gabut, dan tidak punya sesuatu buat dikerjakan? Saya ada satu game yang bisa bikin seger lagi.&lt;br /&gt;
Source-nya berasal dari &lt;a href="http://www.arcadecabin.com/"&gt;www.arcadecabin.com&lt;/a&gt;,&lt;br /&gt;
&lt;a name='more'&gt;&lt;/a&gt; kalo agan tertarik sama game ini, langsung aja ke situs sananya, hehehe...&lt;br /&gt;
&lt;br /&gt;
Ok deh, saya ucapkan selamat bermain :D&lt;br /&gt;
&lt;br /&gt;
&lt;div&gt;&lt;embed height="450" pluginspage="http://www.macromedia.com/go/getflashplayer" quality="high" src="http://www.arcadecabin.com/tempswf/idiottest2" type="application/x-shockwave-flash" width="590"&gt;&lt;/embed&gt;&lt;/div&gt;&lt;a href="http://www.arcadecabin.com/" target="_blank"&gt;&lt;span style="font-weight: bold;"&gt;More Games at arcadecabin.com&lt;/span&gt;&lt;/a&gt; | &lt;a href="http://www.arcadecabin.com/play/idiot_test_2.html" target="_blank"&gt;&lt;span style="font-weight: bold;"&gt;Play this game!&lt;/span&gt;&lt;/a&gt;</description><link>http://yogiandtheblog.blogspot.com/2011/11/mainan-penyegar-otak-idiot-test-2.html</link><thr:total>0</thr:total><author>noreply@blogger.com (Yogi Saputro)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-8743921796831196896.post-1512191995140593547</guid><pubDate>Sat, 15 Oct 2011 12:44:00 +0000</pubDate><atom:updated>2012-04-02T11:43:18.761+07:00</atom:updated><title>Jawaban Puzzle 1</title><description>&lt;div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;"&gt;Kalau agan pembaca lupa soalnya atau baru pertama masuk ke blog, klik di bawah nih biar tahu soalnya kaya gimana...&lt;/div&gt;&lt;div style="font-family: Calibri; font-size: 11pt; margin: 0in;"&gt;&lt;a href="http://yogiandtheblog.blogspot.com/2011/10/puzzle-1-luas-poligon.html"&gt;Lihat soal Puzzle 1&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;div style="font-family: Calibri; font-size: 11pt; margin: 0in;"&gt;&lt;br /&gt;
&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-family: Calibri; font-size: 11pt; margin: 0in;"&gt;Pusing? Nggak mungkin kan? Ini kan soal yang gampang, hehehe. Dipikir sedikit juga jelas kok&lt;/div&gt;&lt;div style="font-family: Calibri; font-size: 11pt; margin: 0in;"&gt;&lt;/div&gt;&lt;div style="font-family: Calibri; font-size: 11pt; margin: 0in;"&gt;Agan pembaca hanya perlu berpikir out of the box, gan. Jangan lihat angkanya. Lihat bentuk poligonnya.&lt;/div&gt;&lt;div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;"&gt;Dengan sedikit kreativitas, anda dapat melihat bahwa poligon ini sebenarnya merupakan segitiga siku-siku samakaki. &lt;/div&gt;&lt;div style="margin: 0in;"&gt;&lt;img alt="" src="data:image/png;base64,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" /&gt;&lt;/div&gt;&lt;div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;"&gt;Skala gambar juga telah dibuat sedemikian rupa agar panjang sisinya terlihat sesuai. Iya kan? Agan pembaca juga bisa membuktikannya dengan sedikit ilmu geometri. &lt;/div&gt;&lt;div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;"&gt;Jadi, kalau sudah jelas bentuknya, tinggal menghitung luas segitiganya, &lt;/div&gt;&lt;div style="margin: 0in;"&gt;&lt;img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB8AAAAkCAIAAAD+cXYAAAAA4ElEQVRIie2WyxHDIAxEtx/Vo35UD7f0on7IAWwkbAKZEZfEOnnGzLPQZ9fIOwPmOTFIdANdhQAAnCLhGfnMOfEWeo2H/qv0HfOeGC7CvoH5kX+iG7mKp1stXKYfOgewCN1PbjtTJXGNrkLnLkwG18k4RjFgz1zAr+RC7ipkeCr0YaO7t4t0m/kEbi/2Ve6la8VpSF6uYD4RLY1f6uqhFCRax4JT347LSZO7UZpIIYMvlgpF8vvK3F03lr4t92B/6ncy1voaPf4/z05kODo3XzUVSRzpq71nb5zI2Hjoo3gDhKnuzKJl9cYAAAAASUVORK5CYII=" /&gt;&lt;/div&gt;&lt;div style="font-family: Calibri; font-size: 11pt; margin: 0in;"&gt;Maka akan ketemu nilai   &lt;/div&gt;&lt;div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;"&gt;200 cm persegi.&lt;/div&gt;&lt;div style="font-family: Calibri; font-size: 11pt; margin: 0in;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-family: Calibri; font-size: 11pt; margin: 0in;"&gt;&lt;br /&gt;
&lt;/div&gt;</description><link>http://yogiandtheblog.blogspot.com/2011/10/jawaban-puzzle-1.html</link><thr:total>0</thr:total><author>noreply@blogger.com (Yogi Saputro)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-8743921796831196896.post-6655486108725014480</guid><pubDate>Thu, 13 Oct 2011 11:38:00 +0000</pubDate><atom:updated>2012-04-02T11:44:50.527+07:00</atom:updated><title>Puzzle 1: Luas Poligon</title><description>&lt;ul style="direction: ltr; margin-bottom: 0in; margin-left: .0208in; margin-top: 0in; unicode-bidi: embed;"&gt;&lt;div style="font-family: Calibri; font-size: 11pt; margin: 0in; text-align: justify;"&gt;Kenalkan, agan-agan sekalian. Nama saya Yogi Saputro. Saya adalah orang yang kepalanya kepenuhan ide-ide, entah itu penting atau tidak. Daripada ide itu mengental dalam kepala saya dan akhirnya mengendap menjadi sampah, saya berpikir untuk menumpahkannya ke media lain. Blog ini yang paling mantap nih. Kita bisa tulis ide sesuka hati, syukur-syukur banyak yang suka.&lt;/div&gt;&lt;div style="font-family: Calibri; font-size: 11pt; margin: 0in; text-align: justify;"&gt;&lt;/div&gt;&lt;div style="font-family: Calibri; font-size: 11pt; margin: 0in; text-align: justify;"&gt;Oke, postingan pertama adalah tentang puzzle. Saya suka mikir. makanya saya pingin ajak agan-agan pembaca buat ikut mikir, hehehe. Ini murni hasil pemikiran saya, dan semoga tidak kebetulan&amp;nbsp; repost dengan tulisan orang. Santai saja, dan check this out.
&lt;a name='more'&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="font-family: Calibri; font-size: 11pt; margin: 0in; text-align: justify;"&gt;&lt;/div&gt;&lt;div style="font-family: Calibri; font-size: 11pt; margin: 0in; text-align: justify;"&gt;&lt;/div&gt;&lt;div style="font-family: Calibri; font-size: 11pt; margin: 0in; text-align: justify;"&gt;&lt;i&gt;Ron adalah seorang  anak SD yang sangat pandai matematika. Dia telah menjuarai berbagai kompetisi matematika. Semua orang mengagumi kepintaran Ron. Hal ini membuat dia agak  besar kepala.&lt;/i&gt;&lt;/div&gt;&lt;div style="font-family: Calibri; font-size: 11pt; margin: 0in; text-align: justify;"&gt;&lt;i&gt;Suatu kali,  datanglah Bima kepada Ron. Bima adalah mahasiswa yang bersahaja dan bijaksana.  Dia berkata kepada Ron sambil mengulurkan secarik kertas, "kamu bisa  matematika, dik? Aku ingin memberimu tantangan."&lt;/i&gt;&lt;/div&gt;&lt;div style="font-family: Calibri; font-size: 11pt; margin: 0in; text-align: justify;"&gt;&lt;i&gt;Ron mengambil  kertas tersebut. Pada kertas itu terdapat gambar seperti ini:&lt;/i&gt;&lt;/div&gt;&lt;div style="margin: 0in;"&gt;&lt;i&gt;&lt;img alt="" src="data:image/png;base64,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" /&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="font-family: Calibri; font-size: 11pt; margin: 0in; text-align: justify;"&gt;&lt;/div&gt;&lt;div style="font-family: Calibri; font-size: 11pt; margin: 0in; text-align: justify;"&gt;&lt;i&gt;"Aku ingin kau  menghitung luas gabungan bangun datar itu," lanjut Bima. Ron terdiam  sejenak, lalu mengernyitkan dahinya. "Soal ini nggak bisa dikerjakan.  Mana mungkin tahu kalau informasinya cuma segitu?" sanggah Ron. Mendengar  hal itu Bima tersenyum, "Tentu saja bisa."&lt;/i&gt;&lt;/div&gt;&lt;div style="font-family: Calibri; font-size: 11pt; margin: 0in; text-align: justify;"&gt;&lt;/div&gt;&lt;div style="font-family: Calibri; font-size: 11pt; margin: 0in; text-align: justify;"&gt;Bagaimana dengan  anda sekalian, gan? Bisa tidak mencari luas gabungan poligon di atas?&lt;/div&gt;&lt;div style="font-family: Calibri; font-size: 11pt; margin: 0in; text-align: justify;"&gt;&amp;nbsp;Silakan berkomentar. Jawaban puzzle ini akan saya post besok lusa.&lt;/div&gt;&lt;/ul&gt;&lt;div&gt;&lt;/div&gt;&lt;div style="margin: 0in; text-align: justify;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-family: Calibri; font-size: 11.0pt; margin: 0in;"&gt;&lt;br /&gt;
&lt;/div&gt;</description><link>http://yogiandtheblog.blogspot.com/2011/10/puzzle-1-luas-poligon.html</link><thr:total>0</thr:total><author>noreply@blogger.com (Yogi Saputro)</author></item></channel></rss>