<?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-3871330606635332833</id><updated>2026-07-11T03:26:00.114+07:00</updated><category term="android"/><category term="internet"/><category term="aplikasi"/><category term="galaxy"/><category term="tips"/><category term="Linux"/><category term="life"/><category term="photo"/><category term="Mac"/><category term="motivation"/><category term="people"/><category term="quora"/><category term="samsung"/><category term="OOT"/><category term="camera"/><category term="comics"/><category term="dual boot"/><category term="fun"/><category term="joke"/><category term="macro"/><category term="photography"/><category term="photoshop"/><category term="skill"/><category term="windows"/><category term="Arwuda"/><category term="Book"/><category term="Excel"/><category term="Inspirasi"/><category term="coding"/><category term="colemak"/><category term="computer"/><category term="freeCodeCamp"/><category term="humor"/><category term="instagram"/><category term="kaskus"/><category term="kompre"/><category term="lion"/><category term="online shopping"/><category term="osx"/><category term="sotoji"/><category term="twitter"/><title type='text'>EFAND&#39;s official blog</title><subtitle type='html'>This is official blog of EFAND...no specific contents, just want to share you what&#39;s in my mind</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://mrefand.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://mrefand.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>efand</name><uri>http://www.blogger.com/profile/15157484536784991996</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>82</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3871330606635332833.post-8802900426873611150</id><published>2026-07-01T19:21:39.478+07:00</published><updated>2026-07-01T19:21:39.478+07:00</updated><title type='text'>Your VLOOKUP Is Slow On Purpose (Here&#39;s the Fast One)</title><content type='html'>&lt;div&gt;&lt;h1 style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;&lt;em&gt;The trick hides in the &quot;wrong&quot; 4th argument — and in one little comma that changes everything.&lt;/em&gt;&lt;/h1&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;Someone taught you one golden rule about VLOOKUP: &lt;strong&gt;always end it with &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;FALSE&lt;/code&gt;.&lt;/strong&gt; Exact match. Never &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;TRUE&lt;/code&gt;. And that rule — as far as it goes — is fine. It&#39;s also quietly making your big workbooks crawl.&lt;/p&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;Here&#39;s the part nobody mentions: the exact-match VLOOKUP everyone swears by is the &lt;em&gt;slow&lt;/em&gt; one. The &quot;dangerous&quot; approximate-match version — the one with &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;TRUE&lt;/code&gt; — is the &lt;em&gt;fast&lt;/em&gt; one. Much faster. We just have to tame it.&lt;/p&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;Let me show you something cool — like, really cool. But first, a tiny detour, because it turns out the door to the fast version has been sitting inside that 4th argument the whole time.&lt;/p&gt;&lt;h2 style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;Quick hat trick: three ways to write &quot;exact match&quot;&lt;/h2&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;You&#39;ve been writing the formal, full-length version:&lt;/p&gt;&lt;pre style=&quot;background: rgb(246, 248, 250); border-radius: 6px; color: #111111; overflow: auto; padding: 12px 14px;&quot;&gt;&lt;code style=&quot;background: none; border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 0px;&quot;&gt;=VLOOKUP(value,range,col,FALSE)&lt;/code&gt;&lt;/pre&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;Watch how short we can make that last argument.&lt;/p&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;&lt;strong&gt;Move 1 — swap &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;FALSE&lt;/code&gt; for &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;0&lt;/code&gt;.&lt;/strong&gt; To Excel, &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;FALSE&lt;/code&gt; &lt;em&gt;is&lt;/em&gt; &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;0&lt;/code&gt;. They&#39;re the same value wearing different clothes. So this is identical, and shorter:&lt;/p&gt;&lt;pre style=&quot;background: rgb(246, 248, 250); border-radius: 6px; color: #111111; overflow: auto; padding: 12px 14px;&quot;&gt;&lt;code style=&quot;background: none; border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 0px;&quot;&gt;=VLOOKUP(value,range,col,0)&lt;/code&gt;&lt;/pre&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;&lt;strong&gt;Move 2 — leave it blank but keep the comma.&lt;/strong&gt; An empty argument slot is read as &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;0&lt;/code&gt;, and &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;0&lt;/code&gt; means &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;FALSE&lt;/code&gt;. So this &lt;em&gt;still&lt;/em&gt; does an exact match, with the fewest keystrokes of all:&lt;/p&gt;&lt;pre style=&quot;background: rgb(246, 248, 250); border-radius: 6px; color: #111111; overflow: auto; padding: 12px 14px;&quot;&gt;&lt;code style=&quot;background: none; border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 0px;&quot;&gt;=VLOOKUP(value,range,col,)&lt;/code&gt;&lt;/pre&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;That&#39;s the hat trick: &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;FALSE&lt;/code&gt; → &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;0&lt;/code&gt; → &lt;em&gt;(blank)&lt;/em&gt;. Three spellings, one behavior. Feel free to use whichever you like — I&#39;ve grown fond of the lonely trailing comma.&lt;/p&gt;&lt;blockquote style=&quot;background: rgb(250, 250, 250); border-left: 4px solid rgb(204, 204, 204); color: #111111; font-family: Georgia, serif; margin: 12px 0px; padding: 4px 14px;&quot;&gt;&lt;p&gt;&lt;strong&gt;But don&#39;t drop that comma — and this is the whole point of today&#39;s post.&lt;/strong&gt; Delete the comma &lt;em&gt;too&lt;/em&gt;, and you haven&#39;t written &quot;FALSE by omission.&quot; You&#39;ve written the function&#39;s &lt;strong&gt;default&lt;/strong&gt; — which for VLOOKUP is &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;TRUE&lt;/code&gt;:&lt;/p&gt;&lt;pre style=&quot;background: rgb(246, 248, 250); border-radius: 6px; overflow: auto; padding: 12px 14px;&quot;&gt;&lt;code style=&quot;background: none; border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 0px;&quot;&gt;=VLOOKUP(value,range,col)     ← no comma = TRUE (approximate!)
=VLOOKUP(value,range,col,)   ← blank + comma = FALSE (exact)&lt;/code&gt;&lt;/pre&gt;&lt;p&gt;Two formulas that look like twins, doing the exact opposite thing. One character between them.&lt;/p&gt;&lt;/blockquote&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;&lt;/p&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/a/AVvXsEi76gLFCLdPjDO5J1WMd09pDjiA-pK27EKbtB2B0CdSNXmm1RR5GSNg08lr3BP97LY4UMawCmjVAdXBM2sJjZwb7mBkqFtW_EHYO_BygyTPNFBoGInKUZvlR-J5eZEFd58Bg3eaCGz-yD2buvJOmLSn4z6UxHa1FkecHf5nd7AbhNgyC6GxE-my5iIH9JGa&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;344&quot; data-original-width=&quot;672&quot; height=&quot;164&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEi76gLFCLdPjDO5J1WMd09pDjiA-pK27EKbtB2B0CdSNXmm1RR5GSNg08lr3BP97LY4UMawCmjVAdXBM2sJjZwb7mBkqFtW_EHYO_BygyTPNFBoGInKUZvlR-J5eZEFd58Bg3eaCGz-yD2buvJOmLSn4z6UxHa1FkecHf5nd7AbhNgyC6GxE-my5iIH9JGa&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;em&gt;Ran it live, looking up &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;25&lt;/code&gt; in a tiny table. &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;FALSE&lt;/code&gt;, &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;0&lt;/code&gt;, and the blank comma all say &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;#N/A&lt;/code&gt; — exact match, and 25 isn&#39;t there. Drop the comma and it cheerfully returns Banana. That&#39;s &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;TRUE&lt;/code&gt; sneaking in through the back door.&lt;/em&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;So file this away as a general habit: &lt;strong&gt;an empty argument (comma there, value gone) is read as &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;0&lt;/code&gt;/&lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;FALSE&lt;/code&gt;&lt;/strong&gt; — a handy keystroke-saver across lots of functions. But &lt;em&gt;fully&lt;/em&gt; dropping the comma hands control to the function&#39;s own default, and that default isn&#39;t always &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;FALSE&lt;/code&gt;. VLOOKUP is living proof: its default is &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;TRUE&lt;/code&gt;.&lt;/p&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;And that &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;TRUE&lt;/code&gt; we keep tiptoeing around? That&#39;s the fast lane. Let&#39;s walk through it.&lt;/p&gt;&lt;h2 style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;First, why &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;FALSE&lt;/code&gt; is slow&lt;/h2&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;When you write &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;=VLOOKUP(id,Data,2,)&lt;/code&gt;, Excel does the honest, plodding thing: it starts at the top of the lookup column and checks every single cell, one by one, until it finds your value. Row 1, row 2, row 3… all the way down.&lt;/p&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;On 100 rows, who cares. On 200,000 rows, with a few thousand of these formulas recalculating at once? Arrgh, what a slow, boring wait.&lt;/p&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;That&#39;s a &lt;strong&gt;linear search&lt;/strong&gt; — &quot;look at everything until you trip over the answer.&quot; Worst case, to find one value in a million rows, Excel makes a million comparisons. Now multiply that by every VLOOKUP on the sheet. &lt;em&gt;That&#39;s&lt;/em&gt; your spinning cursor and your fan spinning up.&lt;/p&gt;&lt;h2 style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;Why &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;TRUE&lt;/code&gt; is fast: it stops looking at everything&lt;/h2&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;Flip that last argument to &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;TRUE&lt;/code&gt; (approximate match) and Excel switches to a completely different engine: a &lt;strong&gt;binary search&lt;/strong&gt;.&lt;/p&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;Here&#39;s the plain-English version. Imagine finding &quot;Nathan&quot; in a paper phone book. You don&#39;t start at page 1 and read every name — that would be madness. You flip to the middle, land on &quot;M,&quot; and think: &lt;em&gt;too early, Nathan&#39;s after this.&lt;/em&gt; You throw away the entire first half. You flip to the middle of what&#39;s left, land on &quot;R&quot; — &lt;em&gt;too far, back up.&lt;/em&gt; Throw away that half. A few flips and you&#39;re staring at Nathan.&lt;/p&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;That only works because the phone book is &lt;strong&gt;sorted&lt;/strong&gt;. And it&#39;s brutally efficient: every flip throws away half of what&#39;s left.&lt;/p&gt;&lt;ul style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;&lt;li&gt;Guess a number between 1 and 100 by halving each time → you&#39;re done in &lt;strong&gt;7 guesses&lt;/strong&gt;, tops.&lt;/li&gt;&lt;li&gt;Find one row in &lt;strong&gt;1,000,000&lt;/strong&gt; → about &lt;strong&gt;20 comparisons&lt;/strong&gt;. Not a million. Twenty.&lt;/li&gt;&lt;/ul&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;Put real numbers on it — worst-case comparisons to find one row:&lt;/p&gt;&lt;table border=&quot;1&quot; cellpadding=&quot;6&quot; style=&quot;border-collapse: collapse; color: #111111; font-family: Georgia, serif; margin: 12px 0px;&quot;&gt;&lt;thead&gt;&lt;tr&gt;&lt;th style=&quot;background: rgb(242, 242, 242); text-align: left;&quot;&gt;Rows&lt;/th&gt;&lt;th style=&quot;background: rgb(242, 242, 242); text-align: left;&quot;&gt;Linear (&lt;code style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;FALSE&lt;/code&gt;)&lt;/th&gt;&lt;th style=&quot;background: rgb(242, 242, 242); text-align: left;&quot;&gt;Binary (&lt;code style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;TRUE&lt;/code&gt;)&lt;/th&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td&gt;1,000&lt;/td&gt;&lt;td&gt;up to 1,000&lt;/td&gt;&lt;td&gt;~10&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;100,000&lt;/td&gt;&lt;td&gt;up to 100,000&lt;/td&gt;&lt;td&gt;~17&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;1,000,000&lt;/td&gt;&lt;td&gt;up to 1,000,000&lt;/td&gt;&lt;td&gt;~20&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;Read that table sideways: every time your data grows &lt;strong&gt;ten times bigger&lt;/strong&gt;, linear search gets ten times slower — while binary search adds just &lt;em&gt;three or four&lt;/em&gt; comparisons. One approach checks &lt;em&gt;everything&lt;/em&gt;; the other barely looks. On big data you feel that gap the moment the sheet recalculates.&lt;/p&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;So why did your guru ban &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;TRUE&lt;/code&gt;? Two reasons — and both are fixable:&lt;/p&gt;&lt;ol style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;&lt;li&gt;&lt;strong&gt;It needs the lookup column sorted ascending.&lt;/strong&gt; No sort, no phone-book trick — you&#39;ll get garbage.&lt;/li&gt;&lt;li&gt;&lt;strong&gt;It returns the &lt;em&gt;closest&lt;/em&gt; match, not the exact one.&lt;/strong&gt; Ask for an ID that doesn&#39;t exist and &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;TRUE&lt;/code&gt; cheerfully hands you the nearest neighbor instead of an error. Yikes.&lt;/li&gt;&lt;/ol&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;Reason #2 is the scary one. But we can do better.&lt;/p&gt;&lt;h2 style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;Seeing the &quot;closest match&quot; problem for real&lt;/h2&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;Say your data is sorted like this — employee IDs in column A, salaries in column B:&lt;/p&gt;&lt;table border=&quot;1&quot; cellpadding=&quot;6&quot; style=&quot;border-collapse: collapse; color: #111111; font-family: Georgia, serif; margin: 12px 0px;&quot;&gt;&lt;thead&gt;&lt;tr&gt;&lt;th style=&quot;background: rgb(242, 242, 242); text-align: left;&quot;&gt;A (ID)&lt;/th&gt;&lt;th style=&quot;background: rgb(242, 242, 242); text-align: left;&quot;&gt;B (Salary)&lt;/th&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td&gt;1001&lt;/td&gt;&lt;td&gt;50,000&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;1002&lt;/td&gt;&lt;td&gt;61,000&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;1005&lt;/td&gt;&lt;td&gt;58,000&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;1009&lt;/td&gt;&lt;td&gt;72,000&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;Now &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;=VLOOKUP(1004,A:B,2,TRUE)&lt;/code&gt;. There is no employee 1004. But &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;TRUE&lt;/code&gt; doesn&#39;t shrug — it walks back to the largest ID that&#39;s &lt;em&gt;not over&lt;/em&gt; 1004, which is &lt;strong&gt;1002&lt;/strong&gt;, and confidently returns &lt;strong&gt;61,000&lt;/strong&gt; — no error, no warning, just a wrong salary handed over with a straight face.&lt;/p&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;That&#39;s the landmine. Here&#39;s how we defuse it while keeping the speed.&lt;/p&gt;&lt;h2 style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;The 2-step &quot;fast exact match&quot; trick&lt;/h2&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;The idea: use the fast binary search to &lt;em&gt;find&lt;/em&gt; the row, then &lt;strong&gt;verify&lt;/strong&gt; it&#39;s actually the row we asked for. If it is, return the value. If it isn&#39;t, say &quot;not found.&quot; The speed of &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;TRUE&lt;/code&gt;, the safety of &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;FALSE&lt;/code&gt;.&lt;/p&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;Sort your table ascending by the lookup column, then:&lt;/p&gt;&lt;pre style=&quot;background: rgb(246, 248, 250); border-radius: 6px; color: #111111; overflow: auto; padding: 12px 14px;&quot;&gt;&lt;code style=&quot;background: none; border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 0px;&quot;&gt;=IF(VLOOKUP(A2,Data,1,TRUE)=A2,VLOOKUP(A2,Data,2,TRUE),&quot;Not found&quot;)&lt;/code&gt;&lt;/pre&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;Reading it out loud, step by step:&lt;/p&gt;&lt;ol style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;&lt;li&gt;&lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;VLOOKUP(A2,Data,1,TRUE)&lt;/code&gt; — do a fast approximate lookup that brings back the &lt;strong&gt;key column itself&lt;/strong&gt; (column 1). This lands on the closest match, at binary-search speed.&lt;/li&gt;&lt;li&gt;&lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;= A2&lt;/code&gt; — check: is that closest match &lt;em&gt;actually&lt;/em&gt; the ID we asked for? If yes, the record truly exists.&lt;/li&gt;&lt;li&gt;If it exists → &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;VLOOKUP(A2,Data,2,TRUE)&lt;/code&gt; grabs the value we really wanted (column 2 — the value beside the key) — again by binary search.&lt;/li&gt;&lt;li&gt;If it doesn&#39;t → we return &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;&quot;Not found&quot;&lt;/code&gt; instead of a silently wrong number.&lt;/li&gt;&lt;/ol&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;Run our 1004 example through that: step 1 finds 1002, step 2 asks &quot;is 1002 = 1004?&quot; — no — so we get &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;&quot;Not found&quot;&lt;/code&gt; instead of a bogus salary. Exactly right.&lt;/p&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;&lt;/p&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/a/AVvXsEgS2SG_5fGTQ8lVeaaRwJnfRAQJ2L2YXt39h9Hm6vemoNg97S6gCYGYojZwp6C1u4cXsqcvIBmjrWOTY0_JAvsqO-AXH6WS2QZSjuU7Vcl9Ykaxk0cReTmRMi-SC4u9PQ_MLmWCf3OozptXmeSW4S37uxyVDqblOXPEFBtsgDYDUse-XVq3ySz_2Fe06IRg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;319&quot; data-original-width=&quot;615&quot; height=&quot;166&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgS2SG_5fGTQ8lVeaaRwJnfRAQJ2L2YXt39h9Hm6vemoNg97S6gCYGYojZwp6C1u4cXsqcvIBmjrWOTY0_JAvsqO-AXH6WS2QZSjuU7Vcl9Ykaxk0cReTmRMi-SC4u9PQ_MLmWCf3OozptXmeSW4S37uxyVDqblOXPEFBtsgDYDUse-XVq3ySz_2Fe06IRg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;em&gt;The landmine and the fix in one shot. Bare &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;TRUE&lt;/code&gt; hands back &lt;strong&gt;61,000&lt;/strong&gt; for ID 1004 — which doesn&#39;t exist. The verified version correctly says &lt;strong&gt;Not found&lt;/strong&gt; for 1004, and still nails &lt;strong&gt;58,000&lt;/strong&gt; for the real 1005.&lt;/em&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;Two lookups instead of one, sure. But both are binary searches, so together they &lt;em&gt;still&lt;/em&gt; leave a single linear exact-match VLOOKUP in the dust on large data. Put numbers on it one more time: on a million rows, our two binary searches cost about &lt;strong&gt;40 comparisons&lt;/strong&gt; total. The one &quot;safe&quot; linear VLOOKUP everyone recommends? Up to &lt;strong&gt;a million&lt;/strong&gt;. Two of the fast thing still beat one of the slow thing, easily.&lt;/p&gt;&lt;h2 style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;Now the punchline: turn the trap into the trick&lt;/h2&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;Look at that formula again — every lookup in it ends in &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;, TRUE&lt;/code&gt;:&lt;/p&gt;&lt;pre style=&quot;background: rgb(246, 248, 250); border-radius: 6px; color: #111111; overflow: auto; padding: 12px 14px;&quot;&gt;&lt;code style=&quot;background: none; border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 0px;&quot;&gt;=IF(VLOOKUP(A2,Data,1,TRUE) = A2,VLOOKUP(A2,Data,2,TRUE),&quot;Not found&quot;)&lt;/code&gt;&lt;/pre&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;But we spent the whole top of this post learning that &lt;strong&gt;omitting the last argument &lt;em&gt;is&lt;/em&gt; &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;TRUE&lt;/code&gt;.&lt;/strong&gt; And here — unlike the exact-match hat trick — &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;TRUE&lt;/code&gt; is exactly what we&#39;re after. So drop it. Twice:&lt;/p&gt;&lt;pre style=&quot;background: rgb(246, 248, 250); border-radius: 6px; color: #111111; overflow: auto; padding: 12px 14px;&quot;&gt;&lt;code style=&quot;background: none; border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 0px;&quot;&gt;=IF(VLOOKUP(A2,Data,1) = A2,VLOOKUP(A2,Data,2),&quot;Not found&quot;)&lt;/code&gt;&lt;/pre&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;Same binary search, same verify, same answer — just shorter. Remember the comma we warned you about? It was only a trap because &lt;em&gt;there&lt;/em&gt; you wanted an exact match. Here we&#39;re playing with &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;TRUE&lt;/code&gt; on purpose, so the same move turns into the goldmine: the default does the fast thing for free, and you type less to get it.&lt;/p&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;&lt;/p&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/a/AVvXsEiJVq6kBTPyvGhW0XCclKBqsLd6VQuCw8-ofU5FmL6EbncTgDwRSUawhB4r4mg173xArMPahBAe_JqgUOefSIzBgetSGr2TKTrk8OPK1g6vQhD26pg4THlVM-ws7wAKrLUJDij8FBRJ2HdwNSvo2wzprJJwBjOEUFzfkGpeWCypXoU7Eoq0d2K1DJNBmBre&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;334&quot; data-original-width=&quot;848&quot; height=&quot;126&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiJVq6kBTPyvGhW0XCclKBqsLd6VQuCw8-ofU5FmL6EbncTgDwRSUawhB4r4mg173xArMPahBAe_JqgUOefSIzBgetSGr2TKTrk8OPK1g6vQhD26pg4THlVM-ws7wAKrLUJDij8FBRJ2HdwNSvo2wzprJJwBjOEUFzfkGpeWCypXoU7Eoq0d2K1DJNBmBre&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;em&gt;Proof — the short form (no &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;, TRUE&lt;/code&gt;) and the long form return the same &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;58,000&lt;/code&gt; for a real ID and the same &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;Not found&lt;/code&gt; for a missing one. Dropping the comma changed nothing but the length.&lt;/em&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;If you&#39;d rather keep &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;TRUE&lt;/code&gt; written out so the next person knows it&#39;s deliberate, do — it&#39;s the same speed. But if you want the shortest thing that works, that&#39;s it.&lt;/p&gt;&lt;blockquote style=&quot;background: rgb(250, 250, 250); border-left: 4px solid rgb(204, 204, 204); color: #111111; font-family: Georgia, serif; margin: 12px 0px; padding: 4px 14px;&quot;&gt;&lt;p&gt;&lt;strong&gt;One edge case, one wrap.&lt;/strong&gt; If a lookup value can be smaller than your very first key, the inner VLOOKUP returns &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;#N/A&lt;/code&gt;. Catch it by wrapping the whole thing: &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;=IFERROR( …the formula above…,&quot;Not found&quot;)&lt;/code&gt;. Now every miss lands softly.&lt;/p&gt;&lt;/blockquote&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;Prefer INDEX/MATCH? Same idea — and &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;MATCH&lt;/code&gt; plays the very same game: its 3rd argument defaults to approximate (&lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;1&lt;/code&gt;), so you can drop it too. In modern Excel, compute the position once with &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;LET&lt;/code&gt;:&lt;/p&gt;&lt;pre style=&quot;background: rgb(246, 248, 250); border-radius: 6px; color: #111111; overflow: auto; padding: 12px 14px;&quot;&gt;&lt;code style=&quot;background: none; border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 0px;&quot;&gt;=LET(pos,MATCH(A2,Keys),IF(INDEX(Keys,pos)=A2,INDEX(Vals,pos),&quot;Not found&quot;))&lt;/code&gt;&lt;/pre&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;&lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;MATCH(A2,Keys)&lt;/code&gt; — no 3rd argument — is the approximate (binary) match; the &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;INDEX(Keys,pos) = A2&lt;/code&gt; line is the same safety check. (Wrap it in &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;IFERROR&lt;/code&gt; too, for the below-the-first-key case.)&lt;/p&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;&lt;/p&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/a/AVvXsEj5SJMK5lWqBSDx2dlaNkMZpoZxdUmCtTwK3mE9-JEviJfmuYwoPgDW7EovQG0Ee1ghSkdvfdWAqQURCEw32QgpZZD3Ysxc8s2iJRDTUf_Gtzykrr5RdWcntFEmBvQ_07_yqHVzr-MCzNF--bxXoUyQEcEq4FaIzXpLbaEM5U49YCGfkNo_p7_pNlCJ585n&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;250&quot; data-original-width=&quot;848&quot; height=&quot;94&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEj5SJMK5lWqBSDx2dlaNkMZpoZxdUmCtTwK3mE9-JEviJfmuYwoPgDW7EovQG0Ee1ghSkdvfdWAqQURCEw32QgpZZD3Ysxc8s2iJRDTUf_Gtzykrr5RdWcntFEmBvQ_07_yqHVzr-MCzNF--bxXoUyQEcEq4FaIzXpLbaEM5U49YCGfkNo_p7_pNlCJ585n&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;em&gt;Follow along — &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;Keys&lt;/code&gt; and &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;Vals&lt;/code&gt; are just names for &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;A3:A6&lt;/code&gt; and &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;B3:B6&lt;/code&gt;. One cell, one formula: &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;58,000&lt;/code&gt; for the real 1005, &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;Not found&lt;/code&gt; for the missing 1004.&lt;/em&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;No &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;LET&lt;/code&gt; yet — older Excel? Then don&#39;t compute &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;MATCH&lt;/code&gt; twice; that doubles the search you just worked to speed up. Park the position once in a helper column and reuse it:&lt;/p&gt;&lt;pre style=&quot;background: rgb(246, 248, 250); border-radius: 6px; color: #111111; overflow: auto; padding: 12px 14px;&quot;&gt;&lt;code style=&quot;background: none; border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 0px;&quot;&gt;H2:  =MATCH(A2,Keys)
I2:  =IF(INDEX(Keys,H2) = A2,INDEX(Vals,H2),&quot;Not found&quot;)&lt;/code&gt;&lt;/pre&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;One binary search, used twice. Hide column H when you&#39;re done and no one&#39;s the wiser.&lt;/p&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;&lt;/p&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/a/AVvXsEhfgqBijEW5NdGcz69TO1c-_P4ug83OY8hEYDnvjJs3y0eCBpF-E7kJWiV_Waz4qk_LVDgYDB56GTr9Jdz1SyUzXleJdNTE4Q3JkkGLqRpgX2pUkslFyHcZpqr1VmWcd3wHntORc3RTTrIId6LNaPUWB-zNpHw9OU3iF7Arc0c0Xzp1ie7_pq7vIPRvBs1p&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;247&quot; data-original-width=&quot;848&quot; height=&quot;93&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhfgqBijEW5NdGcz69TO1c-_P4ug83OY8hEYDnvjJs3y0eCBpF-E7kJWiV_Waz4qk_LVDgYDB56GTr9Jdz1SyUzXleJdNTE4Q3JkkGLqRpgX2pUkslFyHcZpqr1VmWcd3wHntORc3RTTrIId6LNaPUWB-zNpHw9OU3iF7Arc0c0Xzp1ie7_pq7vIPRvBs1p&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;em&gt;This is the whole trick laid bare. Watch the &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;pos&lt;/code&gt; column — that&#39;s &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;MATCH&lt;/code&gt; finding the row. Look up 1005 → &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;pos&lt;/code&gt; &lt;strong&gt;3&lt;/strong&gt; → &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;58,000&lt;/code&gt;. Look up 1004 → &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;pos&lt;/code&gt; &lt;strong&gt;2&lt;/strong&gt; (the nearest, 1002) → the verify catches the mismatch → &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;Not found&lt;/code&gt;. Look up 1009 → &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;pos&lt;/code&gt; &lt;strong&gt;4&lt;/strong&gt; → &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;72,000&lt;/code&gt;. Copy the two formulas at the bottom into columns B and C and you&#39;re running it yourself.&lt;/em&gt;&lt;p&gt;&lt;/p&gt;&lt;h2 style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;One honest catch&lt;/h2&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;This trick still wants one rule: &lt;strong&gt;sort the lookup column ascending.&lt;/strong&gt; But here&#39;s a subtlety worth getting right — and if you&#39;ve tested it on unsorted data and watched it &lt;em&gt;still work&lt;/em&gt;, you weren&#39;t imagining things.&lt;/p&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;The &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;= A2&lt;/code&gt; verify step means the formula only ever returns a value it has confirmed is an exact match. So even on unsorted data it will &lt;strong&gt;never hand you a wrong value&lt;/strong&gt; — protection a bare approximate &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;VLOOKUP&lt;/code&gt; simply doesn&#39;t have. What it &lt;em&gt;can&#39;t&lt;/em&gt; promise is the other direction: &lt;strong&gt;finding every record that&#39;s actually there.&lt;/strong&gt; On unsorted data the binary search still jumps and halves as if it were reading a sorted phone book, so it can stroll right past a key that exists and report &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;&quot;Not found&quot;&lt;/code&gt; for a row sitting a few cells away.&lt;/p&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;That&#39;s why unsorted data can &lt;em&gt;look&lt;/em&gt; fine: query a key the search happens to reach and you get the right answer; query one it can&#39;t reach and you get a quiet, unmarked &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;&quot;Not found&quot;&lt;/code&gt;. Whether you hit it depends entirely on how the rows are arranged and which keys you look up. Want to see it miss on purpose? Scramble some keys to &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;5, 1, 3, 2, 4&lt;/code&gt; and look up &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;1&lt;/code&gt; — the search can skip right over it. Sort the column, and &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;1&lt;/code&gt; turns up instantly.&lt;/p&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;&lt;/p&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/a/AVvXsEi6U1cYOgfypKAKvJSaWw916I5MjWzhu2C3DfRAXdWjokDDf-Sub32gG0AKxXtURrzUH1NtxP83hIL5CiMZQ-SG78rqAhTB-mHI9GPpsB0knHxbzIfopIGPjludJG8PhdJv-TjnT9-FfbEqK7cz-NXPK7wJIKYAeQYtMMSvNDeKMPDUS2ip8MIFcWZBIPXX&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;297&quot; data-original-width=&quot;848&quot; height=&quot;112&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEi6U1cYOgfypKAKvJSaWw916I5MjWzhu2C3DfRAXdWjokDDf-Sub32gG0AKxXtURrzUH1NtxP83hIL5CiMZQ-SG78rqAhTB-mHI9GPpsB0knHxbzIfopIGPjludJG8PhdJv-TjnT9-FfbEqK7cz-NXPK7wJIKYAeQYtMMSvNDeKMPDUS2ip8MIFcWZBIPXX&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;em&gt;Proof of the catch — same formula, same key &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;1&lt;/code&gt;. On the scrambled list it reports &lt;strong&gt;Not found&lt;/strong&gt;, even though &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;1&lt;/code&gt; is sitting right there at position two. Sort the column and it finds &lt;strong&gt;v1&lt;/strong&gt; instantly. (The bare approximate version doesn&#39;t fare better — it returns &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;#N/A&lt;/code&gt;.)&lt;/em&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;So sort once and both worries disappear: every existing key is found, and found fast. If your data changes often, keep it sorted — an Excel &lt;strong&gt;Table&lt;/strong&gt; plus a sort, or a sort step whenever you refresh. Sorting is a one-time cost; the fast lookups are forever.&lt;/p&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;And one trap that catches everybody at least once: &lt;strong&gt;keep your key column a single data type.&lt;/strong&gt; If some IDs are real numbers while others are text that merely &lt;em&gt;looks&lt;/em&gt; like a number — a stray leading space, a sneaky apostrophe, a column pasted in from a website — then both the sort &lt;em&gt;and&lt;/em&gt; the binary search quietly go sideways. Excel files numbers and text into separate piles when it orders things, and the phone-book trick assumes one consistent order. If your fast lookup starts missing rows that clearly exist, this is almost always why. Clean the column to one type first (Text-to-Columns, or a &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;VALUE&lt;/code&gt;/&lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;TEXT&lt;/code&gt; pass) and the matches snap back into place.&lt;/p&gt;&lt;h2 style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;&quot;But I already have XLOOKUP&quot;&lt;/h2&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;Good — then you get the same engine with a cleaner switch. XLOOKUP defaults to a linear exact match too (safe, but linear), so on a big &lt;em&gt;sorted&lt;/em&gt; column, hand it the 6th argument, &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;search_mode&lt;/code&gt;, set to &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;2&lt;/code&gt;:&lt;/p&gt;&lt;pre style=&quot;background: rgb(246, 248, 250); border-radius: 6px; color: #111111; overflow: auto; padding: 12px 14px;&quot;&gt;&lt;code style=&quot;background: none; border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 0px;&quot;&gt;=XLOOKUP(A2,Keys,Vals,&quot;Not found&quot;,0,2)&lt;/code&gt;&lt;/pre&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;&lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;2&lt;/code&gt; means &quot;binary search, ascending.&quot; Same speed story, built right in, plus a clean &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;&quot;Not found&quot;&lt;/code&gt; on a miss and no fragile column-number counting. On older Excel? The 2-step VLOOKUP above is your version of the exact same magic.&lt;/p&gt;&lt;h2 style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;When is this actually worth it?&lt;/h2&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;Let&#39;s be honest — not always. A quick gut-check:&lt;/p&gt;&lt;ul style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;&lt;li&gt;&lt;strong&gt;Small sheet (a few hundred rows), a handful of formulas?&lt;/strong&gt; Don&#39;t bother. Plain &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;=VLOOKUP(…,)&lt;/code&gt; is instant and dead simple. Move on with your life.&lt;/li&gt;&lt;li&gt;&lt;strong&gt;Big table (tens of thousands of rows and up), and &lt;em&gt;many&lt;/em&gt; lookup formulas recalculating together?&lt;/strong&gt; This is exactly where the fast path earns its keep. This is the &quot;why is my workbook frozen&quot; zone.&lt;/li&gt;&lt;li&gt;&lt;strong&gt;Data you can keep sorted?&lt;/strong&gt; Green light. If it&#39;s naturally ordered by ID or date, you&#39;re basically already set up.&lt;/li&gt;&lt;li&gt;&lt;strong&gt;Data that&#39;s messy and unsortable?&lt;/strong&gt; Stick with exact &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;FALSE&lt;/code&gt;/&lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;0&lt;/code&gt;, or switch the sheet to XLOOKUP for readability. Correctness first, always.&lt;/li&gt;&lt;/ul&gt;&lt;h2 style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;Concluding Takeaway&lt;/h2&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;&quot;Always use &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;FALSE&lt;/code&gt;&quot; keeps you safe — it never returns a wrong answer. What it doesn&#39;t do is scale. On small sheets that costs you nothing; on big ones it quietly bleeds seconds on every recalculation, over and over.&lt;/p&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;So keep two things in your pocket:&lt;/p&gt;&lt;ol style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;&lt;li&gt;&lt;strong&gt;The hat trick&lt;/strong&gt; — &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;FALSE&lt;/code&gt;, &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;0&lt;/code&gt;, or a lonely trailing comma all mean &quot;exact.&quot; But mind that comma: drop it entirely and you&#39;ve flipped to &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;TRUE&lt;/code&gt;.&lt;/li&gt;&lt;li&gt;&lt;strong&gt;The fast lane&lt;/strong&gt; — on big, sorted data, let binary search find the row, then verify the hit. You get the speed of &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;TRUE&lt;/code&gt; without the risk that got it banned — and since the fast path &lt;em&gt;wants&lt;/em&gt; &lt;code style=&quot;background: rgb(242, 242, 242); border-radius: 3px; font-family: Consolas, Menlo, monospace; font-size: 0.9em; padding: 1px 4px;&quot;&gt;TRUE&lt;/code&gt;, you can drop the argument entirely for the shortest formula that works.&lt;/li&gt;&lt;/ol&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;Sort your data, run the fast binary lookup, verify, and your laggy workbook wakes right up. Try it on your slowest sheet and watch the recalc — don&#39;t try to blink.&lt;/p&gt;&lt;p style=&quot;color: #111111; font-family: Georgia, serif;&quot;&gt;I hope this story useful to you!&lt;/p&gt;&lt;/div&gt;&lt;em&gt;Dikutip dari tulisan saya di &lt;/em&gt;&lt;a href=&quot;https://haxcel.substack.com/p/why-vlookup-is-slow&quot; target=&quot;_blank&quot;&gt;&lt;strong&gt;Substack&lt;/strong&gt;&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://mrefand.blogspot.com/feeds/8802900426873611150/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mrefand.blogspot.com/2026/07/your-vlookup-is-slow-on-purpose-heres.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/8802900426873611150'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/8802900426873611150'/><link rel='alternate' type='text/html' href='http://mrefand.blogspot.com/2026/07/your-vlookup-is-slow-on-purpose-heres.html' title='Your VLOOKUP Is Slow On Purpose (Here&#39;s the Fast One)'/><author><name>efand</name><uri>http://www.blogger.com/profile/15157484536784991996</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEi76gLFCLdPjDO5J1WMd09pDjiA-pK27EKbtB2B0CdSNXmm1RR5GSNg08lr3BP97LY4UMawCmjVAdXBM2sJjZwb7mBkqFtW_EHYO_BygyTPNFBoGInKUZvlR-J5eZEFd58Bg3eaCGz-yD2buvJOmLSn4z6UxHa1FkecHf5nd7AbhNgyC6GxE-my5iIH9JGa=s72-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3871330606635332833.post-1956991018210915167</id><published>2021-02-07T08:03:00.000+07:00</published><updated>2021-02-07T08:03:02.547+07:00</updated><title type='text'>Mengapa saya harus bersikap positif?</title><content type='html'>&lt;em&gt;Dikutip dari jawaban saya di &lt;a href=&quot;https://id.quora.com/Mengapa-saya-harus-bersikap-positif/answer/Yosef-Andreas&quot; target=&quot;_blank&quot;&gt;Quora&lt;/a&gt;&lt;/em&gt;&amp;nbsp;&lt;div&gt;&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/AVvXsEirS2HhNwAlpbOF4CEZgF_-SrCoHiQkZFPgiaz8sN0COYTuFUGQmBLeF8ZsJP1KXXjz8I4cCSt2kngjC8LLF_rq_CVQPJ-T_vrrz4lp9RiRhBqzDbDs9IuyENYRn5Ja2QzSoor-4a2dbObG/&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;395&quot; data-original-width=&quot;602&quot; height=&quot;210&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirS2HhNwAlpbOF4CEZgF_-SrCoHiQkZFPgiaz8sN0COYTuFUGQmBLeF8ZsJP1KXXjz8I4cCSt2kngjC8LLF_rq_CVQPJ-T_vrrz4lp9RiRhBqzDbDs9IuyENYRn5Ja2QzSoor-4a2dbObG/&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Meskipun kamu akan tenggelam dalam kegelapan kehidupan, kamu masih memiliki kesempatan untuk menyingkirkan situasi ini.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Mengubah pola pikir kita dari negatif ke positif harus menjadi prioritas utama kita untuk tumbuh dan unggul dalam hidup. Kita harus meningkatkan sikap positif dalam diri kita, itulah alasan kita tidak boleh melewatkan meditasi teratur.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Jika kita menelusuri media sosial 1 jam secara teratur tanpa tujuan, kita tidak akan pernah positif dalam hidup&lt;/b&gt;. Menjadi positif dalam hidup sangat penting karena positivisme membuat hidup kita mudah, fleksibel, dan memberi harapan baru untuk menjalani hidup.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Beberapa tahun yang lalu, saya ingin menjadi biksu karena frustrasi pada diri sendiri dan masyarakat. Tapi saya kembali dari jalan itu. Menjadi biksu bukanlah satu-satunya cara untuk meninggalkan hasrat dari kehidupan dan menemukan kebahagiaan. Ada banyak cara lain untuk menemukan kebahagiaan dalam hidup.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Masyarakat kita menyarankan kita semua motivasi yang berpusat pada diri sendiri&lt;/b&gt; - cobalah untuk mementingkan diri sendiri, dapatkan tingkat yang lebih tinggi agar sesuai dengan pasar kerja, pastikan pekerjaanmu di perusahaan fortune 500, miliki inisiatif untuk memulai bisnis jutaan dolar kamu sendiri untuk mencapai gaya hidup mewah.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Selain berkencan atau menikahi anak perempuan / laki-laki cantik atau kelas atas, dapatkan kepuasan seksual yang tak terpadamkan, membesarkan anak, mengumpulkan kekayaan, membeli mobil mahal dan bepergian ke seluruh dunia hanya untuk memamerkan kepada orang-orang di media sosial betapa bahagia dan suksesnya!!&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Jika tujuan utama hidupmu adalah untuk mendapatkan kesuksesan yang terobsesi dengan diri sendiri, banyak seks, persetujuan dari orang lain, uang, kenyamanan, gaya hidup yang berkilauan; hari ini atau besok hidupmu akan penuh dengan hal-hal negatif dan penderitaan. Pola pikir dan perasaan kita harus dibentuk sedemikian kuat sehingga kesuksesan dan kegagalan tidak menyentuh kita. Kita harus tabah, netral, tenang, diam tentang segalanya.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Kita seharusnya tidak bekerja keras untuk status sosial atau saldo bank kita&lt;/b&gt;, bekerjalah dengan keras karena kamu menyukainya dan itu juga akan membantu kesejahteraan orang lain. Jika kesuksesan datang dengan produk, itu bagus. Jika tidak demikian, jangan khawatir. Kita menyenangi pekerjaan kita, itu saja. Saya percaya bahwa “tidak ada kekuatan di dunia ini yang dapat mengalahkanmu, sampai dan kecuali kamu kehilangan dirimu sendiri”.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Kita harus bertindak dan berperilaku positif di setiap situasi&lt;/b&gt;. Orang yang positif selalu mengambil keputusan berharga dalam kehidupan yang baik untuknya dan masyarakat. Kita harus positif untuk mengelola stres kita, membantu orang lain, menjadi bahagia, dan bekerja untuk hasrat kita untuk mencapai tujuan yang lebih besar dalam hidup.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Lihatlah sejarah. Semua legenda dan orang-orang luar biasa seperti A.P.G Abdul Kalam, Nelson Mandela, Einestein, Walt Disney, Abraham Lincoln, OSHO selalu positif meskipun menghadapi kesulitan dalam hidup.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Pikiran kosong adalah penyebab semua perbuatan salah&lt;/b&gt;. Selalu berikan pikiranmu tujuan yang kuat atau melibatkannya dengan banyak pekerjaan. Jadi, tidak akan ada peluang untuk menjadi negatif.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Kelilingi pikiranmu dengan kegiatan positif &lt;/b&gt;seperti buku yang bagus, hasrat, mempelajari bahasa baru, menonton video yang mendidik tetapi menginspirasi, bepergian, bermain olahraga luar ruangan, berteman atau menghabiskan waktu dengan orang-orang positif dan sebagainya.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Kita beruntung dengan banyak sumber daya online yang produktif di era dunia modern&lt;/b&gt;. Kita harus menggunakannya untuk memperbaiki pola berpikir kita daripada membuang-buang waktu dengan menonton film porno atau kecocokan dalam Tinder.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Faktanya adalah tidak ada yang permanen di dunia ini. Bahkan kebahagiaan dan kesedihan akan datang secara alami dalam siklus hidup kita satu demi satu.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Jangan biarkan saat-saat buruk untuk mengatur hidupmu karena kamu lebih kuat dari penderitaanmu&lt;/b&gt;. Percaya itu. Hidup kita bukan untuk tahun yang tak terbatas. Setiap detik sangat berharga di sini. Permasalahanmu, kekalahanmu, kemunduranmu akan lenyap dengan upaya yang konsisten.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;i&gt;Jadi, teman-teman terkasih, jadilah positif, terus berjuang dan suatu hari nanti hari perjuanganmu yang belum pernah terjadi sebelumnya akan menciptakan pembelajaran dan inspirasi bagi miliaran orang.&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;I&#39;m now on &lt;a href=&quot;https://id.quora.com/profile/Yosef-Andreas&quot;&gt;&lt;strong&gt;Quora&lt;/strong&gt;&lt;/a&gt;&lt;/div&gt;&lt;div id=&quot;gtx-trans&quot; style=&quot;left: -5px; position: absolute; top: 1432px;&quot;&gt;&lt;div class=&quot;gtx-trans-icon&quot;&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mrefand.blogspot.com/feeds/1956991018210915167/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mrefand.blogspot.com/2021/02/mengapa-saya-harus-bersikap-positif.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/1956991018210915167'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/1956991018210915167'/><link rel='alternate' type='text/html' href='http://mrefand.blogspot.com/2021/02/mengapa-saya-harus-bersikap-positif.html' title='Mengapa saya harus bersikap positif?'/><author><name>efand</name><uri>http://www.blogger.com/profile/15157484536784991996</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirS2HhNwAlpbOF4CEZgF_-SrCoHiQkZFPgiaz8sN0COYTuFUGQmBLeF8ZsJP1KXXjz8I4cCSt2kngjC8LLF_rq_CVQPJ-T_vrrz4lp9RiRhBqzDbDs9IuyENYRn5Ja2QzSoor-4a2dbObG/s72-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3871330606635332833.post-2919378257630317001</id><published>2021-01-12T21:06:00.004+07:00</published><updated>2021-01-12T21:06:59.012+07:00</updated><title type='text'>Apa contoh kecelakaan pesawat yang terkenal dengan akhir yang sangat baik?</title><content type='html'>&lt;em&gt;Dikutip dari jawaban saya di &lt;a href=&quot;https://id.quora.com/Apa-contoh-kecelakaan-pesawat-yang-terkenal-dengan-akhir-yang-sangat-baik/answer/Yosef-Andreas&quot; target=&quot;_blank&quot;&gt;Quora&lt;/a&gt;&lt;/em&gt;&amp;nbsp;&lt;div&gt;&lt;p&gt;&lt;b&gt;Cathay Pacific 780&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;/p&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/AVvXsEhwW5D1O-Hsatv7RBIXrlwFMNFe82N8mDjuI_qN3nxTv6IsnIkzdDXyLinjbTzKmmnfg48LTLuYNhzTC4rS5PPSuCgJtM1sIzkFe-2N-1JoyTMdDBchOL53CgOCEQot3Tj2Xyi6Zr4dKCL6/&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;269&quot; data-original-width=&quot;550&quot; height=&quot;157&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwW5D1O-Hsatv7RBIXrlwFMNFe82N8mDjuI_qN3nxTv6IsnIkzdDXyLinjbTzKmmnfg48LTLuYNhzTC4rS5PPSuCgJtM1sIzkFe-2N-1JoyTMdDBchOL53CgOCEQot3Tj2Xyi6Zr4dKCL6/&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Aksi heroik pilot di pesawat ini sering dipandang rendah dibandingkan dengan pesawat lain seperti Keajaiban di Hudson (bukan bermaksud untuk menyaingi Chesley Sullenberger).&lt;p&gt;&lt;/p&gt;
&lt;p&gt;Kejadiannya dimulai sebagai penerbangan normal dari Bandara Internasional Juanda Surabaya di Indonesia ke Bandara Internasional Hong Kong dan sebagian besar memang selalu normal. Sekitar dua jam dalam penerbangan, mesin #2 di pesawat berhenti berfungsi secara acak. Awak melakukan tindakan rutin untuk skenario itu dan mereka pikir semuanya terkendali dari sana. Mereka hanya meningkatkan dorongan mesin #1 untuk mengimbangi dorongan yang lebih rendah.&lt;/p&gt;
&lt;p&gt;Tak lama setelah itu, ketika pesawat sedang menurunkan ketinggian dalam persiapan untuk pendekatan akhir, ketika mesin 1 berhenti. Mereka menyatakan “Mayday” karena mereka tidak lagi memiliki tenaga mesin. Setelah pilot melakukan beberapa perhitungan, mereka menyadari bahwa ada kemungkinan mereka tidak akan berhasil sampai ke Hong Kong. Putus asa untuk menghindari pendaratan darurat, kapten mencoba perlahan-lahan menggerakkan tuas dorong mesin #1. Dengan menggerakkan tuasnya ke depan, ia mampu menghidupkan kembali mesin dan mendorongnya hingga 74%. Segalanya tampak baik-baik saja sejak saat itu.&lt;/p&gt;
&lt;p&gt;Mereka segera dihadapkan dengan masalah lain. Ketika mereka bersiap untuk mendarat di Hong Kong, mereka perlu menurunkan kecepatan. Ketika kru mencoba menurunkan daya dorong mesin #1, mereka mendapati dorongan mesin macet di 74%. Akibatnya, mereka terpaksa mendarat di 426 kpj. Itu 176 km per jam lebih dari kecepatan normal untuk Airbus A330. Tidak pasti bahwa mereka akan tetap di landasan setelah mendarat. Itu menjadi lebih buruk mengingat ada air di ujung bandara. Ketika pesawat mendarat, para kru melakukan segala yang mereka bisa untuk menghentikan pesawat. Flaps diperpanjang hingga maksimum, dorongan mundur diaktifkan, dan kapten menggunakan pengereman maksimum.&lt;/p&gt;
&lt;p&gt;Untungnya, mereka dapat mendarat tanpa masuk ke air, tetapi masalah mereka belum berakhir. Karena kerasnya pesawat mengerem, bannya terlalu panas. Lima ban kempes dan dilaporkan ada asap dan api yang muncul dari situ. Karena itu, pesawat terpaksa melakukan evakuasi darurat, yang melukai 57 penumpang. Petugas pemadam kebakaran dapat memadamkan api dan semuanya baik-baik saja.&lt;/p&gt;
&lt;p&gt;Pada akhirnya, tidak ada yang terluka serius, dan pilot mendaratkan pesawat dengan aman. Pilot, Kapten Malcolm Waters dan First Officer David Hayhoe menerima Polaris Awards, yang merupakan kehormatan tertinggi kepahlawanan dan penerbangan.&lt;/p&gt;
&lt;p&gt;Setelah penyelidikan, ditentukan bahwa kecelakaan itu disebabkan oleh sistem bahan bakar. Ditemukan bahwa sistem bahan bakar terkontaminasi dengan partikel asing. Partikel-partikel asing menyebabkan katup bahan bakar mencengkam, sehingga tidak mungkin untuk mengontrol katup. Ternyata pipa pasokan bahan bakar di Bandara Juanda telah diperluas, tetapi tidak semua prosedur diikuti. Selain itu, pasokan bahan bakar telah terkontaminasi, sehingga partikel-partikel tadi memasuki sistem bahan bakar pesawat dan hampir menyebabkan bencana itu.&lt;/p&gt;&lt;/div&gt;&lt;div&gt;I&#39;m now on &lt;a href=&quot;https://id.quora.com/profile/Yosef-Andreas&quot;&gt;&lt;strong&gt;Quora&lt;/strong&gt;&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mrefand.blogspot.com/feeds/2919378257630317001/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mrefand.blogspot.com/2021/01/apa-contoh-kecelakaan-pesawat-yang.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/2919378257630317001'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/2919378257630317001'/><link rel='alternate' type='text/html' href='http://mrefand.blogspot.com/2021/01/apa-contoh-kecelakaan-pesawat-yang.html' title='Apa contoh kecelakaan pesawat yang terkenal dengan akhir yang sangat baik?'/><author><name>efand</name><uri>http://www.blogger.com/profile/15157484536784991996</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwW5D1O-Hsatv7RBIXrlwFMNFe82N8mDjuI_qN3nxTv6IsnIkzdDXyLinjbTzKmmnfg48LTLuYNhzTC4rS5PPSuCgJtM1sIzkFe-2N-1JoyTMdDBchOL53CgOCEQot3Tj2Xyi6Zr4dKCL6/s72-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3871330606635332833.post-3931203916916852751</id><published>2020-12-30T22:04:00.003+07:00</published><updated>2020-12-30T22:07:32.663+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="quora"/><title type='text'>Bagaimana mendapatkan teks dummy dengan cepat di Ms-Word?</title><content type='html'>&lt;div&gt;&lt;i&gt;Disadur dari tulisan saya di &lt;a href=&quot;https://id.quora.com/Bagaimana-mendapatkan-teks-dummy-dengan-cepat-di-Ms-Word/answer/Yosef-Andreas&quot; target=&quot;_blank&quot;&gt;Quora&lt;/a&gt;.&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;p&gt;Ketikkan formula di bawah ini dan tekan Enter:&lt;/p&gt;&lt;p&gt;&lt;code&gt;=lorem()&lt;/code&gt;&lt;/p&gt;
&lt;p&gt;&lt;/p&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/AVvXsEhcXm6ZBlRzEcZ2hMfDpDqp8H33P7e0wuRiyt4n9gD1t48DZH846txGWi6W2X9j_KviQ8zrpGYZSIWqkJI7P-CLfW8yfRdYB1jiYu3yHqMozw4jN0pjldDifjgJjWMAO85bLXrkw4B8BiaP/s614/main-qimg-05e3ba613ef30c6155d086227cf20507.gif&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;194&quot; data-original-width=&quot;614&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcXm6ZBlRzEcZ2hMfDpDqp8H33P7e0wuRiyt4n9gD1t48DZH846txGWi6W2X9j_KviQ8zrpGYZSIWqkJI7P-CLfW8yfRdYB1jiYu3yHqMozw4jN0pjldDifjgJjWMAO85bLXrkw4B8BiaP/s320/main-qimg-05e3ba613ef30c6155d086227cf20507.gif&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;Word akan menampilkan 3 kalimat dari lorem ipsum yang terkenal itu.&lt;p&gt;&lt;/p&gt;
&lt;p&gt;Atau kalau kamu ingin lebih banyak kalimat cukup tambahkan angka ke dalam tanda kurung setelah =lorem&lt;/p&gt;
&lt;p&gt;Angka tersebut adalah jumlah kalimat yang diinginkan, misal:&lt;/p&gt;
&lt;p&gt;&lt;/p&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/AVvXsEhbsn3e7XhtHHA8Q5A3anwXYkwehG7AZKaCjOX1BYznSIVDct8FTTJ8CVBUnK6EZN5A8uS3906mfC0Y4R8pZQBhu7W00L5xz4TntJVrcVt0rGSB9n7Upr0H5EZuKXhbd2VuFG7noaotEeaA/s614/main-qimg-2424858f62a9d13ee08fef3b38dd424d.gif&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;324&quot; data-original-width=&quot;614&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbsn3e7XhtHHA8Q5A3anwXYkwehG7AZKaCjOX1BYznSIVDct8FTTJ8CVBUnK6EZN5A8uS3906mfC0Y4R8pZQBhu7W00L5xz4TntJVrcVt0rGSB9n7Upr0H5EZuKXhbd2VuFG7noaotEeaA/s320/main-qimg-2424858f62a9d13ee08fef3b38dd424d.gif&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;Demikian, semoga membantu.&lt;p&gt;&lt;/p&gt;&lt;/div&gt;I&#39;m now on &lt;a href=&quot;https://id.quora.com/profile/Yosef-Andreas&quot;&gt;&lt;strong&gt;Quora&lt;/strong&gt;&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://mrefand.blogspot.com/feeds/3931203916916852751/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mrefand.blogspot.com/2020/12/bagaimana-mendapatkan-teks-dummy-dengan.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/3931203916916852751'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/3931203916916852751'/><link rel='alternate' type='text/html' href='http://mrefand.blogspot.com/2020/12/bagaimana-mendapatkan-teks-dummy-dengan.html' title='Bagaimana mendapatkan teks dummy dengan cepat di Ms-Word?'/><author><name>efand</name><uri>http://www.blogger.com/profile/15157484536784991996</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcXm6ZBlRzEcZ2hMfDpDqp8H33P7e0wuRiyt4n9gD1t48DZH846txGWi6W2X9j_KviQ8zrpGYZSIWqkJI7P-CLfW8yfRdYB1jiYu3yHqMozw4jN0pjldDifjgJjWMAO85bLXrkw4B8BiaP/s72-c/main-qimg-05e3ba613ef30c6155d086227cf20507.gif" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3871330606635332833.post-6018376700026281855</id><published>2020-12-30T19:32:00.001+07:00</published><updated>2020-12-30T19:32:55.662+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="quora"/><title type='text'>Bagaimana pengalamanmu mendapatkan upah pertama dari Upwork?</title><content type='html'>&lt;div&gt;&lt;i&gt;Disadur dari tulisan saya di &lt;a href=&quot;https://id.quora.com/Bagaimana-pengalamanmu-mendapatkan-upah-pertama-dari-Upwork/answer/Yosef-Andreas&quot; target=&quot;_blank&quot;&gt;Quora&lt;/a&gt;.&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;p&gt;&lt;b&gt;Gondok kalau diingat-ingat&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;Saya mengenal dan bergabung dengan platform Upwork di tahun 2018.&lt;/p&gt;
&lt;p&gt;Project yang diposting cukup beragam dan menarik, saya sendiri berfokus pada translation.&lt;/p&gt;
&lt;p&gt;Setelah beberapa kali mengirimkan bid project, ada seorang calon klien yang melanjutkan ke sesi interview.&lt;span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;a href=&quot;http://mrefand.blogspot.com/2020/12/bagaimana-pengalamanmu-mendapatkan-upah.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://mrefand.blogspot.com/feeds/6018376700026281855/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mrefand.blogspot.com/2020/12/bagaimana-pengalamanmu-mendapatkan-upah.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/6018376700026281855'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/6018376700026281855'/><link rel='alternate' type='text/html' href='http://mrefand.blogspot.com/2020/12/bagaimana-pengalamanmu-mendapatkan-upah.html' title='Bagaimana pengalamanmu mendapatkan upah pertama dari Upwork?'/><author><name>efand</name><uri>http://www.blogger.com/profile/15157484536784991996</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_IoR0rYxXmkFgl-uKAMgqFXs_n0ALZn8HS6kt77oDCcD4AnJBztSqzZbcXcxVMrH2zhJN9i2oYncQmU1yE4kXr6iNNMDqo0tNELlnxc8xyXZkLUnUKvad13lGlP6TwM4dROL-rvF8pPF9/s72-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3871330606635332833.post-6014276077866966666</id><published>2020-11-15T08:37:00.001+07:00</published><updated>2020-11-15T08:37:46.743+07:00</updated><title type='text'>Review Jujur Situs Brandsrate: Kasih Rating Dapat Dollar ?$_$?</title><content type='html'>&lt;div&gt;&lt;blockquote&gt;&lt;i&gt;Zaman sekarang jauh lebih mudah mencari uang di internet dibanding bertahun-tahun yang lalu.&lt;/i&gt;&lt;/blockquote&gt;&lt;/div&gt;&lt;div&gt;Baru-baru saya menemukan sebuah situs yang akan membayar penggunanya hanya dengan memberi rating desain sebuah merek.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Namanya&amp;nbsp;&lt;a href=&quot;https://brandsrate.work/?ref=66501&quot; target=&quot;_blank&quot;&gt;Brandsrate&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://brandsrate.work/?ref=66501&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;684&quot; data-original-width=&quot;1363&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaUipNjMorD7sI-xf9PFu-ZyyPkvCz0OoeqGkb-lPws1cb8XogqPt9VrPdpYwRccPfZ32rbd0Oi5p3bkj3yeqclp-ZYtoNZx19RMES1XSFkmuHkgRIMS49cN9xN_3z5XwlZlt3sscRXdp7/s320/brandsrate.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;Cara kerjanya sangat mudah dan sederhana: kamu cuma perlu memberi rating pada desain sebuah brand.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;Untuk satu rating kamu akan mendapatkan &lt;b&gt;$0,45.&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;i&gt;Lumayan, kan?&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;Namun ada beberapa hal yang perlu kamu ketahui.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;Pertama, dalam sehari kamu hanya akan mendapatkan maksimal 6 review, berarti total yang bisa kamu dapatkan sebesar &lt;b&gt;$2,7&lt;/b&gt;.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://brandsrate.work/?ref=66501&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;640&quot; data-original-width=&quot;1351&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieBvSOB7BbysI7cgatFB2FKYkAfLRYufTWS5-GTvWuLGAjmXZGs-WdUfm3_qHmRs1pvnks6KsXC9BilNWUTfC368lw973OfUPHfCZP4zjVnrt1pK2N9Nt7J-rFZJBSoZafEM9zN8fcWjDS/s320/brandsrate2.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;Selanjutnya, jumlah minimum untuk bisa melakukan penarikan.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;Uang yang telah kamu dapatkan akan dikirimkan ke rekening PayPal, Payoneer, atau Skrill setelah mencapai minimum &lt;b&gt;$80&lt;/b&gt;.&lt;/div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://brandsrate.work/?ref=66501&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;645&quot; data-original-width=&quot;1352&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqK4q7wiyxUz2nLrpDPvBqV3KJRgGpU0rHhL6zto9gWRC2jyl6V7P0Ya9w5URCQsp-7RojeDHia-OgRrLbMsUm1lVM8QfPVhO-gmmsH8Hazef70THI5owIVTATvUsChLVIvK6lG2-m5k0u/s320/brandsrate3.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;Dengan pendapatan harian $2,7, cuma butuh waktu &lt;b&gt;sebulan&lt;/b&gt; untuk mendapatkan total itu:&lt;/div&gt;&lt;br /&gt;&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/AVvXsEhb5AxoJ3EpMzp0QOE2CR3mx4tMjYhQHFd604jcSfqFsSgQiGHBboqKOx6D2uzitptyF9IQYB0t00RvY6hkrbPgEIWcG0KZIMJCfDiMolQu6MncES4dWMpA-t6nF4HJp2uhi2tR8yn_AdH0/&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;336&quot; data-original-width=&quot;661&quot; height=&quot;162&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhb5AxoJ3EpMzp0QOE2CR3mx4tMjYhQHFd604jcSfqFsSgQiGHBboqKOx6D2uzitptyF9IQYB0t00RvY6hkrbPgEIWcG0KZIMJCfDiMolQu6MncES4dWMpA-t6nF4HJp2uhi2tR8yn_AdH0/&quot; width=&quot;319&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;Saya sendiri belum mendapatkan penghasilan dari sini karena saya baru saja memulainya.&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Tetapi jika dengan cara kerja yang sederhana saya bisa mendapatkan ini dalam sebulan (kurs November 2020):&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&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/AVvXsEhv8vV5UPho10ZrROUaSw2osR9XvbWn7AerZu0Jd3nT6IFp9saHxwz9ADi4MMNvBalhTfXX-E1z_g70P7EiL99_ZaQHeoDitIExLF3SjpOErGVqnd-h1zPPeggfgJoxho1ixLpsYw7QT-BM/&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;313&quot; data-original-width=&quot;659&quot; height=&quot;152&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhv8vV5UPho10ZrROUaSw2osR9XvbWn7AerZu0Jd3nT6IFp9saHxwz9ADi4MMNvBalhTfXX-E1z_g70P7EiL99_ZaQHeoDitIExLF3SjpOErGVqnd-h1zPPeggfgJoxho1ixLpsYw7QT-BM/&quot; width=&quot;319&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Yah, menurut saya cukup &lt;i&gt;worth it&lt;/i&gt;.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Sekian review saya tentang &lt;a href=&quot;https://brandsrate.work/?ref=66501&quot; target=&quot;_blank&quot;&gt;brandsrate.work&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Akan saya update jika saya sudah berhasil &lt;i&gt;payout&lt;/i&gt;.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Semoga bermanfaat.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;I&#39;m now on &lt;a href=&quot;https://id.quora.com/profile/Yosef-Andreas&quot;&gt;&lt;strong&gt;Quora&lt;/strong&gt;&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://mrefand.blogspot.com/feeds/6014276077866966666/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mrefand.blogspot.com/2020/11/review-jujur-situs-brandsrate-kasih.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/6014276077866966666'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/6014276077866966666'/><link rel='alternate' type='text/html' href='http://mrefand.blogspot.com/2020/11/review-jujur-situs-brandsrate-kasih.html' title='Review Jujur Situs Brandsrate: Kasih Rating Dapat Dollar ?$_$?'/><author><name>efand</name><uri>http://www.blogger.com/profile/15157484536784991996</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaUipNjMorD7sI-xf9PFu-ZyyPkvCz0OoeqGkb-lPws1cb8XogqPt9VrPdpYwRccPfZ32rbd0Oi5p3bkj3yeqclp-ZYtoNZx19RMES1XSFkmuHkgRIMS49cN9xN_3z5XwlZlt3sscRXdp7/s72-c/brandsrate.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3871330606635332833.post-6160164888648120798</id><published>2020-08-08T05:40:00.005+07:00</published><updated>2020-08-11T19:08:28.641+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Linux"/><title type='text'>Cara Mudah Menginstal Driver Printer Epson L110 di Arch Linux</title><content type='html'>&lt;div&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;Bagi saya sekarang, printer naik statusnya dari &lt;i&gt;want&lt;/i&gt; menjadi &lt;i&gt;need&lt;/i&gt;.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;Mulai dari buat &lt;a href=&quot;http://instagram.com/sjcake.house&quot; target=&quot;_blank&quot;&gt;usaha istri&lt;/a&gt;, media belajar anak, hingga cetak beberapa template yang saya dapatkan dari internet.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;Kebetulan sudah familiar dengan seri Epson yang sudah punya tangki infusnya waktu kerja di Semarang, akhirnya saya membeli seri L110.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;Berhubung saya menggunakan Arch Linux sebagai OS utama, di sini saya akan membagikan cara (mudah) menginstal driver printer L110.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;Kamu cukup membutuhkan paket driver dan antar mukanya saja kok.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;Masuk ke laman&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;https://aur.archlinux.org/&quot;&gt;https://aur.archlinux.org/&lt;/a&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;, dan ketikkan L110 di pencarian:&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;img height=&quot;204&quot; 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&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;&lt;div&gt;Hasil pencarian akan menampilkan nama paket yang diperlukan:&lt;/div&gt;&lt;div&gt;&lt;img height=&quot;161&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;Sekarang yang perlu kamu lakukan cuma menginstal paket tersebut dengan package manager (di sini saya menggunakan &lt;i&gt;yay&lt;/i&gt;):&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;img height=&quot;120&quot; 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&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;div&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;Nyalakan printer, hubungkan ke komputer, dan selesai:&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij7oKonQlZ9MlHJ9JhH3XVqX4cMvQNVVeCX3UMPSzqpE7qFAL-peC8DFY8MGRC-0632NWJZuyruWNIQweVtb0r4eRXWkRHvnbmlCqfKHJQ4yiW954okCeW4DbBg6SxM8Bw-EUD9s8H-krS/s486/Screenshot+at+2020-08-08+05-14-18.png&quot; style=&quot;display: block; padding: 1em 0px;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;313&quot; data-original-width=&quot;486&quot; height=&quot;258&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij7oKonQlZ9MlHJ9JhH3XVqX4cMvQNVVeCX3UMPSzqpE7qFAL-peC8DFY8MGRC-0632NWJZuyruWNIQweVtb0r4eRXWkRHvnbmlCqfKHJQ4yiW954okCeW4DbBg6SxM8Bw-EUD9s8H-krS/w400-h258/Screenshot+at+2020-08-08+05-14-18.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;Saya mencoba melakukan &lt;i&gt;test print&lt;/i&gt; dan inilah hasilnya:&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwJI56c7LuS9noP6rsCYJOyyTXSQ1PT5-sWRl0xJ-mBZcU97cauSMHt4zlOtzDDQRf1Yrd6T98z42BHDZxjXjAQoVr7kfp28XTldKOQ_tvsHKwPOZt4SByxksRRA81OAVnOFEYT_GGQ4Ey/s2048/IMG_6821.jpg&quot; style=&quot;display: block; padding: 1em 0px;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1536&quot; data-original-width=&quot;2048&quot; height=&quot;299&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwJI56c7LuS9noP6rsCYJOyyTXSQ1PT5-sWRl0xJ-mBZcU97cauSMHt4zlOtzDDQRf1Yrd6T98z42BHDZxjXjAQoVr7kfp28XTldKOQ_tvsHKwPOZt4SByxksRRA81OAVnOFEYT_GGQ4Ey/w400-h299/IMG_6821.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;I&#39;m now on &lt;a href=&quot;https://id.quora.com/profile/Yosef-Andreas&quot;&gt;&lt;strong&gt;Quora&lt;/strong&gt;&lt;/a&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://mrefand.blogspot.com/feeds/6160164888648120798/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mrefand.blogspot.com/2020/08/cara-mudah-menginstal-driver-printer.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/6160164888648120798'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/6160164888648120798'/><link rel='alternate' type='text/html' href='http://mrefand.blogspot.com/2020/08/cara-mudah-menginstal-driver-printer.html' title='Cara Mudah Menginstal Driver Printer Epson L110 di Arch Linux'/><author><name>efand</name><uri>http://www.blogger.com/profile/15157484536784991996</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij7oKonQlZ9MlHJ9JhH3XVqX4cMvQNVVeCX3UMPSzqpE7qFAL-peC8DFY8MGRC-0632NWJZuyruWNIQweVtb0r4eRXWkRHvnbmlCqfKHJQ4yiW954okCeW4DbBg6SxM8Bw-EUD9s8H-krS/s72-w400-h258-c/Screenshot+at+2020-08-08+05-14-18.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3871330606635332833.post-7169779404041504128</id><published>2019-11-29T15:05:00.001+07:00</published><updated>2019-11-29T15:05:29.105+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="quora"/><title type='text'>Bedanya Cinta Sakura dan Cinta Hinata</title><content type='html'>Ini adalah jawaban terjemahan saya di Quora Indonesia. Versi terjemahan aslinya ada di tautan ini:&lt;br&gt;
&lt;br&gt;
&lt;a href=&quot;https://id.quora.com/Mengapa-orang-berpikir-cinta-Sakura-itu-buruk-dan-Hinata-baik-Yang-satu-mencintai-karena-gairah-sedangkan-yang-lainnya-karena-rasa-kagum/answer/Yosef-Andreas&quot; target=&quot;_blank&quot;&gt;Jawaban Yosef Andreas untuk Mengapa orang berpikir cinta Sakura itu buruk dan Hinata baik? Yang satu mencintai karena gairah sedangkan yang lainnya karena rasa kagum. - Quora&lt;/a&gt;&lt;br&gt;
&lt;br&gt;
Saya tertarik untuk menerjemahkan jawaban tersebut karena penjelasannya yang mendalam mengapa Naruto akhirnya memilih Hinata dan apa yang terjadi pada Sakura karena memperjuangkan cintanya tanpa alasan yang jelas.&lt;br&gt;
&lt;a href=&quot;http://mrefand.blogspot.com/2019/11/bedanya-cinta-sakura-dan-cinta-hinata.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://mrefand.blogspot.com/feeds/7169779404041504128/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mrefand.blogspot.com/2019/11/bedanya-cinta-sakura-dan-cinta-hinata.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/7169779404041504128'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/7169779404041504128'/><link rel='alternate' type='text/html' href='http://mrefand.blogspot.com/2019/11/bedanya-cinta-sakura-dan-cinta-hinata.html' title='Bedanya Cinta Sakura dan Cinta Hinata'/><author><name>efand</name><uri>http://www.blogger.com/profile/15157484536784991996</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3871330606635332833.post-8149734984831917364</id><published>2019-11-24T16:26:00.003+07:00</published><updated>2019-11-24T16:26:54.656+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="photography"/><title type='text'>Mengenal Lens Hood dan Fungsinya</title><content type='html'>Pernah melihat lensa seseorang yang dilengkapi dengan moncong dan bentuknya bervariasi mulai dari lingkaran biasa hingga pola bunga?&lt;br&gt;
&lt;br&gt;
Jika kamu pernah menemukannya, itulah yang dinamakan &lt;i&gt;lens hood&lt;/i&gt;.&lt;br&gt;
&lt;br&gt;
Lantas, apa fungsinya dan apakah itu benar-benar perlu?&lt;br&gt;
&lt;br&gt;
Bayangkan seperti ini:&lt;br&gt;
&lt;blockquote&gt;
Di hari yang cerah, kamu sedang berjalan-jalan menikmati udara luar. Ternyata matahari bersinar terlalu terang sehingga menyulitkanmu untuk melihat dengan jelas, jadi kamu meletakkan tangan di atas dahi untuk menghalangi cahaya.&lt;/blockquote&gt;
Kurang lebih seperti itulah fungsi &lt;i&gt;lens hood&lt;/i&gt; .&lt;br&gt;
&lt;br&gt;
Fungsinya sama seperti kalau kamu menggunakan tangan atau topi untuk sedikit menghalangi cahaya ketika pemandangan terlalu terang.&lt;br&gt;
&lt;br&gt;
&lt;a href=&quot;http://mrefand.blogspot.com/2019/11/mengenal-lens-hood-dan-fungsinya.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://mrefand.blogspot.com/feeds/8149734984831917364/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mrefand.blogspot.com/2019/11/mengenal-lens-hood-dan-fungsinya.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/8149734984831917364'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/8149734984831917364'/><link rel='alternate' type='text/html' href='http://mrefand.blogspot.com/2019/11/mengenal-lens-hood-dan-fungsinya.html' title='Mengenal Lens Hood dan Fungsinya'/><author><name>efand</name><uri>http://www.blogger.com/profile/15157484536784991996</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3871330606635332833.post-5753143182489092620</id><published>2019-11-24T06:10:00.001+07:00</published><updated>2019-11-24T06:11:03.539+07:00</updated><title type='text'>Cara Mudah Untuk Mengetahui Apakah iPhone yang Kamu Beli Merupakan Barang Refurbished</title><content type='html'>Bagaimana cara mengetahui apakah iPhone yang kamu beli merupakan barang refurbished?&lt;br&gt;
&lt;img class=&quot;portrait ui_qtext_image zoomable_in zoomable_in_feed&quot; master_h=&quot;1500&quot; master_src=&quot;https://qph.fs.quoracdn.net/main-qimg-874d7396d71669e737a54568fc9f11cf&quot; master_w=&quot;1000&quot; src=&quot;https://qph.fs.quoracdn.net/main-qimg-6edb1d7c9e57655e4f9db23bf548b346&quot; style=&quot;animation-duration: 0.001s; border-radius: 3px; border: 0px; color: transparent; font-size: 16px; max-width: 100%;&quot;&gt;&lt;br&gt;
Foto dari &lt;span class=&quot;qlink_container&quot; style=&quot;direction: ltr; unicode-bidi: isolate;&quot;&gt;&lt;a class=&quot;external_link&quot; data-qt-tooltip=&quot;unsplash.com&quot; href=&quot;https://unsplash.com/photos/6wdRuK7bVTE&quot; rel=&quot;noopener nofollow&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: url(&amp;quot;//qsf.fs.quoracdn.net/-3-images.new_grid.external_link.svg-26-7f84ed22dfd7e97b.svg&amp;quot;); background-origin: initial; background-position: 100% 50%; background-repeat: no-repeat; background-size: 10.5px; color: #2b6dad; padding-right: 15px; text-decoration-line: none;&quot; target=&quot;_blank&quot;&gt;Unsplash&lt;/a&gt;&lt;/span&gt;&lt;br&gt;
&lt;div class=&quot;ui_qtext_para u-ltr u-text-align--start&quot; style=&quot;direction: ltr !important; margin-bottom: 1em; padding: 0px;&quot;&gt;&lt;span class=&quot;inline_editor_value&quot; style=&quot;margin-top: 0px;&quot;&gt;&lt;span class=&quot;ui_qtext_rendered_qtext&quot; style=&quot;tab-size: 4; word-break: break-word;&quot;&gt;&lt;br&gt;
&lt;/span&gt;&lt;/span&gt; &lt;span class=&quot;inline_editor_value&quot; id=&quot;__w2_wEqdQ0za4_answer_content&quot; style=&quot;margin-top: 0px;&quot;&gt;&lt;span class=&quot;ui_qtext_rendered_qtext&quot; style=&quot;tab-size: 4; word-break: break-word;&quot;&gt;Cara termudah untuk mengetahui informasi mengenai iPhone yang kamu beli adalah cukup dengan melihat nomor seri yang tertera dalam menu pengaturan&lt;a class=&quot;citation_link&quot; href=&quot;https://id.quora.com/Bagaimana-cara-mengetahui-apakah-iPhone-yang-kamu-beli-merupakan-barang-refurbished#HdKHr&quot; id=&quot;cite-HdKHr&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #2b6dad; font-size: 11px; line-height: 1; outline: 0px; position: relative; text-decoration-line: none; vertical-align: super;&quot;&gt;[1]&lt;/a&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;ui_qtext_para u-ltr u-text-align--start&quot; style=&quot;direction: ltr !important; margin-bottom: 1em; padding: 0px;&quot;&gt;&lt;span class=&quot;inline_editor_value&quot; id=&quot;__w2_wEqdQ0za4_answer_content&quot; style=&quot;margin-top: 0px;&quot;&gt;&lt;span class=&quot;ui_qtext_rendered_qtext&quot; style=&quot;tab-size: 4; word-break: break-word;&quot;&gt;Pada dasarnya, huruf pertama pada nomor seri menunjukkan apakah iPhone tersebut baru, &lt;i&gt;refurbished&lt;/i&gt;, pengganti, atau pesanan khusus.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;ui_qtext_para u-ltr u-text-align--start&quot; style=&quot;direction: ltr !important; margin-bottom: 1em; padding: 0px;&quot;&gt;&lt;span class=&quot;inline_editor_value&quot; id=&quot;__w2_wEqdQ0za4_answer_content&quot; style=&quot;margin-top: 0px;&quot;&gt;&lt;span class=&quot;ui_qtext_rendered_qtext&quot; style=&quot;tab-size: 4; word-break: break-word;&quot;&gt;Untuk melihatnya, pilih menu &lt;b&gt;&lt;i&gt;Settings&lt;/i&gt;&lt;/b&gt; kemudian lanjutkan ke &lt;b&gt;&lt;i&gt;General&lt;/i&gt;&lt;/b&gt; dan &lt;b&gt;&lt;i&gt;About&lt;/i&gt;&lt;/b&gt;. Cari &lt;b&gt;&lt;i&gt;“Model”.&lt;/i&gt;&lt;/b&gt; Lihat huruf pertama, apakah itu M,N, F, atau P.&lt;/span&gt;&lt;/span&gt;&lt;br&gt;
&lt;/div&gt;&lt;a href=&quot;http://mrefand.blogspot.com/2019/11/cara-mudah-untuk-mengetahui-apakah.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://mrefand.blogspot.com/feeds/5753143182489092620/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mrefand.blogspot.com/2019/11/cara-mudah-untuk-mengetahui-apakah.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/5753143182489092620'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/5753143182489092620'/><link rel='alternate' type='text/html' href='http://mrefand.blogspot.com/2019/11/cara-mudah-untuk-mengetahui-apakah.html' title='Cara Mudah Untuk Mengetahui Apakah iPhone yang Kamu Beli Merupakan Barang Refurbished'/><author><name>efand</name><uri>http://www.blogger.com/profile/15157484536784991996</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3871330606635332833.post-2430778307762170762</id><published>2018-01-20T06:50:00.000+07:00</published><updated>2018-01-20T06:50:28.311+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="coding"/><category scheme="http://www.blogger.com/atom/ns#" term="freeCodeCamp"/><title type='text'>Gitu Aja Kok Repot?!</title><content type='html'>Gus Dur? Saya yakin itu yang ada di dalam benakmu saat membaca judul postingan ini. Dan memang benar, tulisan ini sengaja saya buat sebagai tribute untuk Gus Dur. Kalau kita pahami lebih mendalam, makna sebenarnya dari ucapan yang selalu identik dengan lawakan mantan presiden kita ini adalah: semua masalah selalu ada solusinya, jadi jangan pernah menganggapnya rumit. Simpel kan? Gitu aja kok repot?! :)&lt;br&gt;
&lt;a href=&quot;http://mrefand.blogspot.com/2018/01/gitu-aja-kok-repot.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://mrefand.blogspot.com/feeds/2430778307762170762/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mrefand.blogspot.com/2018/01/gitu-aja-kok-repot.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/2430778307762170762'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/2430778307762170762'/><link rel='alternate' type='text/html' href='http://mrefand.blogspot.com/2018/01/gitu-aja-kok-repot.html' title='Gitu Aja Kok Repot?!'/><author><name>efand</name><uri>http://www.blogger.com/profile/15157484536784991996</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3871330606635332833.post-6646048488925091298</id><published>2018-01-14T02:30:00.001+07:00</published><updated>2018-01-14T02:30:26.649+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Linux"/><title type='text'>WhatsApp for Linux</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
Setelah kembali beralih ke Linux, saya perlu memastikan bahwa aplikasi yang saya butuhkan juga tersedia di Linux. Salah satunya adalah WhatsApp.&lt;/div&gt;
&lt;br&gt;
&lt;br&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Saat di depan laptop, saya lebih senang membaca pesan WA yang masuk dan membalasnya langsung tanpa harus mengalihkan perhatian saya untuk meraih iPhone dan memeriksanya. Ini benar-benar terasa memperlambat alur kerja saya. Sayangnya, di situs resmi &lt;a href=&quot;https://www.whatsapp.com/download/&quot; target=&quot;_blank&quot;&gt;WhatsApp&lt;/a&gt;, saya tidak menemukan unduhan untuk sistem operasi Linux.&lt;/div&gt;
&lt;a href=&quot;http://mrefand.blogspot.com/2018/01/whatsapp-for-linux.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://mrefand.blogspot.com/feeds/6646048488925091298/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mrefand.blogspot.com/2018/01/whatsapp-for-linux.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/6646048488925091298'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/6646048488925091298'/><link rel='alternate' type='text/html' href='http://mrefand.blogspot.com/2018/01/whatsapp-for-linux.html' title='WhatsApp for Linux'/><author><name>efand</name><uri>http://www.blogger.com/profile/15157484536784991996</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsmIrI-MS2vGRK8uyHbaCcuGNvVwdTAIsEy2XPgLiRWjEr2S1HvyCmnXqx4j_mIcKBFS5LaXtimL86mlbi69D7b5L_M10AlbSHhq7kc6jNTznd7f4mr7xaGg2N_GVIFkA3a7tlcNMJ18Vz/s72-c/Screenshot+from+2018-01-14+12-14-38.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3871330606635332833.post-1612077416809513299</id><published>2018-01-07T19:12:00.002+07:00</published><updated>2018-01-07T19:22:31.413+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Book"/><category scheme="http://www.blogger.com/atom/ns#" term="Excel"/><title type='text'>Excel Simpel: Cara Sederhana Mahir Excel</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
Judul postingan ini sama seperti judul buku kedua yang pernah saya buat. Namun ini merupakan pertama kalinya buku saya diterbitkan melalui Google Play Book.&lt;/div&gt;
&lt;a href=&quot;http://mrefand.blogspot.com/2018/01/excel-simpel-cara-sederhana-mahir-excel.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://mrefand.blogspot.com/feeds/1612077416809513299/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mrefand.blogspot.com/2018/01/excel-simpel-cara-sederhana-mahir-excel.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/1612077416809513299'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/1612077416809513299'/><link rel='alternate' type='text/html' href='http://mrefand.blogspot.com/2018/01/excel-simpel-cara-sederhana-mahir-excel.html' title='Excel Simpel: Cara Sederhana Mahir Excel'/><author><name>efand</name><uri>http://www.blogger.com/profile/15157484536784991996</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcDfiWNk7zdCMsgCnJNLOSCZudsozh2g-oeFHY4XLMDHRN6Q-D6eF0C1iA3r7isuxwR3hJBQITQUuuaHcwOjYk8zrz9n8tTyhsueqXLw_3r-jAmBCHM5GcSN6w5xHIl6VY96Igc5Hf9EWe/s72-c/ExcelSimpel.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3871330606635332833.post-4033245544043010938</id><published>2018-01-07T11:06:00.000+07:00</published><updated>2018-01-13T10:36:02.931+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Linux"/><title type='text'>Kembali ke Linux</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
Setelah cukup lama menggunakan Windows 10, saya sadar kalau kinerja laptop saya sudah menurun. Selain banyaknya aplikasi bawaan Windows 10 yang tidak penting namun menguras memori, aplikasi yang saya gunakan sehari-hari juga menggunakan versi terbaru (contohnya: MS Office 2016). Belum lagi aplikasi yang berjalan secara background seperti WhatsApp dan Slack.&lt;/div&gt;
&lt;a href=&quot;http://mrefand.blogspot.com/2018/01/kembali-ke-linux.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://mrefand.blogspot.com/feeds/4033245544043010938/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mrefand.blogspot.com/2018/01/kembali-ke-linux.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/4033245544043010938'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/4033245544043010938'/><link rel='alternate' type='text/html' href='http://mrefand.blogspot.com/2018/01/kembali-ke-linux.html' title='Kembali ke Linux'/><author><name>efand</name><uri>http://www.blogger.com/profile/15157484536784991996</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOPaHacF6F4CggecDKmgwG9WJJ_-8owMe9RO79uvGRXsLxDUua2ROPInL7qa3I7Xmx8xZIfcJL5GsuwoQBY5pjIN4JDfHrvxNGRZItMiPlMOGb7zpIF6wnTs_K6riGp5lW97-M6gX9cDxY/s72-c/IMG_4028.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3871330606635332833.post-7807646722969503269</id><published>2016-07-09T07:14:00.000+07:00</published><updated>2016-07-27T19:34:03.492+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="skill"/><category scheme="http://www.blogger.com/atom/ns#" term="tips"/><title type='text'>Just a Small Project I&#39;ve Been Working On</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
Baru - baru ini saya sedang mengerjakan sebuah blog baru. Saya sedang mendalami kemampuan dalam menggunakan MS Excel dan saya rasa akan sangat menyenangkan jika dapat berbagi pengetahuan yang sudah saya dapatkan dalam sebuah blog. Blognya sendiri bertitel &lt;a href=&quot;http://pamanexcel.blogspot.com/&quot; target=&quot;_blank&quot;&gt;Paman Excel&lt;/a&gt;. Kenapa dinamakan demikian? Itu akan jadi cerita tersendiri :)&lt;/div&gt;
&lt;a href=&quot;http://mrefand.blogspot.com/2016/07/just-small-project-ive-been-working-on.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://mrefand.blogspot.com/feeds/7807646722969503269/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mrefand.blogspot.com/2016/07/just-small-project-ive-been-working-on.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/7807646722969503269'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/7807646722969503269'/><link rel='alternate' type='text/html' href='http://mrefand.blogspot.com/2016/07/just-small-project-ive-been-working-on.html' title='Just a Small Project I&#39;ve Been Working On'/><author><name>efand</name><uri>http://www.blogger.com/profile/15157484536784991996</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKdU2r3gAXZ_hdHcu6qkBfAN_v3kOa9-a7Vr-Vkp7isgIHNXXR76jYpTdgsUqRH6j3yRlI-n-90g5KJBJPDG94KiXk3S0p8py4q7nL9R_MfOuL4l8q1GfCTEzmK01eH034LSv88IcDVGA/s72-c/use+name+box.gif" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3871330606635332833.post-541762586144171046</id><published>2015-07-12T11:21:00.001+07:00</published><updated>2015-07-12T11:21:37.600+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="OOT"/><title type='text'>Just Dropping By</title><content type='html'>&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/AVvXsEhtSNBjpOXsPZcrDQXsgnGYdFtHpmD_d7Y7OFk4CAK1yLUaEm5494KW2G7f5QyF4CEASrI_QuKbY9eeM_3nLPNXsvm25tFUQ-RnBplHxvUXUaMBxZ6eHqUb33uCg5iBeXC-WCQvGxhpBtCH/s1600/linux.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;179&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtSNBjpOXsPZcrDQXsgnGYdFtHpmD_d7Y7OFk4CAK1yLUaEm5494KW2G7f5QyF4CEASrI_QuKbY9eeM_3nLPNXsvm25tFUQ-RnBplHxvUXUaMBxZ6eHqUb33uCg5iBeXC-WCQvGxhpBtCH/s320/linux.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Banyak Gawe! Atau mungkin yang bisa saya jawab kalau ditanya kenapa udah lama gak ngeblog adalah karena lagi banyak hobi baru. Belajar bahasa kompeni, moto-moto (akhirnya ane punya SLR yeay), ngasah batu akik (err ini cuma ane lakukan kalau dapet hibah batu :p), jadi voluntary translator untuk &lt;a href=&quot;http://tutsplus.com/authors/yosef-andreas&quot;&gt;Tuts+&lt;/a&gt; (seriously, dulu kayaknya keren banget lihat nama kita terpampang dalam bagian &quot;&lt;span&gt;&lt;b&gt;Indonesian (Bahasa Indonesia) translation by....&lt;/b&gt;&quot;)&lt;/span&gt; sampe jualan barang di bukalapak. Intinya ane jadi sampe nganggurin ini blog. Padahal terakhir ane cek, ini blog udah tembus 40ribu view! dan ternyata setelah ane cek lagi, ternyata itu total view bukannya unique visitor per month!&lt;br /&gt;
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Yah iseng - iseng ane niatin untuk nulis lagi deh, siapa tau pada ngelirik semua tautan yang ane pasang di sini, hahaha!&lt;br /&gt;
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PS: gambar di atas juga cuma iseng sebelum ane posting di Path, karena ane sempet gak bisa akses Arch Linux ane hampir sebulan gara - gara ada bug pada kernel barunya dan baru sempet ane oprek tadi.&lt;br /&gt;
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I&#39;m now on &lt;a href=&quot;https://www.bukalapak.com/efandreas&quot;&gt;BukaLapak.Com&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://mrefand.blogspot.com/feeds/541762586144171046/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mrefand.blogspot.com/2015/07/just-dropping-by.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/541762586144171046'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/541762586144171046'/><link rel='alternate' type='text/html' href='http://mrefand.blogspot.com/2015/07/just-dropping-by.html' title='Just Dropping By'/><author><name>efand</name><uri>http://www.blogger.com/profile/15157484536784991996</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtSNBjpOXsPZcrDQXsgnGYdFtHpmD_d7Y7OFk4CAK1yLUaEm5494KW2G7f5QyF4CEASrI_QuKbY9eeM_3nLPNXsvm25tFUQ-RnBplHxvUXUaMBxZ6eHqUb33uCg5iBeXC-WCQvGxhpBtCH/s72-c/linux.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3871330606635332833.post-7455281704279473999</id><published>2014-04-19T09:05:00.000+07:00</published><updated>2014-04-19T09:05:56.963+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="photoshop"/><title type='text'>Facebook Logo Anti-Mainstream</title><content type='html'>&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/AVvXsEh_jcvt2YYv6q5yIB2fcOCh6Kiy68Ny-LvuuxY93BdNEGuqCkX6T9bkRKbaTpA75ZAy-YnDFzUGT1UNH5CvVCc-M0dmDXAK24yviwdFUlfkyUhKZ5xzRMVg9Qn82740kMKuhgZpxsCUqzqN/s1600/fb_icon_325x325.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_jcvt2YYv6q5yIB2fcOCh6Kiy68Ny-LvuuxY93BdNEGuqCkX6T9bkRKbaTpA75ZAy-YnDFzUGT1UNH5CvVCc-M0dmDXAK24yviwdFUlfkyUhKZ5xzRMVg9Qn82740kMKuhgZpxsCUqzqN/s1600/fb_icon_325x325.png&quot; height=&quot;320&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Iseng-iseng bermain dengan sotosop, akhirnya kepikiran untuk bikin icon facebook yang anti mainstream. Niatnya sih biar nanti mau dipajang di website sebagai social bookmark.&lt;br /&gt;
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Cara bikinnya gampang. Cuma pake filter texture. Logo facebook originalnya bisa nyomot lewat mbah google.&lt;br /&gt;
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Mau pake logo yang sama? Monggo, tinggal klik kanan logo ini terus pilih save image.&lt;br /&gt;
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Cari jajanan nusantara yang enak dan murah? Mampir ke: &lt;a href=&quot;http://snacknusantara.com/&quot;&gt;SnackNusantara.Com&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://mrefand.blogspot.com/feeds/7455281704279473999/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mrefand.blogspot.com/2014/04/facebook-logo-anti-mainstream.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/7455281704279473999'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/7455281704279473999'/><link rel='alternate' type='text/html' href='http://mrefand.blogspot.com/2014/04/facebook-logo-anti-mainstream.html' title='Facebook Logo Anti-Mainstream'/><author><name>efand</name><uri>http://www.blogger.com/profile/15157484536784991996</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_jcvt2YYv6q5yIB2fcOCh6Kiy68Ny-LvuuxY93BdNEGuqCkX6T9bkRKbaTpA75ZAy-YnDFzUGT1UNH5CvVCc-M0dmDXAK24yviwdFUlfkyUhKZ5xzRMVg9Qn82740kMKuhgZpxsCUqzqN/s72-c/fb_icon_325x325.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3871330606635332833.post-2441344685917056727</id><published>2014-04-09T07:27:00.000+07:00</published><updated>2014-04-09T07:27:17.215+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="internet"/><title type='text'>Internet Unlimited, Masih Berhargakah?</title><content type='html'>Bagi saya, internet itu sudah masuk kategori kebutuhan. Bahkan, kalau ditanya apa saja kebutuhan primer, saya akan jawab: Sandang, Pangan, Papan, Online :D. Itulah sebabnya, banyaknya kuota yang ditawarkan internet provider menjadi salah satu pertimbangan saya. Makin banyak, makin tertarik. Apalagi ada yang tak terbatas (unlimited).&lt;br /&gt;
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Tapi ternyata &quot;Ada Harga, Ada Rupa&quot; berlaku. 100 ribu untuk kuota tak terbatas tapi koneksi disunat cukup menjengkelkan juga. Waktu yang terbuang dari klik link sampai loading page selesai masih bisa dipake untuk nyempetin ngopi-ngopi dulu atau ngobrol ngalor ngidul sama istri. Benar-benar membosankan (loadingnya lho ya, bukan karena ngobrol sama istrinya hehe).&lt;br /&gt;
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Untungnya saya nemu ada yang jualan kartu internet dengan speed yang kenceng tapi kuota berlimpah (lumayan sekitar 80 Giga) yang harganya gak sampe 200 rb. Udah gitu, free BBM 2 tahun lagi. Waktu tes koneksi, speednya tembus 4 Mbps (kira-kira kalo download speednya bisa sampe 500 kbps). Bener - bener mantap gan! :D&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2K-kdmKx690rbxUBzaiPYRC2XJCa20mZrt0DwYJHL6ihHj_o0mszwRcJVpe7jq8P_dXWWxN1RHjV_kSwcd3wY88dHwk1U3K0JpsSeFGX6ET8Ap31YSh7sZb5EnAYd7m6OcnwYSr7fC4pL/s1600/3426913875.png&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/AVvXsEi2K-kdmKx690rbxUBzaiPYRC2XJCa20mZrt0DwYJHL6ihHj_o0mszwRcJVpe7jq8P_dXWWxN1RHjV_kSwcd3wY88dHwk1U3K0JpsSeFGX6ET8Ap31YSh7sZb5EnAYd7m6OcnwYSr7fC4pL/s1600/3426913875.png&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Jadi, kalau ada yang minat modem CDMA saya (yang paket internetnya &quot;unlimited&quot;), saya jual deh. Udah gak minat lagi sama yang unlimited-unlimited. Kecuali kalo Internet Providernya yang pake fibre optic. Hehehe.&lt;br /&gt;
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Cari jajanan nusantara yang enak dan murah? Mampir ke: &lt;a href=&quot;http://snacknusantara.com/&quot;&gt;SnackNusantara.Com&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://mrefand.blogspot.com/feeds/2441344685917056727/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mrefand.blogspot.com/2014/04/internet-unlimited-masih-berhargakah.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/2441344685917056727'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/2441344685917056727'/><link rel='alternate' type='text/html' href='http://mrefand.blogspot.com/2014/04/internet-unlimited-masih-berhargakah.html' title='Internet Unlimited, Masih Berhargakah?'/><author><name>efand</name><uri>http://www.blogger.com/profile/15157484536784991996</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2K-kdmKx690rbxUBzaiPYRC2XJCa20mZrt0DwYJHL6ihHj_o0mszwRcJVpe7jq8P_dXWWxN1RHjV_kSwcd3wY88dHwk1U3K0JpsSeFGX6ET8Ap31YSh7sZb5EnAYd7m6OcnwYSr7fC4pL/s72-c/3426913875.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3871330606635332833.post-6557701993382106939</id><published>2014-03-10T21:13:00.000+07:00</published><updated>2014-03-10T21:13:34.022+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="dual boot"/><category scheme="http://www.blogger.com/atom/ns#" term="Linux"/><category scheme="http://www.blogger.com/atom/ns#" term="windows"/><title type='text'>[Solved]: Mengakses Drive NTFS pada Dual Boot ArchLinux - Windows 8</title><content type='html'>Dulu ketika notebook saya terinstall dual boot Arch Linux - Win 7, saya tidak mempunyai masalah dalam mengakses drive ntfs (format partisi untuk windows) dari linux. Cukup menginstall ntfs-3g, semua masalah selesai. Sampai akhirnya saya mengupgrade ke Win 8, muncul masalah baru. Setiap saya mencoba mengakses drive windows, muncul pesan berikut:&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgGZ8dL0JdJOUnkQdU9KZFnSsmUlG8LTiJXNn-3nTT5y1nKCrYR_aJT_208LO91412mm-YDTpZgHuyvOQaeWw-BxXt_V4Q9swslnYwFzS-1MFM6Ltie6XYvEo_hpGtmp6CCd7Vo3aWuwop/s1600/2014-03-09-174032_1366x768_scrot.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgGZ8dL0JdJOUnkQdU9KZFnSsmUlG8LTiJXNn-3nTT5y1nKCrYR_aJT_208LO91412mm-YDTpZgHuyvOQaeWw-BxXt_V4Q9swslnYwFzS-1MFM6Ltie6XYvEo_hpGtmp6CCd7Vo3aWuwop/s1600/2014-03-09-174032_1366x768_scrot.png&quot; height=&quot;179&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;unable to mount :(&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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Googling ke macem macem forum Linux, akhirnya ketemu penyebabnya. Ternyata fitur terbaru Win 8 yaitu Fast Startup, yang walaupun mempercepat waktu booting windows, membuat Linux menganggap drive tersebut masih aktif sehingga tidak bisa di-mount. Solusinya: matikan fitur ini:&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIWU2EQqToe1HBTbIot98QrgZ4kjb1iY-Zqv0rh2LjAvd4x07OE6q2bL3uqoCfDtuP20pL_bbov2Q6KsQd0qBO5McyJW6NsB6WJ0I2PcIlUNZZCEkdKpnJCwwWLQ448rG1ku0SeMoLY8bf/s1600/fast+startup.png&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/AVvXsEgIWU2EQqToe1HBTbIot98QrgZ4kjb1iY-Zqv0rh2LjAvd4x07OE6q2bL3uqoCfDtuP20pL_bbov2Q6KsQd0qBO5McyJW6NsB6WJ0I2PcIlUNZZCEkdKpnJCwwWLQ448rG1ku0SeMoLY8bf/s1600/fast+startup.png&quot; height=&quot;225&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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And finally......&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/AVvXsEikwelXWX2p10Z5LYSiAGrjTESublo6U0nXNpkWY_W3crm7j3KC0tDg9ICvK4_S1o_BSgU8DeBAO5wDqiPy03tcV2oFnZkF7NFyh4YZQ31VJ0DgVuTfA-pH6OzUt-LKuWy1gMOA_swHUqPW/s1600/2014-03-09-174954_1366x768_scrot.png&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/AVvXsEikwelXWX2p10Z5LYSiAGrjTESublo6U0nXNpkWY_W3crm7j3KC0tDg9ICvK4_S1o_BSgU8DeBAO5wDqiPy03tcV2oFnZkF7NFyh4YZQ31VJ0DgVuTfA-pH6OzUt-LKuWy1gMOA_swHUqPW/s1600/2014-03-09-174954_1366x768_scrot.png&quot; height=&quot;179&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
Problem&#39;s solved :D&lt;br /&gt;
&lt;br /&gt;
Mampir di rumah ane yang lain: &lt;a href=&quot;http://yosefandreas.com/&quot;&gt;YosefAndreas.Com&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://mrefand.blogspot.com/feeds/6557701993382106939/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mrefand.blogspot.com/2014/03/solved-mengakses-drive-ntfs-pada-dual.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/6557701993382106939'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/6557701993382106939'/><link rel='alternate' type='text/html' href='http://mrefand.blogspot.com/2014/03/solved-mengakses-drive-ntfs-pada-dual.html' title='[Solved]: Mengakses Drive NTFS pada Dual Boot ArchLinux - Windows 8'/><author><name>efand</name><uri>http://www.blogger.com/profile/15157484536784991996</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgGZ8dL0JdJOUnkQdU9KZFnSsmUlG8LTiJXNn-3nTT5y1nKCrYR_aJT_208LO91412mm-YDTpZgHuyvOQaeWw-BxXt_V4Q9swslnYwFzS-1MFM6Ltie6XYvEo_hpGtmp6CCd7Vo3aWuwop/s72-c/2014-03-09-174032_1366x768_scrot.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3871330606635332833.post-6988981210243429010</id><published>2014-02-19T23:08:00.000+07:00</published><updated>2014-02-19T23:08:27.333+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="colemak"/><category scheme="http://www.blogger.com/atom/ns#" term="skill"/><title type='text'>Colemak</title><content type='html'>Salah satu skill yang cukup saya banggakan adalah seni mengetik cepat (touch typing). Typing speed saya cukup oke, sekitar 40 wpm (words per minute). Untuk mengetik di atas keyboard pun saya udah gak melihat tuts lagi.&lt;br /&gt;
&lt;br /&gt;
Cuma entah kenapa, rasanya susah sekali untuk meningkatkan typing speed saya. Padahal banyak pekerjaan yang harus diselesaikan menggunakan komputer.&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
Saat saya sedang menyelesaikan sebuah buku berjudul &lt;a href=&quot;http://www.first20hours.com/&quot; target=&quot;_blank&quot;&gt;The First 20 Hours, How to Learn Anything... FAST!&lt;/a&gt; salah satu skill baru yang dipelajari si author adalah touch typing. Dan disitu saya mengenal layout keyboard yang lebih efisien daripada QWERTY yaitu Colemak. Tertarik, saya pun memutuskan untuk mempelajarinya.&lt;br /&gt;
&lt;br /&gt;
Yang saya lakukan sederhana. Saya menginstall layout keyboard Colemak dari situsnya &lt;a href=&quot;http://www.colemak.com/&quot;&gt;www.colemak.com&lt;/a&gt; Walaupun saya menggunakan dual boot hal itu tidak masalah karena tersedia versi Linuxnya. Selanjutnya saya mengubah tampilan fisik keyboard saya (benar - benar mengubahnya) menjadi tampilan Colemak:&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgh410GZbUwK5_Jr8n_Kzz9r5WMCYDlY4YeoBvP3zS0nqJwoMsAT4vWoDL2CmaXyErxBHVD47RxgucVr4UlKQ3IwkLa35HTpC8TspJxMXYMI-9Vr4yiQ0K0fWzVwlnOk59Wgjkqh1fxUsNb/s1600/2014-02-16+20.46.11.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgh410GZbUwK5_Jr8n_Kzz9r5WMCYDlY4YeoBvP3zS0nqJwoMsAT4vWoDL2CmaXyErxBHVD47RxgucVr4UlKQ3IwkLa35HTpC8TspJxMXYMI-9Vr4yiQ0K0fWzVwlnOk59Wgjkqh1fxUsNb/s1600/2014-02-16+20.46.11.jpg&quot; height=&quot;300&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;It&#39;s not qwerty anymore&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;span id=&quot;goog_1678437344&quot;&gt;&lt;/span&gt;&lt;span id=&quot;goog_1678437345&quot;&gt;&lt;/span&gt;&lt;span id=&quot;goog_2079110361&quot;&gt;&lt;/span&gt;&lt;span id=&quot;goog_2079110362&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
Sekarang typing speed saya kembali ke level cekak. Untuk memudahkan latihan, saya menggunakan &lt;a href=&quot;http://first20hours.github.io/keyzen-colemak/&quot; target=&quot;_blank&quot;&gt;link ini&lt;/a&gt;. We&#39;ll see progressnya.&lt;br /&gt;
&lt;br /&gt;
Mampir di rumah ane yang lain: &lt;a href=&quot;http://yosefandreas.com/&quot;&gt;YosefAndreas.Com&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://mrefand.blogspot.com/feeds/6988981210243429010/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mrefand.blogspot.com/2014/02/colemak.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/6988981210243429010'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/6988981210243429010'/><link rel='alternate' type='text/html' href='http://mrefand.blogspot.com/2014/02/colemak.html' title='Colemak'/><author><name>efand</name><uri>http://www.blogger.com/profile/15157484536784991996</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgh410GZbUwK5_Jr8n_Kzz9r5WMCYDlY4YeoBvP3zS0nqJwoMsAT4vWoDL2CmaXyErxBHVD47RxgucVr4UlKQ3IwkLa35HTpC8TspJxMXYMI-9Vr4yiQ0K0fWzVwlnOk59Wgjkqh1fxUsNb/s72-c/2014-02-16+20.46.11.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3871330606635332833.post-745645918555033561</id><published>2014-02-06T19:13:00.000+07:00</published><updated>2014-02-06T19:13:27.450+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="internet"/><title type='text'>Pencarian Dewa Internet</title><content type='html'>Gondok. Itu yang terlintas setiap mau beraktifitas di depan monitor. Sudah seminggu ini mata ane dipaksa untuk dihipnotis dengan cara liat gambar muter - muter di sebelah tulisan &quot;connecting&quot;. Karena kartu &quot;sompret&quot; sinyalnya empla emple, pindah pake koneksi tethering dari android. Ternyata sama aja, xtra lemot. Padahal ane tinggal di jabotabek!&lt;br /&gt;
Jadilah sekarang mulai tertegun dengan pendatang baru yang katanya udah pake 4G. Jangan-jangan emang itu dewa internet yang ane cari selama ini.&lt;br /&gt;
&lt;br /&gt;
Mampir di rumah ane yang lain: &lt;a href=&quot;http://yosefandreas.com/&quot;&gt;YosefAndreas.Com&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://mrefand.blogspot.com/feeds/745645918555033561/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mrefand.blogspot.com/2014/02/pencarian-dewa-internet.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/745645918555033561'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/745645918555033561'/><link rel='alternate' type='text/html' href='http://mrefand.blogspot.com/2014/02/pencarian-dewa-internet.html' title='Pencarian Dewa Internet'/><author><name>efand</name><uri>http://www.blogger.com/profile/15157484536784991996</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3871330606635332833.post-252372947682093781</id><published>2014-02-04T20:21:00.001+07:00</published><updated>2014-02-04T20:21:26.666+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="aplikasi"/><category scheme="http://www.blogger.com/atom/ns#" term="internet"/><title type='text'>IFTTT</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://ifttt.com/images/promo_app/iphone-half.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://ifttt.com/images/promo_app/iphone-half.png&quot; width=&quot;272&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Kebanyakan dari kita sekarang ini biasanya punya lebih dari satu akun online. Entah itu facebook, twitter, blogger, wordpress, instagram, flickr, evernote, linkedin, google, youtube, dropbox, box, dll. Btw ane punya semua akun yang disebutin diatas. Nah, terkadang kita melakukan yang sama pada akun yang berbeda. Misalnya, saya ingin upload sebuah foto ke instagram dan flickr. Atau ngetweet postingan baru dari blog saya. Memang sih ada beberapa plugin yang bisa bikin semua itu jadi otomatis. Tapi saya ketemu yang lebih powerful dari itu: &lt;a href=&quot;http://www.ifttt.com/&quot; target=&quot;_blank&quot;&gt;IFTTT&lt;/a&gt;.&lt;br /&gt;
&lt;br /&gt;
IFTTT atau If This Then That (harfiahnya sih: kalo begini, maka begitu) adalah layanan berbasis web yang memungkinkan kita melakukan otomatisasi setiap akun kita. Caranya sangat gampang: buat akun ifttt (another account again), aktifkan layanan akun online (disebut sebagai channel), dan pilih recipe (action yang menghubungkan channel tersebut. Jadi misalnya kalau saya ingin setiap postingan baru blog saya otomatis menjadi tweet, saya cukup mengaktifkan recipe &lt;a href=&quot;https://ifttt.com/myrecipes/personal/6892145&quot; target=&quot;_blank&quot;&gt;ini&lt;/a&gt;. Dan saya gak perlu repot lagi pilih tombol share to twitter setiap saya selesai ngeblog.&lt;br /&gt;
&lt;br /&gt;
Err yah saya bingung kalo mau cerita gimana kerennya layanan ini. Anda praktek sendiri saja ya :D. Yang masih saya sayangkan, aplikasi on-the-go nya baru untuk iPhone.&lt;br /&gt;
&lt;br /&gt;
Mampir di rumah ane yang lain: &lt;a href=&quot;http://yosefandreas.com/&quot;&gt;YosefAndreas.Com&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://mrefand.blogspot.com/feeds/252372947682093781/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mrefand.blogspot.com/2014/02/ifttt.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/252372947682093781'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/252372947682093781'/><link rel='alternate' type='text/html' href='http://mrefand.blogspot.com/2014/02/ifttt.html' title='IFTTT'/><author><name>efand</name><uri>http://www.blogger.com/profile/15157484536784991996</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3871330606635332833.post-6566579060020120944</id><published>2014-01-25T14:58:00.001+07:00</published><updated>2014-01-25T14:58:40.855+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="life"/><title type='text'>Matematika Luar Biasa dari Sebuah Kata</title><content type='html'>Jika: A B C D E F G H I J K L M N O P Q R S T U V W X Y Z&lt;br /&gt;
Sama dengan:&lt;br /&gt;
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26&lt;br /&gt;
&lt;br /&gt;
Maka,&lt;br /&gt;
H+A+R+D+W+O+R+K&lt;br /&gt;
8+1+18+4+23+15+18+11= 98%&lt;br /&gt;
&lt;br /&gt;
K+N+O+W+L+E+D+G+E&lt;br /&gt;
11+14+15+23+12+5+4+7+5=96%&lt;br /&gt;
&lt;br /&gt;
L+O+V+E&lt;br /&gt;
12+15+22+5=54%&lt;br /&gt;
&lt;br /&gt;
L+U+C+K&lt;br /&gt;
12+21+3+11=47%&lt;br /&gt;
&lt;br /&gt;
Tidak ada yang membuatnya jadi 100%.&lt;br /&gt;
Lalu apa yang membuatnya jadi 100%?&lt;br /&gt;
&lt;br /&gt;
Apakah MONEY?&lt;br /&gt;
NO! M+O+N+E+Y=13+15+14+5+25=72%&lt;br /&gt;
&lt;br /&gt;
Leadership?&lt;br /&gt;
NO!! L+E+A+D+E+R+S+H+I+P=12+5+1+4+5+18+19+8+9+16=97%&lt;br /&gt;
&lt;br /&gt;
Setiap masalah ada solusinya, hanya jikalau kita mungkin menggantinya dengan &quot;ATTITUDE&quot;.&lt;br /&gt;
&lt;br /&gt;
A+T+T+I+T+U+D+E&lt;br /&gt;
1+20+20+9+20+21+4+5=100%&lt;br /&gt;
&lt;br /&gt;
Maka ATTITUDE kita akan kehidupan dan pekerjaan yang akan membuat hidup kita menjadi 100% sukses..&lt;br /&gt;
&lt;br /&gt;
Matematika luar biasa.&lt;br /&gt;
&lt;br /&gt;
Mampir di rumah ane yang lain: &lt;a href=&quot;http://yosefandreas.com/&quot;&gt;YosefAndreas.Com&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://mrefand.blogspot.com/feeds/6566579060020120944/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mrefand.blogspot.com/2014/01/matematika-luar-biasa-dari-sebuah-kata.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/6566579060020120944'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/6566579060020120944'/><link rel='alternate' type='text/html' href='http://mrefand.blogspot.com/2014/01/matematika-luar-biasa-dari-sebuah-kata.html' title='Matematika Luar Biasa dari Sebuah Kata'/><author><name>efand</name><uri>http://www.blogger.com/profile/15157484536784991996</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3871330606635332833.post-5137354327870081255</id><published>2014-01-21T20:33:00.000+07:00</published><updated>2014-01-21T20:33:47.975+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="android"/><category scheme="http://www.blogger.com/atom/ns#" term="aplikasi"/><title type='text'>Download Torrent via Android</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://2.bp.blogspot.com/mSIayfZGLTA8xv6CNZRSu-3DFouK8IfWwy9UwY3w4EFsYxrjcuwk7_j_Ep6Ldu757A=w300&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://2.bp.blogspot.com/mSIayfZGLTA8xv6CNZRSu-3DFouK8IfWwy9UwY3w4EFsYxrjcuwk7_j_Ep6Ldu757A=w300&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Dari dulu ane paling hobby nonton film, mulai dari sewa di rental, ngopy dari warnet, atau ngabisin kuota buat download. Apalagi sejak beli tv yang bisa muter film dari usb drive, hobby ini jadi tambah jadi. Langganan internet kudu pilih yang kuotanya segede mungkin.&lt;br /&gt;
Sumber dari internet yang paling oke ya lewat torrent. Poin pentingnya karena bisa diresume kapan aja. Jadi gak ada cerita nyesek lagi gara-gara download failed di 90%.&lt;br /&gt;
Yang jadi masalah klasik internet langganan itu: kuota berlimpah, tapi di jam orang tidur. Kalo jaman dulu, ane ngakalinya dengan download di jam tengah malam sebelum tidur dan begitu bangun download selesai, yang artinya ane harus begadang dulu biar masuk waktu kalong. Kata orang pola hidup ini gak sehat. Lagian, kasian juga laptop disuruh ngeronda jaga download-an.&lt;br /&gt;
Akhirnya ketemu solusi: kayaknya gak mungkin deh kalo android gak ada aplikasi buat download torrent. Dan ketemu aplikasi ini: &lt;a href=&quot;https://play.google.com/store/apps/details?id=com.utorrent.client&quot; target=&quot;_blank&quot;&gt;µTorrent®&lt;/a&gt;. Cara kerjanya persis sama dengan torrent client di desktop. Ane tinggal jalanin ni program pas lagi kerja terus tinggalin aja sampe download selesai. Begitu masuk ke peak hour, matiin aplikasinya. Toh tetap bisa diresume besoknya. &lt;br /&gt;
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Mampir di rumah ane yang lain: &lt;a href=&quot;http://yosefandreas.com/&quot;&gt;YosefAndreas.Com&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://mrefand.blogspot.com/feeds/5137354327870081255/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mrefand.blogspot.com/2014/01/download-torrent-via-android.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/5137354327870081255'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/5137354327870081255'/><link rel='alternate' type='text/html' href='http://mrefand.blogspot.com/2014/01/download-torrent-via-android.html' title='Download Torrent via Android'/><author><name>efand</name><uri>http://www.blogger.com/profile/15157484536784991996</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/mSIayfZGLTA8xv6CNZRSu-3DFouK8IfWwy9UwY3w4EFsYxrjcuwk7_j_Ep6Ldu757A=s72-w300-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3871330606635332833.post-2321561281283088204</id><published>2013-12-01T19:39:00.000+07:00</published><updated>2013-12-01T19:44:27.634+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="android"/><category scheme="http://www.blogger.com/atom/ns#" term="aplikasi"/><category scheme="http://www.blogger.com/atom/ns#" term="fun"/><category scheme="http://www.blogger.com/atom/ns#" term="internet"/><title type='text'>Learning French the Easy Way</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://1.bp.blogspot.com/PLhn8bsjo00m9SOcX4NkWPVr_AChl5EZ53bM07Um8E1nia4QZ0Ph8yy22_ulti5EJGsS=w300-rw&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://1.bp.blogspot.com/PLhn8bsjo00m9SOcX4NkWPVr_AChl5EZ53bM07Um8E1nia4QZ0Ph8yy22_ulti5EJGsS=w300-rw&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Dulu, ketika akan menghadapi tahun 2012, saya punya resolusi untuk mempelajari bahasa asing baru. Bahasa yang tentukan saat itu adalah Bahasa Perancis. Saya sempat mencari - cari referensi berupa pdf tentang cara belajar bahasa tersebut. Well, akhirnya 2012 berlalu dan saya hanya bisa mengucapkan &lt;i&gt;bonjour&lt;/i&gt; :p. Yah memang sih di saat itu saya sedang memprioritaskan planning saya yang lain (get married) sehingga saya tidak terlalu ngotot tentang mempelajari French&lt;br /&gt;
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Di tahun 2013 ini saya memulainya lagi, dan saya ingin melakukannya dengan efektif. Mulai dari hunting software dan sampai akhirnya mencari lewat aplikasi android. Pilihan terbaik saya untuk language-learning app ini adalah Duolingo. It&#39;s free, no-ads, and fun. Banyak pilihan bahasa: Perancis, Italia, Jerman, Portugis dan Spanyol.&lt;br /&gt;
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Cara belajarnya dimulai dengan sign in via akun Facebook. Ada level - level yang harus diselesaikan mulai dari level yang sangat sederhana dan level berikutnya akan terbuka setelah menyelesaikan beberapa level. Sebenarnya saya lebih senang belajar via web di &lt;a href=&quot;http://www.duolingo.com/&quot;&gt;www.duolingo.com&lt;/a&gt;&amp;nbsp;(menggunakan aplikasi ini harus secara online). Namun tetap menyenangkan juga bisa belajar on-the-go&lt;br /&gt;
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Sepertinya penguasaan bahasa Perancis saya akan selesai dalam beberapa bulan ke depan :D&lt;br /&gt;
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Mampir di rumah ane yang lain: &lt;a href=&quot;http://yosefandreas.com/&quot;&gt;YosefAndreas.Com&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://mrefand.blogspot.com/feeds/2321561281283088204/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mrefand.blogspot.com/2013/12/learning-french-easy-way.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/2321561281283088204'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3871330606635332833/posts/default/2321561281283088204'/><link rel='alternate' type='text/html' href='http://mrefand.blogspot.com/2013/12/learning-french-easy-way.html' title='Learning French the Easy Way'/><author><name>efand</name><uri>http://www.blogger.com/profile/15157484536784991996</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/PLhn8bsjo00m9SOcX4NkWPVr_AChl5EZ53bM07Um8E1nia4QZ0Ph8yy22_ulti5EJGsS=s72-w300-c-rw" height="72" width="72"/><thr:total>0</thr:total></entry></feed>