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+---
+title: Jan
+---
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+---
+title: Jan
+---
diff --git a/content/archives/2012/06/_index.id.md b/content/archives/2012/06/_index.id.md
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+---
+title: Jun
+---
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+---
+title: Jun
+---
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+---
+title: Aug
+---
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+---
+title: Aug
+---
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+---
+title: Okt
+---
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+---
+title: Oct
+---
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+---
+title: Des
+---
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+---
+title: Dec
+---
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+---
+title: 2012
+---
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+---
+title: 2012
+---
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+---
+title: "Membaca Binary Secara Manual"
+description: "Bagaimana membaca sekumpulan angka 0 dan 1 (Binary) menjadi angka desimal. Kemudian cara mengkonversi desimal ke text (ASCII) menggunakan keyboard & Notepad"
+# linkTitle:
+date: 2012-01-08T04:29:52+07:00
+lastmod:
+draft: false
+noindex: false
+# comments: false
+nav_weight: 1000
+# nav_icon:
+# vendor: bootstrap
+# name: toggles
+# color: '#e24d0e'
+series:
+ - Ilmu Komputer
+categories:
+ - TIL
+tags:
+ - Binary
+images:
+# menu:
+# main:
+# weight: 100
+# params:
+# icon:
+# vendor: bs
+# name: book
+# color: '#e24d0e'
+authors:
+ - ditatompel
+---
+
+Sebenarnya artikel ini udah lama. Beberapa saya pungut dari tulisannya om **Capsoel** di **X-Code Magazine edisi 6** dan sisanya *Googling*. Saya coba angkat dan share disini karena teman saya yang tahun lalu melamar kerja di suatu perusahaan ujian pertamanya *covert Binary* ke *Decimal* dengan cara penghitungan manual. Semoga berguna.
+
+
+
+```
+01000100011001010111011001101001011011000111101001100011001100000110010001100101
+```
+
+Apa itu? kenapa hanya angka `0` dan `1`? Saya yakin tidak semua orang (bahkan yang setiap harinya utak atik komputer) mengerti bagimana membaca **Binary**.
+
+Sederetan angka 0 dan 1 ini adalah kode **binary**. Pertama, saya akan menunjukan bagaimana membaca sekumpulan angka 0 dan 1 tersebut sebagai angka **desimal**. Kemudian saya baru menunjukan bagaimana cara menggunakan angka tersebut diterjemahkan ke *text* (atau **ASCII**) menggunakan *keyboard* anda dengan *software* bawaan Windows, yaitu `notepad` (Dulu saya coba di notepadnya **Windows XP**).
+
+Sebagai contoh mudah:
+
+```
+10101
+```
+
+pertama, bayangkan 5 digit di atas adalah sebuah slot kosong:
+
+```
+_ _ _ _ _
+```
+
+Cara membaca **binary** adalah dari kanan ke kiri.
+* Slot **pertama** dari kanan mewakili nilai **1**,
+* slot **kedua** dari kanan mewakili nilai **2**,
+* slot **ketiga** mewakili nilai **4**,
+* slot **keempat** mewakili nilai **8**,
+* slot **kelima** mewakili **16**,
+* dan seterusnya hingga slot ke 8.
+
+```
+slot 1 = 1
+slot 2 = 2
+slot 3 = 4
+slot 4 = 8
+slot 5 = 16
+slot 6 = 32
+slot 7 = 64
+slot 8 = 128
+```
+
+Dengan memberikan angka `1` atau `0` pada slot-slot tersebut, kita menentukan nilai pada slot tersebut. 1 bernilai "`true`", dan 0 bernilai "`false`". Sebagai contoh:
+* nilai bilangan **desimal** `1` dalam **binary** adalah `1`,
+* nilai bilangan **desimal** `2` dalam **binary** adalah `10`,
+* nilai bilangan **desimal** `4` dalam **binary** adalah `100`.
+
+Kenapa bisa begitu? Kembali lagi ke slot-slot di atas.
+
+Slot pertama dari kanan bernilai `1`, jadi jika slot pertama adalah angka `1` maka nilainya juga `1` dan bilangan binernya adalah `1`.
+
+```
+_ _ _ _ 1
+```
+
+Untuk **desimal** `2`, bilangan **biner** = `10`
+
+karena slot pertama bernilai 1 diberi angka 0 (*false*) dan slot ke 2 diberi angka 1 (*true*)
+
+```
+_ _ _ 1 0
+```
+
+Untuk **desimal** `4`, bilangan **biner** = `100`
+
+karena slot pertama bernilai 1 diberi angka 0 (*false*) dan slot ke 2 diberi angka 0 (*false*) dan baru slot ketiga yg bernilai 4 diberi angka 1 (*true*)
+
+```
+_ _ 1 0 0
+```
+
+Lalu gimana klo **desimal** `3`? Kan ga ada nilainya pada slot? `1 + 2 = 3`. Jadi, nilai **desimal** `3` pada **binary** adalah `11`
+```
+_ _ _ 1 1
+```
+
+klo desimal `5`? `1 + 4 = 5` berarti bilangan *binernya* `101`.
+
+```
+_ _ 1 0 1
+```
+
+Lalu jika kode binernya panjang banget seperti ini? Gimana bacanya ke **ASCII** / *text*?
+
+```
+01000100011001010111011001101001011011000111101001100011001100000110010001100101
+```
+
+Pisahkan dulu menjadi 8 digit:
+```
+01000100 01100101 01110110 01101001 01101100 01111010 01100011 00110000 01100100 01100101
+```
+
+Lalu convert ke bilangan **decimal**
+
+```
+01000100 = 68
+01100101 = 101
+01110110 = 118
+01101001 = 105
+01101100 = 108
+01111010 = 122
+01100011 = 99
+00110000 = 48
+01100100 = 100
+01100101 = 101
+```
+
+Lalu ASCIInya mana?
+
+Hehehe.. Sekarang giliran notepad menerjemahkannya.. (dulu ane coba ni teknik pake Notepad di **Windows XP**, kaga tau sekarang jalan di **Windows 7** atau tidak).
+
+Caranya tahan ALT + Angka desimal yang sudah ditranslate.
+
+ALT + 68 = `D`
+ALT + 101 = `e`
+
+dan seterusnya, silahkan dicoba dan dibuktikan..
+
+Atau kalau mau mudah bisa menggunakan translator binary yang banyak beredar di internet.. Misalnya saja `http://home.paulschou.net/tools/xlate/`.
+
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