INSTANT

Binary Translator

Convert between binary, decimal, octal, hex, and text — both directions, live.

BINARY
TEXT

QUICK REFERENCE

BinarySpace-separated 8-bit groups: 01000001 01000010
DecimalSpace-separated code points: 65 66
OctalSpace-separated octal values: 101 102
HexSpace-separated hex values: 41 42
TextPlain Unicode text: AB
GUIDE

Understanding the Binary Translator

How computers turn 0s and 1s into letters — and how to move between binary, decimal, octal, hex, and text with confidence.

WHAT IS THE BINARY TRANSLATOR

A two-way bridge between bits and letters

The Binary Translator is a converter that reads a value in one numeral system — binary, decimal, octal, or hexadecimal — and rewrites it in another, including plain text. Rather than treating each format as a one-way export, every pane in the tool is a live input: change either side, and the conversion runs instantly in the direction you're typing. It exists because raw binary is how computers store everything, but it's rarely how humans want to read it.

HOW TO USE IT

Four steps, no learning curve

01

Pick your formats

Set the FROM and TO selectors — binary, decimal, octal, hex, or text. Pick a character encoding if you're working outside plain ASCII.

02

Paste or type

Drop your value into either pane. Binary, octal, and hex values should be space-separated; text goes in as-is.

03

Read the live result

The opposite pane updates as you type — no convert button, no page reload. Edit either side and the other follows.

04

Copy or swap

Grab the output with one click, or hit ⇄ to flip direction and keep working from the result.

HOW THE BINARY TRANSLATOR WORKS

Under the hood: code points, not magic

Every character your computer displays maps to a number, called a code point, defined by a character encoding such as ASCII or UTF-8. Converting text to binary means looking up each character's code point and writing that number in base-2, padded into 8-bit bytes. Converting the other way reverses the lookup: each binary group is read back as a number, then matched to the character it represents. Decimal, octal, and hex are just alternate ways of writing that same underlying number — base-10, base-8, and base-16 respectively — so the translator really only does one job: move a number between bases and, when needed, attach a character to it.

H
TEXT
72
DECIMAL
01001000
BINARY
110
OCTAL
48
HEX
BINARY CONVERTER FEATURES

What makes it worth keeping open in a tab

True bidirectional sync

Either pane is the source. Type binary on the left or text on the right — both stay in sync.

Five number systems

Binary, decimal, octal, and hexadecimal all convert against text and against each other.

31 character encodings

From ASCII/UTF-8 through Cyrillic, Hebrew, Arabic, and CJK encodings, for working beyond the Latin alphabet.

Zero-latency conversion

No server round-trip. Every keystroke resolves locally, instantly.

Error-aware parsing

Malformed tokens are flagged inline instead of silently producing garbage output.

One-click swap

Reverse the conversion direction without retyping or reselecting formats.

KEY USE CASES

Who reaches for a binary translator

Learning binary

Students and self-learners checking their by-hand binary math against a reliable source.

Debugging low-level code

Developers inspecting byte values, flags, or buffer contents while working close to the hardware.

Decoding puzzles & CTFs

Solving binary- or hex-encoded challenges in capture-the-flag exercises and escape-room style puzzles.

Networking & protocols

Reading raw packet bytes, MAC addresses, or status flags during network troubleshooting.

Data recovery & forensics

Translating raw byte dumps back into readable text during investigation work.

Teaching computer science

Instructors building examples that show how text really maps to the bits a computer stores.

REFERENCE TABLE

Binary to ASCII translation table

A selection of common ASCII characters with their hexadecimal and 8-bit binary equivalents.

HEXADECIMALBINARYASCII
2000100000Space
2100100001!
2200100010"
2600100110&
2700100111'
2800101000(
2900101001)
2B00101011+
2C00101100,
2D00101101-
2E00101110.
2F00101111/
30001100000
31001100011
32001100102
39001110019
3F00111111?
4001000000@
4101000001A
4201000010B
4301000011C
4801001000H
4901001001I
4F01001111O
5A01011010Z
5F01011111_
6101100001a
6201100010b
6301100011c
6801101000h
6F01101111o
7A01111010z
FAQ

Common questions

Binary is the base-2 number system computers use natively — every value is built from just two digits, 0 and 1. Each digit is a single bit, and computers group bits into bytes (commonly 8 bits) to represent larger numbers, characters, and instructions. When you see a string like 01001000, you're looking at one byte: a single character encoded as a sequence of on/off states.