Translating Binary Code – The Quick way to Convert Binary to Text

Binary code is not commonly used to present information directly to people. While computers use binary digits to store, sort, and transmit data, they also translate all these 0s and 1s into other formats that are easier to understand.

Computers use binary (base 2) they are a representation of numbers used by computers because:

- Any number can be represented by a binary number, and
- Methods of representing, storing and transmitting numbers are most easily implemented with binary numbers.

It is called binary because only two different digits are used.

## The understanding of Base 2 and converting Binary to Text

It is also known as base two (normally we use base 10). Each zero or one is called a bit (binary digit).

A bit is usually represented in a computer’s main memory by a transistor that is switched on or off, or a capacitor that is charged or discharged.

Translating Binary code is time consuming but very possible, there are several ways available with the best way to achieve being with the use of a binary translator. Even if you already know how to manually convert between binary code and different forms of text, it **takes time**. Quickly copying and pasting binary strings into a binary to text converter takes seconds, and **your results will be displayed just as fast.**

## The simple conversion of binary

Binary is a very basic way to hide information from the user, and this tool can help you decode it instantly. No matter where on the internet the text appears, you can **effortlessly copy and paste** the string into the text box and translate it.

You might have to convert binary data within a work assignment or solve a puzzle in a game where everything is expressed in binary data. The world is full of people that love learning about the inner-workings of root computer language. Utilising the tools like Text to Binary translater will enhance your learning path.

Not to state the obvious, but the **main reasons to use a binary translator **over the manual conversion process **are speed and convenience**, however, learning how to manipulate and convert binary code yourself can be quite educational and beneficial.

**Why binary to text?**

Because binary numbers represent each digit as either a 0 or 1.

It takes more digits to represent a number that way, but a computer can hold a 0 or 1 much more easily than a 0, 1, 2, 3, 4, 5, 6, 7, 8, or 9 as a single digit. This was used by the original computer storage media, the core memory.

Each “bit” was a little magnet that could be exchanged electronically and switched concerning what direction it was at pointed. So it had two states, which were assigned as 0 or 1. Put 6 cores together, and you have enough to represent 0 through 63 (these would look like 000000 and 111111 respectively). They called each digit a “bit”.

Two states are easily handled by a computer. As technology advanced, the transistor was invented, which could be used to represent two states and quickly changed from one to the other.

## How does Binary work with Voltage?

Transmitting numbers using binary has been used for many fields of our technological growth: electronically through voltage, through sound, or light. Each of these works well with two values.

The reality is that voltage is really everything when it comes to building a computer. Their processing ability is made up of millions of transistors and and the simplest form of a transistor either has a voltage potential with regards to ground (a value of 1) or has an equal voltage potential to ground (considered ‘grounded’ with a value of 0). The presence of voltage at any one of these transistors can be represented by 1 or 0, and could also be represented as true or false, respectively. Take a look at this easy Volt Converter that converts to Millivolt and Kilovolt using binary.

## The difference between base 10 and base 2

The binary system scales well as simply adding more of these 1 or 0 representations will give you a higher number – similar to adding another digit onto a base-10 number. See this great answer by **Joshua Engel** in Quora to why they were built at all with Base 10, he enlightens us well here

Since binary numbers can be used to represent any numbers, and numbers can be used to represent almost anything else (sound, pictures, etc.) there has never been a good reason to change the use of decimal computers and the way that computers work with binary numbers. And the computer can always convert a number to base 10 if we want it to.

Use our great** FREE resource **to change your Binary to Text or back from Text to Binary it is all there for you to utilise and take advantage of this great FREE resource with many other great features available also.

## Converting Binary to ASCII & Hex

Python Program converts Binary to ASCII – Find out more from this article from geeksforgeeks.org

Binascii helps convert between binary and various ASCII-encoded binary representations.

**b2a_uu() function:** Here the “uu” stands for “UNIX-to-UNIX encoding” which takes care of the data conversion from strings to binary and ASCII values according to the specified program.

The** b2a_uu() **function is used to convert the specified binary string to its corresponding ASCII equivalent.

**Syntax: **b2a_uu(Text)

**Parameter: **This function accepts a single parameter which is illustrated below:

**Text:**This is the specified binary string that is going to be converted into its ASCII equivalent.

**Return Values: **This function returns the ASCII equivalent.

`# Using Python program to illustrate the` `# #conversion of Binary to ASCII ` `# #Importing binascii moduleimport` `binascii ` `# #Initializing a binary stringText =` `b"GFG is a CS Portal" ` `# #Calling the b2a_uu() function to` `# #Convert the binary string to asciiAscii =` `binascii.b2a_uu(Text) ` `# Getting the ASCII equivalentprint(Ascii)` OUTCOME: b”21T9′(&ES(&$@0U,@4&]R=&%L\n” |

## Binary to ASCII text conversion table

BBinary | Decimal | ASCII Character | Hex |

0 | 0 | NUL | 0 |

1 | 1 | SOH | 1 |

10 | 2 | STX | 2 |

11 | 3 | ETX | 3 |

100 | 4 | EOT | 4 |

101 | 5 | ENQ | 5 |

110 | 6 | ACK | 6 |

111 | 7 | BEL | 7 |

1000 | 8 | BS | 8 |

1001 | 9 | HT | 9 |

1010 | 10 | LF | 0A |

1011 | 11 | VT | 0B |

1100 | 12 | FF | 0C |

1101 | 13 | CR | 0D |

1110 | 14 | SO | 0E |

1111 | 15 | SI | 0F |

10000 | 16 | DLE | 10 |

10001 | 17 | DC1 | 11 |

10010 | 18 | DC2 | 12 |

10011 | 19 | DC3 | 13 |

10100 | 20 | DC4 | 14 |

10101 | 21 | NAK | 15 |

10110 | 22 | SYN | 16 |

10111 | 23 | ETB | 17 |

11000 | 24 | CAN | 18 |

11001 | 25 | EM | 19 |

11010 | 26 | SUB | 1A |

11011 | 27 | ESC | 1B |

11100 | 28 | FS | 1C |

11101 | 29 | GS | 1D |

11110 | 30 | RS | 1E |

11111 | 31 | US | 1F |

100000 | 32 | Space | 20 |

100001 | 33 | ! | 21 |

100010 | 34 | “ | 22 |

100011 | 35 | # | 23 |

100100 | 36 | $ | 24 |

100101 | 37 | % | 25 |

100110 | 38 | & | 26 |

100111 | 39 | ‘ | 27 |

101000 | 40 | ( | 28 |

101001 | 41 | ) | 29 |

101010 | 42 | * | 2A |

101011 | 43 | + | 2B |

101100 | 44 | , | 2C |

101101 | 45 | – | 2D |

101110 | 46 | . | 2E |

101111 | 47 | / | 2F |

110000 | 48 | 0 | 30 |

110001 | 49 | 1 | 31 |

110010 | 50 | 2 | 32 |

110011 | 51 | 3 | 33 |

110100 | 52 | 4 | 34 |

110101 | 53 | 5 | 35 |

110110 | 54 | 6 | 36 |

110111 | 55 | 7 | 37 |

111000 | 56 | 8 | 38 |

111001 | 57 | 9 | 39 |

111010 | 58 | : | 3A |

111011 | 59 | ; | 3B |

111100 | 60 | < | 3C |

111101 | 61 | = | 3D |

111110 | 62 | > | 3E |

111111 | 63 | ? | 3F |

1000000 | 64 | @ | 40 |

1000001 | 65 | A | 41 |

1000010 | 66 | B | 42 |

1000011 | 67 | C | 43 |

1000100 | 68 | D | 44 |

1000101 | 69 | E | 45 |

1000110 | 70 | F | 46 |

1000111 | 71 | G | 47 |

1001000 | 72 | H | 48 |

1001001 | 73 | I | 49 |

1001010 | 74 | J | 4A |

1001011 | 75 | K | 4B |

1001100 | 76 | L | 4C |

1001101 | 77 | M | 4D |

1001110 | 78 | N | 4E |

1001111 | 79 | O | 4F |

1010000 | 80 | P | 50 |

1010001 | 81 | Q | 51 |

1010010 | 82 | R | 52 |

1010011 | 83 | S | 53 |

1010100 | 84 | T | 54 |

1010101 | 85 | U | 55 |

1010110 | 86 | V | 56 |

1010111 | 87 | W | 57 |

1011000 | 88 | X | 58 |

1011001 | 89 | Y | 59 |

1011010 | 90 | Z | 5A |

1011011 | 91 | [ | 5B |

1011100 | 92 | \ | 5C |

1011101 | 93 | ] | 5D |

1011110 | 94 | ^ | 5E |

1011111 | 95 | _ | 5F |

1100000 | 96 | ` | 60 |

1100001 | 97 | a | 61 |

1100010 | 98 | b | 62 |

1100011 | 99 | c | 63 |

1100100 | 100 | d | 64 |

1100101 | 101 | e | 65 |

1100110 | 102 | f | 66 |

1100111 | 103 | g | 67 |

1101000 | 104 | h | 68 |

1101001 | 105 | i | 69 |

1101010 | 106 | j | 6A |

1101011 | 107 | k | 6B |

1101100 | 108 | l | 6C |

1101101 | 109 | m | 6D |

1101110 | 110 | n | 6E |

1101111 | 111 | o | 6F |

1110000 | 112 | p | 70 |

1110001 | 113 | q | 71 |

1110010 | 114 | r | 72 |

1110011 | 115 | s | 73 |

1110100 | 116 | t | 74 |

1110101 | 117 | u | 75 |

1110110 | 118 | v | 76 |

1110111 | 119 | w | 77 |

1111000 | 120 | x | 78 |

1111001 | 121 | y | 79 |

1111010 | 122 | z | 7A |

1111011 | 123 | { | 7B |

1111100 | 124 | | | 7C |

1111101 | 125 | } | 7D |

1111110 | 126 | ~ | 7E |

1111111 | 127 | DEL | 7F |

or better still just use the quick Binary to ASCII FREE conversion TOOL and save yourself a mountain of work!

Hoping this has helped and you find the FREE RESOURCES tool a great asset to you!