Binary to Text Converter

Easily convert Binary code into a readable text. Enter your code in the toolbox below and click Convert.

What is Binary to Text Converter?

Binary is a system of numbers that uses only two digits 0 and 1 that is most commonly used in computers. Binary is used as a base for computers and it has become more popular in recent years because it is more efficient than traditional base-10 systems. The binary number system was developed in the 1880s by Gottfried Leibniz as a way to simplify the calculation of infinitesimal calculus and it has seen many changes since then. The first binary was made up of just two switches, but today we have microprocessors with millions of transistors and billions of gates that are capable of performing trillions of calculations per second. The binary number system is a mathematical system of numerals used in computing and electrical engineering that uses only two symbols, 0 and 1 to represent and manipulate numbers

The Binary to Text converter is a free online tool that converts binary data into readable text. It can be used by programmers, engineers, and anyone else who needs to convert binary data into text. The tool is helpful for those who work with computers and other devices that have binary data, such as computer and internet programs. Binary to Text tool is a quick and easy way for anyone with a need to convert binary files into text.

How to Use a Binary-to-Text Converter?

  1. Input Binary Code: Start by entering the binary code into the converter's input field. Binary code should be in the form of 0s and 1s and ensure the binary code is divided correctly, typically into 8-bit segments (or bytes).

  2. Click Convert: Once the binary data is entered, click the 'Convert' button. The converter will process the input and display the corresponding text.

  3. View and Use the Result: The converted text will be displayed. You can then read, copy, or use this text as needed.

How Does Binary to Text Tool Converter Work?

Binary to text tool converter converts binary files into text. It does this by using the following methods:

  1. The program uses the frequency of each character in the string and assigns a number to each character.
  2. Then, it calculates a binary string from the original string and compares it with the new one.
  3. If they are different, then it prints out an error message.

Benefits Binary-to-Text Converter Tool

  • Ease of Understanding: Converts complex binary data into human-readable text, making it easier to interpret and analyze.
  • Error Checking: Useful in identifying errors in data transmission or storage by comparing the original and converted text.

Binary Conversion Example

Binary Input01001000 01100101 01101100 01101100 01101111

Steps:

  1. Input this binary string into the converter.
  2. Click 'Convert'.
  3. The converter processes each 8-bit segment.

Result: The text "Hello" is displayed.

In this example, each 8-bit segment corresponds to a letter in the text. For instance, '01001000' translates to 'H', '01100101' to 'e', and so on, resulting in the word "Hello". This showcases the basic function of the tool in translating binary data into easily understandable text.

What are The Benefits of Using a Binary Translator?

  • Translation speed: Our binary translator can translate a binary file to text in less than a second, which is much faster than many other binary tools.
  • It is easy to use. It can be used by anyone with basic computer skills.
  • It's free and open source.
  • It's accurate in seconds without needing programming.

Binary to Text Table

Binary 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
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