Colossus

Colossus: Colossus is the name of the world's first electronic computer.

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Text input

Your result is ready to copy or download after running.

Tool options

Input format

K Rack: Conditional

K Rack: Addition

Master Control Panel

About Colossus

Colossus is the name of the world's first electronic computer. Ten Colossi were designed by Tommy Flowers and built at the Post Office Research Labs at Dollis Hill in 1943 during World War 2. They assisted with the breaking of the German Lorenz cipher attachment, a machine created to encipher communications between Hitler and his generals on the front lines. To learn more, Virtual Colossus, an online, browser based simulation of a Colossus computer is available at virtualcolossus.co.uk. A more detailed description of this operation can be found here.

Input: text. Output: structured JSON.

Format reference: Colossus background and specification

Example

Use “Try example” to load this public sample and its settings, then run it.

Settings used in this example
ParameterExample valueInput and choices
PatternKH PatternKH Pattern, ZMUG Pattern, BREAM Pattern
QBusZZ, Z, ΔZ
QBusΧ, Χ, ΔΧ
QBusΨ, Ψ, ΔΨ
LimitationNoneNone, Χ2, Χ2 + P5, X2 + Ψ1, X2 + Ψ1 + P5
K Rack Option"Select Program"Select Program, Top Section - Conditional, Bottom Section - Addition, Advanced
Program to runLetter Count, Letter Count, 1+2=. (1+2 Break In, Find X1,X2), 4=5=/1=2 (Given X1,X2 find X4,X5), /,5,U (Count chars to find X3)
R1-Q1""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
R1-Q2""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
R1-Q3""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
R1-Q4""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
R1-Q5""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
R1-NegatefalseOn or off
R1-Counter, 1, 2, 3, 4, 5
R2-Q1""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
R2-Q2""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
R2-Q3""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
R2-Q4""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
R2-Q5""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
R2-NegatefalseOn or off
R2-Counter, 1, 2, 3, 4, 5
R3-Q1""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
R3-Q2""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
R3-Q3""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
R3-Q4""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
R3-Q5""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
R3-NegatefalseOn or off
R3-Counter, 1, 2, 3, 4, 5
Negate AllfalseOn or off
Add-Q1falseOn or off
Add-Q2falseOn or off
Add-Q3falseOn or off
Add-Q4falseOn or off
Add-Q5falseOn or off
Add-Equals""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
Add-Counter1falseOn or off
Add Negate AllfalseOn or off
Total Motor""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
Set Total0Number
Fast Step, X1, X2, X3, X4, X5, M37, M61, S1, S2, S3, S4, S5
Slow Step, X1, X2, X3, X4, X5, M37, M61, S1, S2, S3, S4, S5
Start Χ1"1"Number
Start Χ2"1"Number
Start Χ3"1"Number
Start Χ4"1"Number
Start Χ5"1"Number
Start M61"1"Number
Start M37"1"Number
Start Ψ1"1"Number
Start Ψ2"1"Number
Start Ψ3"1"Number
Start Ψ4"1"Number
Start Ψ5"1"Number

Input

CTBKJUVXHZ-H3L4QV+YEZUK+SXOZ/N

Result

The result is structured data. Inspect its fields in the output.

Parameters

ParameterDefault valueInput and choices
PatternKH PatternKH Pattern, ZMUG Pattern, BREAM Pattern
QBusZ, Z, ΔZ
QBusΧ, Χ, ΔΧ
QBusΨ, Ψ, ΔΨ
LimitationNoneNone, Χ2, Χ2 + P5, X2 + Ψ1, X2 + Ψ1 + P5
K Rack Option"Select Program"Select Program, Top Section - Conditional, Bottom Section - Addition, Advanced
Program to run, Letter Count, 1+2=. (1+2 Break In, Find X1,X2), 4=5=/1=2 (Given X1,X2 find X4,X5), /,5,U (Count chars to find X3)
R1-Q1""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
R1-Q2""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
R1-Q3""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
R1-Q4""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
R1-Q5""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
R1-NegatefalseOn or off
R1-Counter, 1, 2, 3, 4, 5
R2-Q1""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
R2-Q2""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
R2-Q3""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
R2-Q4""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
R2-Q5""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
R2-NegatefalseOn or off
R2-Counter, 1, 2, 3, 4, 5
R3-Q1""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
R3-Q2""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
R3-Q3""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
R3-Q4""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
R3-Q5""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
R3-NegatefalseOn or off
R3-Counter, 1, 2, 3, 4, 5
Negate AllfalseOn or off
Add-Q1falseOn or off
Add-Q2falseOn or off
Add-Q3falseOn or off
Add-Q4falseOn or off
Add-Q5falseOn or off
Add-Equals""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
Add-Counter1falseOn or off
Add Negate AllfalseOn or off
Total Motor""Up (.), Centre, Down (x). Escape sequences such as \n, \r and \t are supported
Set Total0Number
Fast Step, X1, X2, X3, X4, X5, M37, M61, S1, S2, S3, S4, S5
Slow Step, X1, X2, X3, X4, X5, M37, M61, S1, S2, S3, S4, S5
Start Χ11Number
Start Χ21Number
Start Χ31Number
Start Χ41Number
Start Χ51Number
Start M611Number
Start M371Number
Start Ψ11Number
Start Ψ21Number
Start Ψ31Number
Start Ψ41Number
Start Ψ51Number

Before interpreting the result

Use the exact key encoding, mode, padding and IV expected by the source system. Historical ciphers are useful for learning and analysis. Encoding alone provides no confidentiality.

How to use this page

  1. Paste your input or open a local file.
  2. Adjust tool options if needed, then choose Run tool.
  3. Copy the result or download the original output bytes.

Inputs and results are not added to the public catalogue or saved in the URL. Processing happens in your browser; HTTP Request and DNS over HTTPS send the requests you explicitly run. Files up to 128 MiB can be opened; decompression and image tools may have smaller processing limits. Large results have a shortened preview. Text and HTML downloads use UTF-8; binary downloads preserve output bytes. Pasted text follows browser newline handling; open a file when exact input bytes matter.

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