Gigantic Integer Calculator icon

Gigantic Integer Calculator

by MB · Education
Manifest V3 Free
View in Chrome Web Store Data as of 15 Oct 2026

Perform a range of operations on extremely large integers.

Users
5
−1 in 30 days
Rating
0.0 / 5
unchanged in 30 days
Ratings
0
0 in 30 days
Store rank
#247K
#207K among extensions
Version
1.2
updated 20 Feb 2025

Users

monthly, 2 years
036Jan 2025Dec 2025Oct 2026
Latest, 15 Oct 2026: 5 usersMove the mouse over the chart for any month

Ratings count

monthly, 2 years
001Jan 2025Dec 2025Oct 2026
Latest, 15 Oct 2026: 0 ratingsMove the mouse over the chart for any month

The Chrome Web Store rounds user counts down to the leading digit, so the user line moves in steps. The ratings count is exact and is the better signal of real adoption.

About Gigantic Integer Calculator

Perform a range of operations on extremely large integers. The calculator can do the following with large integers, where X & Y denote two integer inputs:- Basic Operations Add (X + Y) Subtract (X - Y) Multiply (X x Y) Divide (X / Y) [See Note 1] Advanced Operations Power (X^Y) [See Note 2] Factorial (X!) [See Note 3] Permutations (xPy) [See Note 3] Combinations (xCy) [See Note 3] Modulus (X % Y) Factorize X into its Prime Factors [See Note 3] Highest Common Factor (HCF(X,Y)) Lowest Common Multiple (LCM(X,Y)) Prime & Happy Number Check Is X a Prime Number? Is X a Prime Number using the Miller-Rabin Test? [See Note 4] Is X a Happy Number? Notes [1] The result will be truncated [2] Will abort if result has more than 50 million digits [3] Will abort after running for more than about 1 minute [4] Very fast method, with 99.999905% confidence rather than 100% The result will always be an integer, and the number of digits in the integer will be shown, along with the time taken to do the computation. The result can then be copied and pasted into X and/or Y allowing a chain of calculations with large integers. When checking a large integer for whether it is a Prime Number, the Miller-Rabin Primality Test can be used with a 99.999905% confidence level as the standard 100% accuracy method test can take a very long time to run, but the Miller-Rabin test will run very much faster. The Miller-Rabin test will also be accurate when reporting a non-prime number, but there is a small chance that it is wrong when reporting that a number is prime. A computation can be aborted at any time by just clicking outside of the popup, and many computations have constraints put on them in terms of execution time, or size of result, as these computations on large integers can be resource hungry on the CPU. This extension is free of fees and adverts. Privacy User data is not collected or processed.

Growth

WindowUsersChangeRatingsRating
7 days0+0.0%00.00
30 days−1−16.7%00.00
6 months+2+66.7%00.00
1 year−1−16.7%00.00

Version history

3 versions recorded
1.29 Feb 2025
1.14 Feb 2025
1.031 Jan 2025

Details

Category
Education
First seen
31 Jan 2025
Size
22 KB
Languages
en-GB
Pricing
Free
Extension ID
begbpnhgmgghfekgpfnnkhbfgpjikpih

Permissions and risk

Minimal riskimpact 0, likelihood 2

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