Random BigInt Generator
Create reproducible random very large integers (bigints) with a specified number of digits. Optionally allow negative values. Output as strings since the numbers exceed JavaScript Number range.
Also known as: large numbers · big integers · arbitrary precision
seeded
Output
About this tool, tips & examples
What it does
The Random BigInt Generator produces integers of arbitrary size — specify any digit count from 1 to 1,000 and get numbers far beyond JavaScript’s safe-integer limit (2⁵³−1, just 16 digits). Optionally allow negatives, generate up to 1,000 values per run, and receive them as strings, since no native number type can hold them.
Common use cases
- BigInt library testing — arbitrary-precision arithmetic verified against inputs of controlled magnitude.
- Cryptography-adjacent fixtures — numbers at RSA-like scales (a 2048-bit number is ~617 digits) for exercising big-number code paths — as test data, never as real key material.
- Overflow hunting — values just past 2⁵³ and 2⁶⁴ expose silent precision loss in JSON parsers, databases, and languages.
- Financial and scientific edge cases — precision testing where floats quietly betray you.
Settings
- Digits — 1 to 1,000; the first digit is non-zero so the count is exact.
- Allow negative — include negative values.
- How many — 1 to 1,000 numbers per run.
- Seed — identical seed + settings = identical numbers.
Privacy note
Numbers are generated locally in your browser and never uploaded. They are seeded, reproducible test values — never use them as cryptographic keys or secrets, which must come from secure randomness.
FAQ
Why strings instead of numbers?
JavaScript’s Number silently corrupts integers above 2⁵³−1. Strings
survive JSON and every pipeline; convert with BigInt(value) at the
edges.
The JSON trap to test for:
JSON.parse turns big numeric literals into lossy floats. Send your
parser a 30-digit value from this tool and check what comes out — that
one test catches a famously sneaky bug class.
Are these primes? No — uniform random digits. For primes, use the Random Prime generator.