Gaming

Coin Flip Simulator

Flip a coin any number of times and see the heads, tails and longest streak results.

Last updated · View algorithm, constants and default inputs (JSON)

Enter your values

Heads 50
Results
Seed (change it to rerun)

Number of flips

Number of flipsHeads · 50.0%: 50 / Tails · 50.0%: 50Results / Number of flipsHeads · 50.0%: 50Tails · 50.0%: 50

About this calculator

Flipping a coin many times does not produce a neat alternation — long runs of the same side are far more common than people expect, because each flip is independent of the last. The simulator uses a seeded generator so the same seed always reproduces the same sequence.

Worked example

calculated with the default values below

Number of flips 100 · Seed (change it to rerun) 42 Heads 50 · Tails 50 · Heads 50.0 % · Tails 50.0 % · Longest run of one side 5 · Side of the longest run Heads · First 20 flips THTTHTHTTHHTTHHTTTHH

Disclaimer

These calculators give general estimates for information and entertainment. Platform algorithms, metrics and definitions change without notice, and none of these results are official figures from the platforms named.

Maintained by: CalcDelta

Implementation source

This record describes the implementation used by this page. It is not independent validation. External references, when available, support only the stated formula or definition; estimates and custom rules retain their own assumptions.

View algorithm, constants and default inputs (JSON)

Formula and variables

bestSide = side when runLength > longestRun

U_i
pseudo-random number in [0,1)
H
heads (outcome symbol)
X_i
1 for heads, 0 for tails
n
number of flips
h
total heads
P_h
heads percentage

The side recorded is the one in the longest run; tied runs keep the first. The seeded generator is deterministic.

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Frequently asked questions

What does the longest-streak side show?

It identifies the side in the longest consecutive run, not the side on the last flip. A seeded generator is deterministic and is not a source of true or cryptographic randomness.