RTP and hit frequency answer different questions
The frequency of positive payouts does not tell you the total amount returned per unit of turnover.
The distinction that matters
Think of frequency as counting events and return as adding amounts. A toy model can pay small amounts frequently or large amounts rarely and still have the same expected return. Also define whether a 'hit' means any positive payout or a payout larger than the stake; those definitions can produce different rates.
A worked example
In one fictional C$1 model, half the rounds return C$1.80 and half return zero: expected return is C$0.90. Another returns C$9 in one round out of ten and zero otherwise: expected return is also C$0.90. The positive-payout frequencies are 50% and 10%, despite equal expected return.
Your next steps
- Check how a source defines a hit.
- Keep event frequency separate from return percentage.
- Record the payout amounts needed for a mathematical comparison.
- Do not infer an RTP from animations or a count of celebratory outcomes.
Where this answer stops
These toy distributions are not descriptions of real games. They illustrate why one metric cannot substitute for the other. Neither model provides a strategy for making gambling profitable.
Sources & reading
Original Northline explanation. Worked examples use stated assumptions; they do not establish an operator’s policy or predict personal results. Read how we handle evidence.
An editorial review date is not a new policy effective date. Always check the current source for operator-specific conditions.
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