Last updated: April 2026
Session inputs
What theoretical loss actually means
The "expected loss" figure is the long-run mathematical expectation — what the house edge takes from your total coin-in, on average, across many thousands of sessions. On a full-pay 9/6 table at 99.95% RTP, a $2,000 coin-in session theoretically loses $1.00 to the house. That number sounds impossibly small — because it is, for a single session.
In practice, your individual session result is dominated by variance, not the edge. You can easily lose $400 or win $300 on a session where the theoretical house take is under $2. The expected loss figure tells you what the math extracts over thousands of sessions, not what will happen tonight.
Where theoretical loss becomes genuinely useful is in comparing paytable versions. The difference between a 9/6 and an 8/5 game is roughly $28 in expected loss on a $1,500 coin-in session. That gap is real, consistent, and compounds every session you play. Paytable selection is the one area where the math shows up clearly even in medium-run play.
Why the paytable comparison matters more than the RTP headline
Casino sites often advertise "99%+ RTP video poker" without specifying which paytable version they're actually running. The calculator above shows you exactly what the gap costs in real dollars across your session plan. A casino offering 8/5 Pickem Poker next to one offering 9/6 isn't offering the "same game at a slightly worse rate" — it's offering a game that costs you an extra $28 per 300 hands at $1.00 denomination max coins. Over 20 sessions, that's $560 in additional expected loss purely from paytable selection, nothing to do with luck or skill.
The sub-max coin penalty
Selecting fewer than 5 coins per hand drops your RTP by approximately 3 percentage points, because the Royal Flush bonus only activates at max coins. The calculator flags this — but the key point is that the correct response to bankroll pressure is never to reduce coins. It's to reduce denomination. Playing 5 coins at $0.25 denomination ($1.25/hand) gives you 99.95% RTP. Playing 3 coins at $1.00 denomination ($3.00/hand) gives you ~97% RTP and costs you more per hand in expected loss despite feeling more conservative.
Why is the theoretical loss so small on the full-pay game?
Because 99.95% RTP means the house keeps only 0.05% of coin-in as its long-run edge — $0.50 per $1,000 wagered. Full-pay Pickem Poker is one of the lowest house-edge games in any casino. The small expected loss is real, but individual session results can swing 20–30× the expected loss due to variance. The calculator's value isn't in predicting tonight's result — it's in showing the accumulated cost difference between paytable choices.
If expected loss is nearly zero on full-pay, why do I lose sessions?
Variance. Premium hands (Royal Flush, Straight Flush, Quads) contribute a significant portion of total long-run return but hit infrequently — sometimes not at all in a 400-hand session. When they don't appear, session results drop well below expectation. When they cluster, results spike above. The expected loss is near zero, but the standard deviation of a single session is large relative to that edge.
Does my strategy quality affect these numbers?
Yes. The calculator uses theoretical RTP assuming optimal play. Strategy errors lower your effective RTP — a player consistently taking low pairs over open straights might add 0.3–0.5% to their effective house edge. On a $1,500 coin-in session that's $4.50–$7.50 in additional expected loss on top of the paytable edge. The strategy guide covers how to avoid the most expensive errors.
How do I find out which paytable my casino uses?
Open the Pickem Poker game and check the paytable before placing any bet — it's displayed in the game interface. Look at the Full House line (should be 9-for-1) and the Flush line (should be 6-for-1). Those two numbers tell you immediately whether you're on a full-pay or reduced version. See the paytable guide for the full breakdown.