Opening hand distribution

How often an opening hand holds exactly none, one, two or more of a group. A single comparator answers one question about the hand; the distribution shows you the whole thing, which is what a keep decision is really about.

Format

Opening hand of7cards, when38of the group are in a99card library

An average opening hand holds 2.69 of them.Empty hands: 2.9%

In handExactlyAt least

0 copies2.9%100.0%

1 copy14.2%97.1%

2 copies28.1%82.9%

3 copies29.6%54.8%

4 copies17.8%25.2%

5 copies6.2%7.4%

6 copies1.1%1.2%

7 copies0.1%0.1%

What this assumes

A single hand dealt off the top of a shuffled library. No mulligans.
Set the hand size below seven to read a hand you have already mulliganed down to. The first mulligan is free in this format, so one mulligan still keeps seven.
The bars sum to 100%. Every hand holds some number of them, zero included.

Build a deck here and the analysis tab runs this against your actual list, with your own categories as the groups.

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