Probability the Board comes Four to a Suit.
And if you have 2 reduce by:

Probability the Board comes Three to a Suit
And if you have 2 reduce by:

Probability the Board comes Two to a Suit.
And if you have 2 reduce by:

Probability the Board comes Two to one suit, And Two to another.
And if you have 2 reduce by:

Probability the Board comes Three to one suit and Two to another suit. A "Painted" House, if you will.
And if you have 2 of the 3 suit, reduce by:

Number Suited		Frequency	Totals	Percentages %	% with 2
	two	0.026374	685,464	26.37456%	18.59%
	2×2	0.365186	949,104	36.51861%	25.75%
	three	0.223169	580,008	22.31692%	15.74%
	3×2	0.103001	267,696	10.30012%	7.26%
	four	0.021458	111,540	4.29171%	3.03%
	five	0.001980	5,148	.19808%	.13%
Totals		1.0	2,598,960	100.00000%	n/a

Hence you will have a flush draw 1/4^thof:
or with your suit

Flush on the Board

The Total Number of Possible Boards	100.00%

Probability the Board comes Five to a Suit, if you have 2 reduce by:	.19% .13%

	4.29% 3.03%

	22.31% or 15.74%

	26.37% or 18.59%

	36.50% or 25.75%

	10.30% or 7.26%





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