Need Help Calculating Odds

I need help calculating odds... but it's kind of an odd request.

For Hold 'Em, I'd like to know the odds of the following occurring, using your 2 cards and the community 5 cards (all cards):
-3 pair
-6 card straight
-7 card straight
-6 card straight flush
-7 card straight flush
-6 card flush
-7 card flush
-"Super" full house (4 of a kind + 3 of a kind)

Can anyone help or recommend me to someone?

ummm i'm not sure why the odds of these hands even matter Im not sure if you can calculate this with pokerstove or not. you can try it but im not going to waste my time.... pokerstove.com

When playing a dealer-calls-it cash game, I want to introduce a new spin on regular HoldEm... playing all 7 cards with expanded hand rankings. The only problem is, I need to know the relative rarity of all of the hands.

BTW, the "super" full house happened to me the other day. I had pocket 8's and flopped 6-8-6. Thinking I was set with a full house I tried to milk the hand and got screwed on the River. Turn and River were both 6's. I knew the other guy had a better kicker for the Quad 6's we shared.

Might be more trouble than its worth.

Why try and reinvent the wheel?

Well, a seven card flush would be (13/52)*(12/51)*(11/50)*(10/49)*(9/48)*(8/47)*(7/46) which would be .0000128%, or 1 in 77,963.03. A super full house would be (52/52)*(3/51)*(2/50)*(1/49)*(48/48)*(3/47)*(2/46) which is .000000133%, or 1 in 7,503,941.67. But, if you want the hand rankings, it would be 3 pair, 6 card straight, 6 card flush, 6 card straight flush, 7 card straight, 7 card flush, Super full house, 7 card straight flush.

I know a mental doctor taking new patiants




Snow

The odds are that if you are focused on these imaginary hands and these answers, you will get killed at the tables. No offense.