wrap
A 'Wrap' in poker refers to a straight draw where there are 13 or more cards that can complete the straight.
What is a Wrap in Poker?
In poker, a 'Wrap' is a term used in Omaha poker to describe a straight draw where there are 13 or more cards that can complete the straight. It is a more powerful version of an open-ended straight draw or a double gutshot.
Understanding Wraps
In Omaha poker, players receive four hole cards instead of two, which leads to a larger number of potential combinations and makes wraps possible. A wrap can have up to 20 outs, which makes it a very strong drawing hand.
Playing a Wrap
When you have a wrap, you have a strong drawing hand that could potentially become a straight. However, even though a wrap is a strong draw, it's important to remember that it's still just a draw and not a made hand.
Example of "Wrap"
For instance, if a player holds A-K-Q-J and the board shows 10-9-2, the player has a wrap. Any 7, 8, Jack, Queen, or King will complete the straight.
- "He was hoping to hit one of his many outs on the turn to complete his wrap."
- "Despite having a wrap, she decided to fold due to the large bet from her opponent."
- "With four cards to a straight, he had a wrap and several ways to complete his hand."
Wrap in Poker FAQs
What is a Wrap in poker?
A Wrap in poker, specifically in Omaha poker, is a straight draw where there are 13 or more cards that can complete the straight.
How many outs can a Wrap have?
A wrap can have up to 20 outs, which makes it a very strong drawing hand.
Is a Wrap a made hand?
No, a wrap is a type of drawing hand. This means you have the potential to make a strong hand, but you haven't made it yet.
How does a Wrap compare to an open-ended straight draw?
A wrap is a more powerful version of an open-ended straight draw. While an open-ended straight draw has 8 outs, a wrap can have 13 or more outs.
Can I have a Wrap in Texas Hold'em?
No, wraps are specific to Omaha poker due to the increased number of hole cards, which leads to a larger number of potential combinations.