Four Two Unsuited Vs Six Two Suited Poker Hand Odds | Which Is The Better Hand In Poker? A Complete Guide

Welcome to our latest poker strategy deep dive, where we're pitting two distinct hands against each other in a high-stakes showdown: Four Two Unsuited vs Six Two Suited.

In the dynamic world of poker, every decision counts, and knowing which hand holds the upper hand is key to your success at the table.

In this article, we'll dissect these two hands, explore the scenarios where one dominates the other, and equip you with the knowledge to make strategic choices that can tip the odds in your favor.

Get ready to unravel the intriguing dynamics of these poker hands and elevate your game to new heights.

Pre Flop Hand Match Up

Four Two Unsuited vs Six Two Suited - Odds Of Winning

Win Probablility

Equity

Below, we present a detailed breakdown of the winning probabilities for each hand, providing you with the insight you need to navigate the intricate landscape of poker strategy and decision-making.

Dive into these numbers, and you’ll find yourself better equipped to make those crucial calls at the table.

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Four Two Unsuited (42o)   Six Two Suited (62s)
52.46% Win 23.54%
24.00% Tie 24.00%
64.46% Equity 35.54%

Four Two Unsuited vs Six Two Suited - Limit Poker Hand Ratings

Top poker experts and players have crafted ways to judge the strength of starting hands in limit Texas hold’em.

Below, you’ll see a table breaking down hand rankings according to popular systems.

Do remember, these rankings don’t apply to no limit games.

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Four Two Unsuited   Six Two Suited
- Sklansky Rating What is this? -
0.5 Chen Formula What is this? -1.5
- Hellmuth Tier What is this? -
-0.12 Expected Value What is this? -0.14

Four Two Unsuited vs Six Two Suited - Winning Hand Breakdown

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Four Two Unsuited   Six Two Suited
5,382,720 High Card 0
12,103,332 One Pair 4,250,400
7,030,776 Two Pair 5,054,976
1,271,460 Three Of A Kind 917,892
1,746,180 Straight 2,478,120
3,997,476 Flush 1,072,392
735,300 Full House 694,212
40,032 Four Of A Kind 35,616
27,864 Straight Flush 7,224

River Pairs