![\"Image](\"https:\/\/www.top10pokersites.net\/wp-content\/uploads\/2023\/01\/zeebos-theorem-guide.jpg\" "\\"Zeebos")
Before the age of the internet, poker knowledge and theorems were scattered and only available to small groups of people. With the So, who is Zeebo? What does the theorem suggest, and does it really work in poker? Without further ado, let\u2019s explore this theory in detail.<\/strong><\/p>\n Unlike many complex approaches and theories, Zeebo\u2019s idea is relatively straightforward, suggesting that players will never fold a full house, regardless of the betting round or size of the bet.<\/b><\/p>\n Because of its simplicity, this theorem is the most effective of all similar theories<\/b> appearing on poker forums for the past two decades.<\/p>\n The following are a couple of reasons why this strategy works:<\/strong><\/p>\n The theory was coined by an online player nicknamed \u201ccaptZEEbo,\u201d <\/b>who also uses the alias Captain Zeebo<\/b> in online communities. It was later revealed that the professional high-stakes player was actually Greg Lavery.<\/b> He had a poker blog, which has been down for a while.<\/p>\n Zeebo has been active on the 2 + 2 forum, and there\u2019s even a documentary<\/a> by DeucesCracked about Lavery\u2019s professional poker career.<\/p>\n Now that you understand the rule suggested by the theorem, it\u2019s crucial to know how to use it in practice and start making money.<\/p>\n It all comes down to two essential rules.<\/strong> Imagine you hold K\u2665 and 10\u2660 while the board shows K\u2660, K\u2663, J\u2665, and J\u2663. In this case, you already have a full house with three kings and two jacks. If you assume that the opponent has a jack, it\u2019s time to make them pay for it.<\/p>\n Following Zeebo\u2019s theorem, we can assume that the opponent won\u2019t fold their full house, even though you have a better hand.<\/p>\n Why would they do that?<\/i> Well, Lavery believes it\u2019s some kind of psychological trick where players always convince themselves they have a winning hand whenever they have a full house, even when common sense suggests that the opponent might have an advantage.<\/p>\n If you get into a situation where you could assume your opponent has a full house, you\u2019ll most likely have the higher ground by applying the theorem.<\/p>\n Of course, exceptions might happen occasionally, and we\u2019ll cover them in the following section. The rule might work most of the time with casual or even professional players. However, there\u2019s always a 1% chance that you\u2019ll stumble upon a poker pro who has a highly tight approach. In that case, they\u2019ll likely fold, and that\u2019s a way to tell that the opponent is a true expert in this game. In this situation, 99% of players in Laak\u2019s position would probably shove. Truth be told, Laak\u2019s initial move was a $16,400 raise, with Chan countering him with a $46,400 reraise.<\/p><\/div>\n<\/i> What Is Zeebo\u2019s Theorem?<\/span><\/h2>\n
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<\/i> How to Use Zeebo\u2019s Theorem?<\/span><\/h2>\n
\n<\/p>Can the Theorem Provide an Advantage?<\/h3>
![\"Can](\"https:\/\/www.top10pokersites.net\/images\/icons\/icon-traffic.png\"){kind=icon}
\n<\/p><\/div>\n<\/i> Exceptions to the Rule<\/span><\/h2>\n
\n<\/p><\/i> Best Poker Rooms To Play Online Tournaments<\/span><\/h2>\nMy list of the best poker sites which I consider to be the best rooms to play in 2024:<\/strong>
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