Can two Pusoy full houses have the same three-of-a-kind rank?

A ranking rule still needs a deck check

Pagat’s standard ranking reference compares full houses by the three-card rank first, then the pair if necessary. Its general reference also covers contexts with shared cards. Traditional Pusoy uses one 52-card deck dealt into separate hands, with no wild cards. Those conditions matter before applying a generic example.

This lesson asks whether two supplied rows can exist together. It does not ask you to build a stronger hand. If you are still identifying the category, start with the full-house pattern guide.

Audit this copied two-row example

A fictional worksheet claims that these are the middle rows of two different players in the same deal:

• Ana: 7♣ · 7♦ · 7♥ · 2♣ · 2♦
• Ben: 7♠ · 7♣ · 7♦ · A♣ · A♦

Read each row alone and it has a three-plus-two pattern. Now circle every seven across both rows. You have six seven entries. Underline the complete card labels that appear twice: 7♣ and 7♦. The worksheet has assigned each of those physical cards to two people.

Do not resolve the alleged comparison by looking at the aces. First mark the worksheet “cannot be one deal under the stated deck conditions”. The error is in the combined inventory, even though each row looks plausible by itself.

Renaming suits cannot fix six entries

Try writing the six seven entries as six empty boxes. There are only four available seven labels to place in them: clubs, diamonds, hearts and spades. Giving every box a different suit is impossible. Changing which two labels are repeated merely moves the error.

The short check is two groups × three sevens = six sevens required, compared with four available. The same reasoning works for any triplet rank. It is a count of distinct physical cards, not a total of card points and not a probability calculation.

If the document is supposed to record a real deal, return to its source before correcting card identities. Do not silently invent replacement cards. Our rank-and-suit guide explains why a complete label matters.

A repeated pair is a different count

The contrast is in the required quantity: two pairs use four cards of a rank; two triplets would use six. “The rank appears in both rows” is therefore too vague a reason to reject an example.

Label examples as separate or simultaneous

Two photographs made after resetting the deck are independent examples. They can reuse the same card labels without claiming that both groups existed at once. A diagram labelled “same deal” makes a different claim and needs a combined inventory check.

Write that context beside a worksheet before comparing it. For a full layout, the row-order check remains a separate task. This article establishes neither a game winner nor payments, and does not verify any Tongits Go mode. A generic tie-break sentence alone is not evidence that its tied case can occur in every game using the ranking system.