Printable Poker Keno Cards, PO-KE-NO Cards, Printable Pokeno Cards ... - Free Printable

The image shows a "Poker Keno" game card with a grid of 15 squares, each containing a unique playing card. The goal is to identify the 13 unique cards mentioned in the top-left corner of the image.

Step-by-Step Solution:

1. Identify All Cards on the Grid:
- The grid contains 15 squares, and each square has a card. Let's list all the cards:
- Top row: `10♥`, `10♠`, `10♣`, `10♦`, `9♥`
- Second row: `8♦`, `K♣`, `9♦`, `9♠`, `9♣`
- Third row: `J♣`, `5♦`, `K♥`, `1♠`, `J♥`
- Fourth row: `2♠`, `6♥`, `2♣`, `3♠`, `Q♦`
- Fifth row: `4♥`, `4♦`, `6♠`, `7♠`, `7♣`

2. Count Unique Cards:
- To find the unique cards, we need to eliminate duplicates and count only distinct cards.
- Let's list all the cards without repetition:
- Hearts (♥): `10♥`, `9♥`, `6♥`, `4♥`, `J♥`
- Spades (♠): `10♠`, `K♣`, `9♠`, `J♣`, `2♠`, `3♠`, `6♠`, `7♠`
- Clubs (♣): `10♣`, `9♣`, `2♣`, `4♦`
- Diamonds (♦): `10♦`, `9♦`, `5♦`, `Q♦`

3. Verify the Count:
- After listing all unique cards, we can count them:
- Total unique cards: `10♥`, `9♥`, `6♥`, `4♥`, `J♥`, `10♠`, `K♣`, `9♠`, `J♣`, `2♠`, `3♠`, `6♠`, `7♠`, `10♣`, `9♣`, `2♣`, `4♦`, `10♦`, `9♦`, `5♦`, `Q♦`
- There are 21 total cards listed, but we need only 13 unique cards as per the task.

4. Select the 13 Unique Cards:
- Since the task specifies "13 unique cards," we can select any 13 distinct cards from the list. For simplicity, let's choose one card from each suit and ensure no duplicates:
- Hearts: `10♥`, `9♥`, `6♥`, `4♥`, `J♥`
- Spades: `10♠`, `K♣`, `9♠`, `J♣`, `2♠`, `3♠`, `6♠`, `7♠`
- Clubs: `10♣`, `9♣`, `2♣`, `4♦`
- Diamonds: `10♦`, `9♦`, `5♦`, `Q♦`

- A possible selection of 13 unique cards could be:
```
10♥, 9♥, 6♥, 4♥, J♥, 10♠, K♣, 9♠, J♣, 2♠, 3♠, 6♠, 7♠
```

Final Answer:

The 13 unique cards are:
```
10♥, 9♥, 6♥, 4♥, J♥, 10♠, K♣, 9♠, J♣, 2♠, 3♠, 6♠, 7♠
```

Thus, the solution is:
\boxed{10♥, 9♥, 6♥, 4♥, J♥, 10♠, K♣, 9♠, J♣, 2♠, 3♠, 6♠, 7♠}