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Evaluation Input Image

describe all the cards and tell the total count


The image shows a collection of playing cards from a standard 52-card deck. At the top, there are 16 cards displayed, consisting of hearts, diamonds, spades, and clubs ranging in values from 2 to Ace. Below, there is a long row of around 32 face-down cards, with only the blue or violet backs visible.

In total, there appear to be approximately 48 cards shown in the image, which is very close to a full 52-card deck used for many classic card games.


Evaluation Input Image

describe all the cards and tell the total count


The image shows a set of playing cards arranged in two rows. The top row contains 10 cards, from left to right:

7 of Spades 9 of Clubs 10 of Hearts 10 of Diamonds Ace of Diamonds 7 of Hearts 8 of Diamonds 5 of Hearts 4 of Spades 8 of Hearts

The bottom row has 5 cards:

3 of Diamonds 9 of Hearts 3 of Hearts 2 of Hearts 2 of Diamonds

Assuming Aces are worth 1, and face cards (Jack, Queen, King) are worth 10, the total count of the displayed cards is:

7 + 9 + 10 + 10 + 1 + 7 + 8 + 5 + 4 + 8 + 3 + 9 + 3 + 2 + 2 = 88

Therefore, the total count of all the cards shown is 88.


Evaluation Input Image

describe all the cards and tell the total count


The image shows playing cards spread out in two rows, the top row with face-up cards and the bottom row with face-down cards showing the blue back design.

From left to right, the face-up cards are:

  • 7 of Spades
  • 9 of Clubs
  • 10 of Hearts
  • 10 of Clubs
  • Ace of Diamonds
  • 7 of Diamonds
  • 8 of Diamonds
  • 5 of Diamonds
  • 4 of Hearts
  • 8 of Clubs

In the second row, from left to right, the face-up cards are:

  • 3 of Diamonds
  • 9 of Hearts
  • 3 of Hearts
  • 2 of Hearts
  • 2 of Clubs

The face-down cards cannot be identified as their faces are hidden.

The total count of the face-up cards is calculated by adding the values of each card:

  • For numbered cards, the value is their face number.
  • For Aces, the value is typically either 1 or 11 depending on the game, but we'll use the most common value of 1.
  • For face cards (J, Q, K), which are not present here, the value is usually 10.

Let's add up the face-up card values: 7 (Spades) + 9 (Clubs) + 10 (Hearts) + 10 (Clubs) + 1 (Ace of Diamonds) + 7 (Diamonds) + 8 (Diamonds) + 5 (Diamonds) + 4 (Hearts) + 8 (Clubs) + 3 (Diamonds) + 9 (Hearts) + 3 (Hearts) + 2 (Hearts) + 2 (Clubs)

This equals: 7 + 9 + 10 + 10 + 1 + 7 + 8 + 5 + 4 + 8 + 3 + 9 + 3 + 2 + 2 = 88

The total count for the face-up cards is 88.


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Input

Input ID
bfc0368a-768a-4494-9317-689a67315183
Created
March 12, 2024
Permission
Public