Participant 1

Initial description: make the output the same size as the input just condense all the random dots down into a couple sections

Final description: I thought the rule was to replicate the grid size and condense the dots down to just one section of the grid


Attempt 1: Incorrect
Attempt 2: Incorrect
Attempt 3: Incorrect

Participant 2

Initial description: To completely fill in the boxes that started with the most colored squares

Final description: Completely fill in the squares with the most colored squares with that color, then remove all colored squares from other squares.


Attempt 1: Incorrect
Attempt 2: Incorrect
Attempt 3: Correct

Participant 3

Initial description: Pattern recognition, fill in boxes with most content numbers and remove all others, If there is only one with the highest number that one gets filled. If there are multiples, they all get filled.

Final description: Pattern recognition, fill in boxes with most content numbers and remove all others, If there is only one with the highest number that one gets filled. If there are multiples, they all get filled.


Attempt 1: Correct

Participant 4

Initial description: Look at each sub block and find the sub block with the most amount of color squares. Fill that sub block completely with the square's color. If more than one sub block tie then they should be fill in as well.

Final description: Find the sub-bloc with the most amount of color squares, completely fill it in with the color of the square. If other sub-bloc tie with the winning sub-bloc, they should be fill in as well. Fill all the other sub-bloc with black.


Attempt 1: Incorrect
Attempt 2: Correct

Participant 5

Initial description: The rule was to count the number of colored squares on each separate small square, and fill in any square completely the solid color of any square that has two small colored squares.

Final description: First, you need to separate all four squares as separate entities. Then, in each individual square, you need to count how many colored squares there are. The ones with the most colored squares (either one or two if they both have the same highest amounts), you make that entire square the same solid color.


Attempt 1: Incorrect
Attempt 2: Incorrect
Attempt 3: Correct

Participant 6

Initial description: Fill only with the test input color those blocks that have the most colored block in the input.

Final description: Fill only with the test input color those blocks that have the most colored block in the input.


Attempt 1: Correct

Participant 7

Initial description: Which ever square has the most of one color will be filled in completely while the others will be all black. If there is a tie then make both blocks all yellow.

Final description: Which ever square has the most of one color will be filled in completely while the others will be all black. If there is a tie then make both blocks all yellow.


Attempt 1: Correct

Participant 8

Initial description: make the grid into none equal 3 by 3 sqares, fill two of them

Final description: Make a grid with 9 3 by 3 squares and fill one square with a solid color.


Attempt 1: Incorrect
Attempt 2: Incorrect
Attempt 3: Incorrect

Participant 9

Initial description: The one that had the most was filled in with any others with the same amount, the rest were black.

Final description: The one that had the most was filled in with any others with the same amount, the rest were black.


Attempt 1: Correct