Participant 1
Initial description: Based on there not really being a pattern, I felt that it must be that it starts in the middle then eliminates objects going counter clockwide in each quadrant. So, center first, then top right, then top left, then bottom right and bottom left.
Final description: It was very difficult trying to figure out what the rule was here as each rule I thought it was seemed to not work. My last guess was that any two sections that were the same in size, regardless of direction, one would be eliminated. The choose on which one to eliminate would be absed on the number of red squares it had within it, with the one with less being eliminated.
Participant 2
Initial description: Remove the shape with the least number of brownish red squares inside. Leave the rest.
Final description: Remove the shape with the least number of brownish red squares inside. Leave the rest.
Participant 3
Initial description: Trying to figure out shapes
Final description: Not sure just trying to figure this out
Participant 4
Initial description: remove the square that only has on singular square
Final description: I think the patter was to remove the square with either 1 or 2 red squares
Participant 5
Initial description: Copied.
Final description: Copied and edited.
Participant 6
Initial description: Recreate the image displayed in the input exactly, with the exception of "blacking out" the large green rectangle that has the fewest number of small dark red squares inside it.
Final description: Recreate the image displayed in the input exactly, with the exception of "blacking out" the large green rectangle that has the fewest number of small dark red squares inside it.
Participant 7
Initial description: I believe the rule was to transform the test output grid to the same size as the test input grid, and then change the green and red set of squares that had the fewest red squares inside it to black.
Final description: I believe the rule was to transform the test output grid to the same size as the test input grid, and then change the green and red set of squares that had the fewest red squares inside it to black.
