99b1bc43.json

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Train Examples

Train Input 1
Train Output 1
Train Input 2
Train Output 2
Train Input 3
Train Output 3
Train Input 4
Train Output 4

Test Example

Test Input
Test Output

Participant 1

Initial description: Overlay the grids with red and blue squares. If there is only one color in a square, color it green. If there is a black square or both colors, the square is black

Final description: Create a 4x4 grid. Overlay the grids with red and blue squares in the input. If there is only one color in a square, color it green. If there is a black square or both colors, the square is black


Attempt 1: Incorrect
Attempt 2: Correct

Participant 2

Initial description: Think of the two grids that are over/under each other as actually overlapped on top of one another. Where overlapping, black from top grid matching black from black from bottom grid should remain black on the test output. Grids that have a blue or red color, but the color is black from the other grid, should be colored green.

Final description: Think of the two grids that are over/under each other as actually overlapped on top of one another. If there's a red/blue overlap between the two, that pixel should be black on the output. If there's a black/blue overlap, that pixel should then be black on the output. if there's a red/black overlap, that pixel should be green on the output.


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

Participant 3

Initial description: Each green cell is relative to the cells that are present on a row. The shape of it is determined by how many cells are colored in per row

Final description: Each green cell is relative to the cells that are present on a row. The shape of it is determined by how many cells are colored in per row


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

Participant 4

Initial description: red and blue same color equal black, different equals green

Final description: red and blue same color equal black, different equals green


Attempt 1: Correct

Participant 5

Initial description: Form a pattern by filling in black squares.

Final description: Form a pattern by filling in black squares.


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

Participant 6

Initial description: overlap the two grids on either side of the yellow border and make the squares with both red and blue squares into black, the suares with two black squares stay black and the squares that contain either a red or a blue square but not both turn green

Final description: overlap the two grids on either side of the yellow border and make the squares with both red and blue squares into black, the squares with two black squares stay black and the squares that contain either a red or a blue square but not both turn green


Attempt 1: Incorrect
Attempt 2: Correct

Participant 7

Initial description: I am unsure I just know that somehow yellow and blue make green and all the rest are black squares.

Final description: All green and black output, I am unsure how they transpose over to the other side because the amount of yellow mixed with blue and the patterns do not add up.


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

Participant 8

Initial description: nan

Final description: nan


Attempt 1: Correct

Participant 9

Initial description: Look at the two 4x4 grids separated by the yellow line. On a 4x4 output grid, color green every cell that is black in one of the input 4x4 grids but not the other.

Final description: Look at the two 4x4 grids separated by the yellow line. On a 4x4 output grid, color green every cell that is black in one of the input 4x4 grids but not the other.


Attempt 1: Correct

Participant 10

Initial description: Output grid should be 4x4, I have no clue what defines the output colors though

Final description: Output grid should be 4x4, I have no clue what defines the output colors though


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

Participant 11

Initial description: the color missing from input goes to the output in an unknown pattern

Final description: the color missing from input goes to the output in an unknown pattern


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

Participant 12

Initial description: I have no idea. Completely and totally clueless.

Final description: I have no idea. Completely and totally clueless.


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

Participant 13

Initial description: I'm not sure how this one was done.

Final description: I'm not sure how this one was done.


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

Participant 14

Initial description: if you put the 2 shapes on top of each other, the sqaures that have a have 2 inputs on the same square are black, and the squares that have no imputs are also black. but if there is only one input per square its colored green

Final description: if you put the 2 shapes on top of each other, the sqaures that have a have 2 inputs on the same square are black, and the squares that have no imputs are also black. but if there is only one input per square its colored green


Attempt 1: Correct

Participant 15

Initial description: The grid is 4x4 and the blocks in the output are only green. But other than that I have no idea what the rule is. Looks like the green blocks are just randomly placed in the 4x4 grid.

Final description: The grid is 4x4 and the blocks in the output are only green. But other than that I have no idea what the rule is. Looks like the green blocks are just randomly placed in the 4x4 grid.


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

Participant 16

Initial description: thought fields were somehow reversed

Final description: thought fields were somehow reversed


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

Participant 17

Initial description: For this one, I can't see a pattern at all. I just randomly filled in the squares.

Final description: For this one, I can't see a pattern at all. I just randomly filled in the squares.


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

Participant 18

Initial description: not sure

Final description: not sure


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

Participant 19

Initial description: For this one I honestly can't figure it out. I've tried thinking of a solution and I just can't see one.

Final description: For this one I honestly can't figure it out. I've tried thinking of a solution and I just can't see one.


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

Participant 20

Initial description: If the red and blue sections were laid on top of each other find the squares that wouldn't have any overlap and make those green

Final description: If the red and blue sections were laid on top of each other find the squares that wouldn't have any overlap and make those green


Attempt 1: Correct

Participant 21

Initial description: Again no idea I just don't see a pattern

Final description: Again no idea I just don't see a pattern No idea what I am missing. The tool is fun to play with though


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

Participant 22

Initial description: i have no idea what the output should be

Final description: i have no idea what the output should be


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

Participant 23

Initial description: nan

Final description: nan


Attempt 1: Correct

Participant 24

Initial description: Make a 4x4 output grid and then look at the two 4x4 grids seperated by the yellow line to make the new 4x4 grid based on what's in the location of each square in both grids. Two black squares equal a black square. A red and a blue square a;so equals a black square. One black square with either a red or blue square equals a green square.

Final description: Make a 4x4 output grid and then look at the two 4x4 grids seperated by the yellow line to make the new 4x4 grid based on what's in the location of each square in both grids. Two black squares equal a black square. A red and a blue square a;so equals a black square. One black square with either a red or blue square equals a green square.


Attempt 1: Correct

Participant 25

Initial description: Any spots where red/blue to overlap or black/black doesn't overlap are green.

Final description: Any spots where red/blue to overlap or black/black doesn't overlap are green.


Attempt 1: Correct

Participant 26

Initial description: I really couldn't figure out the rule here so I'm just attempting to copy the example verbatim and get lucky.

Final description: I really couldn't figure out the rule here so I'm just attempting to copy the example verbatim and get lucky.


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

Participant 27

Initial description: red/blue and black turns green.

Final description: red/blue and black turns green.


Attempt 1: Correct

Participant 28

Initial description: Create a 4x4 grid. Recreate the top 4x4 blue grid using GREEN. The new output will be all green and black. Use the bottom 4x4 red input part under the yellow line as a GUIDE that tells you which blocks to delete in your new grid. (no need to do anything if bottom part is all black.) If a box is red in the input, then the corresponding box will be black in the new output. So that means turn it black if it was green, but keep it black if it was already black. Example: the top left box in your new output is Green. And in the red input part, The top left box is red. So that means you need to change the top left box in your output to Black. If the corresponding box in the red guide is black, then just don't change that box. leave it as green or black, whatever it was originally.

Final description: create a 4x4 grid. There are two 4x4 grids in the input separated by a yellow line. Look at a pair of boxes, one in the top and the corresponding box in the bottom. If both are filled in with blue and red, then that box is black in your output. If neither are filled in in the input, that box is also black in your output. If only one (either blue or red) is filled in and the other is black in the input, then that box is green in your output. So your output will be all green and black, and 4x4. The green boxes in your output are the only ones where one box in the inputs is filled (either red or blue). If red and blue both exist in that corresponding box or neither exist, that box is black in your output.


Attempt 1: Incorrect
Attempt 2: Correct

Participant 29

Initial description: I don't know.

Final description: I did not understand any pattern here.


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

Participant 30

Initial description: overlap the patterns, black cells remain black, overlapped cells become black, while non-overlapped cells become green

Final description: make a 4 x 4 grid, mentally overlap the upper and lower pattern from input, black cells remain black, overlapped cells become black, while non-overlapped cells become green


Attempt 1: Correct

Participant 31

Initial description: im doing it wrong

Final description: im doing it wrong


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

Participant 32

Initial description: I don't know.

Final description: I don't know.


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

Participant 33

Initial description: If the blue and red had the same square, then they would go black.

Final description: If the blue and red had the same square, then they would go black.


Attempt 1: Correct

Participant 34

Initial description: If there is exactly one non-black color in the top four rows or the bottom rows, then the output is green. Otherwise it is black.

Final description: If there is exactly one non-black color in the top four rows or in the bottom rows, then the output is green. Otherwise it is black.


Attempt 1: Correct

Participant 35

Initial description: copied the pattern that I see on the left

Final description: copied the pattern that I see on the left


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

Participant 36

Initial description: Fill in the leftover black spots.

Final description: I do not know, I cannot figure out the pattern


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