Dataset Viewer
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int64 468
11.5k
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stringlengths 8
15
| question
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| A
stringlengths 2
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stringlengths 56
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| __index_level_0__
int64 468
11.5k
|
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7,868 | HX7AUA9F | Consider the real-world 3D locations of the objects. Which is closer to the flowers, the glass table or the fireplace? | glass table | fireplace | null | null | B | multi_object_closer_to | 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 | MS-COCO | http://images.cocodataset.org/train2017/000000033204.jpg | 7,868 |
4,526 | TZ74UL9S | Consider the real-world 3D locations of the objects. Are the cell phone and the laptop next to each other or far away from each other? | next to each other | far away from each other | null | null | A | location_next_to | 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 | MS-COCO | http://images.cocodataset.org/train2017/000000158428.jpg | 4,526 |
3,068 | 0MCBFP3X | Consider the real-world 3D location of the objects. Which object is closer to the camera? | fire hydrant | poles | null | null | B | location_closer_to_camera | "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED) | MS-COCO | http://images.cocodataset.org/train2017/000000111746.jpg | 3,068 |
468 | 8NJIKJLO | Consider the real-world 3D locations of the objects. Which object has a higher location? | surfboard | brown building | null | null | A | height_higher | "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED) | MS-COCO | http://images.cocodataset.org/train2017/000000058987.jpg | 468 |
11,274 | CRUMXN05-flip | "Consider the real-world 3D locations and orientations of the objects. Which side of the old woman i(...TRUNCATED) | front | left | back | right | C | multi_object_viewpoint_towards_object | "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED) | MS-COCO | http://images.cocodataset.org/train2017/000000383087.jpg | 11,274 |
5,221 | O1O08WKW-1 | "Consider the real-world 3D locations and orientations of the objects. If I stand at the wooden chai(...TRUNCATED) | behind | in front of | null | null | B | orientation_in_front_of | "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED) | MS-COCO | http://images.cocodataset.org/train2017/000000137861.jpg | 5,221 |
11,524 | 6JMMHO11-2 | "Consider the real-world 3D locations and orientations of the objects. Which side of the bench is fa(...TRUNCATED) | back | right | front | left | B | multi_object_viewpoint_towards_object | "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED) | MS-COCO | http://images.cocodataset.org/train2017/000000123935.jpg | 11,524 |
2,680 | E6G4TZEA | Consider the real-world 3D locations of the objects. Is the bus directly underneath the clock? | yes | no | null | null | B | location_above | "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED) | MS-COCO | http://images.cocodataset.org/train2017/000000099844.jpg | 2,680 |
2,157 | VYZVFOPP-1 | "Consider the real-world 3D locations of the objects. Is the oven directly underneath the microwave?(...TRUNCATED) | no | yes | null | null | B | location_above | "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED) | MS-COCO | http://images.cocodataset.org/train2017/000000193271.jpg | 2,157 |
1,579 | MHQ4ZMQI-flip-1 | Consider the real-world 3D locations of the objects. Is the person directly underneath the crane? | no | yes | null | null | A | location_above | "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED) | MS-COCO | http://images.cocodataset.org/train2017/000000195685.jpg | 1,579 |
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