index
int64 0
99
| question
stringlengths 59
69
| A
stringclasses 4
values | B
stringclasses 4
values | C
stringclasses 4
values | D
stringclasses 4
values | answer
stringclasses 4
values | image
stringlengths 30.3k
318k
|
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0 | Where is the tennis racket in the image? Answer with a single letter. | Bottom-left | Top-left | Bottom-right | Top-right | B | 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1 | Where is the zebra in the image? Answer with a single letter. | Top-right | Bottom-left | Top-left | Bottom-right | C | "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED) |
2 | Where is the pizza in the image? Answer with a single letter. | Top-right | Bottom-left | Top-left | Bottom-right | C | "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED) |
3 | Where is the train in the image? Answer with a single letter. | Bottom-right | Top-left | Top-right | Bottom-left | B | "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED) |
4 | Where is the broccoli in the image? Answer with a single letter. | Top-left | Bottom-left | Top-right | Bottom-right | D | "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED) |
5 | Where is the elephant in the image? Answer with a single letter. | Bottom-right | Top-right | Bottom-left | Top-left | A | "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED) |
6 | Where is the bed in the image? Answer with a single letter. | Top-left | Bottom-right | Top-right | Bottom-left | A | "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED) |
7 | Where is the banana in the image? Answer with a single letter. | Bottom-left | Bottom-right | Top-left | Top-right | C | "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED) |
8 | Where is the microwave in the image? Answer with a single letter. | Top-right | Top-left | Bottom-right | Bottom-left | C | "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED) |
9 | Where is the parking meter in the image? Answer with a single letter. | Top-left | Bottom-right | Top-right | Bottom-left | C | "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED) |
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COCO-GridQA Dataset
Overview
The COCO-GridQA dataset is a derived dataset created from the COCO (Common Objects in Context) validation set. It focuses on spatial reasoning tasks by arranging object crops from COCO images into a 2x2 grid and providing question-answer pairs about the positions of objects within the grid.
This dataset is designed for tasks such as spatial reasoning, visual question answering (VQA), and object localization. Each sample consists of:
- A composite image containing four object crops arranged in a 2x2 grid.
- Annotations that include questions like "Where is the tennis racket in the image?" and options like "Bottom-left", "Top-left", "Bottom-right" and "Top-right".
File Format
This dataset is provided in a TSV (Tab-Separated Values) format.
Column | Description |
---|---|
index |
A unique identifier for each data sample |
question |
A textual question related to the content of the image |
A |
The first option in the multiple-choice answers |
B |
The second option in the multiple-choice answers |
C |
The third option in the multiple-choice answers |
D |
The fourth option in the multiple-choice answers |
answer |
The correct answer, represented by A, B, C, or D |
image |
A base64-encoded string representing the image |
License
The COCO-GridQA dataset is derived from the COCO dataset, which is made available under the Creative Commons Attribution 4.0 International License (CC BY 4.0).
Key Points of the License:
- Attribution: You must give appropriate credit to the original COCO dataset creators whenever you use this dataset or any derivative works. Please cite the original COCO paper if you use this dataset in your research:
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