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index
int64 | image
string | answer
string | A
string | B
string | C
string | D
string | question
string | category
string |
|---|---|---|---|---|---|---|---|---|
0 | 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| C | 9th | Equal | 18th | null | Which data point is higher: the 9th or the 18th? | Comparison |
1 | 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| A | 14.5800 | 27.7200 | 1.7100 | 19.8000 | What is the value of the 23rd label? | Identification |
2 | 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 | D | 15th, 28th | 14th, 26th | 14th, 27th | 9th, 25th | Which pair of data points has the least difference in values? | Similarity |
3 | "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED) | A | 611.3500 | 69.5400 | 0.5300 | 95.8700 | What is the range of values present (max minus min)? | Range |
4 | "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED) | B | Chhattisgarh | Karnataka | Madras | Manipur | What is the label of the 15th data point? | Identification |
5 | "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED) | B | 8.9200 | 463.7300 | 18.2800 | 37.4400 | What is the range of values present (max minus min)? | Range |
6 | "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED) | C | strictly decreasing | strictly increasing | neither | null | Is the line strictly increasing, strictly decreasing, or neither? | Trend |
7 | "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED) | D | 1.8800 | 17.8200 | 22.8700 | 30.8100 | What is the value of the 24th label? | Identification |
8 | "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED) | A | 2nd, 9th | 11th, 25th | 17th, 28th | 11th, 12th | Which pair of data points has the least difference in values? | Similarity |
9 | "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED) | C | #e5d8d1 | #d65244 | #f29274 | #e7745b | What is the color of the 23rd data point? | Colour |
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