Dataset Viewer
Auto-converted to Parquet
index
int64
0
686
image
stringlengths
1.99k
1.73M
question
stringlengths
52
1.13k
answer
stringclasses
92 values
id
stringlengths
9
11
tag
stringclasses
2 values
infer_type
stringclasses
2 values
task
stringclasses
13 values
instruction
stringlengths
21
534
constraints
stringlengths
2
1.95k
num_constraints
int64
0
8
del_cons
stringclasses
8 values
0
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
You are provided with an image which contains two pictures side by side. Your task is to identify the differences between the two pictures. Separate the differences with a semicolon. Please write between 50 and 70 words in total. Do not use any commas in the response. Use **bold** for the first difference mentioned and *italic* for the last difference mentioned. If the difference is the cars, don't mention their color. Each difference must be followed by a brief explanation of why it stands out or how it changes the scene.
""
C-Level_0
C-Level
main
null
You are provided with an image which contains two pictures side by side. Your task is to identify the differences between the two pictures. Separate the differences with a semicolon.
[{"key": "word_count_range_limit", "value": "Please write between 50 and 70 words in total.", "judge": {"method": "rule_based", "verify_funcs": [{"func": "check_whether_response_word_count_in_range", "params": [50, 70]}]}}, {"key": "punctuation_requirements", "value": "Do not use any commas in the response.", "judge": {"method": "rule_based", "verify_funcs": [{"func": "check_whether_whole_response_not_contain_certain_substring", "params": [","]}]}}, {"key": "highlight_requirements", "value": "Use **bold** for the first difference mentioned and *italic* for the last difference mentioned.", "judge": {"method": "direct_gpt", "verify_funcs": []}}, {"key": "not_mention", "value": "If the difference is the cars, don't mention their color.", "judge": {"method": "direct_gpt", "verify_funcs": []}}, {"key": "logical_relation_requirements", "value": "Each difference must be followed by a brief explanation of why it stands out or how it changes the scene.", "judge": {"method": "direct_gpt", "verify_funcs": []}}]
5
[]
1
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
Create a short conversation between the bull statue and a passerby who stops to admire it. Write your answer in a friendly and engaging tone, as if the statue and the passerby are having a casual conversation. Please answer in Chinese. Respond as if the bull statue has a wise and patient demeanor, while the passerby is curious and respectful. The conversation must mention the statue's facial expression. Use exactly five adverb in your response. Your response must consist of exactly 3 paragraphs, each focusing on a different aspect of the conversation. Include at least one metaphor in your response to describe the statue's presence or the passerby's reaction. Conclude with a brief summary of the key points of the conversation, emphasizing the connection between the statue and the passerby.
""
C-Level_1
C-Level
main
null
Create a short conversation between the bull statue and a passerby who stops to admire it.
[{"key": "tone_requirement", "value": "Write your answer in a friendly and engaging tone, as if the statue and the passerby are having a casual conversation.", "judge": {"method": "cmp_gpt", "verify_funcs": []}}, {"key": "natural_language", "value": "Please answer in Chinese.", "judge": {"method": "direct_gpt", "verify_funcs": []}}, {"key": "role_imitation", "value": "Respond as if the bull statue has a wise and patient demeanor, while the passerby is curious and respectful.", "judge": {"method": "cmp_gpt", "verify_funcs": []}}, {"key": "mention", "value": "The conversation must mention the statue's facial expression.", "judge": {"method": "direct_gpt", "verify_funcs": []}}, {"key": "part_of_speech_requirements", "value": "Use exactly five adverb in your response.", "judge": {"method": "direct_gpt", "verify_funcs": []}}, {"key": "paragraph_number_limit", "value": "Your response must consist of exactly 3 paragraphs, each focusing on a different aspect of the conversation.", "judge": {"method": "rule_based", "verify_funcs": [{"func": "check_whether_response_paragraph_number_in_range", "params": [3, 3]}]}}, {"key": "rhetoric_requirements", "value": "Include at least one metaphor in your response to describe the statue's presence or the passerby's reaction.", "judge": {"method": "cmp_gpt", "verify_funcs": []}}, {"key": "wrap_up_requirement", "value": "Conclude with a brief summary of the key points of the conversation, emphasizing the connection between the statue and the passerby.", "judge": {"method": "direct_gpt", "verify_funcs": []}}]
8
[]
2
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED)
"Create a short conversation between the bull statue and a passerby who stops to admire it. Please a(...TRUNCATED)
""
C-Level_1
C-Level
aux_cmp_gpt
null
Create a short conversation between the bull statue and a passerby who stops to admire it.
"[{\"key\": \"natural_language\", \"value\": \"Please answer in Chinese.\", \"judge\": {\"method\": (...TRUNCATED)
7
tone_requirement
3
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED)
"Create a short conversation between the bull statue and a passerby who stops to admire it. Write yo(...TRUNCATED)
""
C-Level_1
C-Level
aux_cmp_gpt
null
Create a short conversation between the bull statue and a passerby who stops to admire it.
"[{\"key\": \"tone_requirement\", \"value\": \"Write your answer in a friendly and engaging tone, as(...TRUNCATED)
7
role_imitation
4
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED)
"Create a short conversation between the bull statue and a passerby who stops to admire it. Write yo(...TRUNCATED)
""
C-Level_1
C-Level
aux_cmp_gpt
null
Create a short conversation between the bull statue and a passerby who stops to admire it.
"[{\"key\": \"tone_requirement\", \"value\": \"Write your answer in a friendly and engaging tone, as(...TRUNCATED)
7
rhetoric_requirements
5
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED)
"What is the value of largest bar? Keep two decimal places for all the number in the answer. Your an(...TRUNCATED)
""
C-Level_2
C-Level
main
null
What is the value of largest bar?
"[{\"key\": \"precision\", \"value\": \"Keep two decimal places for all the number in the answer.\",(...TRUNCATED)
4
[]
6
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED)
"Describe how you would decorate this space further to enhance its charm. Include at least one condi(...TRUNCATED)
""
C-Level_3
C-Level
main
null
Describe how you would decorate this space further to enhance its charm.
"[{\"key\": \"logical_relation_requirements\", \"value\": \"Include at least one conditional stateme(...TRUNCATED)
6
[]
7
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED)
"Describe how you would decorate this space further to enhance its charm. Include at least one condi(...TRUNCATED)
""
C-Level_3
C-Level
aux_cmp_gpt
null
Describe how you would decorate this space further to enhance its charm.
"[{\"key\": \"logical_relation_requirements\", \"value\": \"Include at least one conditional stateme(...TRUNCATED)
5
tone_requirement
8
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED)
"Describe how you would decorate this space further to enhance its charm. Include at least one condi(...TRUNCATED)
""
C-Level_3
C-Level
aux_cmp_gpt
null
Describe how you would decorate this space further to enhance its charm.
"[{\"key\": \"logical_relation_requirements\", \"value\": \"Include at least one conditional stateme(...TRUNCATED)
5
style_requirements
9
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED)
"Introduces the objects in the picture. Write the name of the logo in all caps and all other words i(...TRUNCATED)
""
C-Level_4
C-Level
main
null
Introduces the objects in the picture.
"[{\"key\": \"case_requirements\", \"value\": \"Write the name of the logo in all caps and all other(...TRUNCATED)
5
[]
End of preview. Expand in Data Studio

No dataset card yet

Downloads last month
41