Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: In rhombus LMPQ, $m \\angle Q L M=2 x^{2}-10$, $m \\angle Q P M=8 x$, and $M P=10$ . \r\nFind the perimeter of $LMPQ$\nChoices:\n(A) 10\n(B) 40\n(C) 70\n(D) 140\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within tags. The final answer MUST BE put in \\boxed{}.","role":"user"}],"string":"[\n {\n \"content\": \" Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\\nQuestion: In rhombus LMPQ, $m \\\\angle Q L M=2 x^{2}-10$, $m \\\\angle Q P M=8 x$, and $M P=10$ . \\r\\nFind the perimeter of $LMPQ$\\nChoices:\\n(A) 10\\n(B) 40\\n(C) 70\\n(D) 140\\n \\n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within tags. The final answer MUST BE put in \\\\boxed{}.\",\n \"role\": \"user\"\n }\n]"},"images":{"kind":"list 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}\n]"},"ability":{"kind":"string","value":"math-reasoning"},"reward_model":{"kind":"string","value":"{\n \"ground_truth\": \"B\",\n \"style\": \"rule\"\n}"},"extra_info":{"kind":"string","value":"{\n \"answer\": \"B\",\n \"index\": 90,\n \"question\": \"In rhombus LMPQ, $m \\\\angle Q L M=2 x^{2}-10$, $m \\\\angle Q P M=8 x$, and $M P=10$ . \\r\\nFind the perimeter of $LMPQ$\\nChoices:\\n(A) 10\\n(B) 40\\n(C) 70\\n(D) 140\",\n \"split\": \"test\",\n \"task\": \"geometry problem solving\"\n}"}}},{"rowIdx":91,"cells":{"data_source":{"kind":"string","value":"MathVista"},"prompt":{"kind":"list like","value":[{"content":" Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Find PT\nChoices:\n(A) 6\n(B) \\frac { 20 } { 3 }\n(C) 7\n(D) 22 / 3\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within tags. The final answer MUST BE put in \\boxed{}.","role":"user"}],"string":"[\n {\n \"content\": \" Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\\nQuestion: Find PT\\nChoices:\\n(A) 6\\n(B) \\\\frac { 20 } { 3 }\\n(C) 7\\n(D) 22 / 3\\n \\n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within tags. The final answer MUST BE put in \\\\boxed{}.\",\n \"role\": \"user\"\n }\n]"},"images":{"kind":"list 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}\n]"},"ability":{"kind":"string","value":"math-reasoning"},"reward_model":{"kind":"string","value":"{\n \"ground_truth\": \"B\",\n \"style\": \"rule\"\n}"},"extra_info":{"kind":"string","value":"{\n \"answer\": \"B\",\n \"index\": 91,\n \"question\": \"Find PT\\nChoices:\\n(A) 6\\n(B) \\\\frac { 20 } { 3 }\\n(C) 7\\n(D) 22 / 3\",\n \"split\": \"test\",\n \"task\": \"geometry problem solving\"\n}"}}},{"rowIdx":92,"cells":{"data_source":{"kind":"string","value":"MathVista"},"prompt":{"kind":"list like","value":[{"content":" Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: 如图，AB∥CD，BD⊥CF，垂足为B，∠ABF＝35°，则∠BDC的度数为（）\nChoices:\n(A) 25°\n(B) 35°\n(C) 45°\n(D) 55°\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within tags. The final answer MUST BE put in \\boxed{}.","role":"user"}],"string":"[\n {\n \"content\": \" Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\\nQuestion: 如图，AB∥CD，BD⊥CF，垂足为B，∠ABF＝35°，则∠BDC的度数为（）\\nChoices:\\n(A) 25°\\n(B) 35°\\n(C) 45°\\n(D) 55°\\n \\n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within tags. The final answer MUST BE put in \\\\boxed{}.\",\n \"role\": \"user\"\n }\n]"},"images":{"kind":"list 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The reasoning process MUST BE enclosed within tags. The final answer MUST BE put in \\boxed{}.","role":"user"}],"string":"[\n {\n \"content\": \" Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\\nQuestion: Find z\\nChoices:\\n(A) 10\\n(B) \\\\frac { 32 } { 3 }\\n(C) \\\\frac { 40 } { 3 }\\n(D) \\\\frac { 50 } { 3 }\\n \\n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within tags. The final answer MUST BE put in \\\\boxed{}.\",\n \"role\": \"user\"\n }\n]"},"images":{"kind":"list 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}\n]"},"ability":{"kind":"string","value":"math-reasoning"},"reward_model":{"kind":"string","value":"{\n \"ground_truth\": \"C\",\n \"style\": \"rule\"\n}"},"extra_info":{"kind":"string","value":"{\n \"answer\": \"C\",\n \"index\": 93,\n \"question\": \"Find z\\nChoices:\\n(A) 10\\n(B) \\\\frac { 32 } { 3 }\\n(C) \\\\frac { 40 } { 3 }\\n(D) \\\\frac { 50 } { 3 }\",\n \"split\": \"test\",\n \"task\": \"geometry problem solving\"\n}"}}},{"rowIdx":94,"cells":{"data_source":{"kind":"string","value":"MathVista"},"prompt":{"kind":"list like","value":[{"content":" Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Find the value of $t$ in the parallelogram.\nChoices:\n(A) 6\n(B) 7\n(C) 8\n(D) 13\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within tags. The final answer MUST BE put in \\boxed{}.","role":"user"}],"string":"[\n {\n \"content\": \" Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\\nQuestion: Find the value of $t$ in the parallelogram.\\nChoices:\\n(A) 6\\n(B) 7\\n(C) 8\\n(D) 13\\n \\n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within tags. The final answer MUST BE put in \\\\boxed{}.\",\n \"role\": \"user\"\n }\n]"},"images":{"kind":"list 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}\n]"},"ability":{"kind":"string","value":"math-reasoning"},"reward_model":{"kind":"string","value":"{\n \"ground_truth\": \"B\",\n \"style\": \"rule\"\n}"},"extra_info":{"kind":"string","value":"{\n \"answer\": \"B\",\n \"index\": 94,\n \"question\": \"Find the value of $t$ in the parallelogram.\\nChoices:\\n(A) 6\\n(B) 7\\n(C) 8\\n(D) 13\",\n \"split\": \"test\",\n \"task\": \"geometry problem solving\"\n}"}}},{"rowIdx":95,"cells":{"data_source":{"kind":"string","value":"MathVista"},"prompt":{"kind":"list like","value":[{"content":" Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: Subtract all large green matte cubes. Subtract all big green blocks. How many objects are left?\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within tags. The final answer MUST BE put in \\boxed{}.","role":"user"}],"string":"[\n {\n \"content\": \" Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\\nQuestion: Subtract all large green matte cubes. Subtract all big green blocks. How many objects are left?\\n \\n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within tags. The final answer MUST BE put in \\\\boxed{}.\",\n \"role\": \"user\"\n }\n]"},"images":{"kind":"list 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Subtract all big green blocks. How many objects are left?\",\n \"split\": \"test\",\n \"task\": \"math word problem\"\n}"}}},{"rowIdx":96,"cells":{"data_source":{"kind":"string","value":"MathVista"},"prompt":{"kind":"list like","value":[{"content":" Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: Subtract all shiny spheres. Subtract all big red matte spheres. How many objects are left?\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within tags. The final answer MUST BE put in \\boxed{}.","role":"user"}],"string":"[\n {\n \"content\": \" Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\\nQuestion: Subtract all shiny spheres. Subtract all big red matte spheres. How many objects are left?\\n \\n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within tags. The final answer MUST BE put in \\\\boxed{}.\",\n \"role\": \"user\"\n }\n]"},"images":{"kind":"list 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}\n]"},"ability":{"kind":"string","value":"math-reasoning"},"reward_model":{"kind":"string","value":"{\n \"ground_truth\": \"7\",\n \"style\": \"rule\"\n}"},"extra_info":{"kind":"string","value":"{\n \"answer\": \"7\",\n \"index\": 96,\n \"question\": \"Subtract all shiny spheres. Subtract all big red matte spheres. How many objects are left?\",\n \"split\": \"test\",\n \"task\": \"math word problem\"\n}"}}},{"rowIdx":97,"cells":{"data_source":{"kind":"string","value":"MathVista"},"prompt":{"kind":"list like","value":[{"content":" Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: How much more does a navy blue bath mat cost than a yellow bath towel? (Unit: $)\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within tags. The final answer MUST BE put in \\boxed{}.","role":"user"}],"string":"[\n {\n \"content\": \" Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\\nQuestion: How much more does a navy blue bath mat cost than a yellow bath towel? (Unit: $)\\n \\n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within tags. The final answer MUST BE put in \\\\boxed{}.\",\n \"role\": \"user\"\n }\n]"},"images":{"kind":"list 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}\n]"},"ability":{"kind":"string","value":"math-reasoning"},"reward_model":{"kind":"string","value":"{\n \"ground_truth\": \"5\",\n \"style\": \"rule\"\n}"},"extra_info":{"kind":"string","value":"{\n \"answer\": \"5\",\n \"index\": 97,\n \"question\": \"How much more does a navy blue bath mat cost than a yellow bath towel? (Unit: $)\",\n \"split\": \"test\",\n \"task\": \"math word problem\"\n}"}}},{"rowIdx":98,"cells":{"data_source":{"kind":"string","value":"MathVista"},"prompt":{"kind":"list like","value":[{"content":" Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: The advertising agency counted the number of billboards in each city in the state. How many cities have fewer than 70 billboards? (Unit: cities)\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within tags. The final answer MUST BE put in \\boxed{}.","role":"user"}],"string":"[\n {\n \"content\": \" Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\\nQuestion: The advertising agency counted the number of billboards in each city in the state. How many cities have fewer than 70 billboards? (Unit: cities)\\n \\n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within tags. The final answer MUST BE put in \\\\boxed{}.\",\n \"role\": \"user\"\n }\n]"},"images":{"kind":"list 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}\n]"},"ability":{"kind":"string","value":"math-reasoning"},"reward_model":{"kind":"string","value":"{\n \"ground_truth\": \"9\",\n \"style\": \"rule\"\n}"},"extra_info":{"kind":"string","value":"{\n \"answer\": \"9\",\n \"index\": 98,\n \"question\": \"The advertising agency counted the number of billboards in each city in the state. How many cities have fewer than 70 billboards? (Unit: cities)\",\n \"split\": \"test\",\n \"task\": \"math word problem\"\n}"}}},{"rowIdx":99,"cells":{"data_source":{"kind":"string","value":"MathVista"},"prompt":{"kind":"list like","value":[{"content":" Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: What has been done to this letter?\nChoices:\n(A) slide\n(B) flip\n(C) turn\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within tags. The final answer MUST BE put in \\boxed{}.","role":"user"}],"string":"[\n {\n \"content\": \" Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\\nQuestion: What has been done to this letter?\\nChoices:\\n(A) slide\\n(B) flip\\n(C) turn\\n \\n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within tags. The final answer MUST BE put in \\\\boxed{}.\",\n \"role\": \"user\"\n }\n]"},"images":{"kind":"list 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MathVista
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"content": "<image> Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: In how many years, is the merchandise exports greater than 0.92 %?\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
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}
] |
math-reasoning
|
{
"ground_truth": "4",
"style": "rule"
}
|
{
"answer": "4",
"index": 0,
"question": "In how many years, is the merchandise exports greater than 0.92 %?",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Choose the answer for the missing picture.\nChoices:\n(A) 1\n(B) 2\n(C) 3\n(D) 4\n(E) 5\n(F) 6\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "D",
"style": "rule"
}
|
{
"answer": "D",
"index": 1,
"question": "Choose the answer for the missing picture.\nChoices:\n(A) 1\n(B) 2\n(C) 3\n(D) 4\n(E) 5\n(F) 6",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: What is the difference between highest and lowest value of dark blue bar?\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "53",
"style": "rule"
}
|
{
"answer": "53",
"index": 2,
"question": "What is the difference between highest and lowest value of dark blue bar?",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Is Cadet Blue the high median?\nChoices:\n(A) yes\n(B) no\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 3,
"question": "Is Cadet Blue the high median?\nChoices:\n(A) yes\n(B) no",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: What is cumulative increase in weight ( in grams) for \"GROUP A\" in third week ( give an approximate value) ?\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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"
}
] |
math-reasoning
|
{
"ground_truth": "400",
"style": "rule"
}
|
{
"answer": "400",
"index": 4,
"question": "What is cumulative increase in weight ( in grams) for \"GROUP A\" in third week ( give an approximate value) ?",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: What is the total percentage of people who say that they do either less or more often than the usual amount of exercise during the coronavirus pandemic in the United States as of April 2020?\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "44",
"style": "rule"
}
|
{
"answer": "44",
"index": 5,
"question": "What is the total percentage of people who say that they do either less or more often than the usual amount of exercise during the coronavirus pandemic in the United States as of April 2020?",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Is Chartreuse the roughest?\nChoices:\n(A) yes\n(B) no\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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"
}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 6,
"question": "Is Chartreuse the roughest?\nChoices:\n(A) yes\n(B) no",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: In how many years, is the volume of the air carriers in Ethiopia greater than the average volume of the air carriers in Ethiopia taken over all years ?\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "4",
"style": "rule"
}
|
{
"answer": "4",
"index": 7,
"question": "In how many years, is the volume of the air carriers in Ethiopia greater than the average volume of the air carriers in Ethiopia taken over all years ?",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: What is the missing number in the picture?\nChoices:\n(A) 6\n(B) 8\n(C) 10\n(D) 11\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 8,
"question": "What is the missing number in the picture?\nChoices:\n(A) 6\n(B) 8\n(C) 10\n(D) 11",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Does New Jersey have a higher value than Georgia ?\nChoices:\n(A) Yes\n(B) No\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 9,
"question": "Does New Jersey have a higher value than Georgia ?\nChoices:\n(A) Yes\n(B) No",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Does Arkansas have a higher value than Indiana ?\nChoices:\n(A) Yes\n(B) No\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 10,
"question": "Does Arkansas have a higher value than Indiana ?\nChoices:\n(A) Yes\n(B) No",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Is Magenta greater than Web Maroon?\nChoices:\n(A) yes\n(B) no\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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"
}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 11,
"question": "Is Magenta greater than Web Maroon?\nChoices:\n(A) yes\n(B) no",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Among the states that border Georgia , does Florida have the lowest value ?\nChoices:\n(A) Yes\n(B) No\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
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RHKhTnA685BrnqKdkF2dpc/ErUZ9OvbWDSNEsnvYTBcXNpZ+XLIh+8Cd2Oee1Zeh/8ix4oP8A06wD/wAmI65+t/Qm3eHvE8IBLGyik49FuIgf/Qv0pWS2He5gUUUUyQooooAK6XwjmCPW75Rte3sMRSj70bvLGny+hKs4z6Zrmq6HwdIf7Wu7VwDBc6fcrNkdAkTSg/g0an8KqO6uKfwuxBRRRXrHiBRRRQAUUUUAdf8ADPTTqXjuwzHvitt1xJ/s7R8p/wC+itfSNeJ/BKySTV9UvTI4eCFIggxhg5JJP02D869trxsbK9W3Y9rAxtSv3CiiiuQ7QooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAEoo6CsHVPFWmadYPOl1DO+PkSNwxY9unb3pxjKTtFETqRgrydi/qOrWekWhuL2ZY0HA7kn0A6muVuPiJZDUIY7cMbQAtLKyHJ44VR657mvOLm6nvJ3muJWldyWZmPc1DXq08BBL3ndniVczqSfuKyPZNL8YaZqtyltHIUmaMNhxtGeMqM9TW2t1BI5RZY2cAEqGGRmvAKdHI8MiyROyOpyrKcEH2NTLL037rsVDNZpe9G59BZ+lLnIrwj+2dTMUkR1C6KP99TKxz+tdL4C1q7XW4tPluJHt5UYJGxyFYDOR6cA1hUwMoRcr7HVSzGFSaha1z1SiiiuI9IKKKKACiiigAooooAKKKKACiiigAooooAKQgEYIyKWigDwL4k+An0K7k1fTox/ZkzZdEGPs7Htj+6T09OnpXndfWt/Y22pWM1ndRiSCZCkiHuDXhXjn4cS+GYW1LT5mn03cA4cfPDnpk9xnv7j616mFxSa5J7nk4rCuLc4LQ8/ooor0DzgooooAKKKKACiiigAr1PTNVs5/hxqmuv4a8Pm7sp44YwbBdrAlAS3OSfmPcV5aOtX4db1G30a50aK426fcuJJYdincwwQc4yPujoe1ZVqfOl6m1KfI36HqHhHS9N8U6Amq3/AIftlubG5laBLaFIkvflLCMr/Fg4HPHHU/NXlF/cG6vp5zBFbl5C3kxRhEj5+6FHQDpV9PFOtxppqR3zRppxzarHGiiM9yQB82e+7Ocn1NULy8uNQvpby6ZXnmYvIwRUDMepwoAqKVKUZNvb8iqtSMopLdfiVqKKK6DnCiiigAooooAKns7g2l9b3CsymKRXBU4Iwc8e9QUUAg8WWv2bxPfsiKtvcytc2xQYVonJZCvtg49iCO1YtdRf4uvBheUKZLC9ihgf+IRyrKzL7gNGCB2LN61S8G/8jx4f/wCwlb/+jVryZx5JOPY9qnLmin3MSivT/E/g7Vdc+L08TadeJYXd6im68lljKbQWIcjBO0N+Vdh8V9LutR8Ktqn2MWkui3wFuwdW325CrvwpOPmwcHkBTxWXOtDXk3PIvFc+3+ydOiRI7e1063kVVHV5Ykkdj6klvyArna7XxDF4b1nxBfam3ipsXMpkC/YpXYZ7fNjj0GeBgdqyGs/CsbYOt6rKP+memIB+Zn/pVJ6Ca1MGiuhVPBq/euNel+kEKf8As7Umt6dpEGiadqOmLfp9qmmTZdujZVAnzDaBjJZh3+6aLisc/XQeEnzealbYz9o0u7XHqViMg/VBXP10HghwnjXSUb7s04tz7iQFD/6FTewLc5+irFvYXd4tw1tbTTC3jMsxjQt5aDqxx0FeieBtbJ8Ptp+mt9kv7QPPNsQZuELD592M5XIGD2AIzyBUVzOxE5ckXK1zzy106+vzizsri4PpDEz/AMhWpD4L8UTthPD+pL/tSWzov5sAK9FfWNTlGH1G7cejTsR/Oqbu8hy7Mx9Sc10LCS6s4HmEekfxOR/4V74kBHmWttCD3lvoEx+BfNbfh/wddaPq8F3earpC253RXMImkkZ4nBVwNiEZ2k4564NaNFaLCLqzN5jLpFHJarp8mk6nPZS4Yxt8rjo6nlWHsQQR9ap5HpXoq34MUaT2NjdNGuxJLm3WRlXqFyewyfzpF1B4zmK00+P/AHLCAf8Aslbrn7GHtKfmed8elSxW08/+pt5ZP9xCf5V6MNf1NRiO68of9MkVP/QQKjbWtVb72p3p+tw3+NHv9v6+4PaU/M4uPw3rswzHo2oOPVbVz/StvQtBhgj1Ea1pcpubdYnEE5eIiNiQWGMc7tg5yOTxWjLdXFx/rriWT/fcn+dT/wBon7B9l+zxbzH5Pn87vL3+YF64+8Sc470pKbCNWGp0/wANF0uy1e7t7C1uIGnhDMZbgSA7T0A2j+8a9SzXhnh7URpWvWl2xxGr4k/3Twf0Ofwr3EEEZHQ15eNp8tS/c9fL6vPTae6H0UUVxnoBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAV7iFLiCSF87HUqdrEHB9xyK8a8SaBLoGo+UWL20mWhkPUjuD7jNer6jr+m6Wr/AGm6jEiLvMasC5H0/Gqf2fSfGGlQXc9q7Rgt5YkYqw5wfunviurDVJUXzNe6zgxdKFdcsWuZHjVFWL22e0vri3ZdrRSMhGc9D696r17ad1c+eas7MKKKKBBWhoV19i16wuN20JOu4/7JOD+hNZ9FTNXi0XCXLJNdD6GHSlqlpl19t0u1uj1mhV/zGauda+das7H1kXdXQtFFFIoKKKKACiiigAooooAKKKKACiiigAooooASs7XNMTWNEvtOchRcwtGGIztJHB/A81pUlNOzuiWk1ZnyJc28tpdTW0y7ZYXaN19GBwRUVdJ470ufSfGmpwzdJpmuI2xgMrksMfTJH1Brm6+hpy5opnztSPLJx7BRRRVEBRV2TSdRi0+HUHsbgWc2fLn8s7Dzjr+BqmQQcEYPvSUk9inFrcSiiimSFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAXPEMj2OiaZpSj5Jh/aEkgxiQsNqKO/yBWHb5mYYwATzkM0ttPHPBK8U0bB0kRirKwOQQR0IPeug8aYGq2QZmFwNPthNEekTBBhR6ZXaxHYsR2rnK8mbvJtntQVopI2T4w8TkgnxHrBIORm+l4/8AHqoW+pX9pDcw217cwxXS7bhI5WVZRzwwB+Ycnr6mqtFTZF3CiiigQV0EWNY8JyxMT9p0YebHg/ft5HAYY9Vdgc+jtnoMc/Xpfwpt/CEUk2p69qqQX8DsIbeWTy0KbeTn+LOWXbnpnIOaUnZXKiruxh+GPhp4k8VIs9rai2s2GRc3RKI3+6MEt9QMe9dda/BXxJpeu2V3bX2nzRW88UocuyN8rAnjaemPWvW/CPinTvFukte6WsqxRSGFo5I9pVh29MYIPHr+FdFWDqSuaqmrHBeEvh8NAbxGl08MsWqysE2ZysR3YU57/N2rlfDPwg1jQvEl1K+pWz6a1u8QYKd0wboGX+HBAY4POAO5x7RSUlUkndDdOLVmcZY/DjSoADdzT3TdxnYp/Ac/rWoPBXh8Lj+z0x/vt/jW/wA0VUq9WTu5MzjhqMVZRRwuqfDizlRn02Z4H7RyHcn0z1H15rhNV0TUNGm8u9t2QE4WQco30P8ATrXumOOap6lp0GqWEtpcrmORcdOQexHuK3o4ycXaWqOXEZfTmrw0f4Hg1dn4Z8EHUomuNTWeCLgxqAFLj155A/Cuw0zwZo+lzLLHAZpU5V5m3Y98dM++K6LGBxxWlfHXVqf3mOGy3lfNU18jzrWvh1sRp9JlLYGfIlPJ+jf4/nXAMrIxVgVYHBBGCDX0JziuQ8XeEDrRF3ZuqXSJjaRgP6c9jRhsY78tR/MMXgE1z0lr2PKaKkuLea1neCeNo5UOGRhgg1HXq3PFa5Qr1zwLrQ1PRRbSN/pFqBG3uv8ACfy4/CvI609A1iTQ9Wiu0BZB8sqD+JD1H9fqK5sVR9rDTc6sHiPY1LvZ7nudFV7S7hvbWO4t5FkikXcrDuKsV4bVj6ZNNXQtFFFAwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoqjeLdFWktJVEoX5EkGUY579we2e2ehqe3keaBZHheFiASj4yPbgkU7aXFfWx5V470u207V42tbVoo5k3uwztLEngcYH0z+A785a3N5E3l2k06s3G2JiM/gK97ZFcYdQwBzyM1XFlaR3ElwtvCkzj55AoDH6n8q7qWN5YKLVzy6uX803OMrX8jwV0aN2R1KspwVIwQfSkq1qchk1W7czedmZ/3ox8/J544qrXqp3VzxGrOwUV3N54XsYfDLokTDWbe2S6lJc/dJORjOOACOnYetSQ+GNKHhyz1ma3leOK2aW4iiZi0zHGO/ygc5xj9K5/rcLX87HV9SqXtptf8Ar0OCoqSeSOWd3ihWGNjlY1JIUemTyajrpORnsHgS6Fz4Wt1zloWaNvzyP0IrpQK4D4Y3RMGoWpPCusqj6jB/kK9AzXgYiPLVkj6jCT56MWLRRRWJ0hRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBy/jDwdZeLNNaKVVjvIwTBcAcqfQ+qnuK+fte8Mat4auvJ1O1aNScJMvMcn+639OvtX1RVe7sra/tnt7qCOeGQYaORQykfQ100MVKlo9UclfCxq6rRnyP0r2r4S+EbVNMXxDeRLLcTlltw4yI0BwSB6kg8+n1OSb4M2La8lxBeFNL3hmtWBL47qGz09+uO/evT7W1gsrWO2toljhiUIiKMBQOgFb4nFKUOWD3OfDYSUJ801sTbVxjaMemKq3mm2V/Hsu7O3uE/uyxBh+tXKK4E2j0XFM+eviF4EutA1G51Kzth/Y7uGDIc+SW/hI7DPTtyBXB19c3NrBeW0lvcxJLDINro65DD0Ir51+IXhSLwrr4itGY2dynmwoxyY+cFc9wOx646+p9TCYnn9yW55OLwvJ78djkKKKK7zgCiiigAooooAKKKKAA1a06zfUdTtLGN1R7mZIgzdFLEDJ9uaq9K1dA0K88R6vDp1jGSznLvjKxp3Zvb/wCsO9TOXLFtlwV2klc6zxF8K9W0q2sm05JdSdwRcmIABW3fLgdcYPXnoTxVzw78ItYlvLa51b7NbwJIrvbs29nAIJU7eACOM5Ne3QxmK3jjLZKKFJ9cCpB0615DxlXlsewsFT5ub8DzBvglo15dzXup6rqNzdzyNLKyFI1ZmOTxtJHX1qHU/gRoFxCf7OvryzmxwXIlT8Rwf1r1aiubnl3OrkifM+ofBjxhZzOlvawXqD7rwzquR9Hxz/nmvUtE+Evh+DwqlhqFirX08afargPucMCGIRsfKMjHAGR1z1r0eim6kmJQSPnXxz8ItT03UJ7vw7ZPdaXtDCJH3SRnHIweWGfTJ59q8uIwcGvtqvJPE/wStdX1KfUNM1J7WW5nMssUsYZBuOW24wR1Jx+HFXCp0kTKn2PAK9C8M+Gp/CWsaD4h8TJFbaVdSMo3bZOGjJXevICnP1GO3WvY7/4X+Fr/AENNMGmQ2rIqgXNvGqzZXuXx82e+c9a6WLR7CLSINLa1jltIIliSKVd42qMAc57Ch1UwVOxHpD6HHD5WjtYLE537LQoASe+FrVrzXUPhPbDxdZ69oF//AGMYnVpIreIYPZtnZcrkYwRz0659JHArJ26Giv1FooopDCiiigAooooAKKKKACiiigDJ1zR4Nb02S0l+TJDLIACUYdD/AE+hNeQWOkNea+mkvMI2MrRGQLuwRnnGR6V7mcAEmvGV1CLTfHE99KrtFFeSsQgBJG5umcV34Oc+WUUeTmFOHNCUu+voWbzwlHaX1taLfzPJNciDLWTxqOuWDE4b8DzWBqVn/Z+pXFnv3+TI0e/GN2D1x2rUPiGWTxIt9PcXUtml2ZkiZi21dxIAUnAOOKZr15o1/PNd2K34uZZS7CbYIwDnOMHPXFdtOVVSSnroefUVKUW4aa/gaXgvxM+lXa2NyS1lO2B6xue49j3H4+ufWeCK+foJntriKeM4eNw6n3ByK93sL2HULKG6gfdHIoYH/PeuLH0lGSmluejllZyi4N7bFyiiiuA9UKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKDQB59468Ttbn+ybGSRJgQ00qnbtHUKD1z0OR+uTjiL/W9R1ORXurqRyqeWADtGO/A9e9XvGNilh4lukSfzfNPnHplCxJ2n/PQisKvbw1KCpppHzWLrVHVkm/kFPhl8meOXYkmxg2xxlWweh9qZRXUcZ0/wDwnutm4eRmgaJhgwGL5OmP979aqw+LdStxYrF5SLZo0aqFOHU4yH556DpisKtMeH9TbSjqYtm+zDnJODt/vY6496wdKjHdJHQq1eWzbKN1MLm5eYQxwhznZECEX6Ak4qKrtpo2pXyq9tZTSo2cOqHacdeelUiCDgjBrVSjsjKSlu1udX8PLryPEwiPSeFkA9xhv5A163Xhfh+6+xa/YT7toWdQx9FJwf0Jr3LeoIG4ZPQZ615WPhaon3R7eWTvScezH0UUgIIyDkVwnpi0UUUAFFFFAGJ4i1DU9PsBLpll9qlLcjBO0euAcn8KZ4Xv9S1LSjcanAIpTIdgCFcpgYOD75rcNAquZcvLbXuZezfPzX07C5ozxRniszWtYg0SxN1cJIyZ2gRrk57fSkk27IuUlFXexp0cVnaPqSavpUF8gwJVyVznaRwRnvgg1oY6ihpp2Y4yUkmtmOooopDCiiigAooooAKKKKACiiigBPSvO/i34dOq+HRqUCA3On5duOTEfvflgH6A+teiVBd2sV7ZT2swzHNG0bj1BGDV05uE1JGdWmpwcX1PkbFFdD4s8I3/AIT1H7Pc/vbeTJhnUYDj6dj7Vz5GK9+ElJXjsfPyg4vle4lFFFUQFFFFAFrTrKTUtSt7KKSKOSdwitM+1QT6mtU+CfE3mtH/AGLeEiXysiPgtz0PQjj73T3rpfh98PovFFleXeqR3UFsQq2sqELvbJ3EZHIGAPTk9xx7nZWq2dlBbCSSUQoEEkrbnbAxknufeuCvi+SXLHU9Chg/aR5paHg3hv4U61rOyfUB/Z1oef3q5lYeydvxx9DXs3hzwxpvhfT/ALLYQkbuZJXwXkP+0f8AIrcwMUCuCriJ1dHsd9LDQp6rcWiiisToCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBjjKHHXFeIPoupzWl1qcsBigR23tKduW3YIAPJ54+te5V598SXvPs1tHHEfsYbdJIOhbsD6d/zrrwlRxnyrqcGPpRlT5pdDzmiiivaPnQrt/h9rptr1tKnf9zPloc/wv3H4j9R71xFOikeGVJY2KSIwZWHUEdDWVamqkHFmtCq6VRTR9CUdqyPDurprWjRXYwH+7Ko/hcdf8fxrXrwJRcW0z6mElOKktmLRRRSLCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooASs7UNKS/mt5ftNzC0Lhx5MhUPjsw6EVpUlCbTuhOKaszk/E/g9deu4rmGZbeYDbI5XO8duPUV5/4m0MaBqi2qSNJG8SurN19D+oNe1965nVfCVrrWqveXrPjyhEiIcY6/MT65PT2712YbFODtJ6I8/F4KNRNwXvNnkFFdzcfDicSSfZ7sCJZcAyj/AJZ7Qc8dTnIxxXFXCRx3EiQy+bErEJJt27hng47V6lOtCp8LPFq0KlL41Y2vCmiNrGsxB4ma1jO6ViOMDt+PFaXixb3V/Fi2NvHOEKiKJWyFIB+ZgPTI6/7Ndd4JlY+G4C1mltEBhWD5Mp6FiMcZNblvYW9vcTTpGfOlOXkZixPtz0HsOK86pimqrbW2iPWpYNOiop76sx/Cei3eh6a9rdSq5MhZdjEqoIHTIGOc/nVzUvDWlan5jXNqnmSAZkUYfjpzWxR+NcbqScua+p3xowUFC10jlo/AOgpCEa2kdh/y0aVsn8jj9KWTwvLBayGy1G5+27laKe6fzCmP4R6Ajr/9auopDn2p+2m93cX1emtlb0OXu9bu7CwaDVBDa3kilIpkZjCxIPOcErg9iP8A62TpNzq/h/T4k+xzXsSOyypGN2d3zLJGQOVIOD6Ee9d28aSx7JFV1PBBGQa5q9sbi3mu3ub+aTTrj5BGFX9xuG0nPGApC4IzjJyOrVcJRatYyqwmmpJvT8PU3NN1O11azS6tJQ8bcH1U+hHY1crinin0zV7S5triL7dcJturNRtS4cDLEH7qvg55/rz0EHiLSrhvKF9Ck27YY3cKwb0wamVPrHVGsKyektGa9FJnI4payNwooooAaOahurS3vIWhuYklibG5HGQcHI4+tTD8KxtQ8T6Ppt01td3nlTKASvlscZ5HQU4xk37q1InKEV77svM1IIIraFYYY0jjUYVUGAPoKZO10HQQRROhPzl5CpA9sA57+lY//Cc+Hf8AoI/+QZP/AImj/hOPDn/QR/8AIMn/AMTV+xqXvyv7mZ+3pWspL70b5YKMsQKUEHpWVHLpXijSnCEXNozbW4ZORg+xHaufs9D8SWniKWaHUD9g84ZE8hcvHxwAc844zx0ojBO6bs13CVRqzirp9jt6KKKzNwooooAKKKKACiiigAooooA5nxz4ek8S+FbmwgEf2nKyQl+gZT+mRkfjXzhqWmXukXr2WoWz29wnVH/mD0I9xX1pXjfxwtmE2j3IiTaRLG0gHzE/KQD7dcfjXdgqzUvZ9GefjaKcefqjyOiiivWPIF6muk8EeG28UeJoLNwfssf725P+wO34nA/HPauar6C+F/hmHQ9Da+W6juJdQVHLR9EAH3M5OSCWyf8ACubFVfZ03bc6cLS9rNJ7I7mGCO3hSGGNY40UKqIMBQOgA7CpqKK8Q94KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooASq95aQ31rJbToHikUqynuKsUUJ21Qmk1ZnjmseD7rSYL25aQGC3kUKSD86McAg9M5OCP/AK1c5XvGqadDq2nTWU+dkq4yOoPUEfQ14zrmi3Oh6g1rcYYEbo5F6Ovr7fSvYwmJ9orS3Pn8dhPZNSgvdM2iiiu088734Z3LC6vrUklWRZAM8Ag4P8x+Vek15X8NWx4iuF9bVj/48teqV4mMVqzPo8vd6CFooorlO4KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAbnil7VUvb630+1a4uZAka9T1yfQAdTWNf6rqF/p0i6NbSJdq5RhcJt2gZyQT8pOcY5qlBy9DOVRR9ewni/XrfSNKlgLE3VxGyRIvUZGNx9AM1zfhHwZHcwx6lqaFkJJS3ZSM46Fs/y+lb+heHLiGR77XHS8v8Ad+7cuXCL1wARgHOegrqOOB0rd1fZR5Kb9X/kc3sHWmqlRaLZf5nHWuqy6vq8WmWemLHZWchE7TRgqpQ4Cr2B6e/5Zrs6aFUHIABPWlxxWEpKWysdFODgnd3Y6iiipNQooooAKilijnieKVFeNwVZWGQR6EVLRQBl3dnMlm/2CRI5wAU8xcqxHZu+CAAT14rgl8OWviaH7ZYM1rdBv9Khcl+TnlcnnJBxyB+VeoHFRrEituCgNjGfb0rWnWlBO25zVcPGo1zbFLRTdnRrQ3wxdeWPMyMHPv7+taNFFZvV3OiKskhaKKKQxO1eT+K1V/iCEZQytJACCMgjC16xXmfizQ9YuPFT3tjZvIoEbJIuCMgD19xXVg2lUd3bQ4cfFukrK+qJ5dJ0ddY1wxy28jpaSMLT7MQISAPmBI25Ht61z2uW0EPh3QZYoY0kljlMjqoBchhjJ71ZGl+LheXN0LSbz7mMxyvsT5lOMjHQdB0qG40LxPdW1tbT2MrRWwKwrhRtB5PI69O9dsFyyTc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}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 12,
"question": "Among the states that border Georgia , does Florida have the lowest value ?\nChoices:\n(A) Yes\n(B) No",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: What is the sum of accuracies of the algorithm candy for all the datasets?\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "18",
"style": "rule"
}
|
{
"answer": "18",
"index": 13,
"question": "What is the sum of accuracies of the algorithm candy for all the datasets?",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: What is the value of the smallest individual bar in the whole chart?\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "0",
"style": "rule"
}
|
{
"answer": "0",
"index": 14,
"question": "What is the value of the smallest individual bar in the whole chart?",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: On which date of Meeting was the most number of shares transferred?\nChoices:\n(A) 04/06/2005\n(B) 04/02/2005\n(C) 04/05/2005\n(D) 04/03/2005\n(E) 04/04/2005\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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M05BC0zZXmPys5B4xzgDjnoa9g8FaVFofgzSrCFb1I0gDiO9YNNHvJco5AAypbb0GMVf17TP7a8P6lpXneT9utZbbzdu7ZvQruxkZxnOMivLfAHjew8EaBJ4S8ZTnTNQ0gttaZWZZ4mZmUoRktjpjA424zzi5YXviD4paf4qeAtZ+Gruza00jzQqGWUZBkYgFtu4YPbBwASCRlP42sT8MJPA95p9yniuOxGkrpLQszvJsEaSK23bjGJM547E8E6tx4e1GPxB8J7Ro5Q2m2kwu5IkLLEUgiBDHsGYbcn1/Cptd0fUpf2hPDGrx2Ny+nRafJFJdJGTHG2244Zhwv31xnrmsfxjp97DN8VLm5sJks7yxsnt7gp+6lMaYPJ/iB7Dpjntm++r6p8RtR8JwL4Z1fTrexvotUvbq+t/JizGpKiJiTvBZiMYzjB4GSOR1Pw/qF4PFFvf+CdW1PxRd3FwsOqupe2W33AoY2c4UjbhQBu2ng/w16N4R0q/i8ZPq0tjdQWtzoNmgM8YQpIB80ZGSQwGMg4wc/Uu8L+C9tj41tNb01I11zV7uQOCheW2fHlncMkYJcgHlSScDNYPwZ0/Ubt7/AF7VrhZpbWNdEtCFxiGDqefU4/EEmvYK4vTdJv4vizrmqyW7rYzafbwxzHGHcE5A78V59Z+HYfBuv69Bqnw4n8RLfXrT2N9BCl2vlsfkjYOP3WMtubufUBTWtN4S8T3vw+tJoNG0jS9bsdaTV7XS7WFI4m2HaschVgu7HO7PICqcHJGhFq/ir4gPcaQ3h678OaRNY3MN5PfxFnkkePYixqdvClt2ejYI47+b2fg2Kz0MaNdfC/Ur3xQjtEt55k4sZeTtdnEqgccY4HfIzivQJPCGsw/GLwfqkWnxDTNN0f7LPNbkLFG6pKu1VZiwGZEwOTg9Tg4yb/wDrdx8SzpQshJ4Lm1Rdcl8xI2QTbCHU55IZvl2YPBHAGTU3xB8JQf8LA/t/WPDF74j0e7tVgEOm+abi2lTHzFUZcqRnv19OMwab4On/wCEavNR0jwi+lrZavaappumyMy3Vz5IG9ZncucENJsXja2eueS58S3XxI8YeEZNL8O6zBpenagZrq6uLcqqyL/DuUkYG0g59QMDv7dXm/xN0nUm1Xwx4lsNNm1NdEupJJrKBd0rq4XDKO+Cg4AJ5z2NYb60/wAVPFvhm50TRtSi0nSL43U+p3KrEjbf4E5O7JUAgc88gdRpv8TL3w5qmoaX4k8NXo1F53OnHTrYsmpKCqrt5Pz7SpPJwBjg4U6nwq8P3+geGbw6nAba51DUJr77O2C0SvtCqxBIzhc+2cdQa6nxDpj6z4a1XS45Fje9s5rZXYZCl0Kgn6Zry3QPG3iDSNHsPAy+H74+LbaKOKGSW2/0MQCQIsrsp3eWEwCwXqMcHpLbeJJvhlr+vadrHh/Vry11bWHvbC8sIBIszzgYhwSPnG0jGSTzxjBObqHh7xNq3gbx1rlxYXcOpeI57VbXTkiPnRwRSKqbwDwShwwIGApJ64Ha+ONA1HWvhE2iWcBfUJobSIRk4wRLFuyewABJ+lS/ETRLvVbjwlPZWsk72Wv2s8xQD93CCS7H2GFrkh4mvvDfxa8cSWvh681aOdtORzasAYm8kKgIP94t+GKZY+CdbsPC3htZNPcX0vi6HV72CNw/2eM7gcnpwoXOPWs3VNA1ST4h65e+K/Bd74lSWXdpckEoWOK3VmwpCkA8MgwwzkE9yTNoPh/Xrf4aeN/Dz+GLrT57m5lubOBXEiFX2r5SNn5tuzr3Brq5tE1ibxl8OdQezlW2sbK4S7jwp+yyNbhfmYHnJwvp8vvWr/ZV9/wuv+1/s0n9n/8ACO/ZftGPl837Tu2fXbzXIeHbLxTo3gjxZplp4eaHU1vJLu2e4RZYrsM4yAM4J2LgeuRXLQaQ+t+JbMeC/COpeFdVtb1Fvb4yb4oo+Q2UY7WwVzgcNjB6ivo2vPviRomq3F54d8Q6NYf2heaJdtIbQS7GljcANgnv8q//AF6w76fxd4s8d+FLt/Ct3p2k6fdNJM1xJGW3lepAOQoHT1JPXApdHuvFvg7WvE9lH4PutTg1HVpr6znt50RG808B2P3RwvPbn2rCsPB3ikfA/wAVaReaTIusXmqfaEtlZSZBvgLEYOMfI+Oeccdq7j4gaJqWo/Bu50eys5J7829qggjwWJWSMsB24Cn8quf2Vff8Lr/tf7NJ/Z//AAjv2X7Rj5fN+07tn1281nXfhe+1Xxz4tWSOS3stU0NbGK7ZdyhmDKcDIzjOccVxV/4q8R+GPh9feB9W8PXdzqMOnzW0V5Ht8hrXY4EmVGPljXoeTjnnNer+AkCfD3w4oJP/ABLLc/MSesanv9enbpVrxXZz6l4P1uwtI/MubmwnhiTIG52jYKMngZJHWvKjDeazovw0hk0y9s5NH1aGzullhJKPAqjPH8LbPvdBz6V1njqyu7vx74Clt7aWSOG9naWVD8qDYp+Ye4B57YI715zqPg3QvCvibXn8VeFLzU7C7lkutMurOWUjk5EBVGGDyRub0969V+G+i/2L4aeMaAuhLcXTzrZC4adlUhQpdmY/MQoyBwPQHNdpXhelaTf23wZ8e209lOs8uqXTRxlDucfuxkDvyp/KutuNKvZfF3w0uYbaZ7extLv7TJgnyt1uiruJ9TxV42N0nxyTUDBJ9jfw20Cy4+UyLchiufXDA/jXkMOg6dceHr6w1jwlq198QZUnHmO0gQuwJRwwby/lQggY524HUVvRaZcTeEvhdHaaNeWwsdZjS6idSSrrJmRznorMrt6Dp6V3nju0vbjxN4JmtLSS4SHVj5pToilDlifQAMfwx1xXOWut6p8Odf8AE9hc+Hr/AFGLU76fU9Nlsoy/nySBSYjgErjgbsdjweKh1LSvGer2ngS81y1ee+i15Lm4WFF/0WDcGAfaABtCnJ+gJyaqa7o0sXxN1+417wVfeJ11COD+ypbWFhBFhSuyRixWPnG5ieMFtoDYpvh/w34lXwJ458Lv4Vk06a7la8soxOjRES4AhV87TtEY5z3528Z9X8IWk9j4K0GzuomiuINOt4pY26o6xqCD9CK0dQsbfUtOubC7j8y2uYnhlTcRuRgQwyORkE9K8S+Eulalf+Nb2PWJnvbXwlHJptj52WEchlb5lycbgqFeOi7BxgU+78K2fhzxl4guPEHga/8AEljqd295Z3mn2pmkTcdzxugkwoBfAOAWwTyMBbWoeHfEi/CXW10XwlYaHfX0+ZbK1cvcPZhR8u4H5pMlht4+UsAu44PO6lpbmHRda8JfC3UbO30q9gup3mylzMyMD5aRks7IcqfMwc88Daa9DutI1S9+N+heII9Lzpv9itHJPcLhrd9znAAPyyfvEGD1UvjOCR6VXmnxh8MXviDRtMurPTm1RdNvBcXNgjFHuIcfOqsOckDGACeeOQAef8P2un6j4x0xvDvwvk06zt5RJc6jq1sYmiKlgRGhbBYMFwckg5+UYzWz8NdE1TR/HnxBlv7Ce3hvL9JraV0+SZGeZgVbo3DrnB4zg4PFc5N4I1bxH4b+IOmSaLcRTt4gl1DS5riQxrO+4g7UYgY2ZAc/K3mf7HEXxK1bxD468FxabaeCNfguraeO4vDPaDaCAUKw8lpPmfqoB2jJ4Jq/4v8ACzjXvD3iDUvC13r+mQ6TFZXFnbBjNBIGLBxGCC/3iCp4HftUvg7wppmp6xqcumeB7jQtGuNNltftWpCQXDyvgELG0hAj2MeQOSOvUVSXX9a0T4e6n4EuPCGvXOoQ209hb3NnZtJBNGylVlLDkfeJwAeg55OPSPhvaXFj8O9Dtbu3lt7iK2CyRTIUdDk8EHkVp+JY9Wl8NahHoUgj1Qwt9mdscP26gj25ryjxJ4v1Pxd4RbwjN4J1p/ENwkcUpntAIIpMgGYPzhc87sADPXHNeg6tpV1b/Ca90jEt1eR6HJagKC7yyCArxjkkn880/wCG9pcWPw70O1u7eW3uIrYLJFMhR0OTwQeRXV0Vw3xHsbu+/wCET+yWs9wIPElnPN5MZfy4137nbHRRkZJ4FcL4n8Fa/J8RX0iw097jwzrd7BqN9IY12xMr/vfmwACRk7TnO7uc10N5pmpw+PvF91plhPDKfDqw2FzHDhVlwdqIcdcheB/d9hXlrWejy+A7u1Xwh4g1HxlOWa7ubq2ld4pM/PJux0B7EZy3J713N3Z32seGPhXLZabfSLp1/ZR3Y+zOrRbAgZiCM7BtPz/d963/AB7FrGieM9D8ZWFg2oWNnE1pfQwqzypE5y0ioOOB3+meOQq+KdX8bReIbfTtGuINBTTJ4UnuIjHcT3RXhUUngYPdTzj1xUul6ZfQ/AOTTZLOdb86HPELUxnzN7RvhdvXccjjrXSeBobu28B6Bb30DW9zFYQxvEwIZNqAAEHkHAGR2ORUHj+/1aw8FajJolldXWoyRGKFbVS0kZYY3gDnK9eO+K8u8F6rF4atbeS6+GPie61fKvcalJpxmmeQ/fZXZQQOuBn6nvXS+Il1fRfGmleP9M0O8vLa9sUsb+wigLXcSsfM3bBkbhhVPOMjHfNU9I0jWPHnjfWfEOraNc6Xp/8AZUml2UN7EY5XDk/M6n2Z8/UY6VBo+reJfDHhK78FXfhjV77UIhJaWN5Z2ZazZGGEZ5MjAySTxwK07G2174XeFfD9rp+jSatZkj+1YLSJ5rlJXGWaPBwVBBHI9ORmmNJq3j/x1oV5H4d1HR9L0aX7TJPqlsYJpX6BFGTla9A0fWZ9Uu9Thk0q9sls7kwJJcptW4A/jj9VPrWxRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRUDwQyTRzPFG0sWfLdlBZc8HB7Zp0kayKFdAVBDYYZ5ByD+BANMuraC9tpLa6gjnt5VKSRSqGV1PUEHgii0tLawtY7W0t4reCIbY4oUCIg9ABwKyf+EM8LfaPtH/CNaP52/f5n2CLduznOduc55zW9RVO40ywvJBJdWVtPIBtDSxKxA9Mke9WVVUUKoAUDAAHAFNMaGUSFFLqCobHIBxkZ98D8hUtFYfizw+ninwvf6I8ywrdxhPNKeZsIIIO3IzggdxWrbW4tbWG3VmdYkVAznLEAYyT61PRWXr2kR69otxpcl5eWkdwArTWcvlyqMg8Ng4zjB9QSO9R+HNA0/wAMaHa6RpcTJaQAhdzFmYkklie5JJPp6YGBWxRRRRRRRRRRRRRRRRRRRRRWLpGhf2TqWs3gvbic6ldC5McpysREaphf++fyCjtk7VFFFFFFFFFFFFFFeXxfCBbe0l0mHxRqsWgySszaYu3Z5ZbcU3Hn2z1716NZWdvp1jb2VrGIra2iWGJASQqKMAc+gAq1RRRRRRRRRRRRRRRRWbrenz6ppE9nbahcafNIBtuoMb4yCDxnjnGD7E1Q8IeFrLwfoS6ZZPLKTI009xMQZJpW+8zY+gH0A69a6Giiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiozv8ANH3dmDn1zxj+v6VJRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRXPeNtWu9D8F6vqliqG6tbZpI967gCO5Ht1r57b4+eOJ7UeVBpsYgAMs0dqxJ7ZbLEDJ9AOTSv8afiNFa/anhiW3IDea1iQmD0OenORRb/tD+MoYtkltpE5z9+S3cH/AMdcD9Kkk/aJ8YPGyrZaKjEEB0glyPcZkI/MUL+0X4vCgHT9EJA6mCXJ/wDIlUP+F++OP+fix/8AAUf41Xb45ePTdecNVhEeR+5FpFs6eu3d+tSx/Hfx3GH3XtrKWcsN9onyj+6MAcD3yfemf8Ln+Iuo3scNnqgEsrLHHBBZROXYnAABQkkntTr34t/E/R7xbfU9QntplwzW91p0UbEe4MYODT1+J3xQ8RyzWunXN5KZoGbytPsFLCP7hdSqFxzxuB4PQiqH/F3/APqef/Juj/i7/wD1PP8A5N0f8Xf/AOp5/wDJurNxafGK1H7x/GLc4/dz3EnbP8JP51Onh34xXzIjf8JKxkQpma+dRtbGQSzjAOBkH0qi3wV+IjsWbQCWJySb23yT/wB/KsHwT8WNNug0drrSTKMiS3vd2MjsyOf507/hCfi1qtwTJBrUs23Je5vtvA7bncevSo5PA3xVsrpf9D1kSoQyvDeb8HsQyuRn8abceE/ixdzebc2viCaTGN8lyzHH1LVD/wAIT8Uf+gdrn/f5v/iqkj8H/FWISCOz15N67H23DDcvofm5HAqNV+LqqFUeNwoGAALvAFTT+FvixfMs1xbeIp3CgBprhywHXHLZHXpUkWkfF+7tzGP+Eq8kgxmOS5mUEdCNrMOP0qP7D8XrWWO0UeMEwFVBHLcGNR0A3A7QPx4ouLf4w20nlyN4zLYzmOW5kH5qSKdcXPxhuTH5o8ZKY41jHlw3EeQowCdoGT6seT1JNV/+Lv8A/U8/+TdH/F3/APqef/JurQsfjGbT7SJPGGzn5TcTh+uPubt36VV/4u//ANTz/wCTdXYR8ZI1e0QeLT9qRcs/nNtGQww5/wBWeOcEHsfSmpoPxesYZGhXxPEhJkdYbqTLHucK2SePqaqf8Xf/AOp5/wDJupHb4vFIx/xWvyrjhbodyecdevU/TtTPI+Ldx/o7r4zZZPkKyG6CkHjBzxj68U4eDPikI2jFhrm1iGI849RnH8XuaZ/whPxR/wCgdrn/AH+b/wCKo/4Qn4o/9A7XP+/zf/FUf8IT8Uf+gdrn/f5v/iqP+EJ+KP8A0Dtc/wC/zf8AxVH/AAhPxR/6B2uf9/m/+Ko/4Qn4o/8AQO1z/v8AN/8AFUf8IT8Uf+gdrn/f5v8A4qj/AIQn4o/9A7XP+/zf/FUf8IT8Uf8AoHa5/wB/m/8AiqP+EJ+KP/QO1z/v83/xVH/CE/FH/oHa5/3+b/4qj/hCfij/ANA7XP8Av83/AMVR/wAIT8Uf+gdrn/f5v/iqP+EJ+KP/AEDtc/7/ADf/ABVT2vhT4q2VzHc29lrizRncjeaTg/Qmkn8H/FS4uJbiWx1tpZXLu3nEZJOSeGpkfgf4oSSJGNP1oFyAN1wVHPqS2B9TUw8FfFbTr1HSy1jzoHDq0dyJFBGCCCGINa3/ABfP/qOf+O1T1LR/jHrCRx38GtzLGdyjeFwfwIqUf8Lo0+zhjB1uO3j2Qxjg4yQij16kCoNS1v4w6N5X2+41yHzc7Pk3ZxjPQH1FSafffGTVYlvLSTW5UG5A+0L6ZGDj0FEeqfGSXVJdNSbWzeRJvePaOBxznGP4h371Qn8YfFS3uJbeW+1tZYnKOvkk4IOCOFqH/hNvij/0Edc/78t/8TV/T9X+LuuiVbOfW5xCVZ/k24Ocr1A7r+lQ33ij4saddyWl1ea5HPHjcvlE4yARyBjoRTIPGHxUuLiK3ivtbaWVwiL5JGSTgDla2d3xv8x0VtcLRttbBUjOAevfqKzbfxD8XLq+js4brW2uJN21PLxnbnPJGP4T+VS6nqPxjtfKtryTxCrXOVjWJSXbGM4KDI6iqdvD8X7m4jgQ+Mw8jhFaSS5RQSccsxAUe5IA71dm+G3xcutSh1G5t7+a/gAWK6k1WJpYwCSArmXI5J6Huaenhr4z3dwbXzPETMqJL+91NlTrlcM0gUsCAcA5HcCq+o6Z8ZNKuFguJPFruybwba7muFxkjlo2YA8dM56eoq/B4V+Nlzbxzpc6+qSKHHmayEYAjPKtKCp9iAR3p/8Awhvxy/5+tc/8Hq//AB6smxtPjDf3kdtE/jBZJM4M09xCgwCeXchR07nnp1pdQsPjHpt0beeTxe7gA5trmedef9qNmX8M0+PTfjJJZ/aQ/i0R7HfDXcyvhSoPyFt2fmGBjJ5IyFOLNh4e+NWpW3nwT+JEQkjFzqjQPx/sySK344rMlT4vRyMhPjYlSQdrXTDj0I4P1FR/8Xf/AOp5/wDJursWm/GWXTZtRD+LRBE+xka7mWUnj7sRbew+YchSOvocUv8Ai7//AFPP/k3R/wAXf/6nn/ybo/4u/wD9Tz/5N0f8Xf8A+p5/8m6P+Lv/APU8/wDk3R/xd/8A6nn/AMm6P+Lv/wDU8/8Ak3R/xd//AKnn/wAm6P8Ai7//AFPP/k3R/wAXf/6nn/ybo/4u/wD9Tz/5N0f8Xf8A+p5/8m6P+Lv/APU8/wDk3Tlb4vqwbHjfIOeRdkflTpX+L0kjOR42BYknat0o59AOB9BS+b8X/JEWPGu0Nuzsud2en3sZx7ZxS29x8YbaTzI18ZlsYxJFcyD8mBFRs3xfZi2PG+Sc8C7A/Km/8Xf/AOp5/wDJupV1j4rX0i6N9p8RmZh5flMsiScDPLEA9BySfrTYvB3xTikWSOx11XQhlZZ2BBHQg7qe3hX4sLcfbDbeIvtAO7zRcuXz653ZzSQ23xfupBEv/CZZ+9+9kuUXjnqxAqWfTvjHZxjc3i7YBgCK5nfA+isabNp3xgtU+0N/wl2ZCATFPO7HjjIUk/nVf/i7/wD1PP8A5N0f8Xf/AOp5/wDJuj/i7/8A1PP/AJN0f8Xf/wCp5/8AJuj/AIu//wBTz/5N0f8AF3/+p5/8m6l834v+SYseNdpbdnZc7s9PvYzj2ziov+Lv/wDU8/8Ak3Ssfi+Tn/it+gHAuxSf8Xf/AOp5/wDJurFvd/GG1ZmjXxkxYYPmw3Eg/JgcVY/tr40/88vFf/gBJ/8AEVF/bnxfuhNCp8UMV+SQR2soZCR0yFyp/WkPiD4uWzLbtJ4mRwFCrJayFzk4XquTkjGe5pbjxH8XrOISXT+JIEJ2hpbN1BPpkr7VDD4u+K1w5SC71+VgCxVLdmOB1PC0+HxL8W72J3gm8RzRxnLNHauQuOeSFqFfGnxSY4W/1wnBPEDdB1/hqafxR8W7WNJJ5vEcKP8AcaS1dQ30JXmpm1f4yTIPk8VMpGQUs5RkEeoX3qO5vvjFdLtkj8YKMg/u7eeM8Z7qo9f5egqOfxL8WNOEcNxceI4Plwont5AxA4zllyfrTI/GXxTlcJHfa87HoqwMSf8Ax2rX9v8Axh+z/aP+Km8nZv8AM+xSbduM5zsxjHOapf8ACbfFH/oI65/35b/4mj/hNvij/wBBHXP+/Lf/ABNH/CbfFH/oI65/35b/AOJp3/CQ/FTV/wDR4brxNKy/OVtY5VbHTJ2AHHP06U3/AIu//wBTz/5N0f8AF3/+p5/8m6P+Lv8A/U8/+TdH/F3/APqef/Juj/i7/wD1PP8A5N1p6brfxo0pHS2i8UOHOSbrT5Lgj6GVGI+gqrc3Pxgu52lkXxkrMSSIoriNeSS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"
}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 15,
"question": "On which date of Meeting was the most number of shares transferred?\nChoices:\n(A) 04/06/2005\n(B) 04/02/2005\n(C) 04/05/2005\n(D) 04/03/2005\n(E) 04/04/2005",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Which model has the lowest Audio-Audio Similarity and Text-Audio Similarity scores overall?\nChoices:\n(A) MusicLDM (mix-up)\n(B) MusicLDM (original)\n(C) MusicLDM (BLM)\n(D) MusicLDM (BAM)\n(E) MuBERT\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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"
}
] |
math-reasoning
|
{
"ground_truth": "E",
"style": "rule"
}
|
{
"answer": "E",
"index": 16,
"question": "Which model has the lowest Audio-Audio Similarity and Text-Audio Similarity scores overall?\nChoices:\n(A) MusicLDM (mix-up)\n(B) MusicLDM (original)\n(C) MusicLDM (BLM)\n(D) MusicLDM (BAM)\n(E) MuBERT",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: What is the smallest percentage value recorded in the chart?\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "5",
"style": "rule"
}
|
{
"answer": "5",
"index": 17,
"question": "What is the smallest percentage value recorded in the chart?",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: What percentage of people prefer the least preferred object?\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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"
}
] |
math-reasoning
|
{
"ground_truth": "10",
"style": "rule"
}
|
{
"answer": "10",
"index": 18,
"question": "What percentage of people prefer the least preferred object?",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: What is the highest lysine level given?\nChoices:\n(A) 0.33%\n(B) 0.31%\n(C) 0.29%\n(D) 0.32%\n(E) 0.30%\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
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"
}
] |
math-reasoning
|
{
"ground_truth": "E",
"style": "rule"
}
|
{
"answer": "E",
"index": 19,
"question": "What is the highest lysine level given?\nChoices:\n(A) 0.33%\n(B) 0.31%\n(C) 0.29%\n(D) 0.32%\n(E) 0.30%",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Does Yellow Green have the maximum area under the curve?\nChoices:\n(A) yes\n(B) no\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
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"
}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 20,
"question": "Does Yellow Green have the maximum area under the curve?\nChoices:\n(A) yes\n(B) no",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Does the first symbol in the legend represent the smallest category ?\nChoices:\n(A) Yes\n(B) No\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
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}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 21,
"question": "Does the first symbol in the legend represent the smallest category ?\nChoices:\n(A) Yes\n(B) No",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: How many sequences have negative Influence Scores?\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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fTI+WZa8Lf8lV8J/9dbj/ANEmvpAdK+b/AAt/yVXwn/11uP8A0Sa+kB0rwcb/AB38j6DA/wACPz/MWiiiuU6wooooAKKKKACiiigAooooAKKKKACiiigDm/H3/JPPEn/YMuP/AEW1fPul/wDIIsv+uEf/AKCK+gvH3/JPPEn/AGDLj/0W1fPul/8AIIsv+uEf/oIr0cu+Jnm5l/DRbrH8Vf8AIt3f0T/0Na2Kx/FX/It3f0T/ANDWvSr/AMKXozy8P/Fj6r8z6zHSikHSlr5w+mCiiigAooooAKKKKACiiigAooooAKKKKACiiigD5ag/5C+vf9ha6/8AQ6tVVg/5C+vf9ha6/wDQ6tV9Dhv4MfQ+cxf8aXqNk/1bfQ17D8G/+STaF/uy/wDo568ek/1bfQ17D8G/+STaF/uy/wDo564cy+z8/wBDuyz7Xy/U7yiiivMPVCiiigAooooAKKKKACiiigAooooAKKKKAEr5++I//JXLr/sGQ/8AoRr6Br5++I//ACVy6/7BkP8A6Ea6MJ/Gic2L/gyMaiiivoD507n4H/8AIQ8W/wDXe3/9AavYe9ePfA//AJCHi3/rvb/+gNXsPevmq38SXqz6aj/Dj6IWiiioNQooooAKKKKACiiigAooooAKKKKACiiigDyH45/8yt/1/P8A+gVwVd78c/8AmVv+v5//AECuCr2Mu/hv1PFzL+IvQK1vh9/yV3Sv+vK4/lWTWt8Pv+Su6V/15XH8q1x38FmWX/x18z6Fooorwj3wooooAKKKKACiiigAooooAKKKKACiiigArivi3/ySzxB/1wX/ANDWu1rivi3/AMks8Qf9cF/9DWhAeKW3/HrF/uD+VS1Fbf8AHrF/uD+VS19NH4T5WW5j+If9Vp//AF+xfzNemV5n4h/1Wn/9fsX8zXplfBcW/wAeHoff8J/7vL1E7VnSf8j54O/7CB/9BNaQ6Vmyf8j54O/7CB/9BNeDlf8Avcf66Hu5j/usv66nvNFFFfanxoUUUUAFFFFABRRRQAUUUUAFFFFACd6+UPDv/IKH/XaX/wBDNfV/evlDw7/yCh/12l/9DNd2X/xX6Hn5j/BXr/matVtQ/wCQbd/9cX/9BNWarah/yDbv/ri//oJr15/Czxqfxo97+G//ACTbw5/14Rf+g11Nct8N/wDkm3hz/rwi/wDQa6mvmj6kKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPnLxl/yV7xV9LT/ANELVGr3jL/kr3ir6Wn/AKIWqNe9gv4Efn+Z89jv94l8vyCvRfgX/wAgLxB/2GZf/QErzqvRfgX/AMgLxB/2GZf/AEBK58x+CPqdOWfFL0PVqKKK8k9gKKKKACiiigAooooAKKKKACiiigAooooASvF/jX/yNXhD/cvP/QUr2ivF/jX/AMjV4Q/3Lz/0FK0ofxY+qMa/8KXozjaKKK+kPmTovhT/AMlauf8AsBv/AOj0r3ivB/hT/wAlauf+wG//AKPSveK+exP8WR9Lhf4UfQWiiisDcKKKKACiiigAooooAKKKKAOL8H/8jj44/wCwjD/6Tx12lcX4P/5HHxx/2EYf/SeOu0oAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiq93dwWNnNd3UqxW8CNJLIxwFUDJJ/CuJT4hX02jt4gt/Ct7J4fUGT7T56Cdoh1kWHuvU/eBxzigDvqKo6ZqVprGm2+oWMwmtriMSRyDuD/I+1XqACiuGg8eXusLdz+G/D02q6daSNE12blIfOZfvCFSDvx6naD2rofDfiLT/FOixappruYXJVkddrxuOCrDsRQBsUVxreNrm/1S/svDWhvqy6c5iurhrlYIhKOsaEg7mHfgAetafhjxRZeKbCae1SaCa2ma3uradQssEq9VYD+YoA364vWv8AkrPhT/rxv/8A2lXaVxetf8lZ8Kf9eN//AO0qAO0ooooAKKKKACiiigAooooA8J+Lf/JUdN/7BB/9GtXNV0vxb/5Kjpv/AGCD/wCjWrmq9vAfwfmeFmP8X5BXXfBj/kdfE/8A17W3/s1cjXXfBj/kdfE//Xvbf+zUsw/hL1Hlv8V+h7bRRRXinuBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXlnx2/wCRU0X/ALDdv/6BJXqdeWfHb/kVNF/7Ddv/AOgSVUPiRM/hZ5vRRRX0yPlmWvC3/JVfCf8A11uP/RJr6QHSvm/wt/yVXwn/ANdbj/0Sa+kB0rwcb/HfyPoMD/Aj8/zFooorlOsKKKKACiiigAooooAKKKKACiiigAooooA5vx9/yTzxJ/2DLj/0W1fPul/8giy/64R/+givoLx9/wAk88Sf9gy4/wDRbV8+6X/yCLL/AK4R/wDoIr0cu+Jnm5l/DRbrH8U8+G7sf7n/AKGtbFZHij/kXbr/AIB/6GtelX/hS9GeZhv4sfVfmenD4g/ELH/IK8Pf99y/40f8LB+IX/QK8Pf99y/40ztRX5e86xN+n3H6esmw9uv3ip8S/GVtqukwalpmjLbXt/DZs0DSFl3tjIycdM17LXgGt/8AIU8Mf9h6z/8AQjXv9e/gK8q9BVJbnhZhh4UK3JDawtFFFdxxBRRRQAUUUUAFFFFABRRRQAUUUUAfLUH/ACF9e/7C11/6HVqqsH/IX17/ALC11/6HVqvocN/Bj6HzmL/jS9RkpxC59FNdL8O/iYNB8Cabpn/CNaveeSJB59uilHzIx4yffH4VzM//AB7yf7h/lWp4Ez/whem4/uv/AOjGrw+IsW8LThNK93Y9zh3CxxM5wk7aXO6/4XGP+hO17/v2n+NRy/GmO3hkml8I66kUYLOzIgCgdSeazazPER/4pnVP+vSX/wBANfLUs7qTqKHKtfU+pqZNSjFy5noe16RqMer6LY6nEjJHeW8dwiP1UOoYA+/NX6wPBH/IgeG/+wXa/wDopa36+kPnQooooAKKKKACiiigAooooAKKKKAEr5++I/8AyVy6/wCwZD/6Ea+ga+fviP8A8lcuv+wZD/6Ea6MJ/Gic2L/gyMaiiivoD50d4I8Q+JtI1XX10CHSnR54/ON8JM5AIG3YR75zXZ/8J38R/wDn08L/AJT/APxVcV4H/wCQp4h/6+E/ka7PAr84zTNK9HFzpwtZPsfpGW5bRrYWFSd7tDv+E7+I/wDz6eGPyn/+Krs/hv4p1LxZoF1e6rDaw3VveyWpW2DBCEC8/MSepNcV/FW78Ff+RX1j/sNXH8krbK8dVxLkp9DHMsFTwyi4dT0uiiivZPICiiigAooooAKKKKACiiigAooooA8h+Of/ADK3/X8//oFcFXe/HP8A5lf/AK/n/wDQK4KvYy7+G/U8XMv4i9ArW+H3/JXdK/68rj+VZNa3w+/5K7pX/XlcfyrXHfwWZZf/AB18z6Fooorwj3wooooAKKKKACiiigAooooAKKKKACiiigArivi3/wAks8Qf9cF/9DWu1rivi3/ySzX/APrgv/oa0IDxS2/49Yv9wfyqWorb/j1i/wBwfyqWvp4/CfKy3MfxD/qtP/6/Yv5mvTK8z8Q/6rT/APr9i/ma9Mr4Hi3+PD0Pv+E/93l6gOlZsn/I+eDv+wgf/QTWkOlZkn/I+eDv+wgf/QTXg5X/AL3H+uh7uY/7rL+up71RRRX2p8aFFFFABRRRQAUUUUAFFFFABRRRQAnevlDw7/yCh/12l/8AQzX1f3r5Q8O/8gof9dpf/QzXdl/8V+h5+Y/wV6/5mrVbUP8AkG3f/XF//QTVmq+of8g27/64v/6Ca9efws8an8aPevhv/wAk28Of9eEX/oNdTXLfDf8A5Jt4c/68Iv8A0Gupr5pn1IUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfOXjL/kr3ir6Wn/ohao1e8Zf8le8VfS0/9ELVGvewX8CPz/M+ex3+8S+X5BXovwL/AOQF4g/7DMv/AKAledV2/wAGNY0zTtG16K91GztpG1aVgs86oSNiDOCenBrDMfgidOWfFL0PZKKyf+En8P8A/Qd0z/wLj/xo/wCEn8P/APQd0z/wLj/xryD2DWoqva3ltfQLPa3EVxC2QJInDqcdeRxVigAooooAKKKKACiiigAooooAKKKKAErxf41/8jV4Q/3Lz/0FK9orxf41/wDI1eEP9y8/9BStKH8WPqjGv/Cl6M42iiivpD5k6L4U/wDJWrn/ALAb/wDo9K94rwf4U/8AJWrn/sBv/wCj0r3ivnsT/FkfS4X+DH0FooorA3CiiigAooooAKKKKACiiigDi/B//I4+OP8AsIw/+k8ddpXF+D/+Rx8cf9hGH/0njrtKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDzz42Xctp8KtV8rgzNFEx/2TIufzAx+Nddo1lDH4W0+w2gwLZRw7f9nYBj8qzfH/h1/FXgfU9Ih2faJow0G44HmKQyjPbJGM+9c1p3xFs7DwVBa3Kzr4mtrUW50kwv9oe4VdoATGSpIB3DjBoAi+AdzLN8OWtnbKWd/NBH/u/K/wDNzXYeOLuWx8B69dQHEsenzFD6HYcGsX4faHJ4E+GMUd9C5uo45b27jiG59xy20DuwUBfqKv6Pq9n8R/Ac88VvcW9tqMM1sVnUbhkFCRjgj3oArfCW3S2+FmgJGMBrcyH6s7Mf1Nct8O7yXTde+J1tEB5NlqD3US9gzeaSP/HFqz4G8U2fgzwnH4d8Uytp+p6Y0kQjkjY/aU3ko0OB+8BBxxk8Vo/DDw/d29hrusavaPb3Wv30ly1tKMPHCSdqsOx+ZuPQigCH4FQhfhhbT5JkubmeWRj1LbyufyUVU8ISGz+PPjnTouIJoLe5Yf7exD/7UaovAmqWnw406+8LeJ7j7D9kupJLK4mUiO6gbBBRsYLZzlevP1rT+Hml3V34n8TeMb21lt11aZI7NJ0KSfZ0GAxU8jdheD/d+lAHa6xqM2lae11Dpt3qDhgPs9oFMhz3+YgYH1rz9/EN1qfxQ8OyTeHdWsGis7wKl0sYMmfL5Xax6Y5z6ivUq4vWv+Ss+FP+vG//APaVAHR/2lN/0Dbv8l/xo/tKb/oG3f5L/jWjRQBnf2lN/wBA27/Jf8aP7Sm/6Bt3+S/41o0UAZ39pTf9A27/ACX/ABo/tKb/AKBt3+S/41o0UAZ39pTf9A27/Jf8aP7Sm/6Bt3+S/wCNaNFAHhnxR0/Xb/xxY6lp/h3UruCPT/IYxRbsN5jHt7Vy39n+KP8AoTtb/wDAevpuit6eJqU48sXoc9XDUqsuaS1PmT+z/FH/AEJ2t/8AgOas+CPFV74N8Xa4b3wzqsk9xDADbogDxAZILA+ueK+kR9a8F8Yah/ZHxY1yeezvZIZ4LdUeC3aQEhBnkfWscZjK7pNxXM10NsFg6Eaqu7J9Tqv+FyN/0Jmufkn+NH/C5G/6EzXPyT/GuK/4S+y/58dU/wDAJ/8ACj/hL7L/AJ8dU/8AAJ/8K8L69jv+fP4M936jgv8An7+KPU/CXxAj8WQXklvot/A1pN5MscgXIbGfWuj/ALRm/wCgbd/kv+Ned/BZpJrfxJdNbzwx3Go74xNGUJXYOcGvVK9qLbinJWZ400lJqOxn/wBpTf8AQNu/yX/Gj+0pv+gbd/kv+NaNFUSZ39pTf9A27/Jf8aP7Sm/6Bt3+S/41o0UAZ39pTf8AQNu/yX/Gj+0pv+gbd/kv+NaNFAGd/aU3/QNu/wAl/wAaP7Sm/wCgbd/kv+NaNFAGd/aU3/QNu/yX/Gj+0pv+gbd/kv8AjWjRQBnf2lN/0Dbv8l/xrz34v2+q654a02HTtEv7iaDU4rhkSMMdqq+ehPqK9Topp2dxNXVj5j/s/wAUf9Cdrf8A4D0f2f4o/wChO1v/AMB6+m6K6/rtbucn1Gh2/E+WZbPxzZ63pmp6X4W1i3u7RpCjvZmQfMu3p06Z610P/CXfGn/oF3//AIKFr6ForlqTlUlzSep004Rpx5YrQ+ev+Eu+NP8A0Cr/AP8ABQtdN4C8R/Ei78SNF4n0u8GneQxBNisP7zIxz9M17BRUWNLmd/aU3/QNu/yX/Gj+0pv+gbd/kv8AjWjRTEZ39pTf9A27/Jf8aP7Sm/6Bt3+S/wCNaNFAGd/aU3/QNu/yX/Gj+0pv+gbd/kv+NaNFAGd/aU3/AEDbv8l/xo/tKb/oG3f5L/jWjRQBnf2lN/0Dbv8AJf8AGj+0pv8AoG3f5L/jWjRQBnf2lN/0Dbv8l/xo/tKb/oG3f5L/AI1o0UAcn4vmu9Q8F65Z2+lXjzXFhPFGoUElmQgDAPqa8Js9J8VW1lBbt4P1otFEqEi3OCQMV9Q0VrSrTpO8DGrRhVSUz5k/s/xR/wBCdrf/AID1Q1rRPFV9pM1unhDWlZ9vP2YnowPQc9q+qqK0li6sk4t7mccHSjJSS2PAvt/iL/oR9e/78Ufb/EX/AEI+vf8AfivfMUYrw/7IwvZ/ez3P7WxPf8EfPU0PiLVNW0H/AIpHWbeK11W2uZJJYOAitz/Ovdv7Sm/6Bt3+S/41oD60V20KMKMOSGxxV6868+ee5n/2lN/0Dbv8l/xo/tKb/oG3f5L/AI1o0VsZGd/aU3/QNu/yX/Gj+0pv+gbd/kv+NaNFAGd/aU3/AEDbv8l/xo/tKb/oG3f5L/jWjRQBnf2lN/0Dbv8AJf8AGj+0pv8AoG3f5L/jWjRQBnf2lN/0Dbv8l/xo/tKb/oG3f5L/AI1o0UAZ39pTf9A27/Jf8aP7Sm/6Bt3+S/41o0UAfMUmi+KLXV9XYeE9Xmjn1CeeN0gOCrNkUv8AZ/ij/oTtb/8AAevpuiumGMqwiop6I5Z4OlOTk1qz5hk07xS8TqPButZKkf8AHuaueG4/EukeHbWxl8F667xBgWW2IByxPQ896+kgKTpXJjYrGxUa2qR1YJvBycqOjfzPA/t3iL/oR9e/78VV1STxJfaVd2cfgrXVeeF4lZrfgFgRk/nX0Nn0o+lefDKsNGSklt5s9GWaYmSab/A5jwpPdWPg7RLO40u8Sa30+CKRSoBDLGoI6+orY/tKb/oG3f5L/jWjRXpHnGd/aU3/AEDbv8l/xo/tKb/oG3f5L/jWjRQBnf2lN/0Dbv8AJf8AGj+0pv8AoG3f5L/jWjRQBnf2lN/0Dbv8l/xo/tKb/oG3f5L/AI1o0UAZ39pTf9A27/Jf8aP7Sm/6Bt3+S/41o0UAZ39pTf8AQNu/yX/Gj+0pv+gbd/kv+NaNFAGd/aU3/QNu/wAl/wAa8S+IWmeILn4iy6nZ+G9TurV7GOINFDuwwJJ6cV77RVQm4SUo7kTgpxcZbM+ZP7P8Uf8AQna3/wCA9H9n+KP+hO1v/wAB6+m6K6vrtbuc31Gh2/E+YvDlj4n0i91WWXwdrji6lV122xGMA+vXr2roPt3iL/oR9e/78V75j2zS5rxcRl9CvUdSotX5nsUMwr0KapweiPAvt3iLr/whGvZ/64V2Hwni1TR/DV/HqOiX9vNcalNcLHJGFIVguOpHoa9NorTD4Olh23TW5GIxlXEJKb2M/wDtKb/oG3f5L/jR/aU3/QNu/wAl/wAa0aK6jmM7+0pv+gbd/kv+NH9pTf8AQNu/yX/GtGigDO/tKb/oG3f5L/jR/aU3/QNu/wAl/wAa0aKAM7+0pv8AoG3f5L/jR/aU3/QNu/yX/GtGigDO/tKb/oG3f5L/AI0f2lN/0Dbv8l/xrRooAzv7Sm/6Bt3+S/40f2lN/wBA27/Jf8a0aKAPIvi/aaxrEGhvpuhahdG1uWkkSOPccFcdia4D+z/FH/Qna3/4D19N0YraliKlJWizCrh6dV3mj5k/s/xR/wBCdrf/AID0zR9Y1Pwp8QtN1DUPDOqI4tpVS2Me2SQEYJGewr6d7V5D8Sj/AMXM8Oj/AKcbj+YrPF46oqMpPWyuaYPA0fbRS0u7F7/hcj/9CZrn5J/jR/wuR/8AoTNc/JP8ayqK+W/t2p/KvxPqP7EpfzP8DqPDHxMj8S6xc6amgala3NvCJmWYLkqSAO/vXXf2jN/0Dbv8l/xry/4d/wDJV9Y/7BUf/owV7BX0GHq+1pRm+qPn8RSVKrKC6Mz/AO0pv+gbd/kv+NH9pTf9A27/ACX/ABrRorcyM7+0pv8AoG3f5L/jR/aU3/QNu/yX/GtGigDO/tKb/oG3f5L/AI0f2lN/0Dbv8l/xrRooAzv7Sm/6Bt3+S/40f2lN/wBA27/Jf8a0aKAM7+0pv+gbd/kv+NH9pTf9A27/ACX/ABrRooAzv7Sm/wCgbd/kv+Ncr8R1v9Y+H+r6fZ6Tey3M8QVEVASTvU9Afau7ooA+YItN8Uxwoh8Ha1lVAOLc0/8As/xR/wBCdrf/AID19OUV1/Xa3c4/qNHsfKWraL4rvIrYJ4P1oGK4SU5tmOQM8cCuv+3eIuv/AAg+vf8AfivfOtFebjMPTxklKsrtfI9HB154OLhR0TPA/t3iL/oR9e/78U2yg8RX/jLw7cv4T1i1t7K782WSaHAA24r3/NJXPRy7D0ZqcFqvM6auY16sHCT0fkUP7Sm/6Bt3+S/40f2lN/0Dbv8AJf8AGtGiu84TO/tKb/oG3f5L/jR/aU3/AEDbv8l/xrRooAzv7Sm/6Bt3+S/40f2lN/0Dbv8AJf8AGtGigDO/tKb/AKBt3+S/40f2lN/0Dbv8l/xrRooAzv7Sm/6Bt3+S/wCNH9pTf9A27/Jf8a0aKAM7+0pv+gbd/kv+NH9pTf8AQNu/yX/GtGigDO/tKb/oG3f5L/jXzTp2h+K9PtTbv4R1hyJHbctucEFif619TGg1pSqypPmiZVaUaseWWx8yf2f4o/6E7W//AAHqC80rxVcWU8K+D9aDSRMgP2c8ZBFfUdFbPGVWrXMVgqKd7Hyzpnh3X7fTYIZfDvjNZEQBhE7og+i8YHtVv+w9c/6F7xv/AN/3/wAa+mqK850Lu9397PSVdpW5V9yPlu+0HxM9lItjofjOO5IHltLO5Uc85H0zX0VYX9ymnWqSabeeYsKBshc5wM962qK0hBRVrt+ruZVJubu0l6Kxn/2lN/0Dbv8AJf8AGj+0pv8AoG3f5L/jWjRVkmd/aU3/AEDbv8l/xo/tKb/oG3f5L/jWjRQBnf2lN/0Dbv8AJf8AGj+0pv8AoG3f5L/jWjRQBnf2lN/0Dbv8l/xo/tKb/oG3f5L/AI1o0UAZ39pTf9A27/Jf8aP7Sm/6Bt3+S/41o0UAZ39pTf8AQNu/yX/Gj+0pv+gbd/kv+NaNFAHzv4y0vxFJ8Sdd1C28M6rc2t39n8t4ocj5IlU89OtZf9n+KP8AoTtb/wDAevpujFdNPF1aceWL0OaphaVSTlJanzJ/Z/ij/oTdb/8AAeqWj+G9Uha+fUvAGrXcs1y8iObQ/Kp7c/j0r6oFFYYmpLEx5aj08tPyNsLTjhpc1Na+ev5nzV/YL/8ARMtU/wDAWj+wX/6Jlqn/AICivpSiuH6jT7v72d/16p2X3I87+FEOo6F8PrGwv9GvoLiOSYmNkAIBkYjqc9DXa/2lN/0Dbv8AJf8AGtGiuw4zO/tKb/oG3f5L/jR/aU3/AEDbv8l/xrRooAzv7Sm/6Bt3+S/40f2lN/0Dbv8AJf8AGtGigDO/tKb/AKBt3+S/40f2lN/0Dbv8l/xrRooAzv7Sm/6Bt3+S/wCNH9pTf9A27/Jf8a0aKAM7+0pv+gbd/kv+NH9pTf8AQNu/yX/GtGigDO/tGbP/ACDbv8l/xryn4t2etarrHh6707QNRuks1uRL5UW4jeEA6fQ17NRTjJxakuhMoqUXF9T5k/s/xR/0J2t/+A9H9n+KP+hO1v8A8B6+m6K6/rtbucn1Gh2/E+Vo9G8W/wDCRfbU0DxXZD7L5W6wVoZD8+cFsY2+3qBWn9h8Y5/1HxH/APAxq+le/Sg/WuGrepJybd2d1KSpwUYpWXdHzV9g8Y/88fiP/wCBj13XwqPiexv9cOtWniOS0cQfZP7TkLuuA+/G446kdPa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}
] |
math-reasoning
|
{
"ground_truth": "2",
"style": "rule"
}
|
{
"answer": "2",
"index": 22,
"question": "How many sequences have negative Influence Scores?",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: How many bars have values smaller than 0?\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "0",
"style": "rule"
}
|
{
"answer": "0",
"index": 23,
"question": "How many bars have values smaller than 0?",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: How much more accurate is the most accurate algorithm compared the least accurate algorithm?\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "80",
"style": "rule"
}
|
{
"answer": "80",
"index": 24,
"question": "How much more accurate is the most accurate algorithm compared the least accurate algorithm?",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Is Coral the roughest?\nChoices:\n(A) yes\n(B) no\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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r7tv/AEelaVABRRRQAUUUUAFFFUtQ02w1a1NtqNlb3luSGMVxEsiEjocMCKAMvwd/yBbj/sK6l/6WzVZ8RaLHr+jT2EjlPMAw4GdrA5BxXM+Hdc0zwzZyaFPaahbTx3t88NtBpNy6+T9qdlKeXGVKBZI/u8DcBxW5/wAJlpf/AD7a3/4Ir3/4zTjKUZKUd0OMnFpo4rQ/hhe22sQ3OoXFubeFw4WEsWcg5A5AwP8APvXqqjAxXKWvj3S7m4vofsmsr9lmEWRo9227MaPkgRZX7+MNg8Z6EE2/+Ez0v/n21z/wRXv/AMZrbE4mriZKVR7GlWtOq7zJNZ8JaPrsyT39sGlUYDqxViPQ461oafp9rpdmlrZwLFCg+VF/zyaxofHGi3VvHcW8erzQSIHjkj0W8ZXUjIIIiwQR3pJPHGixSQpImsI0z7I1bRb0F22lsL+65O1WOB2BPas5VakoqDk7Lp0Ic5Ncreh0+M1DFbQQszRQxxs/LFEAJ+tYn/CZ6X/z765/4Ir3/wCM1EPHOjPcvbiPWDMkau8Y0W83KrEhSR5WQCVbB77T6VF2SdPRXO/8Jnpf/Pvrn/givf8A4zUUPjnRbq3juLePWJoJUDxyR6LeMrqRkEERYII70AdPRXJ33j7S7GBZjaay4aeKLDaPdp9+RUzlogON2cdTjAySBVr/AITPS/8An31z/wAEV7/8ZoA6KiuYHjnRnuXtxHrBmSNXeMaLeblViQpI8rIBKtg99p9Kl/4TPS/+ffXP/BFe/wDxmgDoqK5eDxzo1wheGPWJFDshZNFvWAZWKsOIuoYEEdiCKWbxzotrbyXFxHrEMESF5JJNFvFVFAySSYsAAd6AOnornf8AhM9L/wCffXP/AARXv/xmoj450ZLlLcx6wJnjZ0jOi3m5lUgMQPKyQCy5PbcPWgDp6K53/hM9L/599c/8EV7/APGaq2vj3S7m4vofsmtKbWYRZGj3bbsxo+SBFlfv4w2DxnoQSAdZRXMTeOdFtbeS4uI9YhgiQvJJJot4qooGSSTFgADvUv8Awmel/wDPvrn/AIIr3/4zQB0VFcvJ450WKSFJE1hGmfZGraLegu20thf3XJ2qxwOwJ7VN/wAJnpf/AD765/4Ir3/4zQB0VFcvH450WWSZI01h2hfZIq6Leko20Nhv3XB2spwexB71N/wmel/8++uf+CK9/wDjNAHRVnat/qrX/r7h/wDQhWTD450W6t47i3j1iaCVA8ckei3jK6kZBBEWCCO9Z+s+NtPWXTIEstZcz3qKSdHukKhVaQkBogWOEPC5PU4wDQB29Fc7/wAJnpf/AD765/4Ir3/4zUQ8c6M9y9uI9YMyRq7xjRbzcqsSFJHlZAJVsHvtPpQB0+KK53/hM9L/AOffXP8AwRXv/wAZqGDxzo1wheGPWJFDshZNFvWAZWKsOIuoYEEdiCKAOoorl5/HOjW6B5o9YjUuqBn0W9UFmYKo5i6liAB3JAqb/hM9L/599c/8EV7/APGaAOiqjZaZbafLcyW6yB7mTzZS8zvubGM4YnHAA49B6VjHxzoyXKW5j1gTPGzpGdFvNzKpAYgeVkgFlye24etS/wDCZ6X/AM++uf8Agivf/jNAHRUVydj4+0u+gaYWmsoFnliwuj3b/ckZM5WIjnbnHUZwcEEVLN450W1t5Li4j1iGCJC8kkmi3iqigZJJMWAAO9AHT0Vzv/CZ6X/z765/4Ir3/wCM1EfHOjJcpbmPWBM8bOkZ0W83MqkBiB5WSAWXJ7bh60AdPRXO/wDCZ6X/AM++uf8Agivf/jNQx+OdFlkmSNNYdoX2SKui3pKNtDYb91wdrKcHsQe9AHUUVzE3jnRbW3kuLiPWIYIkLySSaLeKqKBkkkxYAA71L/wmel/8++uf+CK9/wDjNAHRUVyd1490u2uLGH7JrTG6mMWTo92u3EbvkAxZb7mMLk856AkWv+Ez0v8A599c/wDBFe//ABmgDQ1r/jxj/wCvu2/9HpWlXIXPivTNUni020j1Q3n2i1kMcmlXUexPOB3MWjAVfkfkkD5T6V19ABRRRQAUUUUAFFFFAFOTT4JNWg1Jt3nwQSwJzxtkaNm4+sS/rVyimswVSzHAAyTQBm6bprWOoazcNIrC/vFuFAH3QIIosH8YifxrUrE03XTfzWayW3lJe2xurZvM3FkBX7wwNpw6nHPf0rboAp6bp8Gk6VaadbBhb2kCQRBjkhEUKMnvwKLqwgvLmxnmDF7Kczw4OMOY3j59flkarlFABVOPT4I9Wn1Jd3nzwRQPzxtjaRl4+srfpVyigAqnpunwaTpVpp1sGFvaQJBEGOSERQoye/Aq5RQBma5pr6tp8VskioUvLW4ywzkRTxykfiEI/GtOsRtZltrlUv7QQK9tJc5SbzCix7dwYYGD8w6Ejg/i/T9XkvLlLe4tBA8tutzGBJvyhOCDwMMMjI5HPWgC5Hp8EerT6ku7z54IoH542xtIy8fWVv0q5RRQBT0+wh021eCDcEeeac7jn5pZGkb/AMec0alp8GraVeadchjb3cDwShTglHUqcHtwauUUAFU5NPgk1aDUm3efBBLAnPG2Ro2bj6xL+tXKKACsvTdNax1DWbhpFYX94tyoA+6BBFFg/jET+NO1nUhpWmy3XlmWRVJjiBwXIBOM9hgEk9gDVW41yRQq29n58n2T7ZIhl27U7AHByx5x0HHUUAaGpafBq2lXmnXIY293A8EoU4JR1KnB7cGrlQ288d1axXERzHKgdD6gjIqagCndWEF5c2M8wYvZTmeHBxhzG8fPr8sjVcoooAp2thBZ3N9PCGD3s4nmyc5cRpHx6fLGtXKKKAKem6fBpOlWmnWwYW9pAkEQY5IRFCjJ78Cq+paa19qGjXCyKosLxrlgR94GCWLA/GUH8KvTzx21vJPK22ONC7n0AGTWFH4njaxmvHhQIsCTRxrId77zheCoGCcDcCRnvQB0dU49Pgj1afUl3efPBFA/PG2NpGXj6yt+lRWF+9zc3VrPCsNxbFdyq+9SrDIIOB7jp2rRoAKp6fYQ6bavBBuCPPNOdxz80sjSN/485q5RQBT1Cwh1K1SCfcUSeGcbTj5opFkX/wAeQVcoooApyafBJq0GpNu8+CCWBOeNsjRs3H1iX9auUVia1rw0iVVMMbAwvMGlm8sMVx8i8Hc5zwKALGh6a+k6fLbPIrl7y6uMqMYEs8koH4BwPwqfUtPg1bSrzTrkMbe7geCUKcEo6lTg9uDWZc+IfJkuGFoTb2qxNcu77Wj39guDkqCCeR14zW/QAVTk0+CTVoNSbd58EEsCc8bZGjZuPrEv61cooAKp2thBZ3N9PCGD3s4nmyc5cRpHx6fLGtXKKAKepafBq2lXmnXIY293A8EoU4JR1KnB7cGrlFZmqai+mwQzLb+cslxFC3zhdm+RUz3zy2cex5FACalprX2oaNcLIqiwvGuWBH3gYJYsD8ZQfwrUrF1LXDYT3Qjt/OSythdXLb9pVCW+6MHccIxxx0HPNNbxAPtTYtwbSO7SzafzOfMcLjC45Xc6rnPXPHFAGhHp8EerT6ku7z54IoH542xtIy8fWVv0q5RRQAUUUUAFFFFABRRRQAU1lDKVYZBGCKdRQBiaboRsJrNpLnzUsrY2tqvl7SqEr945O44RRnjv61t0UUAFFFFABRRRQAUUUUAYEOjX7T3P2++t7iG5VklVLYo7IQQF3F2AUZPAA9epOZ9P0iSzuUuLi7E7xW620ZEezCA5JPJyxwMngcdK2KKACiiigAooooAKKKKAMrWNIj1e2dPNaGcxPEkgZ8KGxuyqsueg61S/4R6VYIVhvgkwtTZyyNGz70JyCMvkEc4ySOenSuiooAht7eO1tYreIYjiQIg9ABgVNRRQAUUUUAFFFFAENxbx3VrLbyjMcqFHHqCMGsI+GBNB5V1eeYUtFtIXSLYUAYMGPJy2VU9hx05ro6KAM6wsHtbm6up5lmuLkruZU2KFUYAAyfc9e9aNFFABRRRQAUUUUAFY2paPJeXclxDcLE0lq1q4ki8wbSc5HIwfzzx6Vs0UAc/L4bBWWFbxhbXCQpcK6bnk8vjIbIwWAAPB6cYroKKKACiiigAooooAKy9Z0+bU7SOCK4SDbPFMWeIvny5FcDG4dSoFalFAGJqOhtfSXTLc+Ut7bLa3QEedyDdypz8pw7DPPUelI3h8G6bbcYtJLtLtoBHz5iBcANnhdyK2Mdc881uUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXMXWramnig6PG1n+/hWa3doydgBPmBxvGTjGMYzn0Brp6yDoGnNNFM0c3mxTm4Rzcybg5XaTndyNoxg8Y7UAZw8RXUmoWvkxLNY3F2bVJBFtBIDbiGL5OCjfwY4696W01fVbnxFe6SXsQ1tIshkETcwMvAxvzv3cHsAM9wKup4a0qKaGRIJkaB3ki23MoEbPndtG7Azk8D1py+H9OjnimRJ1lhjeNJBcy7trnc2Tu5JPOTk5x6CgDGj1q7t7F70W0Sxz3s6zXUNs8gVIyUV2RW3HOzqDgAV0unzvc6fbzySQyNJGH3wZ2MCMgrnnBFU4/DmlwwpFHFOiIjRgC6lHyk5IJ3cjPrVmNbuEpDHZ2yW6YVQs5G1RwMLsx07ZoAwJLxLXxBrOoRKgmLW2nxYTcZJcFyMAjJxIvUj7vJAFV9T1G61Lwvrlpc2yCcTJYRgqFDPIIwOAzgEGQcgnp2xW9/wjummJ4/KlIe4FyWNxIWEo43Bt2QcccGoz4X0oxGJoZijXH2kg3MvMv9/73XgH2PNAGZc+IbrR7i60+SKGd4RbJbfZ43UBpSyhWGWJ2hN3HUdqj1e/u7/QNXsrmDIl8q2gmNq8IkaYhOEfJypOc/St8aHYfZ3gMLFXlEzO0jmQuMYbeTuyMDBzwBikk0HT5VjV45SElE4InkBaQYwzHdliMDGc4xQBoxxrFEsaDCKAqgdgKkoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//2Q=="
}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 25,
"question": "Is Coral the roughest?\nChoices:\n(A) yes\n(B) no",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: What is the sum of all the values in the ruling group?\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "12",
"style": "rule"
}
|
{
"answer": "12",
"index": 26,
"question": "What is the sum of all the values in the ruling group?",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Find the image of the dot (8,-2) under a clockwise rotation by 270° about the origin.\"\nChoices:\n(A) A\n(B) B\n(C) C\n(D) D\n(E) E\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
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"
}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 27,
"question": "Find the image of the dot (8,-2) under a clockwise rotation by 270° about the origin.\"\nChoices:\n(A) A\n(B) B\n(C) C\n(D) D\n(E) E",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: What is the difference between the two genders?\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "7",
"style": "rule"
}
|
{
"answer": "7",
"index": 28,
"question": "What is the difference between the two genders?",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: How many bars have values smaller than 1?\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "0",
"style": "rule"
}
|
{
"answer": "0",
"index": 29,
"question": "How many bars have values smaller than 1?",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: What is the value of the smallest individual bar in the whole chart?\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "1",
"style": "rule"
}
|
{
"answer": "1",
"index": 30,
"question": "What is the value of the smallest individual bar in the whole chart?",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: For Group C, in which week is the cumulative increase in weight , the highest?\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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"
}
] |
math-reasoning
|
{
"ground_truth": "3",
"style": "rule"
}
|
{
"answer": "3",
"index": 31,
"question": "For Group C, in which week is the cumulative increase in weight , the highest?",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Is Dark Violet less than Chocolate?\nChoices:\n(A) yes\n(B) no\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 32,
"question": "Is Dark Violet less than Chocolate?\nChoices:\n(A) yes\n(B) no",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring a floating-point number with two decimal places and provide the final value, e.g., 1.23, 1.34, 1.45, at the end.\nQuestion: What's the ratio of least value of light brown graph and leftmost value of dark brown graph?\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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eKNHsNa+KvjCO/gEyQeHDPGpYgLIoXDcdxWL4f0+3s3+FWrQI66hfXE0dzOXYtIqkKqnJ6BeAPSnoGp9Dm4gSVYWmjErdELAMfwrHl8U6ZF4ti8NO7/bpLU3QOBsCBtuCc9cjpivnnxjqWn6jY+I9StLazsr+31YBTNJJLqBIYAuDnEcfbGCM8dcV2OsaJ4bh+PNj/a9vClvf6es6mVmAluzIQCDn7xwOOlGgj1bRPFOm6/e6pa2LSGTTbg2028ABmHUrzyPeteKeGfd5UqSBThtjA4PvXzZbWFppOnfEe10WIwa9b3MkVrHGzeatl5i+ZtGeRtHXriuk+HMNivi2xk0fU9PZTpRF3b6ZayKjDHymZmYgSBvxNGganuCTxSHCSIxxnAYHj1pIp4ZwTFKkgBwSjA4PpxXzloWkXVr8AtY1vSjcNqd05hlZGJKWyy/MqjsOWJ+pq/oUflz6rL4W1SxkkPh6XfbaPayLGW2nYzszHE2fxo0DU9f1fxjp+ka/oukvHJPNq0rwxvCVKxsmM7uf9qrXhzxEniO0urhbK6s/s91Jaslym1mKYyw9uf0NeB+GxoH9s/DBtI8o3vmSf2iUznzePv8A+197Htjtivo+3tobWHyoI1jj3M21R3Ykk/Ukk/jQxjvPi27vNTbnGdwxn0rH8V+J7Twl4eutYu45JorbZvjhI3/MwUdSO5rwnxNot+Ne8U+CbVXS0E0viCFl/uiFjsHtvKj/AIDVrU7ifX/g14r8X3iFZ9VntYkB7RwtGnH1feaNA1PoC1vIbyFZInUkqrFAwJXIyAfSpFnhkkaJJUaRPvIGBK/UV4lpumHQviZe2nh6NoZp/CZnRFctvuMjaxyeWyBWB4ZNkJfh+2hkHxM19L/a+0nzjHv/AHnnd8Y6Z/CjQWp9HNIiFQzgFuACetJ5sYDHzFwv3vmHH1rz74xWkq+FLbXrVSbvQ72K+THUqGAYfTkE/SvL7OLUrnxHFpMqymHxybfUpsn/AFcYneRl/wC/YH50aD1PpBp4UlSJpY1d/uoWALfQd6JJ4os+ZKiYGTuYDA9a+c/Ev2MS+P21o48TJfRDRwxImEe/935OOcbfSulv9IXXvivoFh4ihMzyeGVa7hZiA0gLE7sdcNz9QPSjQNT2pXRkDqylCMhgeCK5U+P9HbTvEN3Cs8i6CzpcqAoLlBk7OeR78VgfBMfbPhRa29wTLF5s8W1ifubzx9OTXnWkafoOmad8T7RIooNUtxdxW0RY71th2APUZC8/SkI990TWrXXtJs9QtjsF1bpcLE5G9VYZGQD71e8+LzvJ81PNxnZuG7HrivB/CumWukeN/htcWEZhn1HRpHumDk+c3kkjdk+uPyHpXO6QkkpWS+1S0tPFQ1rLf6LLJqBk3fd4bHlke2Kegan067rGpZ2CqO5OBTEnikLhJUYocOFYHaff0rhPjYSPhNrB75h/9GpXD6E2m/8ACxLg+GHRtNbwyTqJiJKmbB5f/b+7nPPX3pDPcxcQsTtkQ4G44YcD1/Q/lSxTxTxiSKRHQ/xIwI/OvmiDSJbP4E6fq1m8uNSvkXVZGZ2VbaOSRVUgHhAcE45Oa6DTbe0/s3xsun+IbWHTJLGMStpFlL9lgk4wy8tklchgvYknpT0Fqe06jq0Vlo97f28bXxtY2fybYhncgZ2jHc0um6ol9o9lqE8TWRuo1cQXBCuhYZ2n3r58026+yab4i02K10O4V/Dsxa/0SR9m1R8vnL93efUgNWju086n8NV8SlP+Ef8A7DyPPz5Jn2Hr7/c/SjQD2Hwp4us/Fuk3Oo2sMtvDb3L27ibAOUAyeD05rdSeJ4hMsqNERneGBH518w2n2pPhjYojCPRz4ncX5lVigTCbfNAIYp1yPp3xXRrFFF4B+IR0/UbW404pEVjsbd47WKTjd5RZjnPGcdD+FGganvaXEMkjRpKjOoBKhhkA9OKQXEBleMTRmRBll3DKj3FeDWOmnR/GPhWTQo3jv9Q8LyTSEOSZp/JYqWyeTuC/kPSoPAKeD5rbw2tz/aMni+a9lW7W3JMpyzBhOG/5Z7cZ79fejQNT6CEsZVWDqQxwpzwT7U5JEkXKMrDplTmvEPAmm30fjlfBtyjtp/hi9uL6N26OsgAgH1G92/8A1V6J8Ox4ZHhyX/hFWlbT/tcm4y7s+bxu+9z6UtOgyaTxzpSX+vWKiZ7jRbYXNwABh1KF8Ic8nA9qveHPEVp4l0Oz1O1zEt1F5qwyEeYq5I5APtXiTaT4d0f4geP7WSCK2uo9OdtLjZmBy1s5kK885BPWo/Cul2ul6r8K9Qs4/Ku79bkXMoY5lAGADz0AOMUxHt2heIDrKai82nXWnrZXT2+bobRKF/jX/ZNbEUsc0YkikR0PRkOQfxr51MEVz4Q8URT6pFYD/hLnKtcRu8EpHRJdoO1D1yeOK7r4QXzSz+ILIWGmQpBNE5uNIldrSVmXkICSAQAM7cdeaWgHqtFFFAyEwRF2cxoXYbWbaMkeh9qBbQARgQxgR/c+UfL9PSuH1L4kx6Tq/iXT77TjHLpFol1b4mz9sVsAAcfL8zKvfk+1Ute+KT6Vq82k2+m2sl3ZWi3N+Li/WBUJUN5UZI+dsH2o5QuegmytS8jm2hLS48xvLGXx6+tOltLed43lgikaM5QugJU+3pXGXfj6efRtI1PRNKW5t9SiMpnvLpbaGDHVXY5+bIIwB261kyfGGBfAVr4nGkSNv1EWE1sswJRsEllYD5uAMcDOaOVBc9JFrbrcG4EEQnYYMgQbiPTPWiC0trbf5FvFFvOW8tAu4++Kq6JeXmoaNa3d/YtYXUqbpLZm3GI56E/TFeffF7WL3Sp/DyNcXkWjT3LrfJYS7LmTgbQuDuI65x/hRZBdnp0cMcSbI41RP7qqAKZBa29qGFvBFCGOWEaBcn1OK8k8AXV/4msPFdloXia6i0/zY49OmvG8+5tgR85IJyAei5PbPWqXg++uYfib/ZWia5q09kLKQ3UWtyndLONwDRK3JGQCSB0zRZBdns0dnaxEGO3iQhi42oBhj1P1q1Xj2n6lrmm28ljqF3f2X220gS4uL+Rt0Ew3fapoyx4XBjVcfLvdMd69T068tLywinsbhZ7UrhJVfcCBwefUYwc85osugXfUsmGMuZPLTeV2ltoyR6Z9KT7PB5Pk+TH5X9zaNv5V5dH8abWS5W5+wQDRmvfsYnN6v2jrjzfIxnZn3zWr4h+JMvhvxPPoVzocstzLEjaUYpci9dmC7Pu/IQSc9eB9MnKK53ohjEnmeWgfG3dtGcemfSmR2tvFO80cESSv991QBm+p71wOsfETU7DxBq2i2Xh1Lu50ywW+mc3mxdm0FwMrkkZwPX2qpd/FsyJ4fGkaDPqE2t2zywRLMFZHVipQ8YwCDk5HAosh3Z6c6LIhR1DKRggjINMEEW5GESBkGFO0ZUeg9K821z4tx6ZrOqWtpp9vcQaRtF48t8kMjsfvLEhGXK856dPpU2s/FSG01OysNMtraZrqwTUFlv70WqMjfdRSQcufTgU+UXMegvaW8s6TyQRPKn3JGQFl+h7U8xRmbzfLTzAMb9vOPTNec6x8U5LHU7XTrfTLVLqSwS9kW/1BLdRu6Ro+Crt75xXbf2jdzeHBqFrp5ku3txLHZtMoJYjITeMr7Z6UuWw7mjHFHCmyJFRfRRgVEbK2MzzG3hMrrtZzGNzD0J7ivAofGHinUfg14m1G6e5iaK6HkX63fzgmVAYgBggKD175rvND8e3t/qFz4d1XR5bG4XSPtsM32kO0se0DJwPlY5z3xRZBdnogt4QyERRgxjCkKPlHoPSm/ZLb7T9o+zxefjHm7Bux9eteQeH/AIjx6F4D8LpFFJPcao9yIpdVvwFjCSNkyTbfcADHpXpnh3WLjXdDi1CS0S3lcsPLS4WZCQSMq68FT6/pQ4hcTxX4btvF3hy50S8llhguNu54cbhtYMMZBHatGzsLeytxFDEi/KFdgoBfAxlsdTXEaN8SRq9jp23SzHqV1qr6ZLZmfJhKAs7k7eQqjOMDriuf0Dx9a+G/Beu6tOt9dMNeltIYbm7Dl5CFwAxUBExk45xg9aOULnriwRLF5KxII8Y2BRj8qSC2gtovKhgjij/uIgUfkK82/wCFsyJp2uGTSrabUdJgS6aG0v1milhYgFlkC9VzyMVa/wCFtad/wkQ077KwtTph1AXfmcEiITGPGOuwg5z36U+ULnexWFrAjpFbQoj/AHlSMAN9fWle0gkSNHhjZYyCgZAQpHQj0qn4f1KbWfD1hqU9r9le7gWYwb92wMMgZwOxHatSpsguyD7NAYni8mPY+dybRhvqKEtbeO38hIIlh/55qgC/l0qfNGaLILkIgi3I4iQMg2qdoyo9B6VGbG3EksscSRTSKVaVEAf86tZozRZBc5zw14Th8NyXtwb681G+vWU3F3eOGkcKMKvAAAAz+daemabb6TafZrYHDSPK7HGXdmLMxx7n+laFFMCs9nbSzieS3ieUDaHZAWA9M08W8I8vEMY8v7mFHy/T0qailZBcgNrbmN4zBEUkOXXYMMfcd6WC3htohFBFHEg6LGoUfkKmzRmiyAKKKKYHkvijRoPFnxc0NLe1vAdMJ/tOZoGWF41KyRru6Nl+3+FaWv8Aw71GfxXfa9od3pscuowLDcpqFp5wRlAAkj9GwBweK9IopWHc8z1H4bajJrHh+/ttTsrj+zLZrd4tQtd8bMxJMqouAGy3T2HNUovhHex+CYfD/wDasDPFrQ1LzjEQCuMbcev6V6zRRYLnM3Ka63j6wNteEaKtm7XVuYRgyZIU78dTnoP7hz1FUvFvhHUtV17SfEGi6hBa6npgkVEuojJDIrjBBAOQfcV2dFMR5la/DLUn/t7ULvXja67q3l4uNMQwxwbOgAzls45zVjTfA/iG78Zab4i8UazaXUulxOlrHZ25jDFgQWcn69BXotFAHIax4Rm1htQuJbqMXkk1u1oxQlIY4XWRUIzzucEtj1H90Vp+G9EfRdMmt7iZZp7i5mupmRSqbpXLEKCTgDOK3KKAPKdN+Fmp6TKNPs9S09dEW8NyHaxV7sITkxbzkY98Z/lV3xP8NL3xNql3rEusGHU4pYjpMiKdlmiHJBGfmLEkk+wr0milYdzxW70LxRqXxR8RxWcttbTXWixW89zNbuYX3KivsOeCOSOvvXS6R8Mzo2ueEru2vkNvoVpNBIjRkNM0gbLDsPmcnFei0UCPL9S+Gepr4h1m+0O/06GDWXElx9tsxNJbvzuaI9Ocng1a8T+ANR1Y2sUE2j3lpDaLbCHVLEM0bAY8xHTaQT/d6f09GoosO55Lc/CjUY9I0/SoLzSdRtLa0+z7dUsdzRMSSXjdSGHJ4UkgV3/hTQl8M+GNP0VZ3nFpFsMrDBY5JPHYZPA9K2qKLCPJIfhXrUXgvXPCf9sWTafezie2k8lvMRvMVjv5wRhccd66P/hBLn/hMhrn22Ly/wCxf7M8rYc7v7+fT2ruaKAPLofhpqtl4K0bQor3Sr0WDTGaC/svMhn3uzAg/fQjd2PNdL4C8InwZoU1g9xHLJPdPcuIUKxRlsfIgJJCgAdTXWUUDucJpPw9TTPiTqXikXIa3uVZ4bXB/dSuFEj+mTtP51jH4SPN4R1HR59TjF1NrD6razrFlY2IACsp+8MZz9a9UoosFzhtD8Gagq6q2vXOnyC/tja/ZtPtBDFGhGGOfvEn64rkD8DpX8KafpUmrp9rgvnmmuQjfPC6LGYxzn7qKPSvaKKLBcjjiSKJY41CogCqo6ADoKkoopiCiiigAooooAKKKKACiiigAooooAKKKKAMDUr+7sb3dwtuGXaOMOu1i+Se+cfTqeM1bi1BLbS5ry5nVli3GQIp+Qj+EDqT9eSTUtzp1vd+d5qsWkULuzyoBBwPTkZ96RtKtmsZrRwxjmYs5J+YsTnOfXOPyFAFDUtclgtruKG3KXqLF5asQRmViiH8GByKtS3X9lLaRslxcPdTFFy4ZlYqWxk44+U1C+ktLqKu5BRZo53lZ8vKUB2qRgBQCQeP61pTWkU11b3Dgl4Cxj54BIwT+WfzoAyT4ktkXdLBLHs2idWxuhJXeQQP7owSegzT5tfWGG5Z7WZDDZm7IyuQnOAfRuDx7U650WF4b8xBn+2AmSBpNqOxXaTkDIyAPbviootC86K+W8lkY3apHkPlljToM4xnJYnjHOOaLhYkt9XSOQ2RMk01tGPOeVlV/uBtxHGQemQMZqva+Iy1nA89sTdPDHM8UZGQrn5QB1J68ex6Vdm0S2uDJ57zyb0kQFn5QOMNtPUfyHanxaPDBdCdJpw/lpG/zAeYFztzgdsnpii4WKzeIYkE8klncLDDI8Ty/KV3qQABz3JwPenxa0k9wLdIHMxZgBuG0qoUswb0BYL9c+manfR7R9NkscP5TymYkN8wcv5m7P8Avc0kmjwzSRyvNceYsbxFw+CytjIPHH3R0xRcCjYak9r4T/ta5E0wZXuApILeWzEooz6KQKuPq6jUmsFgkM/VRkAMu0EtnsBkD6kVI+k276QmmFpDAiKind8w2kFefbApDpUTTxziSZbhFZfODDcwbG4Hj/ZX6YGKAKC+I1knhkSMLZfZJLm4kc8xhWC/0f644qU+IIwoP2SdgZIoxtKnJkOAOuMjuO2alPh+xIlQK6wy2otHiDfKYxux75+Y85qZdLi/0XzZJpTbuJELt3ClRkAY6MfxouBXi1xXvIbNrWSK4dQxikZVYKSRkDPzAbcnHQEU+81mKxlu43hlY20CTErj5txKqo56kr3qZ9NhkvhcSNI4SQSojNlUcLtyO447dO9R3Wh213NNLI8oaYR79jYGY23IfqD+HtQBT1TUJWnhtLdJo5vt8UWVYDeoTzGxz02gg5/wp8XiKCaza4jglZo4DcSpkfIgLDr0JO1sfTtV4abAZoZiXaSLeQxbklgASffAx7VUi8PWcMBt1M3lGBLdwW/1ka52q3HuRx1B5ouBLe6xBZQW743faf8AVZYKCcZAyeAT0A9aY2txq+FglZftCWpYEcSNjIHPO3PJ9j1xVi+02DUF8uV5PKaNonjVvldTjII9eOo5FQf2HaCdZVeVdlwblEDfKJCCCcY77j+fFACwa1FNJDGIZFaa5ltxnHHl7tzfTK4+prWrA0zR5re9juJv3axpIEiEpcB5GDOc4HGRx35NaklnvlaT7RcLudH2rJgDb2A9D3HegC3RUEEPkoV3vJlmbMjZPJJx9BnA9qnoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqFp4Y5VieVFkYEqpYAkDqQKAJqKYkiyIrowZGGQynIIp9ABRSEgAknAHeoIbu2uCFhnjkJUOAjA/Keh+lAFiiiigAopjMqKWYgKBkkngCmiaNmVVkQsy7lAI5HqPbkUAS0UUUAFFFRedF5/kb183bv2Z525xnHpQBLRRRQAUVC9xFHNHE8irJJnYhPLY64qagAopjusaF3YKqjJJOABTEnheXyllQybQ+0NztPQ49KAJqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAErmdfsp7rWrQxJNtFrcKXjyMEgYGe2a6aql5qNlYsourmKEsCQHbGQOv86zqRUo2bsVF2ZgWa3EPgJktVu1u0tioVgwdXA6KDzjPSqc6a1BfJGtzeMBHEYH2s29icvuxgd8fN0HSupfVLCORo3u4FdU3sC44XGc/TFNOsacLZbk3sPks20Pu4z6Vk6aslzWsUn5HNibVJfEIIS9WAzzRyI+4qU2Haem0DPTHPqap2dnfw2LvGJrWaPS4SjkFfnV2bafr0x711h1i0Se4SWSOOKFI380yDDB849+341XGr6VqGnPJdmJbYzNEBMQQ5U9R6jjNQ6abu5a6j5vIpzS6jN4QluojOLu5ImRYySyKzjCj6Lj9aqRQ6pBqSFZr+SJNR8oB2LKYSmST6jPeukk1TTrd0ikvII2YLtUuBkHpj2OKop4kspLh4YD5jpdLbMN6jr/EOeR29eKuUVdXkSn5HOxjVb5byNk1BY5rKbMchfIkDfKMkAZI4woxg4ojtruGWxntPt5l/s144t4bCzDHynI4HHfjgV1raxYGO5MNzHM8EbSOiMCcL1/wqRNRtjpsN/K4hhkjV8yHGNw4H15qPYp7y1K5/I5KL+2W0uYRz329mtxko4ZGLfPgtyeOvarlidStvEohZ7q4t9zIWk3jagXgnPynkdRySa3G1m1+12cKOJEukkdZVYbQEAzn86kTVtOktpLlb2Awx8O+8YX0zVRhqve2E5eRg+IV1pNQkXTnn8qaDzMrkhHjycD03fKPesy7ttWleS+UXkdy1g0qeXnKsZcrH+Ckce1dNJ4j02O6toEuEka5VmjKsMcdM/U5A+lSw61ZtaWs1xPHbtcoGRHkBPPuOPxpShGTfvf8AABNpbGJ5mr/28Obrf9rTCgHyfs235ie2c/jmrHiKPVjexpp8k4S6gaMlCcRMpDBvYkZWtsapYtdi1W7hNxkr5YcbsjqMVcrT2d4tcwubVOxxLtq00NldyJcJNLHdSFADmI+XhB7dM/U0xl1eO2lXz77DwW0jM4dvmOd445A6ZxyK7mip9g/5n/SsPnXY5aaO8v8AwPPHLHcLctE4VdxLvgnHXkgjsecVlXNre/Nc2P8AaCtHYReW2GDM4lOVORk4BPHpXfUU5UOa2vQSnbocjC2rnxKwlkuFX7UQECMYzBt4/wBkfXrmuuoxRWlODje7uS3cWiiitBBRRRQAUUUUAFFFFABRRRQAUUUUAJWcmqxvNtEUnlmYwiXjBcZBGM56g9q0awF0icX63GyMTfaDI1yJDuZM/d24x93C/rUTclaxUUupoLqINzHC8E0QlZljdwAGIBJ4zkcAnkVfrIWyuW1KG6kigjdCd8qOSZFwRjaRx2PXtWvRBt3uJ2FoooqxCVzeu2F5e6vbG1RCptZ4mkkztXdtHbv1/KulpKicFNcrHF2dzlH8JM9rew+emZYLeKKQg5HlgZz7EgdKSXw1cSWxIMC3DTGUkSyArldvD5znjnjnpXW0Vn9XgV7SRyUnhe8YrKbuOSaP7MylwcO0Wc7vY5preFrvbFIJommSadym50UiQ+o54/WuuopfV4B7SRyk/haV7eaJJYhvtYIEJB+Uo24+vFSt4eujfyOssIgN+l4ODu4GCvpXTUU/YQDnkcnaeGr5ZXlubqKR2tZoMjdyXOQcdAPYVdvdDludCsLNZlE1mYnByQrlBjGRyAfWt+imqMUmhObvc5R/CsssMUbTJH8lwJNm44MuMYJOTjHPrTV8LXP2Zt0sKzq8Lpy7q3l54bJ6HPQdPeutopfV4D9pI5ptDvmuLO632nnRtN5qrGVXEmOmOpGOp61VfwpdG0igS4hO6yWzmLKeAGzuX39jXYYooeHgw9ozm4PDksN1HMJYyEv2us4OSpTbj610fSilrSFOMNiXJvcKKKKsQUUUUAFFFFABRRRQAUUUUAFFFFAEUk0cQBkkRAehZgKPOi8vzfMTy+u/cMfnVTVf+PFysavISqR5XdtZiFB/DOaytbtJY9KltYbV2tI7WQ/IRy+DjIzk46+5x6VnKTV9BpXOloqKJmaJWZCjEcqcZH5VLWghKMmmO6xoXdgqjqWOAK5/UfGujafuUXBuJB/BAN369KznUhBXk7DUW9jovwqnd38dm8aFJJJZM7I413M2Op9gOOT61xR8U+ItbYpo+nGGM8eaRu/8ePyitHRtE8QWN4+oXd5DdTumwwyOxwM54bHHT0xWKxHO7QTa79C+Tl3Z09nexXsbNFuBRiro4wyH0Iq1Wfp9pNAbia4ZDNcSB2Ef3VwoUAZ68DrWhXRG7WpD30FoooqhBRRRQAUUUUAFFFFABRRRQBFNNHbwtLKwWNRkk1WGo25iaQCbCttZfJbcDjPIxn8aj1e2lurApFncskcmAcFtrBiAfXjj3qtHFera3xgWaMOoFuksm5lbGCc5OBnHGex9azlJp2KSTRp211HdxebFuK5I+ZSpyDg8GrFRQwpBEkUYwiKFUewqWrV7akhRRRTAKKKqXN9b2rBZpNpILYwTgDucdB70m0twLdFUn1G2jm8ppRuJA4BIBPQE9Bnj86u0XTAKKKKYBRRRQAmKWqCanZyK7LcLtRS5YggFR3BPUe4qa3vIbncInJKY3AqVIz04PNLmTHZlmiiimIKSiq15qFrYQ+bdXEcKertjP09altJXYblmm71ORkcdeelcNqfjtLjdZ6PbTTyuCokUEEZ7qOuan1DS7DWLWCy02OS3mLDzJPKZSiAc784yc44J681h9YUr8mti+Rr4tDX1DxZo+mZWS7WSQf8ALOL5z+nArnZfGurarIYdE0xvTzGXeR/QfjWxp3gXR7LDSxtdSDvMeP8AvkcV0cUUcMYjiRUQdFUYAqeSvU+KXKvLf7x3hHZXOCXwlrussJNa1Ioh58sHcR+A+UV0GneDdG07DC286Qfxz/N+nT9K6GjtVww1OLva77vUTqSegiqqKFUAAdABTqKK6CAooooAKKKKACiiigAooooAKKKKACiiigBKoNq1jHc/Z2uFEgYIeuAx7E9AfasPXvGltprG1sgLu8ztwvKofcjqfYUzT11S58NGwn00xz3CuDI7KFG4k7mGc55zjFc7rpycYatf1YtQdrs638qK4L+wvGVl/wAe2qiVR0DSk/owpP7U8cWP+v09bhR3EYb/ANBNR9at8UWvkV7K+zR39FcEvj++tji/0aRD3ILL+hFXYPiLpMmBLFcQn3UMP0NUsXSfWwnSn2OwrC1C2mGozzj7SyywKkXkHBDqW6+3zDrx1zSweLtCuMbdQjU+jgr/ADFaA1SxaFplvYDGoyWEgIFW5QmtJE2lHdGbeLdzwxQvDKZ0aMnYB5UpG0ksewBB49u9bwqrbX1reBjbzLJt4YDqPqOtWs1UEt07ibFooyKMj1q7iEqG6hae0miRtrvGyhvQkYzU+aM0OzA56yju4PK2wXLLHb7ZY5CMF8rjZnjpu6cdKtabFIL26lYTFJFQB58ByRuyMf3RkfiTVq61OzsnCXFwiMRnBbkD1PoPesPVPHOlWG5IHN3MP4Yvu/i3+GawlKENZS2LSlLZHUVkan4k0vSQRdXS+YP+WSfM/wCQ6fjXJfafFvifiBPsNo38XKAj6/eP4Vq6X4B0+0Ilvna8m6kNwmfp3/Go9tUqfw46d2PkjH4mZsni3W9blMGhWDInQykbiPxPyipbPwJcXkwuddvpJpDyURiT9Cx/pXcRQRwRiOFERF6KowBUnahYbmd6jv8Al9we0tpFWKNhpNjpcXl2drHEO5Ucn6nqavdaKK6VFJWRm3fcWiiiqAKKKKACiiigAooooAKKKKACiiigAorBZpoL1rmXLxG5Ea7bluMkKPk6cE8j60yzll/4ltz5sjS3MjLMhclQNrEgDoNpUDis/aK9iuU6CiiuT17xrbaaTa2IF3eZ24XlVPvjqfYUp1YU1eTCMXJ2Rv6hqdppdsZ7yZYkHTJ5Y+gHeuGuta1rxbcNZ6RE8FlnDyk4JH+03b6CptP8KajrtyNQ8QzSBTysHRsen+yPbrXc21rBZW6wW8aRRKMBVGBXParX392P4v8AyLvGG2rMPQPCdjoirKV8+7xzM46f7o7fzro6Pxo7V0wpxgrRVkZyk5O7FooorQQ1lVhhgCPQiqFxommXWTPYWzk9zGM/nWhRUuMXuhptbHNz+BtCnyfszRH1jciqCeCLbS7yLULF5Z3gcP5EpXDj2OOvce4rs6KyeHpt35VcpVJdzkdY0K88R3Mcyl9NWJNuXALyZPcKeAO3Pc1n/wDCvr3/AKDkn/fDf/FV31HWpeFpyd5av1GqkkrI4L/hXt7/ANB1/wDvhv8A4qj/AIV7e/8AQdf/AL4b/wCKrvaKn6nS7fiw9rPucF/wr29/6Dr/APfDf/FUf8K9vf8AoOv/AN8N/wDFV3tFH1Ol2/Fh7WXc5XR9MvPDsU8DQvqHnNuEyYB6Y2tuPTvnnqataN4XsNPUTyWsTXbEu7H5ghJzhc9AOldBRWkaMFby2JcmxaKKK3JCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAq/YbX7R5/kR+bnO/bzn1+tVL640vRle/ufKhY5+bHzMe4A7k03UHeTUrW0Nw8EMiOxZTtLsCuFB7cEn14rnF8Kx6zr9zPdX89zZ27hEDNkscAld3oM9q5qk5LSCu7lxSesmUrnWda8XztaaTE1vZ5w8h4yP9pv6Cul0HwlY6IqybfPusczOOn+6O1bdtawWcCwW8SxRKMBUGAKmNFOhrz1Hd/l6DlU0tHRC0UUV0mYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFS8S2lhEVzEsqseEZN2T9KfaiFYFS3RY0XjYq7dvtjtSSo/mrLGAxClSpOMg46H8KzZ7m9s7p5miUxNjIB4HHr61hOpyO7WnoUo8ysjaoqra6hDdj5Gw/dT1q1WkZKSvFiaa0YtFFFWIKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCNpkSRUJ+ZugpDLGZfJJy23JGO1V2hl+0JJlCPMyTjkDBAH6/rRHDKlwjEoww25gOSSR/h+lZc8uxVkVrrSI5D5lufKk64HT/wCtUMWpXNm4hvUYjs/f/wCvW19abLDHNGUkQMp7GolRs+aDs/wGp9JajYZ4p03xOGX1FS1izaZPav51lI3+5nn/AOvUltrClvKul8qQcZ7fj6URrWfLUVn+AOF9Y6mvRTQwYAggg9CKdXQQFFFFABRRRQAUUUx3WNSzsFUdSaAHUVGk8coJRwcdfagzRL96RB9WFTzLuOzJKPwquby2XrcR/wDfQqNtTs1/5bqfoCal1ILdoOV9i5RWe2s2Y/jY/RTUba5bDoJD+AqXXpr7SK5JdjUorPt7p75Wkiby0U4wy5JPv7VPbXcc64Dr5g4ZQehpxqxdrdROLRaooorUkKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACqt1Yw3a4kX5uzDqKs0damUVJWY02tUYRhvdMYtEfNg7j/AOt2q/Df+ZAJ2gkVO7cHHv64q9VM2smxoVdRE2e3zAHqKwVKUH7j07FcyluRtrFoOjlvopqFtdhH3YpD9cCriabZr0gT8RmpVt4k+7Ei/RRT5az3kl8h3h2Mr+2pn/1VoT+JP9KPtuqSfcttv4f41s4FLxR7Gb3mxc66IxdusSdXCfiBTo7K/WVJZZvNCnOzcef6VsUx5o4yA7hT70vYRWrk/vDnfRGfdWTag6s+6EKMc4JamLoMI+9LIfpgVpGaNXCFwGPapDVOhTk7tXYc8krIzV0S0HUyH6tTxpFmP+WRP1Y1foqlQpr7KFzS7lRdNtF6QJ+IzUq2luvSBB/wEVNQc44qlTgtkLmfcge1iY52lTjB2Erke+Ko3Gixsd9s5ifsO3/1qsido5WWV8qqbiduOc9vWpLZ3cyiTGVbAA7DAOP1rOUIT0aKTlHZmWL2+sCFuYzJH/e/+vWjbahb3PCPhv7rcGrJAYEHBB9az7nR4ZctH+6f26flU8lSn8Duuz/zC8Zb6GjzS1h+ZqGncSL50Q79f17VdttUt7nA3bH/ALrf41Ua8W+WWj8wcGtVqaFFFFbkBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADJH8tC2CfYdTUP2ofd2Hfu27eM9M/wAqll8zyz5QUv23dKr+S3l/cG7dnO85PHXOKzk3fQpJdSeKQSLkAjBIIPY1LVe2iMSEHqzFjzmpzVxvbUT3FooopiEqrdZZXQBwSvVVzu9qt0lTJXVhp2KLkt+7MbIvylyqk5PHA/xq/RRRGNgbuFFFFUIKaQGUg9DxTqKAK4tkB+fL4GBv5wP8gU5LeONnZFClzk4HtipqKnlW4XYUUUVQCGs+50q3uMsF2P6r/hWjSVE4RmrSVxptbGEV1DTeVPnRD8QP8K0XuZLdVe48sITglc/Kf61aZQ6lWGQRgiqz2ETrtkLyJ2Vm4FZKnKGkH95XMpbksV1BN/q5Ub6GpqypdDgbmN3Q/mKi+wahb/6m43D0z/Q0vaVI/FH7g5YvZm1RWJ9u1G3/ANdb7gO+P6ipo9chbiRHQ+3NNYiGz09Q5H0NWlqpFf2033J0z6E4P61ZLKFyWAHrmtVKMldMlprcdRSAgjIORS1YgooooASqlzdtbOiiFnDkKCCBz6Vbqvc25nMRDAbJA5z3xUT5uX3dxq19Rkd9GZmhf5JAQApPUkZpVvofLDyOsec8Fs9Dio3sWaZpN45lWTp2AxioxpzhCC6/6t06f3jmsuaouhVoluS7gjOC4LccDk89KfHPFKxWN1Yr1ArLaGZLhiIt4DLgEEA4AGc9Pzq1a2bwSs5cBMEbRnHXrz0ojUm5WtoDiktyx9phyB5i5JK4z3HWoTfIJNoXcC6KCD13DOagm0wyyyOsu3cwZfbs351I1gTMXVlC+YjAY7KMYocqnYLR7kq3itZNc7DtAJ29+Kcl5A0RfzFwMbuemajS0K2DWxb5iGG765qFtPkfLM67wUK4yB8vr+dNyqK2nQLIvefEYfN3r5eM7s8Uz7Zb7C/nJtBwTnvVd7V102aJQC7AnC56n60wafIzb3ZMmRGKgcYUYoc56JIEl3Ln2qEMy+YuVGSM1BHqdtIYwGwXBPPb60yOwKXJclSm9nHXPP6U2Kxmi8g7kPkhlwAeVP8AWk51OwWiXkljkxscHIDcelRm+tVJBnQEdeaisLcxRvuDDcx2huoXsP50waewKnevBkPT+90quebimkK0b7ls3MGMmVcbQ3XsehpGuYVdo/MUyKCdueaovpshRUWRMeWsbZB/hOeKlFlIskmHTy3dn5XJyRilz1P5R2j3J7e7iuUDIw3YBK55Gai/tGAruByvmeWTnp7/AE4pbazaB1YsDiJY+B3HeoxYuHwXXYJvNHHPfilzVLLTUVo3LX2u3CK5lTa33TnrTpJooVDO4UHpnvVA6Y4VMOpIDKQcgYJz2qa4tDLFGiFcx8AnI7Y4IpqVSzuh2j3J2uoFKqZVBbGOfXpSNe2ysVaVARnIz6VUfT53wGmDABOueop4sWEofcvErydOxGKOep/KFo9yybqBQhMigOMrz1FTVlf2Y+yMb1JEfltnOOuc8VqAYUD0GKuEpv4lYUklsOooorQkikMmAEC+5boKhE8jxhgqAAElieOD2qWeFpVChyozyMZzTHt2cJmThe2zg/hWcua+g1YlifzIlcqV3AHB7VJTVBCgE5Pc06rWwgqGS2hm/wBZErfUVNSZpOKejC9jNl0a1k+6GjP+yf8AGoorAWc2ZC0sRBx8uQp9xWt9KXPbvWToQvdKzK55bMq2q48wqpWJmyikY4xzx25q1SbhnGRn0p1bRVlYTdwooopiCqs115VxFCELFwTkHoB1q1UTQo0yyEfOoIH0NTK9tBq3UpLqqMjv5TbQu5cHqM459KUX7bWbYuA+xfn4JxnOe9Ok0+NoWSMlc9MkkAZzgelEdjzmWRmwQUAY/L+PvWH729mX7oiairmPbG2HQuTn7oBwaryahMyu6jy18kOoOD1bGfyq/HZwxbdo+6pQZ9Cc1GNPtwpXacFdnLHpnOKHGq1uJOI0aihnMYRiAxTcPUe1RjVUMZfy+cgY3dM+vp0q0LSISGQA5JyRuOM9M49aYLCEHPz7v7285A9KbVXuF4DnukSz+0EZXAOAc/hVWW9meWOGNDG3m7X5B7Z4q79mi+z+Rt/d4ximJZxKVYAllbduJyScY5qpRm7JME0hl1erbOVZCfk3Lg9TnGP1qGS/dpIjCu5CWGMj5sLmrkkEczIzrkoSVpiWUKCNVXAjzt59etEo1G9HoCcbEB1NdgcRsVCK7nP3Qf51Lc3HkywgElWLZAGc4GaDYQEKNhwqhcbjyB0B9alkgjlKlwSVzjnHUYpJVLO7FdEdpeLdIxAA29RuzVWTU98EhjUqdpKN16HvV2G2jhLFcktjJY5PFRfYINrLhtrAjbuOACc8elDVTlST1BONxh1FFn8rYSAQrN6E+3pUcuoyG0eWOEgbdyuSCMZxzVo2kJl8zB3ZBIBOCR0JFNFhbhWUKdrDbgseB1wPSly1XfXuNOIx9QEcgjaI7gAXwemf501L15rqJVXbE28ZP8WP5VP9ihLBjvyAAfmPzY6Z9aEsoY5BIqkMCSPmOBnrxRy1b76BeJaoooroICiiigAooooAKKKKACiiigAooooAKKKKACqW6MX/AAw3FCDk98jirtJUyVxp2M63yske7aZCzbxt5Xrzn/PWtLtSUtKEeVWBu4UUUVYgoorNuta06yultrq8iimYA7WboCcAn0yeBnrQBYv7r7Fp11dhN5gheTbnG7aCcZ/CofN1j/n0sP8AwKf/AON0h1fTxf8A9nm7j+1E7fKJ5zjO3645x1xSw6xp9xevaQ3kTzpu3RhuflOG+uDwcdO9FgDzdY/59LD/AMCn/wDjdHm6x/z6WH/gU/8A8bosdX0/UpXSzu4p2QAtsOeD0I9QcHkccVoUAZ/m6x/z6WH/AIFP/wDG6PN1j/n0sP8AwKf/AON1oVHJIkUbSSMFRQWZmOAAO5oApebrH/PpYf8AgU//AMbqu17qyX0VqbKy3SRvID9qfAClQf8Aln/tj8qlt9f0q4t55476AxQKHkYvjYp6E57HHB70o1rTDZG++2ReSreWXzyGOPlx1z0469KLMB3m6x/z6WH/AIFP/wDG6PN1j/n0sP8AwKf/AON046rYjS21I3UQslUu0+75QB15+vFWopUniSWJg8bqGVh0IPINAFPzdY/59LD/AMCn/wDjdHm6x/z6WH/gU/8A8brRooAzvN1j/nzsP/Ap/wD43R5usf8APpYf+BT/APxun3+qWWmhDeXKQ+YSE3dWxycAc8VFPrml2ywPNfQKs6eZG2/IZePmz/d5HPTmiwEVnfateWkdwllZKrjIBunyP/IdT+brH/PpYf8AgU//AMbol1fT7e+Sxlu4kuHICxlucn7o9ie3rQus6c9+bJLyM3AYpsB/iAyVz0zjt1osAebrH/PpYf8AgU//AMbpfN1j/n0sP/Ap/wD43WhRQBn+brH/AD6WH/gU/wD8bo83WP8An0sP/Ap//jdaFZ0Gtadc3rWUV7C9wpYFA3JK/eA9SO+OlAEFxfarbNCGsrI+bIIxi6fgkE/88/arHm6x/wA+lh/4FP8A/G6Sy1fT9RkdLS8inZAGIU54PQj1HB5HFOXVtPewkv1vIDaRsyvMHGwFWKsM+xBH1osAnm6x/wA+lh/4FP8A/G6PN1j/AJ9LD/wKf/43UllqNpqETS2lwkqq2xtvVW9COoPI6+tXKAM/zdY/59LD/wACn/8AjdHm6x/z6WH/AIFP/wDG60Kq3d7b2Fu1xczJFEpALucDJOAPqTxQBB5msf8APpYf+BT/APxuoIr7VpbieEWVkDCVBJun5yAf+efvUh1zTBZLefbofJZ/LDA8l+64654PHXipW1TT47SG7a7gW3uGRIpd4xIzkBQD3JJAoswuJ5usf8+lh/4FP/8AG6PN1j/n0sP/AAKf/wCN0Xusafp8yQ3d5FDI43BXboM4yfQZ4yeK0KAM/wA3WP8An0sP/Ap//jdHm6x/z6WH/gU//wAbrQooAz/N1j/n0sP/AAKf/wCN1Xu73VLKznupLKyZIY2kYLcvkgDJx+79qmn1rTba9WymvYUnYqAhbkFvug+hPbPWlGrac9+bAXUTXWSpizznGSPrjnHXFFgNGis6DWtOubxrOG9ha4UsNgbklfvAeuO+OlLY6vp+oyOlneRTsgBYIc8HoR6jg8jiiwGhRRRQAVyPiGYXFzcaQNOu0trpFF7dxWjyeahGNilQeccFj0B4yenXUUAcXJZ3Rjn0oWk/2mTV1vEuRGfL8rzll3b+gIUbMdcgcY5qk+lahe6Jp2iRW89vfWInWa5ZCqZMMsYZX6NvZ1bjnrnBFeg0UActpyzXmsadcpYz2cdlYSQTLLEUw7GPCL/eA8tuRx0wea6miigAqpqBjGnXJmtmuYvKbfAqbzIMcqF756Yq3RQBwcsd1rAm1R7G6W6jktWFo1s6BYYphIVBYDe/U8ccAD1Ms1vcyeIF19LS5Fil3GWhMLCRsQSRmUJjd1kVcYzhSfSu3ooA4K60jWLyxvZILaI2k89xdJZzu0b7ioEZwFPcNJtODuZc4IrqdBS5i8P6fFdwrFOluiuisTtIUDGSBzWpRQAUUUUAc/r+oTWL25tdOlnu5A6LcpbNKLdTgsTtGecDC8ZI5IxmsaCx/sqG6ij0+8u7a80yK2tw0B3My+buSQY+TJkBycDk9MV3NFAHALpd/baRqOiSwTz3t5JAYrtYyUJEcSGRm6KUaMnB54GM5ptrZahFrERVb0H+1JJpNPaA/ZY0Z2zKsuOTgl8biNzEbR29BooAKKKKACuFmjk12eS0jsrvTYoFnWxU2joPNaN081mxtUYdsAHnOTzxXdUUAcfbRG+vbKWTTbmC1s9NmtrqKSAjcX8v92ox84GxuVyOmOtR6VcLY+HL4SaNeymK/nnitfsbAsGuGaMqCMcZVuOmK7SigDA8OK0i3t7Msq3l1KrzCSB4lXChVVAwBIAHXuc9Og36KKACsnW7kWNgLj+zpb+RJFMcUcZchuzcAkAdyAT9a1qKAOHtIJYL611t7e8mLTzNeAWrqUkeONVdIyNxULGEyMn5ifWob2xaLw5B5mnXDXT6n9rhRLdpGgia8WVgdoO07Bkj6iu+ooA4LVbe/wD7R1i7txqPmXtvEdPEUB2l1UjZKCOBu5IbAw579O6Td5a78bsDOOmafRQAUUUUAchrEwu9Sl0r+zbyO0eWOW6uY7N2+0MNpCqyjGPlUFieAMD1EMNpdbLbSvss63EOrPeNcmM+X5ZmeTcH6EsrbMdcsewzXa0UAcLcRvr0slpHZXempBHcJYq1o6DzWjdPMZsbVGGbAB5zk88DR01JbvV9MnSxuLOOysJIJlkjKAMxiwi/3gPLbkcdMHmupooAKKKKACismTVvLuryF4QPJH7pi3EhCqxHsRuH+RTrjWIIYZ3WOV/LV2GFwH2nDYPsaANSis99Uto5/KcsrDAYkfdJGQD74/nT7a/jukR445drnAJXjGM5yO1AF2isWbWHj1GS3CwkJOkO3ed7bgpyBjHG79DU76zaxl1cSKy4wCuC2WC8enJHXHWgDTorNbVbZHRHLqzAEgrjYCcDP4g9Pr0p8OopPepBHG+xkdhIRgHaVHHr1/SgC/RWe+rWqeYW3hUDndt4bZw2PXFSLfRG3uJmDqLfJkVlwRgbv5EUAXKKzf7Wt/OWNt6sxUHcuNpY4UH6/wBRnFNXWIpZAsaOFOwh3GAysSAR37GgDUorLTV4pfsxiimdLiTYrbeMFSwP6fWl/tu0OSC7dNm1c78sF4/Ej86ANOis06xaB5FZ2UIGySOCV+8B7j+lOi1FWjvJJInjS2PzBh82NoY8fjQBoUVQl1O3idl+dyuS2xc4AAJP0G4fnUX9swh5VaNxsl8pen7z5Q2R7YP8vWgDUorMbWbRQGUyOpVGDBePm+6Mnuf6VfikE0SyAMAwzhhgigCSisqPVlMcbSR7WKt5qryVcME2j1JbIH0p/wDasPnRqQyqwYHcPmVg6KAR9XFAGlRWfPqtvCzAiRigcttXOAuNx/DIpo1eICTfG6lZvJQHHznGePwoA0qKzV1i0aSNQ5IcL82OF3cKD7mmtrNqsayEybWBYZXHyjGW+nP+FFgNSis8ajG13FDEjMHkMZkx8uQpY4Pfpj/9VOk1GCK6+zsHVjkDI4JC7sD8AfagC9RWcurQOoKpLubbsTZhnDAkEfgrflTo9RQ2Mdw6MDIxVYwMsTkgDH4UAX6Ky4tYhZN0iSKQzb/l/wBWodkBb0ztP61J/aKymSOCNmlG8R7xtV2Q4Iz9aANCiqMeoebbXUohdfs7OuG/i20xdUgZEZVeRnbYBGucsBkgH25oA0aKzzqtv8hXzGRlRt6rwu77ufrT4dTtbiRUjcszbcDH95Sw/QGgC7RRRQAUUUUAULnTILpJVk3/ALyVZcg4IYADj8Bj8TUbaRA6yo0khR1kULxhN/LY4/nUF3qN3FNMsaoVWdIEwuSCUDFjkgd8Y9xTI9VuvOh81I0iYqrMuH+YuV5w3y5wOx6nniiwFz+zEFwZzK+9sFyAo3MBjOcZHAHT0otdMS1lMkcsmWYbwAqhsAgZAA9c569KpDWLgLGT5B84HbtB/dHzFTLc8/ez26GnPqV2A6p5BaNJmZgpIfYV6DPGd2D1wRRYLluTSkkuJZDPMElkWV4ht2llCgds/wAI71EmhwRk7ZZfuFBwvAJB54+bp3zVWXWbmFpdyKSSRCoGQfmC53bu2ckHFK+rXcQDSIiohbzWADHAxyVD5HU+vTpRYLlmLQ7eFkaN3BH3vlX5vmLenHLHpjip7bTkt51lWSQhFZY4zjagYgkDjPYdai1C8uLeSQReVtigM7bwSWweg54+tVLzU7tbW5aJolO2cIApLIY88nnnOPwyOtAFx9IhYOrSSmNg4CZGE3nLEcfXr61Ykso5I7tCWC3QIfB6fKF4/AVXv7q5toITEI3dj87Bc8AZyF3DPPvVNdUuE824UrLA0mEQA7iPIDjB7cjpjvQBoPp0T3ZuVYqxKlhtBDEdDnGfToe1UNP0ia12LPIpjUBjsIJZweDnaCB16k9evq5tVnt1Yv5MwUId8YIHzhtq9TzuCj6MKI9Uu7naI1hjJV8llJwyBdw6j+IkfhQBPFo0cMvmrNIJA6uGCqOgYcgDByGOT1pYtIgh2hXfYjKUUBRtwwIHAyeg61ajuRPZ+YpAcxByoPK5GRWHDfPa29k0Vy8rTW6tIsjGTa5KAHrxksRjIH0xRYLmmdHty0w3HZLvJQADBbknOM9ST171Yt7PyPNLSvK0xy5fHPAHQAdhWVFqtwZFkleNIo4rgyKU6mNlGeCcdegz3/C5Y3txci6jkCrLEAQ20DqMjIDH+dFgBdGhjgjijmmTYjRlgQWZWOSCSPYc+1LJpEDys6syfMHUBVIU7QvGQeoA/KqNjf3Mdpbh5EkO2EuHzvkMh6jJ4xn9D0q4L+4TRpL2QRbwCyryFAzjk/rQBKdNj8p41dxuCgnAP3RjoRg1Ja2a2Uaxxu5jAICkDGSSSeBx1+lU0v7p7w2uYW2M26UKcMAqNwM9fmx19/aorXUpikP3NgMKFGyXfeqncDnoM+n8JoAuHSoC9yRuVp3WQkH7rKcgj8efqTSHSYXXLSSGQEkycZ3FlbPTHBRfypkd/cDR0v5hHyqyuFBwsZxnv1Ayarrqt29yqiECPcmc4BIc8HJYdAR2OSCKALg0mIK4aWRzIkiMxIyd+M9vakk0qKQsfMcHzPMX5VO1tu09R3HrVCPWLqUEKIyXWJomK4GHcLnG4kjBzzj6VbtL+4kv3t7gJj59hQcNtIGc7j+IIGPeiwXJF0mBZ0kV3BULuGF+Yr0JOMj8MUj6RA6RKHdTGhjDYUkqeccg/nVW2uLxCMypI0k8+4lW4VGIwoz7f/r7kWp3UskESm3LXARwwUkRhlc4Izyfl9s80WC5eTTY0uFlEsgVJGlWLjaGIIJ6Z7k9e9RvpED3ZnLyZLl9vHUqVPOM9D0zSadfXF00fnCPEkAlAQEbecEcnmm/bWTVWj3qYmkSPk8L+7duPfgUASvpkbPG6ySI8aoqOMZXaGHcdw7CnHT4xaxQLI4MT70k4LBsnnpjuR+NU4tUuZgkgEXlDydwAJLeY23g54x171Jpeo3F6wM0Sojx+YoyAV56H5iT9cDpQBINHhAK+dMQwIlGR+9G4tg8erN0x1qzHZRxSI6k5RpGGT3c5NZtvq05kVJxGrM6cAcBSSMhgSD29PpTo9Rurhp/s6wuI43deCd5DuoA5/2BQBfWzRUuU3uUnJJXj5SRzio4dMggljeLcojIKoMbc7ducfTH5VnSa1MwV7WJGidXkR2xhlXA5ywxyTz2GOKlbVLtklWOKMTROEkB9S3GMkAnbzjPcUAWV0mFCirJJsVYwUyMPs+6Tx/L0pbfSra1nSWMPuUOBluPmOf06D0BqWwulu7ZH3gvj5gBgjkjp25B/KrlABRRRQAUUUUAU3uLJ5jau8Rkc4ZGwcnHQ++Kl+zwbkbyY90Ywh2jKj29Ky5ba5XUC9tFKm+ZWc7laJxwCxB5DYHbuBUMNrfRwg+VKrosRlHmAmZ1cFmHPcA9cZyB2o0DU2IrK2hiaNIUCsMNlc7h7+tSLDEqhVjQKBtACjAHpWM1lezrPIVeOQxzeUDJ91mY7eh64P4Uy5s55Fj8mCWKAF8w7gzZIXBxuAHRu/fP0NA1Nh4raESTPHGuV/ePtHI96jtjp95Gv2cW8qRH5dqghD7elLaRmNXDo4f5dzls+YdoGR6enbpWVJYXYtbePaxRXlMkaYJJZiVPUds9+49KNANsGKUuvysy/K464yM4P50eTCrtJ5aBmGHbaMke5rCl0++3ZbzHjyNwBBZm8tAGPI6EN+eaWO3uXu5FCTNLHNGDOzDAURJuGM9+e3U+1GgG0Iraa2RRHE8GAUG0FcdsCpPLTP3R1z+OMfyrCj064t4YEETNCqQ+dGH5cgOG6n1KH3AxTlsLsozOH3rEvkgyfcPmMcdeoUqM0aBqbKQQxqVSJFUncQqgDPrT/LT+6vft69ayNNtbuK+d5zJ/HuY42tlsr3yePYY6VX+yXyXE7JE7KZRISzAM2JVbAO7DDbuxkDHAo0A3xGi5wqjPXA61EtpbJG0awRBG+8oQYP1FZy2U9zMpuUkSI+eSvmcjcV29D6Z+lUpbLU5FjknMjMVZGWMg4YBQrckYzhjntuo0DU6DyIMKPKjwvKjaOO3FJtt7OFmCxwxKMsQAoAqhp6Sm/uFMm+GIkKd2cs2CwP0IP/fVUm0+5njljeF9xRhKzOMTNvBUjnsAfTGcUaAbSi1aWEhYvM2Ex/KMheM49ByPzplw9o1gTK6C2dRyDgEHpj61FcJJDeWs8MDyokbxFUxkZ2kHkjj5f1qu1rL/AGZBbPbuzQLGd8UgDBgOSvuPfqDQBoW32V4le2ERj52lAMdef1p/kQiRZPLTeo2q20ZA9Aap6b9pSPZcI5yzFZG2hsZGA23jceenpzzWbJaag91JIsUiqS/mBWA3rvUgA7sklQR2xnHFGgG3JHDcwPb7vkHyMEOP+A/lS4tnnBxGZoztBwNy8ZwPwNZkFvcWzebHayBDM5EQcZAKgAnnHUfhVeDTLlHhllhdpFwCVcbgfJRc5z/eU0aAbiW8EedkSLk5OFAyeuacsMSSNKsSK7feYKAT9TWZpttdQ2txEV8sniJ3GDnGMkBiPTkYz6VXWzmCxbrOcxKCJIfNBLPgYfr9e/U57UaBqbgjQEEKBjJHHr1qNEt0kMaJGr/6whVAPORn+fNZUdhegB5GLXKvFiTfxgIoc4+ufrUUFndxFZVt5VZEhEgMgJkZWJcjn374zRoBvqiLjaqjAwMDtUKwWphMYihMRbJUKNpOfT1zWXFbXZuQ89vKwZiUAlA8o+azEnnupXpnoRVd9Ou0hjijikVEabKoQcszZVhlh2zz1HpRoBvnyUZUIUFzhRgc45/SkjEEc8ixqiysA7hQATnOCfyNZdtZ3KX0TzROzpLIzzlxhlIO3jPYEDp2PrT7iK6luZ544JFCiFVywBfZIWbHPQj1xRoBeMFoGeLyod0o3Mm0fOAepHfrTpHt7SIyOUiQYGcY78D8z+tYlxHdxbrxkKSKXaJGkGWJdSE49QCPxrSmWe20+IRW/wBquExjJH3u7cn60aALJdab5UJkktjH96PdggY6kemKkeK0t4388oUmkG4zEEMxwAOfwArMmtp309rcW1zulDl3VowzMxOQwzwpz2NS3un3t9HHC8sKoFZiwjOFYjaAPm7ZY59hRoBqpFHH9xFXgD5RjgdBUmRnGefSsWMX29WlgkUmVZnYOCFHlAEdc/eB4xVPw/OA24o0kskcYcqVIAGcsx3HnJ56fTrQB0MlxFC0aySKhkbYgJ+8fQVNWPf2V7NfRTRmF1R02qwOUAOWPXvx+QrSgkMse4o0fzMMN14JGfxxmgCaiiigDOnvZ4bgA2w8nzFiDF/mYtjkLjkDPPPY+lRpqcrhJPs2Y5lYwbX+ZyBkAjGBkAkcmpWsXbUPtRuXOMBYyoIUd8emfXrTF0sqMJcyKqBhCAB+63dxxzjoM9qAGDUphMbb7PH9q3hQBKSmNu7JbGeB2x3HrV20uPtNsJdu1ssrLnOGUkEfmDVSPSjFCirctvjfekm0ZBIIOf72c96s21sbZdqyOy46EDliSWb6kn6UAW6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKMUUUAFFFFABRRRQBXN5ai58g3MXn/APPIuN35dajXUrJnMa3kBkBwVEq5BzjGM+vFcTceDbjWfF+tXNyyW9o17aTRyfZQZpPLjjP7uUn5RuXBwPWsiw8PXU2ha7YNY3EeoO11Nas+nhAsgnaWIibq2SEOP8KLoLM9S8+LJ/eINrBD8w4Y9B9eRx702S+tYphBJcQpK2MRtIAxz7V5xoeh60fE1lPd2UsVnqLjWL0Of9TcL5gWI+4Dwf8Afk0eMfDGpapq/iC4gtYnt5LS0j+a0Eksihn8zyXJ+V1U5HB520XQWZ6N9stftH2f7TF5/Ty943evTrTRqFmYDMLyDyQ20yeYNoPpnPWvPE0dxrviZLnT7+RbyWYQGGxXc6tbou5bg/dPDAZIGfrWTLourf2W1qmnyTWUN5ZOtydJWKdghYOHiHEgVdvOADkjmgLHrq3ds6Rus8TLIdsZDghz6D16Un221+0/Z/tMPn9PK8wbvy615prula3qkNpNpGlKV0i2E9ubhDaMbnzQ5KRBCCSItuMrxKeeaS48Nane65c6ibMJaza7bTsDZj7SsYjiIdZCchQ6gMMdA/NF0Fmem/bLXdKv2iLMWPMG8fJ9fSpBKjOyBgWXG5QeRnpmvJpdCu38Gvpq+H7ka3BaPFcXwTAlkMyEkf8APXcQXzzjHYnFdf4f0zU7PxB4ke8neZrgW/k3TQhA+IyOAOODRdBZnSm9tQJSbqECE4l+cfIff0/GkivbWYL5VxFJvJC7HB3EckCvKptDuG8Erp8fhu6j1W2s4obu68rPnOJ4mfC9Jt21nzzjnuxFat5oF3q0ejPp0Mtrd2H2maG4ks/soWf92U3IP4WGUPqM0XQWZ3r6lYxuEe9t1c9FaVQfT1oOqWALg3ttlPvDzV+XnHPPHNcFpOgTXUnhO81DQ1inWa9kvFljVjFv8woGOOeSMVixaBfS6FPp406cXz6kkmZdLGxU+2hyTJx5g24YgnoPai6CzPX4Z4riMSQypKh6MjBh+YqWuS8FaRc6QNbF5FGk0uoM37mAQwugRAjRoM4yAM8n5ga62gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOSntbf7S/7iL7x/gFM+y2//ADwi/wC+BRRQAfZbf/nhF/3wKPstv/zwi/74FFFAB9lt/wDnhF/3wKPstv8A88Iv++BRRQAfZbf/AJ4Rf98Cj7Lb/wDPCL/vgUUUAH2W3/54Rf8AfAo+y2//ADwi/wC+BRRQAfZbf/nhF/3wKPstv/zwi/74FFFAB9lt/wDnhF/3wKPstv8A88Iv++BRRQAfZbf/AJ4Rf98Cj7Lb/wDPCL/vgUUUAH2W3/54Rf8AfAo+y2//ADwi/wC+BRRQAfZbf/nhF/3wKPstv/zwi/74FFFAB9lt/wDnhF/3wKPstv8A88Iv++BRRQAfZbf/AJ4Rf98Cj7Lb/wDPCL/vgUUUAH2W3/54Rf8AfAo+y2//ADwi/wC+BRRQAfZbf/nhF/3wKPstv/zwi/74FFFAB9lt/wDnhF/3wKPstv8A88Iv++BRRQAfZbf/AJ4Rf98Cj7Lb/wDPCL/vgUUUAH2W3/54Rf8AfAo+y2//ADwi/wC+BRRQAfZbf/nhF/3wKPstv/zwi/74FFFAB9lt/wDnhF/3wKPstv8A88Iv++BRRQAfZbf/AJ4Rf98CiiigD//Z"
}
] |
math-reasoning
|
{
"ground_truth": "0.32",
"style": "rule"
}
|
{
"answer": "0.32",
"index": 33,
"question": "What's the ratio of least value of light brown graph and leftmost value of dark brown graph?",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: What is the lowest accuracy reported in the whole chart?\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
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}
] |
math-reasoning
|
{
"ground_truth": "1",
"style": "rule"
}
|
{
"answer": "1",
"index": 34,
"question": "What is the lowest accuracy reported in the whole chart?",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Is Black greater than Deep Sky Blue?\nChoices:\n(A) yes\n(B) no\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 35,
"question": "Is Black greater than Deep Sky Blue?\nChoices:\n(A) yes\n(B) no",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Is Sky Blue less than Chartreuse?\nChoices:\n(A) yes\n(B) no\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 36,
"question": "Is Sky Blue less than Chartreuse?\nChoices:\n(A) yes\n(B) no",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: What is the difference between genres of tv shows watched by highest female and lowest female?\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
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}
] |
math-reasoning
|
{
"ground_truth": "39",
"style": "rule"
}
|
{
"answer": "39",
"index": 37,
"question": "What is the difference between genres of tv shows watched by highest female and lowest female?",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: How many people prefer the most preferred object?\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
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8eoAd4Z8KHw7quv3v237R/a16bvZ5Wzys/wAOcnd9ePpUPivwRb+JLyz1O3vrnTNass/Zr+2xuVT1VgeGXk8e59TmT/hKNX/6EjXP+/tp/wDHqP8AhKNX/wChI1z/AL+2n/x6gCnpfhTxLFqtvd6z44vNSjt23LbQ2cdqjnGPn253DnOKbr/gWe/8RjxFoOuTaHq7xCG4mjgWaOdR03o2ASMAZ9h6Ve/4SjV/+hI1z/v7af8Ax6j/AISjV/8AoSNc/wC/tp/8eoAytE+HL6T40i8T3Ou3GoXzWrw3LTxAGViRhhg4RQAAFA/Gu9rl/wDhKNX/AOhI1z/v7af/AB6j/hKNX/6EjXP+/tp/8eoAzdT8AXg8Q3eueGfEdxoV5fAfbFW2S4imI6NsbADe/wDic6HhPwZb+Fze3Ul5NqGq38gkvL64ADyEdAAOFUdh/wDWw7/hKNX/AOhI1z/v7af/AB6j/hKNX/6EjXP+/tp/8eoA5rTPhdqmgLeS6F4xubC7u55JZ3FkkkTqxyo8t2IDLk/MCM56Vt6JoujfDnRLu61DVgZbqYzXupXsgVp5Dn1/HCjPfrVr/hKNX/6EjXP+/tp/8eqpf6rcarB9m1H4e6peQBg4juPsUi5HQ4aYjNAGP8KNJiv/AIO2llqNvvt70XG6OQY3RvI38xyD9DUtp8PfEej262Gh+Pr600lOIraaxineNf7qyNyB6ccVtx+JNThjVI/A2tpGoCqoktAAB0AHnU//AISjV/8AoSNc/wC/tp/8eoAdc+DrLU/Bx8Navc3eowsuHubiTMxbduD7scEHp7DHIrHsPBfim1kt4JfiFfzadAykQfYollZQfutNyx6YJrW/4SjV/wDoSNc/7+2n/wAeo/4SjV/+hI1z/v7af/HqAKvijwXca1r1hr2k63Lo2rWcTQCdYFnV42OdrIxA6k/n9KW/8L+JLuy09ovGl1banao6yXMVnH5Vxk5BaEnbkDgc+vrVn/hKNX/6EjXP+/tp/wDHqP8AhKNX/wChI1z/AL+2n/x6gChongW6tPEcfiLX/EE+uapBE0Nu7W6QRxK3Xai8ZIJGc967euX/AOEo1f8A6EjXP+/tp/8AHqP+Eo1f/oSNc/7+2n/x6gDqKK5f/hKNX/6EjXP+/tp/8eo/4SjV/wDoSNc/7+2n/wAeoA6iiuX/AOEo1f8A6EjXP+/tp/8AHqP+Eo1f/oSNc/7+2n/x6gDqKKw/D/iEa79vR9PurCexuBbzQ3JQsGKK45RmHRx3rcoAKKKKACiiigAorhfHkNzfar4d02TVLvTNHu5plvLi1l8pmcIDFHv/AIQx3fXAHXFSWXw10ixv7a8i1HW3kt5VkVZNRkZWKkEAgnBHHIoA7aiiigDmviB/yTrxJ/2DLj/0Wa2dL/5BNl/1wT/0EVjfEDn4d+JP+wZcf+izXJR/FL7FClr/AGPv8hRHu+1Y3beM42e1aU6M6ukFcyq1oUlebseo0V5l/wALdP8A0BP/ACb/APsKP+Fun/oCf+Tf/wBhWv1Ov/L+KMfr1D+b8Gem0V5l/wALdP8A0BP/ACb/APsKP+Fun/oCf+Tf/wBhR9Tr/wAv4oPr2H/m/BnptFeZf8LdP/QE/wDJv/7Cj/hbp/6An/k3/wDYUfU6/wDL+KD69Q/m/BnptFeZf8LdP/QE/wDJv/7Cj/hbp/6An/k3/wDYUfU6/wDL+KD69Q/m/BnptFeZf8LdP/QE/wDJv/7Cj/hbp/6An/k3/wDYUfU6/wDL+KD69h/5vwZ6bRXmX/C3T/0BP/Jv/wCwo/4W6f8AoCf+Tf8A9hR9Tr/y/ig+vYf+b8Gem0V5l/wt0/8AQE/8m/8A7Cj/AIW6f+gJ/wCTf/2FH1Ov/L+KD69h/wCb8Gem0V5l/wALdP8A0BP/ACb/APsKP+Fun/oCf+Tf/wBhR9Tr/wAv4oPr2H/m/BnptFeZf8LdP/QE/wDJv/7Cj/hbp/6An/k3/wDYUfU6/wDL+KD69h/5vwZ6bRXmX/C3T/0BP/Jv/wCwo/4W6f8AoCf+Tf8A9hR9Tr/y/ig+vUP5vwZ6bRXmX/C3T/0BP/Jv/wCwo/4W6f8AoCf+Tf8A9hR9Tr/y/ig+vUP5vwZ6bRXmX/C3T/0BP/Jv/wCwo/4W6f8AoCf+Tf8A9hR9Tr/y/ig+vYf+b8Gem0V5l/wt0/8AQE/8m/8A7Cj/AIW6f+gJ/wCTf/2FH1Ov/L+KD69h/wCb8Gem0V5l/wALdP8A0BP/ACb/APsKP+Fun/oCf+Tf/wBhR9Tr/wAv4oPr2H/m/BnptFeZf8LdP/QE/wDJv/7Cj/hbp/6An/k3/wDYUfU6/wDL+KD69h/5vwZ6b2orjfCvjo+JtUksjp32bZCZd/nb84KjGNo/vfpXZVhUhKm+WS1OinUjUjzRegtFFFSWFFFFABRRRQAUUUUAFFFFABRRRQBy/hf/AJGDxf8A9hVP/SS3rqK5fwv/AMjB4v8A+wqn/pJb11FABRRRQAUUUUAeZ+LNS8C+JNL0fUPEGlajeQSGcWgFrOHTBUPuVMEZIXGeuOKwtEtfhSuv6c2neHNShvhdRG2ke3ugqSbhtJLHAAOOvFdd5/xV/wCfLwj/AN/7j/CpLKb4lG/thf2nhhbMyr55hlnMgjyN23IxuxnGe9AHb0UUUAc14/P/ABbzxH/2DLj/ANFmvDrn/j6m/wB8/wA69d+IniPQ7fwl4i0ybWdOj1A6fMgtJLpBKWaMlRsJzk5GBjnIrxiG2ltpLlJpNxa4kcf7ILEgV6OXP32jzcyS5IsloorntF0W+0/U7i4uLkOjgjhiS5z1P+e9epKUlJJK9/wPKhCLi23a34nQ0UVz+taLe6hqUFxb3IRFAHLEFDnqP89qKkpRjeKuFKEZStJ2OgoorP1qym1DTHt7eQRuxB5OAw9DTk2otpXJgk5JN2NCis/RbKbT9MS3uJBI6kng5Cj0FaFEW3FNqwTSUmk7hRXP6Lot7p+pXFxcXIdGBHDElznqf8966ClTlKUbyViqsIxlaLuFFc9rWi32oapBcW9yERAByxBQ56j/AD2roaIyk5NNWt+IThFRTTvf8AorP1qym1DTHt7eURuxB5OAw9DRotlNp+mJb3EokdSTwchR6Cjmlz8ttO4ezjyc19exoUUVz2i6LfafqdxcXFyHRwRwxJc56n/PeiUpKSSV7/gEIRcW27W/E6Giiuf1rRb3UNSguLe5CIoA5Ygoc9R/ntRUlKMbxVwpQjKVpOx0FFFZ+tWU2oaY9vbyCN2IPJwGHoacm1FtK5MEnJJuxoUVn6LZTafpiW9xIJHUk8HIUegrQoi24ptWCaSk0ncKK5/RdFvdP1K4uLi5DowI4Ykuc9T/AJ710FKnKUo3krFVYRjK0XcKK57WtFvtQ1SC4t7kIiADliChz1H+e1dDRGUnJpq1vxCcIqKad7/gFFZ+tWU2oaY9vbyiN2IPJwGHoaNFsptP0xLe4lEjqSeDkKPQUc0ufltp3D2ceTmvr2NCiiue0XRb7T9TuLi4uQ6OCOGJLnPU/wCe9EpSUkkr3/AIQi4tt2t+J6z8K/8AkaLj/rzf/wBDSvYe9ePfCv8A5Gi4/wCvN/8A0NK9h714uO/jM9nAfwfmOooorkO4KKKKACiiigAooooAKKKKACiiigDl/C//ACMHi/8A7Cqf+klvXUVy/hf/AJGDxf8A9hVP/SS3rqKACiiigAooooA4Px6DqGteHPD1xqE9lpmpSz/angk8tpiiApDv7BiTx324rI1DwxpfgDW9AuvDc9zZzXupRWk9gbp5UuYnyHYq5Jyo+bcOmPetHxLr2h634as/7Y8Ja/f2d60hFqNNcywtGcbmAIMZOeCDyM1h+FH8H6Rr9tJpngnxPBezOsCXd7YyuIQx253Ox2LzyR2zQB69RRRQBw3xE8OaHceEfEWqTaNp0moDT5nF3JaoZQyxkKd5GcjAwc8YFeRXP/H1N/vn+de4+P8A/knfiP8A7Blx/wCizXhGqSyQLdyxoXdN7Ko/iIzxXo5e7OTPMzFXUV5i0Vi+HNWutVt5nuYguxgFcAgN6j8P61tV6lOanFSWx5NSm6cnGW6Ciue/tq9/4Sb+z/sw8jdj7p3Yx97PpXQ0QqRne3TQdSnKFr9dQorF8RatdaXBA9tEG3sQzkEhfQfj/StS0mkns4ZZEKO6BmU/wkjpQqkXNw6obpSUFN7MmoqG7mkgs5pY0LuiFlUfxEDpWX4d1a61SCd7mIDYwCuAQG9R+H9aHUipqHVgqcnBzWyNqiiue/tu9/4Sb+z/ALMPI3Y+6d2Mfez6UTqRha/XQVOnKpe3TU6GiisXxHq11pVvC9tEG3sQzkEhfQfj/SipNQi5PYVOm6klGO7NqiobSWSezhlkQo7oGZT/AAkjpRdyyQWc0saF3RCyqP4iB0quZctw5XzcpNRWL4c1a61W3me5iC7GAVwCA3qPw/rW1U05qcVJbBUpunJxlugornv7avf+Em/s/wCzDyN2PundjH3s+ldDRCpGd7dNB1KcoWv11CisXxFq11pcED20QbexDOQSF9B+P9K1LSaSezhlkQo7oGZT/CSOlCqRc3DqhulJQU3syaiobuaSCzmljQu6IWVR/EQOlZfh3VrrVIJ3uYgNjAK4BAb1H4f1odSKmodWCpycHNbI2qKK57+273/hJv7P+zDyN2PundjH3s+lE6kYWv10FTpyqXt01OhoorF8R6tdaVbwvbRBt7EM5BIX0H4/0oqTUIuT2FTpupJRjuzaoqG0lkns4ZZEKO6BmU/wkjpRdyyQWc0saF3RCyqP4iB0quZctw5XzcpNRWL4c1a61W3me5iC7GAVwCA3qPw/rW1U05qcVJbBUpunJxlujuPhV/yNFx/15v8A+hpXsdeC/CDU7mf4lalYSRqsMenOycHLfvIhnPpya96rw8XNTqto97BwcKKTCiiiuY6wooooAKKKKACiiigAooooAKKKKAOX8L/8jB4v/wC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}
] |
math-reasoning
|
{
"ground_truth": "7",
"style": "rule"
}
|
{
"answer": "7",
"index": 38,
"question": "How many people prefer the most preferred object?",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Does Dark Periwinkle intersect Yellow Green?\nChoices:\n(A) yes\n(B) no\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 39,
"question": "Does Dark Periwinkle intersect Yellow Green?\nChoices:\n(A) yes\n(B) no",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring a floating-point number with two decimal places and provide the final value, e.g., 1.23, 1.34, 1.45, at the end.\nQuestion: Find out the average of the bottom two countries ??\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "51.04",
"style": "rule"
}
|
{
"answer": "51.04",
"index": 40,
"question": "Find out the average of the bottom two countries ??",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: What is the value of the largest bar?\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "9",
"style": "rule"
}
|
{
"answer": "9",
"index": 41,
"question": "What is the value of the largest bar?",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Does South Carolina have the highest value in the South ?\nChoices:\n(A) Yes\n(B) No\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 42,
"question": "Does South Carolina have the highest value in the South ?\nChoices:\n(A) Yes\n(B) No",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring a floating-point number with one decimal place and provide the final value, e.g., 1.2, 1.3, 1.4, at the end.\nQuestion: How many times Dissatisfied more than satisfied?\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
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}
] |
math-reasoning
|
{
"ground_truth": "3.9",
"style": "rule"
}
|
{
"answer": "3.9",
"index": 43,
"question": "How many times Dissatisfied more than satisfied?",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: How many people prefer the most preferred object?\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
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"
}
] |
math-reasoning
|
{
"ground_truth": "9",
"style": "rule"
}
|
{
"answer": "9",
"index": 44,
"question": "How many people prefer the most preferred object?",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: What is the highest Elo score for the agent using an offline RL algorithm?\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
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B6DRXn3/CnvDX/PzrP/gxk/xo/wCFPeGv+fnWf/BjJ/jQB6DRXn3/AAp7w1/z86z/AODGT/Gj/hTvhr/n51n/AMGMn+NAHoNFeff8Kd8Nf8/Os/8Agxk/xo/4U94a/wCfnWf/AAYyf40Aeg0V5/8A8Kd8Nf8APzrP/gxk/wAaP+FO+Gv+fnWf/BjJ/jQB6BRXn/8Awp3w1/z86z/4MZP8aP8AhTvhr/n51n/wYyf40AegUV5//wAKd8Nf8/Os/wDgxk/xo/4U74a/5+dZ/wDBjJ/jQB6BRXn3/CnvDX/PzrP/AIMZP8aP+FPeGv8An51n/wAGMn+NAHoNFef/APCnfDX/AD86z/4MZP8AGj/hTvhr/n51n/wYyf40AegUV5//AMKd8Nf8/Os/+DGT/Gj/AIU74a/5+dZ/8GMn+NAHoFFeff8ACnfDX/PzrP8A4MZP8aP+FO+Gv+fnWf8AwYyf40Aeg0V5/wD8Kd8Nf8/Os/8Agxk/xo/4U74a/wCfnWf/AAYyf40AegUV5/8A8Kd8Nf8APzrP/gxk/wAaP+FO+Gv+fnWf/BjJ/jQB6BRXn/8Awp3w1/z86z/4MZP8aP8AhTvhr/n51n/wYyf40AegUV5//wAKd8Nf8/Os/wDgxk/xo/4U74a/5+dZ/wDBjJ/jQB6BRXn/APwp3w1/z86z/wCDGT/Gj/hTvhr/AJ+dZ/8ABjJ/jQB6BRXn/wDwp3w1/wA/Os/+DGT/ABo/4U74a/5+dZ/8GMn+NAHoFFef/wDCnfDX/PzrP/gxk/xo/wCFO+Gv+fnWf/BjJ/jQB6BRXn//AAp3w1/z86z/AODGT/Gj/hTvhr/n51n/AMGMn+NAHoFFeff8Ke8Nf8/Os/8Agxk/xo/4U74a/wCfnWf/AAYyf40Aeg0V5/8A8Kd8Nf8APzrP/gxk/wAaP+FO+Gv+fnWf/BjJ/jQB6BRXn/8Awp3w1/z86z/4MZP8aP8AhTvhr/n51n/wYyf40AegUV5//wAKd8Nf8/Os/wDgxk/xo/4U74a/5+dZ/wDBjJ/jQB6BRXn/APwp3w1/z86z/wCDGT/Gj/hTvhr/AJ+dZ/8ABjJ/jQB6BRXn/wDwp3w1/wA/Os/+DGT/ABo/4U74a/5+dZ/8GMn+NAHoFFef/wDCnfDX/PzrP/gxk/xo/wCFO+Gv+fnWf/BjJ/jQB6BRXn//AAp3w1/z86z/AODGT/Gj/hTvhr/n51n/AMGMn+NAHoFFef8A/CnfDX/PzrP/AIMZP8aP+FO+Gv8An51n/wAGMn+NAHoFFef/APCnfDX/AD86z/4MZP8AGj/hTvhr/n51n/wYyf40AegUV5//AMKd8Nf8/Os/+DGT/Gj/AIU74a/5+dZ/8GMn+NAHoFFef/8ACnfDX/PzrP8A4MZP8aP+FO+Gv+fnWf8AwYyf40AegUV5/wD8Kd8Nf8/Os/8Agxk/xo/4U74a/wCfnWf/AAYyf40AegUV5/8A8Kd8Nf8APzrP/gxk/wAaP+FO+Gv+fnWf/BjJ/jQB6BRXn/8Awp3w1/z86z/4MZP8aP8AhTvhr/n51n/wYyf40AegUV5//wAKd8Nf8/Os/wDgxk/xo/4U74a/5+dZ/wDBjJ/jQB6BRXn/APwp3w1/z86z/wCDGT/Gj/hTvhr/AJ+dZ/8ABjJ/jQB6BRXn/wDwp3w1/wA/Os/+DGT/ABo/4U74a/5+dZ/8GMn+NAHoFFef/wDCnfDX/PzrP/gxk/xo/wCFO+Gv+fnWf/BjJ/jQB6BRXn//AAp3w1/z86z/AODGT/Gj/hTvhr/n51n/AMGMn+NAHoFFef8A/CnfDX/PzrP/AIMZP8aP+FO+Gv8An51n/wAGMn+NAHoFFef/APCnfDX/AD86z/4MZP8AGj/hTvhr/n51n/wYyf40AegUV5//AMKd8Nf8/Os/+DGT/Gj/AIU74a/5+dZ/8GMn+NAHoFFef/8ACnfDX/PzrP8A4MZP8aP+FO+Gv+fnWf8AwYyf40AegUV5/wD8Kd8Nf8/Os/8Agxk/xo/4U74a/wCfnWf/AAYyf40AegUV5/8A8Kd8Nf8APzrP/gxk/wAaP+FO+Gv+fnWf/BjJ/jQB6BRXn/8Awp3w1/z86z/4MZP8aP8AhTvhr/n51n/wYyf40AegUV5//wAKd8Nf8/Os/wDgxk/xo/4U74a/5+dZ/wDBjJ/jQB6BRXn/APwp3w1/z86z/wCDGT/Gj/hTvhr/AJ+dZ/8ABjJ/jQB6BRXn3/CnvDX/AD86z/4MZP8AGj/hT3hr/n51n/wYyf40Aeg0V59/wp7w1/z86z/4MZP8aP8AhTvhr/n51n/wYyf40Aeg0V59/wAKe8Nf8/Os/wDgxk/xo/4U94a/5+dZ/wDBjJ/jQB6DRXn/APwp3w1/z86z/wCDGT/Gk/4U94a/5+dZ/wDBjJ/jQB6DRXn/APwp3w1/z86z/wCDGT/Gj/hTvhr/AJ+dZ/8ABjJ/jQB6BRXn/wDwp3w1/wA/Os/+DGT/ABo/4U74a/5+dZ/8GMn+NAHoFFef/wDCnfDX/PzrP/gxk/xo/wCFO+Gv+fnWf/BjJ/jQB6BRXn//AAp3w1/z86z/AODGT/Gj/hTvhr/n51n/AMGMn+NAHoFFef8A/CnfDX/PzrP/AIMZP8aP+FO+Gv8An51n/wAGMn+NAHoFFef/APCnfDX/AD86z/4MZP8AGj/hTvhr/n51n/wYyf40AegUV5//AMKd8Nf8/Os/+DGT/Gj/AIU74a/5+dZ/8GMn+NAHoFFef/8ACnfDX/PzrP8A4MZP8aP+FO+Gv+fnWf8AwYyf40AegUV59/wp7w1/z86z/wCDGT/Gj/hT3hr/AJ+dZ/8ABjJ/jQB6DRXn/wDwp3w1/wA/Os/+DGT/ABpP+FPeGv8An51n/wAGMn+NAHoNFeff8Ke8Nf8APzrP/gxk/wAaP+FPeGv+fnWf/BjJ/jQB6DRXn3/CnfDX/PzrP/gxk/xo/wCFPeGv+fnWf/BjJ/jQB6DRXn//AAp3w1/z86z/AODGT/Gk/wCFPeGv+fnWf/BjJ/jQB6DRXn//AAp3w1/z86z/AODGT/Gj/hTvhr/n51n/AMGMn+NAHoFFef8A/CnfDX/PzrP/AIMZP8aP+FO+Gv8An51n/wAGMn+NAHoFFef/APCnfDX/AD86z/4MZP8AGj/hTvhr/n51n/wYyf40AegUV5//AMKd8Nf8/Os/+DGT/Gj/AIU74a/5+dZ/8GMn+NAHoFFef/8ACnfDX/PzrP8A4MZP8aP+FO+Gv+fnWf8AwYyf40AegUV5/wD8Kd8Nf8/Os/8Agxk/xo/4U74a/wCfnWf/AAYyf40AegUV5/8A8Kd8Nf8APzrP/gxk/wAaP+FO+Gv+fnWf/BjJ/jQB6BRXn/8Awp3w1/z86z/4MZP8aP8AhTvhr/n51n/wYyf40AegUV5//wAKd8Nf8/Os/wDgxk/xo/4U74a/5+dZ/wDBjJ/jQB6BRXn3/CnvDX/PzrP/AIMZP8aP+FPeGv8An51n/wAGMn+NAHoNFef/APCnfDX/AD86z/4MZP8AGk/4U94a/wCfnWf/AAYyf40Aeg0V59/wp7w1/wA/Os/+DGT/ABo/4U94a/5+dZ/8GMn+NAHoNFef/wDCnfDX/PzrP/gxk/xpP+FPeGv+fnWf/BjJ/jQB6DRXn/8Awp3w1/z86z/4MZP8aP8AhTvhr/n51n/wYyf40AegUV5//wAKd8Nf8/Os/wDgxk/xo/4U74a/5+dZ/wDBjJ/jQB6BRXn/APwp3w1/z86z/wCDGT/Gj/hTvhr/AJ+dZ/8ABjJ/jQB6BRXn/wDwp3w1/wA/Os/+DGT/ABo/4U74a/5+dZ/8GMn+NAHoFFef/wDCnfDX/PzrP/gxk/xo/wCFO+Gv+fnWf/BjJ/jQB6BRXn//AAp3w1/z86z/AODGT/Gj/hTvhr/n51n/AMGMn+NAHoFFef8A/CnfDX/PzrP/AIMZP8aP+FO+Gv8An51n/wAGMn+NAHoFFeff8Ke8Nf8APzrP/gxk/wAa6Dwz4Q03wotyunyXji4Kl/tNw0uNucYz06mgDoaKKKACiiigAooooAjMgBIwaPNHvUTdTRV8qOZ1ZXJfNFHmj0qGuN/4Wx4F/wChjtv++H/+JosgVSb2O480e9Hmj3qlZ3dvqFlBeWsqy288ayxSL0ZSMgj8KmJCqWJwAMk0cqD2sifzR6UeaK4f/hbHgX/oY7b/AL4f/wCJrqrS7t7+ygvLWQS29xGssTjoysMg/iDRZA6k1uXvNHvR5o96ioo5UL2siXzRR5grC17xNo3hmGGbWb+OzjmYrGzgncQMkcA1if8AC2PAv/Qx2/8A3w//AMTRZFKc2dx5o9KPNFcQvxW8CswUeIrbJOB8j/8AxNdjRZCdSa3JvNHvR5o96ioo5UL2siXzR70eaPeoqKOVB7WRL5o96PNHvUVFHKg9rIl80e9Hmj3qKijlQe1kS+aKPNHpWHrfiXRvDdss2salBaI3C+Y3zN9FHJ/AVzUXxi8BTy+UuvqrE4BktpVU/iUwPxosilOb2PQfNHvR5o96pWl3b39pFd2k8c9vKoeOWNgysD3BFWKOVE+1kS+aPejzR71FRRyoPayJfNHvR5o96ioo5UHtZEvmj3o80e9RUUcqD2siXzR70eaPeoqKOVB7WRL5o96PNHvUVFHKg9rIl8weho8xahrmPGfjjSvAunQXmqLcSefJ5ccVuoZ2OMk8kDA+vcUWQ1Um9Edb5o96PNHvWXo+q22t6Ra6nZlmtrmISxlhg4PYj1q/RyoPayJfNHvR5o96ioo5UL2siXzR70eaPeoqKOVB7WRL5oo80Vg+Idbl0HS/tkGk3+qyFwiwWMW98kE5PovHXnqK5f4cfEeTx7c6tG+kiwFl5e0GYuzbtwwflGCNv60WRXPO1z0bzR70eaPeoqKOVE+1kS+aPejzR71FRRyoPayJfNHoaPNHoahFYvinxPYeENCl1bUhK0EbKgSJQXZieAASB+vajlQ1VkzoPMHvR5g9DWB4X8S2Pi3QodX00Si3kLLtlUK6sDgggEj8jW1RyoHVkiXzR6UeaK4rxx42m8HWgni8P6jqQ8tpHlgXEMQH998Hb+VTeAPFknjXwsmsS2i2paZ4/KV94G09c4FFkPnna51/mj3o80e9RUUcqJ9rIl80elHmisvVdVsdC0ybUdSuFtrSHb5krAkLkhR09yBWBZ/EzwZfXkFpa69byXE8ixRIFcbmY4A5HcmiyK55s7PzR70eaPeoqz9X1ew0LTpNQ1O5W2tYiA8rgkDJAHT3Io5UT7WRq+aPSjzRXGWnxM8GX15BaWuvW8txcSLFFGEfLMxwB07k111FkN1Jrcl8wUeYK4rVfih4L0a4MF3r1uZl4ZIFebB9CUBAP1pth8VvA+pSiODxFbIx/wCfhXhH5uAKLIfNM7fzR6UeaPSuW1jx74X0C/ax1XWILa5VQxjZWJAPQ8A1Q/4Wv4F/6GO3/wC+H/8AiaLIOeZ3Hmj0o80Vw/8AwtjwL/0Mdt/3w/8A8TXS6Zqtlq+mRalYXKT2coLJMuQCASD19waLITnNbmn5o9KPNHpXDah8V/BGmXLW9xr0LSIdrCCN5QD9UUj9a0dB8c+GfE85g0fV4LmcKW8rDI+B1O1gDiiyHzzOo80e9Hmj3qKijlRPtZEvmj3o80e9RUUcqD2siXzR70eaPeoqKOVB7WRL5g9DR5i1DXMeM/HGleBdOgvNUW4k8+Ty44rdQzscZJ5IGB9e4oshqpJ6I63zR70eaPesvR9Vttb0i11OzLNbXMQljLDBwexHrV+jlQvayJfNHvR5o96ioo5UHtZEvmj0o80eleb+JfiNdWut3OheF9Dl1zU7OIy3YR9qQDjjpl25HA+nJyBc+HHji58caXeT3eltYT2s/kONxKucZOMgEEdxzjiiyL552ud55o96PNHvUVFHKiPayJfNHvR5o96ioo5UHtZEvmj3o80e9RUUcqD2siXzR70eaPeoqKOVB7WRL5o96PNHvUVFHKg9rIl80e9Hmj3qKijlQe1kS+aPejzR71FRRyoPayJfNHvR5o96ioo5UHtZEvmijzBUOK4zw98TPD/iXxPdaBY/ahdQbyJJIwI5dpw20gk/mBxRZDVSTO580e9Hmj3qKijlQvayJfNHvR5o96ioo5UHtZEvmj3o80e9RUUcqD2siXzR70eaPeoqKOVB7WRL5o96PNHvUVFHKg9rIl80e9Hmj3qKijlQe1kS+aPejzR71FRRyoPayJfNHvR5o96ioo5UHtZEvmj3o80e9RUUcqD2siXzR70eaPeoqKOVB7WRL5o96PNHvUVFHKg9rIl80e9Hmj3qKijlQe1kS+aPejzR71FRRyoPayJfNHvR5o96ioo5UHtZEvmj3o80e9RUUcqD2siXzR70eaPeoqKOVB7WRL5o96PNHvUVFHKg9rIl80e9Hmj3qKijlQe1kS+aPejzR71FRRyoPayJfNHvR5o96ioo5UHtZEvmj3o80e9RUUcqD2siXzR70eaPeoqKOVB7WRL5o96PNHvUVFHKg9rIl80e9Hmj3qKijlQe1kS+aPejzR71FRRyoPayJfNHvR5o96ioo5UHtZEvmj3o80e9RUUcqD2siXzR70eaPeoqKOVB7WRL5o9KPNHpUOK57W/G/hrw3fLZ6xqsNpcNGJRG6sSVJIB4B7g0WQ1Ukzp/NHpR5orh/wDhbHgT/oY7b/vh/wD4mul0vVLLWdNh1HTrhbi0mBMcqggNgkHr7g0WQOc1uafmijzRWDr3ifRPDFsLjWtShtEfhA+Sz+u1Rkn8BWXofxJ8IeIr5bLTdZie5Y4SKVHiZz6LvAyfYUWQ+ee52XmijzR6VVlljhieWV1SNFLM7HAUDqSewrlLL4o+C7/VF06316Brl22puR1Rm9A5UKfzosgU5vY7XzR70eaPeoqydT8RaTo97Z2V/epBdXr7LaIglpGyBwAD3Io5UL2sjb80e9Hmj3qKijlQvayJfNHvR5o96ioo5UHtZEvmj3o80e9RUUcqD2siXzR70eaPeoqKOVB7WRL5o96PNHvUVFHKg9rIl80e9Hmj3qKijlQe1kS+aPejzR71FRRyoPayJfNFHmisXV/EWjaBF5mrapaWYxkCaUKzfRep/Co/DvifSfFdjLfaNdG5topjAz+WyfOACRhgD0YUWQ+ee5veaKPNHpVG9vLfT7Ge9upRHb28bSyyN0VQMk/lXK/8LY8Cf9DHbf8AfD//ABNFkCnN7HceaKPNFcppPj/wrruoxafpesQXN1KCUiRWBOASeo9Aav654k0fw1bRXGsX8dnFK+xGcE7mxnHAPaiyHzz2NzzBR5grh/8AhbHgX/oY7f8A74f/AOJpyfFXwPI6oniG2LMQANj8n/vmiyDnmdt5oo80elZuo6pY6RZPe6jdQ21tH96WVwoHt9fauPT4x+A5LoQDXgCTgO1tKEz9SuB9elFkCnN7HoXmj3o80e9U7a5gvLaO5tpo5oJVDJJGwZWB6EEdRU9HKhe1kS+aPejzR71FRRyoXtZEvmj3o80e9RUUcqD2siXzR70eaPeoqKOVB7WRL5o96PNHvUVFHKg9rIl80e9Hmj3qKijlQe1kS+aPejzR71FRRyoPayJfNHvR5o96ioo5UHtZEvmj3o80e9RUUcqD2siXzRR5orlNc8f+FfDc7W+q61BDOoy0KhpHX6qoJH41PoHjPw74oLLo2rQXUiruaIZWQD12sAcfhRZFc89zpPNFHmj0qje3lvp9jPe3Uojt7eNpZZG6KoGSfyrlf+FseBP+hjtv++H/APiaLISnN7HceaKPNFcppPj/AMK67qMWn6XrEFzdyglIkVgTgEnqPQGr2v8AibRvC9ot1rOoR2kTnCbsszn2UAk/gKLIfPPY3fNHpR5g9DXO+HfF+g+K4ZJNF1KO68rHmJtZHTPqrAHHvjFblFkJ1JIm80e9Hmj3rE0zxFpOtXd7aabfR3M1k/l3CxgkRtkjBOMHoenpWtRyoPayJfNHvR5o96ioo5UL2siXzR70eaPeoqKOVB7WRL5o96PNHvUVFHKg9rIl80e9Hmj3qKijlQe1kS+aPejzR71FRRyoPayJfNHvR5o96ioo5UHtZEvmilVg2cZqAipYqTWhcKjcrMloooqTcKKKKACiiigCu3U/WkpW6n60laHE9wr57+LvhaHU/iLZadpttFBLJpEtwqQRhfMePzXAIA5J24r6Ery3Xf8Ak4rwv/2C5f5TUmVB2dxnwH8Rf2r4JbTJXzcaXL5YBPPlNlkP57h9FFb3xW8RHw54Bv5omIursfY7fHXc+QSPcLuP1ArzHw7/AMW7+Pt1pDDy9N1RjHEP4dsnzR4+jfJ+ddT4m/4rL41aN4eX57DQo/t14Oxk4IB9f+WY/wCBNR0LaXNfpuec+C/DEWjfHLS9CvoEn8uENNFKoZfMazMjDB9GPH0FfQut+JtA8JWsTavqFvZRbSIoyPmYLjhUUZIHHQeleRL/AMnZ/if/AEhr0f4m6dY3fgLWrm5sreae3s5TDLJErNEcdVJGR0HT0oQT1aubXh3xLpninSBqumSu9pvZN8iFDlevBrJi+JnhK61220Wz1ZLu9nfy0FujOmf98Db+RrA+BADfDKMEAg3cwIP1Fch4h0+y0z9orw9b2Fnb2kO2FvLgiWNcnfzgDGaLiUVdo7/4l+CLzxvFo0FtLbRxWl35k4mYjdGcA7cA5P1xWxq+k+EdC0m51K90TSorS1jMkjfY4+g7DjknoB6mumrwD4teJLzxl4rtPAegHzVScLOVbh5vQn+6gyT75/u0PQUby0MnwB4bX4kfEG78Q3WnwWui2swk+zwxBIyR/q4sAAHgAse//Aq+jL69tNOs5by9uIre2iXdJLKwVVHuTWZ4U8N2fhPw7a6PZDKQr88mMGVz95z7k/kMDtXjnxl1r+0fiDo/hu5S6m0m28ue6t7Nd0shYktgdyEHHpuNGyH8crdD0EfGXwK14LYa0eTjzTbSBM/Xb+vSuwm1XT7fS/7UmvreOw2CT7S8oEe04wd3TByMfWvJ/Efi/wAOav4NutBg8G69HGbdktVGlBVhkx8jDB4wcdKt/BezuL34f3ei+IdNaS2huyI7e+t8qUIVwNrDkB8n6mi4OKtc7DTPiN4T1ia9jstYikFlCZ7iVkZI0QEDO5gAeSOlSeGfHnh7xhNcQ6NdvNLAA0itC6YUnAPIwa8Q8DeDtN8R/FfxHYXgZNMtLieQ2cJ2RyhZsKhAx8o64HoK9c1XRtC+Hnh/XvEeh6dDZ3YsyPlLbCw4T5c4HzEdOtCbCUYrRGl4i+IXhfwtP9m1XVo4rnbu8iNGkcemQoOPxxR4e+IPhfxTP9n0rVopbnGfIdWjc/QMBn8M1538B9AgvLDUfFeor9q1Ga6aKOWYbmQABmYE92Lcn29zUfx20GHTItM8W6Yv2TUYrpYZJYRtZiQWRzjuChGff2FF+ocsb8p7hRWL4T1dtf8ACel6s4AkurZJJAOgfHzY/HNbVMyPnTw99i8bfHvVP+EkK3EcDTraWs+NrGN9qR7e+F3NjuQSe9ereO/A9hr3g6+srHSrJdQEebRliRCrgggBsDGcY/GuR8f/AAYfWdXm8QeGrtbXUZH82SCQlVeTrvVhyrE8+meciuXs/id48+H19Hp3i+wlvLfOA1wMSFfVJRw/45+opbbm/wAVnFnrWh3dp4G+H2kQ+JLy3sWtrdIZPMcEFwD8q4+8eD0z0rR8MeMdF8Yw3U2i3DzxW0gjdmiZOSMjGQDUTT6L4y8HpqS29vfWU0DTQi4iV9jbSDwc4YHIP415x+zkP+JDrn/X1H/6CaZFrpt7nd6p8TvCWlaoumTasst6ZfKMVujSbWzjDEDAOeMZzWzrnibRPDUCy6xqcFmrAlFkb5nx12qOT+Arxn41adY2HjPwtJZ2VvbvPMzzNDEqGRvMTliByeTyfWvRvippdhd+AdYu7qxtp7m2tHME0sSs8ROMlWIyvQdKQcq08xz/ABY8ExaXHqL60nlSswjQROZGwcH5MbgPcgCtLw3468O+LWZNH1JJp0G5oHUpIB67WAJHI5GRXBfBbwr4fvvAcd/eaNZXV3NNKjy3EKyEqDgAbs4GPSuP+JuiQfDXx7oviHQE+ywzMZRAmQquhG9R6KysBj3Pai73K5Yt8qPoyWWOCJ5ZpFjjRSzO5wFA6kk9BXDXPxl8CW115B1oyc4Z4reRkX8QvP4Zrj/j9r9wsOkeHbV38m+JnuFiGXkUEBFA785OO5ArQtvGHhC18Nf2BH4K8Rf2cY/LaI6WDv4xuJ3ct3z1zzRcShpdnp1prGnX2lf2rbXsEmnlDJ9pEg2BR1JPbGDnPTFYtj8RPCmq63/ZNhq8Vzd7Gf8AdqxjAUEk78beg9a84+BNpfxW/iDRtV0+5XTZdjpFeQFUfduVwQwwcrtyPauduvCWn6t+0Fe6BGgsNOOC8NmoiBQQKxQBcABj1+pouHIrtM9Vb4y+A0uJYX1oqY2K7xbSsrY7qVU5HvWjovxK8I+I9Ti0zStWFxeShikf2eVMgAk8soHQHvS23w38I2dyZ7TRYYHa3e2bYzANGwwQRnBPuea8y+DUz+FfH3iDwZeEbyxaFiMFmjJ6f7yEN9Fo1C0Wm0ema18S/CPh3VJdL1bVvs95EFLxfZ5XxuAYcqpHQjvWL4o8W/DLXNDtm17ULO8tHPnQR4k80HkZ2qA69+uM1S8Qwr4x+M2k6LsV7DQIftt5kZBlbBRT6/wHHoWrN/aA0vT4fCNpqMVhapfPqEcT3KxKJGTypPlLYyRwOPYUXBJXR6vpBsX0SwbTEVLBreNrZVXaBGVBXA7cYrldU+LvgrSrt7WXVxNNGcP9nheVVP8AvAYP4GrNpBeXfwftrawJF5LoSJAR13mAAY9815V8H/HOgeFrK88O+IIP7Ou5Lhi880XytwBsk4yuMHrxyencuJRvdntnh7xPpHiuxa90W8Fzbo/ludjIVbAOCGAPQiqHiL4g+F/C0/2bVtVjiudu7yI0aR8dshQcfjisS102z+G3gHxDqmlXq3UUplvoGIGwMygIoxwVzivNPhZ4j0rRLa81jU9C1vUtYvLhmN7BZecoT0Viepbdn8PSi41FO7PavDfjnw74tLpo+opNNGMvCylJAPXawGR7jIreubmCytpLm6mjggiXc8kjBVUepJ6V876tftefFvRfEfhrw/rFjGZYluxLZGPeS5VzxkYKHBNbXxWvrrxV8SNF8CRTNDZF42uCnVmbkn32pyPcmi4cmp2U3xp8CwXHlf2tJIAcGSO2kKj8dvP4VxX7PUiy6p4rkQ5V2gZT6gtLXs2m6HpmkaamnWFjDDaquPKVBg/X1Pua8a/Z9AGs+LQBgB4cAf70tHUFbldj3WuX174h+FfDGpf2frOq/ZbrYJPL+zyv8pzg5VSOxrqK4r4raEmvfDvVYhGGuLeP7VCccgx/MQPqoYfjTZnG19TX8O+MtA8XfaTod+Lv7Nt87906bd2dv3lGc7T09Kfa+LdDvfElx4fttRSTVbZS0tuEYbQMZ+YjaT8w4Bz+RrhfhL4otofg/Jd3OP8AiTecs2OCyr+8X9GA/CvLNHfU/CvjLwt4z1ST93rk0k8xIxtV3Kvn1+V1cfUUrmnJqz6B8QfEHwv4W1FbDWtU+y3TRiUR+RK+VJIByqkdQaytZ8afDvXfC7Nq+qWlxpdwTiOVXV3KnqqYD8HuB+NYvxVQeI/FPhPwaoDC6uvtl0B1ESAj9R5n5Crvxn0nTW+G2qXx0+0N3bpCkE5hXzIlM6AhWxkDk8D1NAJLQ6LQtX8K6Z4IttS0uaCy8PIreVI4Maj5yD97nJbPXkmuK8J/GLT9U8S+IDq+q29npUboNNWVdhZfmDNnGTnCnB6Zrb+FlhZ6l8H9Ftb+0gurdlkLRTxh0OJnIyDx1rz34I6HpOq614oTUtMsrxIXjES3FukgTLSZ2hgcdB09KASWtz07xpq1hrfwo1++0y6jubZrOULLGcqSODXGfCnxl4e8LfDG3/tnVYLV2upSsXLyMM9Qigtj3xiu38c2Flpnwu1+2sLSG0gWylIigjEaAkc8AYri/gp4R8O3/ghdSvtGsru7kuJEaW5iEvAOAAGyB+FHUFbkO+8M+PvDXi2Z7fR9RWW5QbjA6NG+31AYDI+mcV1FfPt3pNp4Y/aO0mDSYktbefY5hiGFXejKwA7A4zj3r6CpomaS2IbiCG6iaG4ijlib7ySKGU/UGvkvxbobx634r1mwBhTS9ZEWyJQojV2kKsMdMMgH/AhX113rxfwrokPiPVPito8uALu92Kx/hbdKVb8GAP4UmVTdrs9N8J69H4m8KaZrCEZuYA0gHRZBw4/BgRXAfFmWTxH4g8OeBLZj/ps4urzaeVhXP9A5+qisr4A65JDFq/ha+Jjms5DcRo55UZ2yD2wwU/8AAjWn8NgfFnjvxN44lBa33/YLAnpsGMkenyhP++mo3C3LJvsc1+zrZWtzP4gnntoZZYDamJ3jDNGT5udpPToOnoKv/GfxdqVzrNt4G0ORxLclBdeWcNI0hwkWewwQT65HvVf9mzp4m/7df/a1Y9zx+0+Ptn/QQTb/AN+hs/8AZaXQtr3m+x614Q+F/h3wrpscTWNve3xUGa6uIw7Fu+3I+VfYfjmue+K/wyXXdGtpvDGiWo1VLgeZ5IjhLxFWzkkgHB29ea9Ypaqxkpu9zzqb4ey3vxXbxPqCWNxpgtBElvIC7+YFC5KlduOvOa4D9oXTLDTh4d+w2Nta+Z9p3+REqbseVjOBz1P519BjpXg37SfTwx/29f8AtGk9ioNuSPStc8E6TrHg+8sLTStOiu7i1Kwym3Vdsm35SSBkc45FedePotV8DfA7SfDrzILiW4Ntcy27Eo0ZMjlQSAefl7eor261/wCPSD/rmv8AKsjxZ4XsPGOgTaTqIby3YPHIn3onHRh+Z/AmnYUZWepzXww8MeHYPAWk3VrZWl1LdW6yXFw8auzSEfMpJ7Kcrj2qtpngGfRfjHPr2n2Fvb6LLZFcQlVCynAICDpnGemOa88l8F/Ef4YXEt34cu5L3Ts7nFsu8MPV4TnnHdc49RXefDb4uReMb4aPqlslpq20tGYyfLmxyQAeVYDJxzwDz2pFNPVp3PU6QkAEk4ApayvEGktrvh6/0oXLWxu4Wh81V3FARg8cZpmKOa1P4veCNLuHgk1pZ5UOGFtE8qj/AIEBtP4Gtzw54t0PxZbyXGiX6XSxYEi7SroT0yrAEZweehxXD+G5PCHwj0e60jUvElpe3Mtw0rBIMygFVXYUUsf4e+Otcl8Ibm2b4yeIRpsTwafPBO8cDpsKL5qFRt7YyRjtSua8qs7HZ/FX4nQ+FNPOn6NewtrrSKGUAP8AZ06ksOmSMAA/3s11OlePfC+rXNtZ2muWc97MAFiR/mZsZIH615Z+0Rp1jBbaPeQWdvFdXE8vnTpEqvJhVxuYDJx7169pvhbw9ZfZru00HS4LlFDJNFZxq6nHUMBkUdQajypm2a4bx7q3gD7OuneMbm0lMbCRbfLtKhxwcR/MMg+wNdya8b/aD0ywi8I2upJY2y38moRxvdLEolZPKk+UvjJHA4z2FNkwV5Hp1rqGj2Hhq1vop4LPR1t43hkkIijSIgbOuMcEDBrGtfid4MvZbqOHXbfFqnmSyOGRMZxwzABjk9BmrnhywtNT+Huh2l9aw3NvJpttvhnjDo2EUjKng8gH8K8Z+G/hjRNW+LXie2v9Mtri2s5Z2t4HT92mJto+ToQBxgjFK41FO9z1LT/i34J1LUksLfWAJXYLG0sLxo7HsGYAD8cV1Oq6vp2iWbXmp3sFpbqceZM4UE+gz1PHSvFPjx4V0XStB03U9N021sbg3XkOLaIRh1KM3IUAEgr1969YgtbXXPBVg2q2tveh7KOYrcRCQb/LzuwwPPJ5oBpWTR478FvF+i6bP4jv9e1SC1u7+4jkDTty/wB8nn6tXtl14k0Sy0JNan1K3i02RQ6XBb5Xz0x3JPoOa8X+AWhaPrGma22paXY3rRzRBDc26SFQVbONwOKz/FWq2F98ZYtPvtMuLrw9of7qLTtOtw4+VQT8gwMbyAfYAUJ6FyipSZ6rZ/GDwPfXwtI9aCMx2q80EkaMf95gAPxxXV6nrOm6JZC81O+t7O2ztEk0gUE4yAPU4B4HpXjXxC8S6P4t8Hy6bZ+E9ejvotptJH0zaIiGGRkEkArkY+ldf8PrE618KdOtPEmmJcPaCRFiv7cNt2Fgh2uOCFOAfSi5DikrmzafEnwne6RqGqwasps7AhZ5XjdBk5wFDAFicHAFXvDPjDRvF9nLdaNctNHC4SQNEyFWIzjkc8eleFfBDwbpfig6ndaur3NvZvH5dmzERM7BvnYDqQBgfU16P42g034afD3Wrnw3arYXF/IqAo7EK7nBKgn5cLuxjABxQn1HKKTstzd134neEPDt29nfawhu4zh4YI2lKn0JUEA+xOa1fD3ivRPFdq8+i38d0seBIoBV0J6blIBH/wBavHvhj4l0Hwr4XiMnhnXbnUbnc9zdxafvEgJO0K2eV24/HJ71V8LSTxfHVdT0TRdUsNGviySRzWjRKoaPLZHQDzAG60XG4LU9a1b4keEdEvfsN7rUAuRJ5bRQhpWRs4IbaDtIPriqurfFfwXo12ba41uOSZThxbRtKF+rKCPwzmvMvjxpGm2uu+HWt9Ptrd7ySZrl4YlRpiWjyWIALHk8n1NeqXvw58IvoNxp8fh/T4kMLKsqwL5qnHDB/vZHrmjUVopJs39H1nTte0uLUNLu47q1l+7In6gg8g+x5qh4h8ZeHvCiR/21qkVq8gykeC7sPUKoJx74xXlf7P2om08K+I3mY/Z7SVbjGenyHd+iCq/wasB4w8Va54w1xUuruORRCHXKo7ZJIB/ugAD0BouDgk3foek6D8T/AAj4iv49PsNUxeSHEcM8Txlz6AsME+2c10Or61pug2D32qXsVpbLwZJWxk+gHUn2Fcd4p+GKeJvHmmeJW1RrdbMRb7dIcl/LcuMPuGM5x0PSvNvGWvW+tfGwW2sWd5qOjaQSi2VnD5pYhQSSueQXIB9gBRcFFN6HqFn8YPA99fC0j1oIzHarzQSRox/3mAA/HFd0CCAQcg9DXhXxC8TaP4t8Hy6bZ+E9ejvotptJH0zaIiGGRkEkArkY+ld/8J57+X4caZHqUU8dxbh4MToVbYrEJwfRcD8KExSjZXO1YhQSSABySe1eS6r8YLBfiPpWmWOq2w0JFf7fdYBRmKttAbHQELyOu72r1ogMCrAEEYIPevn7UND0lP2kbLTF0uyGnMilrQW6CI/uGPKYx156UMIJO9z2Oy8a+GdRhuZ7XXLKSG1UPPJ5oCxqTgFieBzXPeD7v4eXfizUX8LpA+rvG0lzLDHIFKlhu2lvlwWI+71rqIvC/h+3guLeHQdMjguAFmjSzjVZQDkBgBggHnmvH/hTDFa/G7xhbwRJDBELpI441Cqii5UAADgADtQCSadj03V/iR4R0S9+xXutQfahJ5bRRBpWRs4IbaDtIPriquq/FfwVpF4bS41yN5lba/2eN5VT6soI/AHNeZfHjSNNttc8ONb6fbW73kkzXLwxKjTEtHksQAWPJ5Pqa9I8RfDzwmngzUrW30GxgMVpI0UyQjzUZVJDb/vE5A6nmjUfLGyb6mve+O/C2n6Pb6tc63apZ3K7oXDFmkH+ygG446HjjvUXhz4h+F/Fd21ppOpiW5Vd3lSRtGzD1G4DP4V5b8B/C2g6voOo6jqWlWt7cx3XlI1zGJAq7FOApyOpPOM1X8T6PZeF/wBoHw0NHt47OO7a3leKEbUBeR42wBwAQOg9TRdj5I3aPfpZY4InlmkWONFLM7nAUDqST0FcNc/GXwJbXXkHWjJzhnit5GRfxC8/hmuQ/aA165ji0nw5bs4ivWM1wsQy7gEBFA787jjuQKv23jDwha+Gv7Aj8FeIv7OMfltEdLB38Y3E7uW75655ouJQ0uz1PTtRs9WsYr2wuI7m2lGUljbKmrVeJ/AFdVsBrmnXlpeQWm6OaAXELINx3BsZHUgL+Ve2CmiJKzsLRRRQSFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAleK+MdE0/wARftBaNpeq232izm0wl497JnAmI5Ug9QO9e1GvO/GHw2vvEXjCDxFp/iWTR7mC1Fuhhtt7Dl8ndvXGQ+KGXTdmWD8GfAA/5l8f+Bc//wAXXW6RpFhoOkwaZpsAgsrcERx7i20EknliT1J6mvDfE+jfEv4e251y38W3erWMTDzvMkd9mT1aNyw29BkHv2616X4S8XP40+HcurRxiK+EUsM0YztEyr29jlT7ZxSQ5J2ve6PMfA0CfFL4p6pr+roLnT7EboLeQZQAsREpU8YwGYjufqa6j40+DNOk8Ivrun2cVrf6ayP5lugjLRlgpBx1xkEHtg+tY37N2z7P4kP8e+2z9MSY/rXpfxJ2f8K18Qb+n2J/zxx+uKFsVJ2nZHl/inxreaz+z5ZXkkzfa7q5Swu3HV9u4kn/AHgik/Uit74geG9PtvgNFBFbxK2nW9vLC+0ZDllDnPq25s+pNcp4H8LXXi/4EappsGPtKao09oHOAzKkfy57Zyw+prU1rV/E3ivwFZeC4PCurwas4hgvJ7i3McCrGQd4c+pUH88Z4yh2s9O56N4Q8QI3ww0vXNWnKrHYCS4mfvsGCx9ScfjmuU+HlhdeM/FF18RNXiZYizQaRbv/AMs4xkF/5j6lj6Vl61Zy69f6L8KdHuGNhpkMb6xdJ6IB8v1zzj+8y/3TVuC51Lxd8QL3wno+pXWh+HdAhEJ/s9hHK7rhcbucDOfwX1NArbnsRory7wB4k1i28a614G168e/msR51tdyDDvH8pwx7nDqR+PPSvUaoyaswooooEFFFFABRRRQAUUUUAFFFFABRRRQB5Z4t+FnhOy8N+I9ZFhLNqAtLm5Waa4dtj7GYEDOOD6g1W/Z4/wCSfX//AGFJP/RUVd346/5J94j/AOwZc/8Aotq4T9nj/kn1/wD9hST/ANFRUuprduDudz4//wCSeeIv+wdP/wCgGvO/hv8ADDwfr3gDStT1PRhPeTrIZZPtMq7sSMBwrgDgDtXqev6W2t+HNR0oTCE3ltJAJCu7ZuUjOOM9a8t/4VD4t0/SorPR/iJeRR26nybdUkt4wSSeqSHuT2NDFF6WvY7nRfht4R8OanFqelaSLe8iDBJftEr4BBB4ZiOhPas74n+Dbzxna6JaWyRtDBfrJdb32kRYwxHqcVw3gnx54o8O+PE8G+MJWuTLKIEmkO50dvuEN/GrcdeeR0wRXu2KNwfNF3OGHwd8AH/mXk/8CZv/AIuvMdF8H6D4k+MsttoenJDoGiEG4Ku7rPIpOBliercehVD616h8U/F3/CIeDLiaB9uoXf8Ao9pg8hiOX/4CMn649aT4WeEh4Q8GW8U0e3ULv/SLvPUMRwn/AAEYH1z60W1GpNRu2ee/Ge7jvfiT4Z0PU5zDomIpZ/m2r88rK7E9sKuM9smvVdZ8IeHLzwvc6ZNp1lBYrA21kiVfJwOHU44I65rzr4znS/EWq6b4XsbGa98UFswtFIFWBG5Ikz1BA3Y4wOcgcHj/ABLofxQ8J+FZdKvLqa80AqPNa1k80RoOqliN6r6/w0FJXS1sd1+z3dXk/hDULeZna1t7vEBPQZUFlHtnB/4EfWvYe1ee/CPXfD2q+EEs9BtWszZELcWsjBnDNzvLcbt2DzgdMYGK9C7U1sZz+JhRRRQQFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAJXJ/EvxBP4X8A6lqVo4S7CrFAx/hZ2C5HuASfwrrK5b4ieG5vFXgfUdKtsfamVZIAeAXQhgM9s4I/GhlQtfU4v4LeD9LbwlH4jv7WO81DUZJG824QOURXK4Gc8kqST1OawPjJoMPg/V9G8W+Ho0sJzOVkWFdqlwNynA45AYEd/xNJ8M/idYeD9Hbwt4qhubGSylfypGhb5VY7irKBuB3EnOOh9ucv4v/ABE0jxnY6fpOhrdThLjzjK0RRXOCoCg8nknsKnSxslLm8j2TxVfLqXwl1a/QYW60eSYDOcBoif61w3w3+GHg/X/AGlanqejCe8nWQyyfaZV3YkYDhXAHAHavRG8OPP8ADseGTMsLtpgsTJt3BD5ezOOM155/wqHxbp+lRWWj/ES8ijt1Pk26pJbxgkk9UkPcnsaZEWrWvY7nRfhr4R8OanFqelaSLe8iDBJftEr4BBB4ZiOhPauHuguvftKRWt6BJb6TZh4Y3Hy7vLDA49cyZz/sj0rN8FePPFHh3x4vg3xhK1z5sggSaQ7nR2+4Q38atx155HTBFb/i7R9U8N/E+w8c6dpl3qVi8X2e/t7RN8qjaV3Be4xtP1XkjNA7NPXsUPEG3w/+0XoVzZgRDVLYJdKnAkLF0yf++UP1Wuq+KHi2fQNHi0vSd0mu6s32azjj+8ueC/4ZwPc+xrlIhdeIfiQ3j3WNPu9I8O6HaHyTex+XJLgMc7evV2P4KOpqro17PcQ678XdbtifKiaLR7aToiZ2KfxJ2593PcUgttc9L8CeEbfwX4Xt9Nj2vct+8upgP9ZKep+g6D2FdNXiEdr4zuvhzJ47/wCEs1BdT2NeLZqQLYQqSduzGM7QT+nvXp3gjxH/AMJZ4P0/WCixyzIVmRegkUlWx7ZGR7EVSIknudFRRRQQFFFFABRRRQAUUUUAFFFFABRRRQAg6VLF3qIdKli70nsXS+JEtFFFQdYUUUUAFFFFAFdup+tJSt1P1pK0OJ7hXkmu6jYj9oXw25vLcJHp0iO3mrhWIlwCc8E5HHvXrdcF/wAKY+H5P/IA/wDJyf8A+LoZUWlucf8AH/Q2bT9K8U2ZImtJBBJIvUKTuRs+zA/991sfBawuZ9I1XxdqhBvtauWkL4wBGpPT0G4tx6AV3tz4b0m78Nr4euLMSaUsSQC3LtwiY2jdndxtHOc8VIugaYnh7+wVtQNM+zm28gOw/dkbSN2d3TvnPvStqPn93lPExdW//DVYn8+Lyd2PM3jbn7FjGfrx9a9b8ewtd/D3xBHD87NYTFQvOcKTx+VY/wDwpj4f/wDQv/8Ak5cf/F12dhY2+m6db2FrH5dtbxLDFHkttRRgDJ5PA70JBKSdrdDyH4HeK9Es/BMmm32p2lncwXLuVuJlj3IwBDDcRnuPbFYeu63pesftDaDd6dfwXNshhiaaN8puBbgHoeo6V6RN8HfA01+122iAFiWMSTyLHn/dDcfQce1W9S+F3grVZopbvQYS0UQhjEMskKqgyQNqMB3POM0WZXNG7ZU+KnjhfBnhdzbSAapeAxWi91/vSfRQfzIrkfgp4e07R9MfxJqt/a/2nfr+6WWdd0UROcnJ+8x5+mPU13+p/DnwprNpp9tf6T50WnwiC1X7RKvlxjHGVYE9Bycms3/hTHw//wChf/8AJy4/+Los7iUo8tij8WPHsvhrwxbT+H9StTfzXSx/KUlxHtYscHPcKPxrivitHeeFPidonjVIDJav5RcqON6cMhPYlOn4+leh/wDCmPh//wBC/wD+Tlx/8XXYahpllqlg9jqFrDdWrjDRSqGU+nXv70WBSS2Muw8ceF9S01b+DXtPFuy7iZbhY2T2YMQVP1qXw74s0jxSt5JpFybiG0l8qSXaVUtjPy56j3rm0+C/gNLgy/2MzDtG11KVH/j1dLc+FNCvPDr6A+mwrpUm3dbQ5iU4YMOUIPUA9eaNSXy9DyL4STRt8YvGJDpiR7gp8w+YfaO3rXrfjHRX8Q+D9W0mIgS3Nuyx56bxyufxArn/APhTPw//AOhf/wDJy4/+LrukRY0VFGFUAAe1CQ5STd0eK/AfX4LOy1HwpqDC11GC6aWOGY7WbICsoB7qV5HXn2NN+OuvQanHpnhDTCLrUpbtZZIoTuKnBVEPuS+ce3vXo3iH4e+FvFFwbjVNIikuSMefGzRufqVIz+Oaf4e8AeGPCsxn0jSo4bgrtM7u0j474LE4/DFFug+aN+YveFtIbQfC2l6U5UyWlrHFIV6FwPmI9s5rYoopmR5N8H/HM2tWuq2mvaxHLfx3ZMKzyKrmMgDCjjIBB/Ol+N+vaCPA1xpklzbT6lM8ZtoVYM8ZDAl+PujaGGe+cVtah8HPA+ozvOdIMEjnLG3ndBn/AHc4H4CrmifC7wf4fuVu7PRo3uU+7LcO0pU+oDEgH3AzS1NbxvcqfDPQbzSfhbZ2F2jxXc0cshifgpvLFR7cEEjsSa87+AniPTNGi1rS9UvILKd5UkjFy4jDYBDDJ7jjj3r6BriNU+FPg3WtUfUbzSj9olbfL5UzxrIx6khSBk9yMZosJSWt+p5h8YvEGkax4y8M/wBm6la3YtZP3zwSB1TLoRlhx2PevWviWQfhpr5BBBs2wRUV78L/AAVf2lrbT6DD5NqGEKxSSRY3YyTsYbicDk5NU/GGiaf4d+EGt6ZpVt9nsobWQpHvZ8bjuPLEnqT3oHdOyRj/AAR1PTrf4bQxTX9tFJFPK0ivMqlAW4JBPFcj43vY/in8TNH0HQmF1Y2OfPuVJMeCwMjA9wAoAPc9O1X/AIUfDnwp4l8CW2pavpf2i7M8imTz5UyA3AIVgK9g0Xw9pHh61NtpGnQWcTHLCJcFj6k9T+NG6G2oybW55H8fdHvYptF8UWiFksm8qVgM+WdwZCfbOR9ceteieHviF4b8RaNFfR6rZ20hQGa3nnVHhbHIIJHAPfoa6W4t4Lu3kt7mGOaCRSrxyKGVgeoIPBFcPL8GvAk13550Urk5MaXMqoT9A3H0GBTJ5k1Zm9o3jLQ/EWrXenaTfLeSWiK8skQzHySMBujdO2R715Tp80X/AA1JeN5ibSrKDuGCfsyjH14Neu23hXQ7HQ59FtNNhg0+4iaKaKIFfMVgQcsPmJwTznPvXOf8KY+H4/5l/wD8nLj/AOLpahFxVzva8H+LsMvhD4j6D43tIyVdgtwF43MnBBP+1Gdv/ATXtunafbaVp9vp9lF5VrbRiKJNxbaoGAMkkn8ap6/4b0nxTp62GtWYurVZBKELsmGAIBBUg9Ce/emxRdmch8IdOuG0K+8T6guL/X7prp8/wx5IRfpyxHsRWR+0M6jwFYIWG86nGQueSBFLz+or1a1tobG0htLeMRwQRrHGi9FVRgD8hXM638NfCPiPVZdS1bSPtF3KFDyfaZUyAMDhXA6AdqVtBqS5rsrW2vDw/wDB6x1qGJLn7JpVu4j34DEIoxkZxWbquheEviL4Jg8RanDbWc0tosz30TgPbttyQzcbgp4w36V0GmfD7wtpGl3+mWWlCOzvwBdRNPI4kAzjlmJHU9MVij4J+BBMX/smUrnPlm7l2/8AoWf1oBNHA/C3StT8RfCTxTo5JaCViliHJ2+Zt3EDPQbgn4k1a+CnjfT9H0668La5Omn3UFw7wm5Plg5+8hJ4VgQeDjOfavbLGwtNLs4rOwtYra2jGEiiUKq/gK57xD8OfCnie5N1qekxtdHrPE7RO3+9tI3fjmiw+dO9yTU/H/hjSZreCbWLaa5uJFiSC2cSuWYgDIXoOepxXknxWFz4R+L2keLfIaS1k8qQkfxFPldM+u3GPrXrGg/Dvwn4auBc6Xo0MdyOk0rNK49wXJ2/hitnV9F03XtOex1Syiu7Z+THIM4PqD1B9xzRYSkovQyIfiH4Ql0sakPEWnLAV3EPOokHsU+9n2xmvLv2e54pNY8VFXB8wwug6EjdJzj8R+degad8IvBGl3guoNFWSVTuTz5XlVT/ALrEg/iDU1l8LPBmn6rDqdpovlXcMomjkF1Mdrg5zgvjr2xijUd4pNI7OmOiyIyOoZWGCD0Ip9FMyPk+K11TSfEGufDez3BNU1KGDeT92NXJDfipUn2Feu/GbwvDP8ME+xwhf7FMbwqOoiA2EfQAg/8AAa7b/hENBbxSPEx05TrIXaLnzH6bdn3c7c7eM4zWpeWdvqFjcWV1GJba4jaKWM9GVhgjj2NKxq53aZ478IZ7vxj4pv8AxbqIJazsYNPhJOfmCjew98gn/tpXW/GhlX4T60CwBbyAoJ6nz4zxXUaB4c0nwtpx0/RrQW1qZDKUDs+WOATliT2HftWf4h8A+GfFd5Fd63pv2qeKPykfz5I8LknGEYDqTRbQXMua5lfBx1f4VaIFYEqsoYA9D5r15v8ABHWLHS/Fnia0v7qG2luGBj85wgYo75AJ7/MOK9d8PeAvDPhS8lu9E037JPLH5Tt58r5XIOMOxHUCqWofCvwVq2oTX95oiNcTOXkZJ5UDMep2qwGfwosPmWvmO+IN5a3Pwv16eC5hlhazkVZI5Ayk9MAjjOeKwvgO6t8NYlDAst1KGAPI5HWugvvhn4P1Gys7O50WM29mHEEcc0kYTcQW+6wzkgdc1N4f+H3hfwrqLX+i6Z9luXjMTP8AaJXypIJGGYjqBT6iuuWx5h4umiH7SWgkyoAogVjuHB+fg/mPzr3fvXBf8KZ8AOSToPJOT/pk/wD8XXY6ZptrpGnQadYxeVaW6COJNxbao6DJJJ/GhBJppWLMkiRIXkdUQdWY4Aryj4WX1o/jvx8Fu4GM2pBogJB+8G6XlfUcjp616TrOi2HiDSp9L1SD7RZzbfMi3sm7awYcqQRyAetczZ/CXwRp17b3tponl3NvKs0T/a5ztdSCDgvg8gdaBJqzueNfFazv/BvxKutS0pmiTWLZyCB1MilJV+uTu9iwr3TwVokPg/wNp2mztHC8UO+4ZmAHmt8z8+xJH0Aq/rHhjRvEFxY3Gq2SXEthL51szOw2NkHsRkfKODkcUeIvDGj+K7KOz1q0+028cglRPNdMOARnKkHoTSsNzukjxv8AZwmijk8RxvKiu/2XYrMAWx5ucDv1H51a+NPhPUbTWbXxzokbebbFDc+WuWjZDlJfcYAB9MD3rvbP4TeCNOvre9tNE8u5t5Vmif7XO211IIOC+DyB1rtCAQQQCD1BotpYbn73MjjfBvxI0Hxfp0Tx3kNtqAUCazmkCurY525PzL7j8cGsP4ufECfwrotmuhajbLqU1zhgNkhWMKc5U5xzt5rW1X4Q+CdWnaeTR1t5WOWNrI0QP/AQdo/Km6f8HfA2nyCRdFFw46G5meQf98k7T+VGok4Xud0p3IpPUjNeB/tHXEMr+HI45o3dPtO9VYErnysZHbofyr30DAwK4e4+EHgS6uZbifQ98srF3b7XOMsTknAf1psUGk7s67TriG5sIHgmjlTy1+ZGDDp7V5z8W/FWpeFtR8KyWl89razXbfawuMSRqY8g8dMFvzrtPDvhHQ/CUM8Wh2X2WOdg0o815NxAwPvscU/xD4V0TxXbxwa1YJdpESYyWZWQnrgqQR0H5UAmky0Nb0g2n2wapZG1xu84XCbMeu7OK8J8O29v4p/aHudY0CM/2TbSmaWeNcIT5W0n/gb5+oJNegJ8EPAqTbzptw6/882u5Nv6HP612ukaJpeg2C2WlWMNnbj+CJcZPqT1J9zzS3Gmo3saJrhPi9ql/pPw41C406SSKZmjieWM4aNGYAkHtnpn3ru6r3lnbahZzWl3BHPbzKUkikXKsp6gimTF2dzyT4RDwVo/gm31me802PVGLm7uLmRRLG24/KN3KjGOnXrWF8NNSs9T+PPiC+tZ1kt7qK4aF+V3gyIRgHnoM16RY/CHwNY3guY9CjdwdyrNLJIi/wDAWYg/jmpdT+FfgrV9Rmv73Q1kuZiC7LczICQMfdVwBwOwpWNOaOvmcH+0eD/ZOgnHAnlGf+ArXqmi+I9I1bT7F7TU7SVriJTHGsyliduSNuc5HcdsVJr3h3SfE2nix1ixS6twwdVYlSrDuCCCDyehrJ0X4a+EPD1/Hfabo8cV3GcpK8skhU9Mjcxx1p9SbpxsdbXkX7Q7qPAVghYbzqcZC55IEUvP6ivXa5LW/hr4R8R6rLqWraR9ovJQoeT7TKmQBgcK4HQDtQxQaTuzQ8Guj+B9AZXVl/s635ByOI1ryT4SSxn4xeMSHX52uCnP3h9o7etel23w18I2OjX+kW2kbLG/KG5i+0ynzCh3LyXyMH0IqnbfCLwLZXUVzb6HsmgkWSN/tc5wwOQcF8HkUhppXOW/aIdf+EL0xNw3nUQQueSPLfn9RXoehTRf8IFpsvmJ5Y0yIl9wwP3Y71R1v4beEfEeqSalq2k/aL2QKryfaZUyAMDhWA6D0qFfhZ4MTSX0saN/obzrcNF9qm5kVSoOd+ejEYzjmjqF1ypHAfs4sv8AZuvJuG/zoTtzzja1Zev3D/Dj48nXLyF/7L1Fi5kVTyjgB8epVuSPTHrXqNh8KPBWl6hbX9lovlXVtIssUn2qZtrA5BwXIPPrXQ61oWleI7I2Or2EN3bk5CyDlT6qRyp9wQaLaDc1zN9yr/wmnhj+zxfHxDpotyu4P9pT0zjGc59utO0jxLpniTw/LqunzFrL94glkUoDtyCeeg+tc7a/BvwJaXHnDRfNIOVWa4kdR+BbB/HNdDrPhHQdf0iDSdR02OSwgkEkUEbNCqMAQMbCOzHjpzT1JfL0PKf2cHT+z9fTcu/zYTtzzjDV3Xxa8P3HiH4eX1vaRmS5gK3MaAZLbDyB77S2KW1+EfgaxvIbu10PZPBIssb/AGuc7WU5BwXweRXcE0ktLDlJc3MjyL4PfEDR7jwlaaFqF9b2d/YgxKs8gQSpnKlSeCecY68Zrt5PHvhtddstGh1SC6vrt9iRWzCXacE/MRwvTuc+1UdZ+Ffg3Xbxry70dEuXOXeCRot57khSBk+uM1p+H/BXhvwsS+j6TDbSsMGU5eTHpvYk49s0ag3F6nlP7QEiDXfCgLrlGlZhnoN0fJ/I/lX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}
] |
math-reasoning
|
{
"ground_truth": "1578",
"style": "rule"
}
|
{
"answer": "1578",
"index": 45,
"question": "What is the highest Elo score for the agent using an offline RL algorithm?",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Is Orange Red the high median?\nChoices:\n(A) yes\n(B) no\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 46,
"question": "Is Orange Red the high median?\nChoices:\n(A) yes\n(B) no",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: What is the value of the smallest bar?\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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"
}
] |
math-reasoning
|
{
"ground_truth": "0",
"style": "rule"
}
|
{
"answer": "0",
"index": 47,
"question": "What is the value of the smallest bar?",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Does Cyan have the minimum area under the curve?\nChoices:\n(A) yes\n(B) no\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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"
}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 48,
"question": "Does Cyan have the minimum area under the curve?\nChoices:\n(A) yes\n(B) no",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Choose the missing letters from below to form a word, using all letters presented\nChoices:\n(A) A, R, N\n(B) R, D, N\n(C) I, A, M\n(D) H, O, W\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 49,
"question": "Choose the missing letters from below to form a word, using all letters presented\nChoices:\n(A) A, R, N\n(B) R, D, N\n(C) I, A, M\n(D) H, O, W",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: Find the missing value.\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "8",
"style": "rule"
}
|
{
"answer": "8",
"index": 50,
"question": "Find the missing value.",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Is Bubblegum the roughest?\nChoices:\n(A) yes\n(B) no\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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"
}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 51,
"question": "Is Bubblegum the roughest?\nChoices:\n(A) yes\n(B) no",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: In how many years, is the tuberculosis treatment success rate in Bulgaria greater than the average tuberculosis treatment success rate in Bulgaria taken over all years ?\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "3",
"style": "rule"
}
|
{
"answer": "3",
"index": 52,
"question": "In how many years, is the tuberculosis treatment success rate in Bulgaria greater than the average tuberculosis treatment success rate in Bulgaria taken over all years ?",
"split": "test",
"task": "figure question answering"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: As shown in the figure, PA and PB are tangents of ⊙O, the tangent point of point A and B, AC is the diameter of ⊙O, given that ∠P = 50.0, then the size of ∠ACB is ()\nChoices:\n(A) 65°\n(B) 60°\n(C) 55°\n(D) 50°\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 53,
"question": "As shown in the figure, PA and PB are tangents of ⊙O, the tangent point of point A and B, AC is the diameter of ⊙O, given that ∠P = 50.0, then the size of ∠ACB is ()\nChoices:\n(A) 65°\n(B) 60°\n(C) 55°\n(D) 50°",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: 将一根长度为16cm自然伸直的弹性皮筋AB两端固定在水平的桌面上，然后把中点C竖直向上拉升6cm至D点（如图），则该弹性皮筋被拉长了（）\nChoices:\n(A) 2cm\n(B) 4cm\n(C) 6cm\n(D) 8cm\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
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}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 54,
"question": "将一根长度为16cm自然伸直的弹性皮筋AB两端固定在水平的桌面上，然后把中点C竖直向上拉升6cm至D点（如图），则该弹性皮筋被拉长了（）\nChoices:\n(A) 2cm\n(B) 4cm\n(C) 6cm\n(D) 8cm",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: 如图，在⊙O中，AB=AC，∠BAC＝70°，则∠AEC的度数是（）\nChoices:\n(A) 65°\n(B) 75°\n(C) 50°\n(D) 55°\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
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}
] |
math-reasoning
|
{
"ground_truth": "D",
"style": "rule"
}
|
{
"answer": "D",
"index": 55,
"question": "如图，在⊙O中，AB=AC，∠BAC＝70°，则∠AEC的度数是（）\nChoices:\n(A) 65°\n(B) 75°\n(C) 50°\n(D) 55°",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: 如图，在△ABC中，点D是△ABC的内心，连接DB，DC，过点D作EF∥BC分别交AB、AC于点E、F，若BE+CF＝8，则EF的长度为（）\nChoices:\n(A) 4\n(B) 5\n(C) 8\n(D) 16\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 56,
"question": "如图，在△ABC中，点D是△ABC的内心，连接DB，DC，过点D作EF∥BC分别交AB、AC于点E、F，若BE+CF＝8，则EF的长度为（）\nChoices:\n(A) 4\n(B) 5\n(C) 8\n(D) 16",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Find $JQ$ if $Q$ is the incenter of $\\triangle JLN$. Rounded to the nearest hundredth.\nChoices:\n(A) 16.50\n(B) 18.79\n(C) 20.32\n(D) 25.50\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 57,
"question": "Find $JQ$ if $Q$ is the incenter of $\\triangle JLN$. Rounded to the nearest hundredth.\nChoices:\n(A) 16.50\n(B) 18.79\n(C) 20.32\n(D) 25.50",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: 如图，AB是⊙O的直径，EF，EB是⊙O的弦，点E是FEB的中点，EF与AB交于点C，连接OF，若∠AOF＝40°，则∠F的度数是（）\nChoices:\n(A) 20°\n(B) 35°\n(C) 40°\n(D) 55°\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
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}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 58,
"question": "如图，AB是⊙O的直径，EF，EB是⊙O的弦，点E是FEB的中点，EF与AB交于点C，连接OF，若∠AOF＝40°，则∠F的度数是（）\nChoices:\n(A) 20°\n(B) 35°\n(C) 40°\n(D) 55°",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: In the figure above, triangle ABC is inscribed in the circle with center O and diameter AC. If AB = AO, what is the degree measure of angle ABO?\nChoices:\n(A) 15*\\degree\n(B) 30*\\degree\n(C) 45*\\degree\n(D) 60*\\degree\n(E) 90*\\degree\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
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}
] |
math-reasoning
|
{
"ground_truth": "D",
"style": "rule"
}
|
{
"answer": "D",
"index": 59,
"question": "In the figure above, triangle ABC is inscribed in the circle with center O and diameter AC. If AB = AO, what is the degree measure of angle ABO?\nChoices:\n(A) 15*\\degree\n(B) 30*\\degree\n(C) 45*\\degree\n(D) 60*\\degree\n(E) 90*\\degree",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: 如图，直线a∥b，直线a与矩形ABCD的边AB，AD分别交于点E，F，直线b与矩形ABCD的边CB，CD分别交于点G，H．若∠AFE＝30°，则∠DHG的度数为（）\nChoices:\n(A) 100°\n(B) 110°\n(C) 120°\n(D) 130°\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 60,
"question": "如图，直线a∥b，直线a与矩形ABCD的边AB，AD分别交于点E，F，直线b与矩形ABCD的边CB，CD分别交于点G，H．若∠AFE＝30°，则∠DHG的度数为（）\nChoices:\n(A) 100°\n(B) 110°\n(C) 120°\n(D) 130°",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: A square is tangent to a line at point P in the figure above. What is the value of x?\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "30",
"style": "rule"
}
|
{
"answer": "30",
"index": 61,
"question": "A square is tangent to a line at point P in the figure above. What is the value of x?",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: 如图，在菱形ABCD中，M、N分别是BC和CD的中点，NP⊥AB于点P，连接MP．若∠DAB＝40°，则∠MPB＝（）\nChoices:\n(A) 125°\n(B) 120°\n(C) 115°\n(D) 110°\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "D",
"style": "rule"
}
|
{
"answer": "D",
"index": 62,
"question": "如图，在菱形ABCD中，M、N分别是BC和CD的中点，NP⊥AB于点P，连接MP．若∠DAB＝40°，则∠MPB＝（）\nChoices:\n(A) 125°\n(B) 120°\n(C) 115°\n(D) 110°",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: 如图，△ABC中，N是BC边上的中点，AM平分∠BAC，BM⊥AM于点M，若AB＝8，MN＝2．则AC的长为（）\nChoices:\n(A) 10\n(B) 11\n(C) 12\n(D) 13\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCABpAJEDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKiljEsTxsWAYFSVYqefQjkH3FAHH+KdXefU7PRrZ7pAby18+VLaUxv+9UmMyquxflBJBYE5UcgkV2ted69N4V8PXWkaFdxan5SSvdCSG9uD9mZiz+ZKwfcwJWQ5OcBXPABNegRukkaujBkYAqynII9RR0AkooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACqGq6lb6RplxqF0X8qBNxCDLMegVR3YkgAdyRV+uXlP/CQeKRCPm03R5A8npNd4yq+4jU7j/tMvdaAMnUNNm0zw2Nd1AL/AGrHfw6neEHIjUEI8YP91IWdR64J7mtN7a48IyPPYRST6ExLTWUYLPZ+rwjqU7mMdOq/3a6G/sotS026sbgZhuYXhceqsCD+hrO8J3kt94U06a4OblYRDcf9dYyUk/8AHlagDUtbqC9tYrm1mSaCVQ8ckbZVlPQg1PXL3Wn3egXUupaNA01nI5ku9MTqSeTLD6P3KdG68N129O1C11SxhvLOcTQSjKuPyIIPIIOQQeQRg0AXaKKKACiiigAooooAKKKKACiiigAooooAKKKKAMXxFqcumaeqWaiTUbuQW9lG3RpWB5P+yoBdvZTVnR9Mh0fSrexidpPLBLyv96Vycu7e7MST7msnRT/busTeIW5tEDW2mgdDHn95N/wNhgH+6gI+8a6egArnPDv+ia14g0s8CO7F5EP+mc67j/5FWaujrnLv/QfHmm3HSPUbSWzf3kjPmx/+OmegDo65u+0u7068l1jQUUzSHdd2BIVLv/aU9Flx0bo3RuxXpKKAM/StVtNYshc2rsV3FHR1KvE46o6nlWHcGtCue1XRrgXp1fRmSHU9oWWNziK8QdEkx0YfwuOR7jIq5pGs2+sQM0ayQ3ELeXcWsoxJA/8AdYfqCOCOQSKANWiiigAooooAKKKKACiiigAzRSdxR3oAWua8SzS30lv4ctHZZr8E3MiHBhtRxI2ezNkIvuxP8Jrbvb2306xuL27kEVvbxtJI56KoGSayfDNlc7LjWNQjKajqJEjxt1giH+rh/wCAgkn/AGmagDaggit4I4IY1SKNQiIowFUDAAHpipqT86U0AFc54z/0fR4dUHXS7uG8J9Iw22X/AMhNJXRfnVXUbKLUtNurGcZhuYXhkHqrKQf50AW6K5PT7ubUfh3E8zv9tNqbaQpK0bfaFzEQGUhlPmAjIOazZNbvo/AWnWtpcO+sXEEVsbiT52RywhMhPdi2cZ64J5CtQB31YesaLJdXCalp0q2mrQLtjmIykqdfLlA+8h/NTyO+dKytEsrOK1jknkSJQoeeVpHb3ZmJJP1q1QBj6PrS6oZbaaFrTUbbAubSQ5ZM9GU/xIcHDDr7EEDYrH1jRV1QxXMEzWmo22TbXaDLJnqrD+JDgZU9fYgER6PrUl3cPpuoxLaatAu6SEHKSp08yIn7yH81PB7ZANyiiigAooooAKKKKACiisnXtW/sjS3uI4vPuXYRW0AODNMxwi/TPU9gCe1AGbf51/xHHpI5sNPdLm+PaSX70UP4cSMPZOzGuorJ0HSf7I0tIJJPPuXYzXU+MGaZjl2+meg7AAdq0pJEijaSR1RFGWZjgAe5oAkornX8ZaTIzR6abjV5gduzTYjMoPoZB+7X/gTCmGfxXqJ/cWljo8R6PdObmb/v2hVAf+Bt9KAOlrEvvFWiafcG0kvklux/y62qtPN/37jBYflVYeE47wbtZ1PUdUz1ikm8qH6eXFtVh/vbq2bLTrHTLYW2n2dvZwDpHBEqKPwAxQBxWhR3Ooa3qVjJ/aekW8N6up20TLCDcxyHLBlZXIAlSQ4BU/Op4OK2F8HWkVxaS2t/f26wXrXjRI0bLNIxY4fehO0B2ACkADkcgGpvEn/EvudN15eBZy+Rcn/p3lIVifZWEbn2Q10VABRRRQAVlavo1vrECLIzw3EL+Zb3URxJA/8AeU/oQcgjggitWigDntJ1qcXg0fWlWHUwpaKROIrxB1ePPQj+JDyvuMGuhrP1XSbTWbI210jFdweORG2vE46OjDlWHYisqw1W706+i0nXnUzSHbaX4G1Lv/ZI6JLjqvRsZXuFAOlooooAKKKKACvM5vGdpf8AjG4mhtpbuLSi1taLvjhiMx4llLyMoOP9WNu4/f4+YVs+K/Ed7pOu2Vhbavo9itxbSy7b+3eR3dWUKkYWVCzNuwFAJ+U9cgVq6TpllfaPZ3d94fsrS7mgSSaBoEJjcjJUnHY0IDJ/tXU9ROJ/Emh6REf4LOVbmYf9tJMKP+/Z+tPj0rwizrLqOpwatMpyH1K+E4B9QhOxT/uqK6H+wdH/AOgTY/8AgOn+FH9g6P8A9Amx/wDAdP8ACgBia1osSKianp6oowFW4QAD86f/AG9o/wD0FrH/AMCE/wAaP7B0f/oE2P8A4Dp/hR/YOj/9Amx/8B0/woAP7e0f/oLWP/gQn+NH9vaP/wBBax/8CE/xo/sHR/8AoE2P/gOn+FH9g6P/ANAmx/8AAdP8KAK95qeg39lPZ3OpWEkFxG0UiG4T5lYYI6+hrN8M+JLGTRkt7/VrNr2zZrWd2nUGRkOBJ1/jXa//AAKk1dNL0nUdLik0LTns7yf7O8+xQ0LkHYduzBUthc7hgsowc1JZ6ZaPruoQN4b0hLKMIRdJtaSVyo+Vk8sAYGOdx4K+pwAa/wDb2j/9Bax/8CE/xo/t7R/+gtY/+BCf40f2Do//AECbH/wHT/Cj+wdH/wCgTY/+A6f4UAH9vaP/ANBax/8AAhP8aP7e0f8A6C1j/wCBCf40f2Do/wD0CbH/AMB0/wAKP7B0f/oE2P8A4Dp/hQAf29o//QWsf/AhP8ao6jeeHdUsZrO9vrCaCUYZGuF57gg5yCDyCOQRkVe/sHR/+gTY/wDgOn+FH9g6P/0CbH/wHT/CgDmrDxNBpGoQ6PqerW13bzt5djqAmVmY9opsHh/R+jezde1ri/FsFnYWljZ6dp+nw32p3iWcM5tEcQZDM8mCMEhEbAPG7GeM1qW3h6ax1S1uLXU797dQ5uYrm7km85yMKwDEhQMsdq7V5HHAwAdBRRRQBwOtaB4m1s67bPbaNDBqsSWYuXupJXgtxnJEXlKGf53YfOACRydvPcW8It7aKBWZhGgQMxyTgYyT61NRQAUUUUAFFFFABRRRQBzl9aXGuXmoWVxYXNtbramK3u2aMq7sQSyhXLDBWMjco6Grvh+G8j0mKTUlVNQn/fXKo+4K5/hB7hQAv4VrUUAFFFFABRRRQAUUUUAZWtaLba5apDO8sTRSrNBNC22SGRc4dTyMjJ6gggkEEGl03Sjp7ySTX93f3DgKZropuCjooVFVFH0UE8ZJwMalFABRRRQB/9k="
}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 63,
"question": "如图，△ABC中，N是BC边上的中点，AM平分∠BAC，BM⊥AM于点M，若AB＝8，MN＝2．则AC的长为（）\nChoices:\n(A) 10\n(B) 11\n(C) 12\n(D) 13",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: As shown in the figure, in ▱ABCD, CE ⊥ AB, point E is the foot of perpendicular, if ∠D = 55.0, then ∠BCE = ()\nChoices:\n(A) 55°\n(B) 35°\n(C) 25°\n(D) 30°\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
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}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 64,
"question": "As shown in the figure, in ▱ABCD, CE ⊥ AB, point E is the foot of perpendicular, if ∠D = 55.0, then ∠BCE = ()\nChoices:\n(A) 55°\n(B) 35°\n(C) 25°\n(D) 30°",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Find y.\nChoices:\n(A) 16 \\sqrt { 2 }\n(B) 16 \\sqrt { 3 }\n(C) 32\n(D) 16 \\sqrt { 5 }\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
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}
] |
math-reasoning
|
{
"ground_truth": "D",
"style": "rule"
}
|
{
"answer": "D",
"index": 65,
"question": "Find y.\nChoices:\n(A) 16 \\sqrt { 2 }\n(B) 16 \\sqrt { 3 }\n(C) 32\n(D) 16 \\sqrt { 5 }",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Find the perimeter of the parallelogram. Round to the nearest tenth if necessary.\nChoices:\n(A) 22\n(B) 40\n(C) 44\n(D) 48\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 66,
"question": "Find the perimeter of the parallelogram. Round to the nearest tenth if necessary.\nChoices:\n(A) 22\n(B) 40\n(C) 44\n(D) 48",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: In the figure above, AC = 6 and BC = 3. Point P lies on line AB between A and B such that line CP is perpendicular to line AB. Which of the following could be the length of line CP?\nChoices:\n(A) 2\n(B) 4\n(C) 5\n(D) 7\n(E) 8\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 67,
"question": "In the figure above, AC = 6 and BC = 3. Point P lies on line AB between A and B such that line CP is perpendicular to line AB. Which of the following could be the length of line CP?\nChoices:\n(A) 2\n(B) 4\n(C) 5\n(D) 7\n(E) 8",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: As shown in the figure, △ABC is the inscribed triangle of ⊙O, AB is the diameter of ⊙O, point D is a point on ⊙O, if ∠ACD = 40.0, then the size of ∠BAD is ()\nChoices:\n(A) 35°\n(B) 50°\n(C) 40°\n(D) 60°\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
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}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 68,
"question": "As shown in the figure, △ABC is the inscribed triangle of ⊙O, AB is the diameter of ⊙O, point D is a point on ⊙O, if ∠ACD = 40.0, then the size of ∠BAD is ()\nChoices:\n(A) 35°\n(B) 50°\n(C) 40°\n(D) 60°",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Find x to the nearest tenth. Assume that segments that appear to be tangent are tangent.\nChoices:\n(A) 7.2\n(B) 8\n(C) 12\n(D) 15\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 69,
"question": "Find x to the nearest tenth. Assume that segments that appear to be tangent are tangent.\nChoices:\n(A) 7.2\n(B) 8\n(C) 12\n(D) 15",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: As shown in the figure, if ∠ABC = 30.0, then the degree of ∠AOC is ()\nChoices:\n(A) 30°\n(B) 45°\n(C) 60°\n(D) 70°\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/wAALCABwAG4BAREA/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/9oACAEBAAA/APf6KaSFBJIAHJJrnH8Sy6gzQ+HbE6kQSrXbv5Voh/66YJf/AIAGHYkUo0PWb/5tW8QTop62+mILeP6bzukP1DL9Kd/whPh5uZ9PN23968nkuG/ORmNH/CC+Ex9zw1pEZ9YrKND+agU0+DtOi5sLjUtPcdDa30oUf9s2JjP4rSGLxTpXzQz22t246x3Ci2uMezqPLY+21B71d0zxFZalK9tiW1v4xuksrpPLmQeuOjL/ALSkr71sUUUUVS1C/tdMspru8mWKCIZZz+QAA5JJ4AHJJwKwk0+68UMJ9Zge30rOYtLb703o1xjt6R9B/Fk8L0qIsUYjRQqKAFVRgAegqWiiiisvVdFs9ZhVLyIl4zuhnjO2WB/7yOOVP0+hyKz7PVb3S76DS9dYOZW2Wuoqu1Lg9kcDhJfb7rfw4PyjpKKKaSFBJIAHJJrl9PVvFN/DrNwpGk27btNhb/ls3T7Qw/8AQB2B3dSNvVUUUUUUUVR1Gwt9U0+axu4hJBMNrr0/EEcgg8gjkEA1maJeXNrfPoWqyNJeRIZLa5P/AC9wAgbj/tqSAw9wRw2BtSyx28LzTSLHFGpZ3c4CgckknoKpaZr+j600i6Tq1hfNEAXFrcJLsB6Z2k46VneJS2oyWnh6JmH9oFmumBwVtUx5nPbcWWP6OSOldCiLEgRFCooAVVGAB6CpKKKKKKKKKwPFFpLLpgv7PA1DTW+1WxY7QxUHdGT2DruU+mQewpD4lt73we2vaZvkjmhLWu9dpdydqDB9WIFc34Y07yfFUmjX00V5PoelwwRzWYaJY0lOSkilmbzD5Ktktggg7Qck9BoX+n+INc1V8MFmXT7c/wDTOIZb8fNeQH/cHpXSUUUVVvb21060lu724jt7aJd0ksrBVUepJqjpfiDTtVuJbS2knS5iQSPBdW0tvJsJIDBJFUlcgjIGMjFbFFFUdR1G00uylur24WGFMZZu5PAAA5JJ4AHJPArh/EVtqPitLTTb5ZbO11KTbFp4bEnkLgyTTkdMLgKg4DOhbJ4XS0fQ9Kl/tPw3qGmWd3aadeedZw3MCyqkUq7xgMDjDGVR7Lium0/StP0m2+y6dY21nBkt5VtCsaZPU4UAZrL8EfN4P0+473Ye7P1mdpT+r10VFFFcd4pura18S+Hp9VuIrbRojPK807hIhcgL5IckgDgykZ/iUdwKk0lzrvjGTX4FcaZbWRsrSYjAujI6u8i55KDYgVujfMRkYJ62isnV9ag0mONWWSe7nYrbWkIBlmb0A7Ad2OAB1Iqlp2izz3yavrrJNfJkwQR8wWYI/gz958cGQ89gFHFN8Oj+1b688Rvylz+4sfa2QnDD/ro2Xz3XZ6VIP3HxDbH/AC+aUN3/AGxlOP8A0ea6Gue8C/8AIg+HR3XTbdT9RGoP8q6GiiiqGralb6Pps99cs3lxDhUGWdicKijuxJAA7kiuD8IWPijTviJqc3iDU1kj1Wz+1Q2aMWWEq6goMjA2BwvH3twJ5r0usHVNckjvP7L0mJbzVWUMUZsR2yno8rDoPRR8zduMkS6TokemyS3c8zXmpzgCe8lADMOyqOiIOyj6nJyTW8TySXcVvoNs7JPqZaOR1PMVuuPNf2OCEB7NIprchhjtoY4YkVIo1CoijAUAYAFYlxz8QtNx/BpV3n8ZbfH/AKCa6Guc8HHytFlsDw9heXFsV9FEjGP842Q/jXR0UUVy1oP+Ek177ex3aVpsjJaDtcXAyry+6pyi++49lNS6/wD6Lr3h3URwBdPZyH0SaM4/8iJEKbc6pd63dSWGgSBIo2KXWqFQyREcFIgeHk7E/dXvkjbWrpekWmj2n2ezQgFi8juxZ5XPV3Y8sx9TWgSAMnpXN+G1Op3d34jk5W8xFZA/w2qE7W/4GxZ/oUHaulrnbP8A0rx5qs45js7K3tQfSRmeRx/3yYT+NdFXNxf8SvxrcRdINYhE6Ht9oiARx9TH5ZA/6ZtXSUlLXOeILue7uIvD+nStFd3aF7idDzbW2cM4PZm+6vvk/wAJrWSOy0bTFRPKtLG0iwMkKkcaj1PQACuI8Wyah4o8L391BFJb6Pax/a4gylZ74xHzBt7xodvB4Zv9kfe7qxjtYrGBLKOOO1Ea+SsShVCY4wB0GKtVznih3vI7bQLd2WXUiVmZTgx2y481vbIIQHsZAe1b0cSQxLHGgREAVVUYAA6AU24uIrW3luJ5FjhiUu7scBVAySfwrF8Iwy/2Q+o3KFLnVJ3vpEYYKh8CNT7rGsan3WuhrH8QabLqemD7I6x39tILizkPRZV6A/7LAlT/ALLGpdI1aLWdMjvIkZGJKSwt9+GQcNG3oQeP16Vp1n6vqcGjaZNezAsEwEjQZeVycKijuzMQB7msay8rw3pVxqutzj+0r6QPcGMFyznhIIgOWCj5VA5JyepNOg0y7164jvdfj8q2Rg9tpW4Mqkch5iOHfuF+6v8AtEBh0UkSSxPHIoZHBVlPcHqKw/BUjnwnY28rFpbIPYyE9S0LmIk/XZn8a32YKpYkADkk9q5zwyG1Ka78SS5xfkJZg/w2qZ2H/gZLSfRlHaulrmNcYa5qkfhyI7oBtn1NhyFiBysR95COR/cVvUV09FFc3qlnc6VqL67psDzBwF1CzQZM6DgSIO8ijt/Evy9QuNfT9RtdTs4ryznWaCUZV0PB9R7EHgg8g8Vx1zrcWo6/FeRwvepbu6aTZREZuphlZLgk8LGuSgc8csRkstdBpuhyrejVdYlW71TaQm0HyrVT1SIHp7ufmb2GFG9RXOaB/oviHxHp/QfaY72MeiSxgH/yJHKfxpvih3vmtPDsDMJNSJ+0MpwY7VceafbdlYx7yZ7V0KIsaKiKFVRgKBgAelYus6zJbSrpumolxrMy5iiOSsK5x5suOiD82IwOelrRdJi0ewECs8sruZLid/vzyn7zt7n06AAAcAVqUUUVxPinQbmY3UfhzU4tM1jUIXMkD58u6VdoZ8DlHG5R5i88gHPykL4ROj6QF0t45rPWZEVZY74BZZQowBGR8jRqOAI+FHYHNdrRRXN3rLYeOrC5YhYr6wmt5GJwN0TLIn/jrTH8Ki8PzJPFfeK76RIY70AwNKQois0z5eSem7LSH/fA7U5tcvdcHleG4v8AR24bVbhCIVHrEp5lPoeE/wBo9K09J0a10eB44N7zStvnuJjulnf+87dz6DoBwAAMVqUUUVm6trGn6Fp0moaneRWtrGOZJWCgn0HqT2A5NcppV683xGkj1OXT4tRFlJ5cFvqHmyeUzoyq0ZRdpCoDwW5ZiCAa7DUNMstUtGtb+0hurdjkxyoGGex57+9Y48MXNmCNH12/s07W85F1CPwky4HsHA9qf/xWEPGdCvP9rE1t+n7z+dL9q8Xvx/ZGhxf7X9qTP+n2df51z3irS9Q1Ozt18Q61YafbCRvLisbaSS4lZonRkQlssSjv8qxkn8K0NF0jw9qkxlea61e6tSpYamGBt2Odo8gqqRNgZwEU4IPQiuyooooooooooorh9TvrLSfiLFfa7cQ2liumCLT7m6cJCszSMZl3ngOVWLqckA4/irp9Oa0uvMvraNlFw24yMpXzcDaGAPbA4Pccjg5OjRRRRX//2Q=="
}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 70,
"question": "As shown in the figure, if ∠ABC = 30.0, then the degree of ∠AOC is ()\nChoices:\n(A) 30°\n(B) 45°\n(C) 60°\n(D) 70°",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: As shown in the figure, point O is the center of ⊙O, points A, B, and C are on ⊙O, AO ∥ BC, ∠AOB = 40.0, then the degree of ∠OAC is equal to ()\nChoices:\n(A) 40°\n(B) 60°\n(C) 50°\n(D) 20°\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "D",
"style": "rule"
}
|
{
"answer": "D",
"index": 71,
"question": "As shown in the figure, point O is the center of ⊙O, points A, B, and C are on ⊙O, AO ∥ BC, ∠AOB = 40.0, then the degree of ∠OAC is equal to ()\nChoices:\n(A) 40°\n(B) 60°\n(C) 50°\n(D) 20°",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: As shown in the figure, the parallel lines a and b are intercepted by the straight line c. If ∠1 = 50.0, then the degree of ∠2 is ()\nChoices:\n(A) 150°\n(B) 130°\n(C) 110°\n(D) 100°\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 72,
"question": "As shown in the figure, the parallel lines a and b are intercepted by the straight line c. If ∠1 = 50.0, then the degree of ∠2 is ()\nChoices:\n(A) 150°\n(B) 130°\n(C) 110°\n(D) 100°",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: At 9.0 in the morning, a ship departs from point A and sails in the direction due east at a speed of 40.0 nautical miles per hour, and arrives at point B at 9.0 and 30.0 minutes. As shown in the figure, the island M is measured from A and B. In the direction of 45.0 north by east and 15.0 north by east, then the distance between B and island M is ()\nChoices:\n(A) 20海里\n(B) 20√{2}海里\n(C) 15海里\n(D) 20海里\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
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}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 73,
"question": "At 9.0 in the morning, a ship departs from point A and sails in the direction due east at a speed of 40.0 nautical miles per hour, and arrives at point B at 9.0 and 30.0 minutes. As shown in the figure, the island M is measured from A and B. In the direction of 45.0 north by east and 15.0 north by east, then the distance between B and island M is ()\nChoices:\n(A) 20海里\n(B) 20√{2}海里\n(C) 15海里\n(D) 20海里",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Find $m \\angle K$\nChoices:\n(A) 6\n(B) 60\n(C) 100\n(D) 180\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 74,
"question": "Find $m \\angle K$\nChoices:\n(A) 6\n(B) 60\n(C) 100\n(D) 180",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: For trapezoid ABCD shown above, AB = 24, AD = 23, and BC = 16. What is the length of segment CD?\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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"
}
] |
math-reasoning
|
{
"ground_truth": "25",
"style": "rule"
}
|
{
"answer": "25",
"index": 75,
"question": "For trapezoid ABCD shown above, AB = 24, AD = 23, and BC = 16. What is the length of segment CD?",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: As shown in the figure, AB is the diameter of ⊙O, point C is on ⊙O, AE is the tangent of ⊙O, A is the tangent point, connect BC and extend to intersect AE at point D. If ∠AOC = 80.0, then the degree of ∠ADB is ()\nChoices:\n(A) 40°\n(B) 50°\n(C) 60°\n(D) 20°\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
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}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 76,
"question": "As shown in the figure, AB is the diameter of ⊙O, point C is on ⊙O, AE is the tangent of ⊙O, A is the tangent point, connect BC and extend to intersect AE at point D. If ∠AOC = 80.0, then the degree of ∠ADB is ()\nChoices:\n(A) 40°\n(B) 50°\n(C) 60°\n(D) 20°",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: 如图，在△ABC中，∠C＝90°，AB＝13，AC＝5，D、E分别是AC、AB的中点，则DE的长是（）\nChoices:\n(A) 6.5\n(B) 6\n(C) 5.5\n(D) \\frac{√{119}}{2}\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 77,
"question": "如图，在△ABC中，∠C＝90°，AB＝13，AC＝5，D、E分别是AC、AB的中点，则DE的长是（）\nChoices:\n(A) 6.5\n(B) 6\n(C) 5.5\n(D) \\frac{√{119}}{2}",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: As shown in the figure, in the parallelogram ABCD, CE bisects ∠BCD and it intersects the AD edge at point E, and DE = 3.0, then the length of AB is ()\nChoices:\n(A) 1\n(B) 2\n(C) 3\n(D) 6\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 78,
"question": "As shown in the figure, in the parallelogram ABCD, CE bisects ∠BCD and it intersects the AD edge at point E, and DE = 3.0, then the length of AB is ()\nChoices:\n(A) 1\n(B) 2\n(C) 3\n(D) 6",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: As shown in the figure: In Rt△ABC, ∠C = 90.0, AC = 8.0, AB = 10.0, then the value of sinB is equal to ()\nChoices:\n(A) \\frac{3}{5}\n(B) \\frac{4}{5}\n(C) \\frac{3}{4}\n(D) \\frac{4}{3}\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 79,
"question": "As shown in the figure: In Rt△ABC, ∠C = 90.0, AC = 8.0, AB = 10.0, then the value of sinB is equal to ()\nChoices:\n(A) \\frac{3}{5}\n(B) \\frac{4}{5}\n(C) \\frac{3}{4}\n(D) \\frac{4}{3}",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: As shown in the figure, points A, B, C, and D are on circle O, and point E is on the extended line of AD. If ∠ABC = 60.0, then the degree of ∠CDE is ()\nChoices:\n(A) 30°\n(B) 45°\n(C) 60°\n(D) 70°\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 80,
"question": "As shown in the figure, points A, B, C, and D are on circle O, and point E is on the extended line of AD. If ∠ABC = 60.0, then the degree of ∠CDE is ()\nChoices:\n(A) 30°\n(B) 45°\n(C) 60°\n(D) 70°",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: As shown in the figure, line segment AB = 10.0, M is the midpoint of line segment AB, C is the midpoint of line segment MB, N is a point of line segment AM, and MN = 1.0, the length of line segment NC ()\nChoices:\n(A) 2\n(B) 2.5\n(C) 3\n(D) 3.5\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "D",
"style": "rule"
}
|
{
"answer": "D",
"index": 81,
"question": "As shown in the figure, line segment AB = 10.0, M is the midpoint of line segment AB, C is the midpoint of line segment MB, N is a point of line segment AM, and MN = 1.0, the length of line segment NC ()\nChoices:\n(A) 2\n(B) 2.5\n(C) 3\n(D) 3.5",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: In the figure, square $ABDC$ is inscribed in $\\odot K$. Find the measure of a central angle.\nChoices:\n(A) 45\n(B) 60\n(C) 90\n(D) 180\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
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"
}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 82,
"question": "In the figure, square $ABDC$ is inscribed in $\\odot K$. Find the measure of a central angle.\nChoices:\n(A) 45\n(B) 60\n(C) 90\n(D) 180",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Find $x$.\nChoices:\n(A) 3\n(B) 4\n(C) 6\n(D) 7\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 83,
"question": "Find $x$.\nChoices:\n(A) 3\n(B) 4\n(C) 6\n(D) 7",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Find the area of the figure. Round to the nearest tenth if necessary.\nChoices:\n(A) 191.5\n(B) 1128\n(C) 2256\n(D) 4512\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 84,
"question": "Find the area of the figure. Round to the nearest tenth if necessary.\nChoices:\n(A) 191.5\n(B) 1128\n(C) 2256\n(D) 4512",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: In the diagram above, angle A is congruent to angle BED, and angle C is congruent to angle D. If the ratio of the length of AB to the length of EB is 5:1, and the area of the triangle BED is 5*a^2 + 10, what is the area of triangle ABC?\nChoices:\n(A) 5*a^2 + 10\n(B) 25*a^2 + 50\n(C) 25*a^2 + 100\n(D) 125*a^2 + 250\n(E) cannot be determined\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
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}
] |
math-reasoning
|
{
"ground_truth": "D",
"style": "rule"
}
|
{
"answer": "D",
"index": 85,
"question": "In the diagram above, angle A is congruent to angle BED, and angle C is congruent to angle D. If the ratio of the length of AB to the length of EB is 5:1, and the area of the triangle BED is 5*a^2 + 10, what is the area of triangle ABC?\nChoices:\n(A) 5*a^2 + 10\n(B) 25*a^2 + 50\n(C) 25*a^2 + 100\n(D) 125*a^2 + 250\n(E) cannot be determined",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Lines $l$, $m$, and $n$ are perpendicular bisectors of $\\triangle PQR$ and meet at $T$. If $TQ = 2x$, $PT = 3y - 1$, and $TR = 8$, find $z$.\nChoices:\n(A) 3\n(B) 4\n(C) 5\n(D) 6\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 86,
"question": "Lines $l$, $m$, and $n$ are perpendicular bisectors of $\\triangle PQR$ and meet at $T$. If $TQ = 2x$, $PT = 3y - 1$, and $TR = 8$, find $z$.\nChoices:\n(A) 3\n(B) 4\n(C) 5\n(D) 6",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: In the diagram above, lines M and N are parallel. All of the following are true except\nChoices:\n(A) a + b = j + l\n(B) g = h\n(C) c + f = f + b\n(D) g + e + f + h = 360\n(E) d + e = f + j\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "E",
"style": "rule"
}
|
{
"answer": "E",
"index": 87,
"question": "In the diagram above, lines M and N are parallel. All of the following are true except\nChoices:\n(A) a + b = j + l\n(B) g = h\n(C) c + f = f + b\n(D) g + e + f + h = 360\n(E) d + e = f + j",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: The degree measures of minor arc $\\widehat{A C}$ and major arc $\\widehat{A D C}$ are $x$ and $y$ respectively. If $m∠ABC = 70°$, find $x$.\nChoices:\n(A) 90\n(B) 100\n(C) 110\n(D) 120\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 88,
"question": "The degree measures of minor arc $\\widehat{A C}$ and major arc $\\widehat{A D C}$ are $x$ and $y$ respectively. If $m∠ABC = 70°$, find $x$.\nChoices:\n(A) 90\n(B) 100\n(C) 110\n(D) 120",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: As shown in the figure, CD is the diameter of ⊙O, chord DE ∥ OA, if the degree of ∠D is 50.0, then the degree of ∠C is ()\nChoices:\n(A) 25°\n(B) 30°\n(C) 40°\n(D) 50°\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 89,
"question": "As shown in the figure, CD is the diameter of ⊙O, chord DE ∥ OA, if the degree of ∠D is 50.0, then the degree of ∠C is ()\nChoices:\n(A) 25°\n(B) 30°\n(C) 40°\n(D) 50°",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: In rhombus LMPQ, $m \\angle Q L M=2 x^{2}-10$, $m \\angle Q P M=8 x$, and $M P=10$ . \r\nFind the perimeter of $LMPQ$\nChoices:\n(A) 10\n(B) 40\n(C) 70\n(D) 140\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 90,
"question": "In rhombus LMPQ, $m \\angle Q L M=2 x^{2}-10$, $m \\angle Q P M=8 x$, and $M P=10$ . \r\nFind the perimeter of $LMPQ$\nChoices:\n(A) 10\n(B) 40\n(C) 70\n(D) 140",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Find PT\nChoices:\n(A) 6\n(B) \\frac { 20 } { 3 }\n(C) 7\n(D) 22 / 3\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": 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}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 91,
"question": "Find PT\nChoices:\n(A) 6\n(B) \\frac { 20 } { 3 }\n(C) 7\n(D) 22 / 3",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: 如图，AB∥CD，BD⊥CF，垂足为B，∠ABF＝35°，则∠BDC的度数为（）\nChoices:\n(A) 25°\n(B) 35°\n(C) 45°\n(D) 55°\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
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}
] |
math-reasoning
|
{
"ground_truth": "D",
"style": "rule"
}
|
{
"answer": "D",
"index": 92,
"question": "如图，AB∥CD，BD⊥CF，垂足为B，∠ABF＝35°，则∠BDC的度数为（）\nChoices:\n(A) 25°\n(B) 35°\n(C) 45°\n(D) 55°",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Find z\nChoices:\n(A) 10\n(B) \\frac { 32 } { 3 }\n(C) \\frac { 40 } { 3 }\n(D) \\frac { 50 } { 3 }\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
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"
}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 93,
"question": "Find z\nChoices:\n(A) 10\n(B) \\frac { 32 } { 3 }\n(C) \\frac { 40 } { 3 }\n(D) \\frac { 50 } { 3 }",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: Find the value of $t$ in the parallelogram.\nChoices:\n(A) 6\n(B) 7\n(C) 8\n(D) 13\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
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}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 94,
"question": "Find the value of $t$ in the parallelogram.\nChoices:\n(A) 6\n(B) 7\n(C) 8\n(D) 13",
"split": "test",
"task": "geometry problem solving"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: Subtract all large green matte cubes. Subtract all big green blocks. How many objects are left?\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
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}
] |
math-reasoning
|
{
"ground_truth": "6",
"style": "rule"
}
|
{
"answer": "6",
"index": 95,
"question": "Subtract all large green matte cubes. Subtract all big green blocks. How many objects are left?",
"split": "test",
"task": "math word problem"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: Subtract all shiny spheres. Subtract all big red matte spheres. How many objects are left?\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "7",
"style": "rule"
}
|
{
"answer": "7",
"index": 96,
"question": "Subtract all shiny spheres. Subtract all big red matte spheres. How many objects are left?",
"split": "test",
"task": "math word problem"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: How much more does a navy blue bath mat cost than a yellow bath towel? (Unit: $)\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "5",
"style": "rule"
}
|
{
"answer": "5",
"index": 97,
"question": "How much more does a navy blue bath mat cost than a yellow bath towel? (Unit: $)",
"split": "test",
"task": "math word problem"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.\nQuestion: The advertising agency counted the number of billboards in each city in the state. How many cities have fewer than 70 billboards? (Unit: cities)\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
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}
] |
math-reasoning
|
{
"ground_truth": "9",
"style": "rule"
}
|
{
"answer": "9",
"index": 98,
"question": "The advertising agency counted the number of billboards in each city in the state. How many cities have fewer than 70 billboards? (Unit: cities)",
"split": "test",
"task": "math word problem"
}
|
MathVista
|
[
{
"content": "<image> Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.\nQuestion: What has been done to this letter?\nChoices:\n(A) slide\n(B) flip\n(C) turn\n \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": 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}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 99,
"question": "What has been done to this letter?\nChoices:\n(A) slide\n(B) flip\n(C) turn",
"split": "test",
"task": "math word problem"
}
|
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