ccccEsion/IMUG-Bench huggingface dataset:
Domain: Physics / state_change

turn: 1
modality: text
input: Select the state of matter for a gold nugget at room temperature (25°C) and standard atmospheric pressure:
Options:
A. Solid
B. Liquid
C. Gas
D. Plasma
E. None of the above.
output: answer: A

turn: 2
modality: image
input: Generate an image showing the state of this substance at a temperature of 1100°C.
output: evaluation_points: 1. The substance's form must be liquid, consistent with its state at 1100°C.

2. The color, texture, and shape of the substance must match the characteristics of molten gold (gold liquid).

3. The background should be simple and clean, focusing attention on the substance itself.

turn: 3
modality: text
input: What is the primary physical change process that transforms this substance from its room temperature state to the state shown in the previous image?
Options:
A. Freezing
B. Condensation
C. Melting
D. Sublimation
E. None of the above.
output: answer: C

turn: 4
modality: image
input: Based on the previous image of the substance at an extreme temperature, generate a transitional state where the substance is undergoing a phase change, showing two or more states coexisting (e.g., a mixture of solid and liquid). Maintain a consistent background.
output: evaluation_points: 1. The image must visually depict the coexistence of two distinct states (e.g., solid gold and liquid gold), clearly showing both present together.

2. The characteristics of gold in both states (solid and liquid) must be accurate to its real-world properties.

3. The background and viewing perspective must remain consistent with the previous image, emphasizing the substance's transformation.

The image must be a clear evolution from the state shown in Turn 2 output image (molten gold at 1100°C), not a completely new or unrelated scene.

turn: 5
modality: image
input: Based on the substance's state in the previous image, generate its final state after the phase transition is complete, under the conditions specified in the second question. Keep all unrelated elements unchanged.
output: evaluation_points: 1. The substance must exist in only one state: the fully transitioned state (liquid).

2. The characteristics of gold in this liquid state must be accurate to its real-world properties.

3. The background and viewing perspective must remain consistent with the previous image, emphasizing the change in the substance's state.

The image must be a clear and logical progression from the transitional state shown in Turn 4 output image (coexisting solid and liquid gold), not a completely new or unrelated image of the substance.

turn: 6
modality: text
input: Observing the state of the substance from the previous round, if the temperature were to continue increasing by 1000°C (reaching approximately 2100°C), what further phase change process would the object most likely undergo?
Options:
A. Freezing
B. Boiling/Vaporization
C. Condensation
D. Deposition
E. None of the above.
output: answer: B
Domain: Stack_Simulation / stack_math_expression

turn: 1
modality: image
input: Generate a single row of 5 consecutive, equally sized squares (white background, black border) to represent a stack. The squares should be placed side-by-side with no gaps. The leftmost square is the bottom of the stack, and the direction to the right is the top of the stack. The stack is currently empty.
output: evaluation_points: 1. The image must contain exactly one row of 5 equally sized squares, arranged horizontally and consecutively, with a white background and black border.

2. The 5 squares must be placed directly adjacent to each other, forming a single, continuous horizontal bar structure.

3. All squares must be completely empty inside, containing no characters, symbols, patterns, or fill.

4. The background should be simple and clean, highlighting the grid structure.

turn: 2
modality: text
input: Into the empty stack shown in Turn 1, push the characters '3', '*', '6' in order from the bottom to the top. Then, immediately pop one character from the stack. Which character was popped?

Options:
A. 3
B. *
C. 6
D. +
E. None of the above.
output: answer: C

turn: 3
modality: image
input: Based on the stack state after the pop operation in Turn 2, now push the characters '2' and '+' in that order. Using the empty stack you drew in Turn 1 as a base, generate the current state of the stack after these pushes.
output: evaluation_points: 1. Maintain the same 5 horizontal, consecutive, equally sized squares (white background, black border) from Turn 1, with the stack bottom on the left.

2. The stack should contain 4 characters: '3', '*', '2', '+' occupying the first 4 squares from left to right, respectively. This is based on the operations described in Turn 2 and Turn 3.

3. The rightmost (5th) square must remain empty.

4. Each character must be placed within a single square, centered, clearly readable, and not overlapping or extending beyond the square's border.

turn: 4
modality: text
input: Starting from the stack state shown in Turn 3, pop all characters from the stack until it is empty. In this popping process, what is the third character popped?

Options:
A. 3
B. *
C. 6
D. 2
E. +
F. None of the above.
output: answer: B

turn: 5
modality: text
input: Consider all characters popped in this entire problem. If you combine them in the exact order they were popped, you get a 5-character expression. What is the final numerical result of evaluating this expression?

Options:
A. 8
B. 12
C. 20
D. 24
E. None of the above.
output: answer: B
Domain: Stack_Simulation / stack_math_expression

turn: 1
modality: image
input: Generate a single row of 5 consecutive squares (white background, black border) to represent a stack. The squares must be equal in size and placed directly adjacent to each other. The leftmost square is the stack bottom, and the right is the stack top direction. The stack is currently empty.
output: evaluation_points: 1. The image must contain exactly one row of 5 squares of equal size, arranged horizontally and consecutively, with white backgrounds and black borders.

2. The 5 squares must be placed directly adjacent to each other, forming a single, continuous horizontal bar structure.

3. All squares must be completely empty inside, with no characters, patterns, or fillers present.

4. The background should be clean and simple to highlight the grid structure.

turn: 2
modality: text
input: Into the empty stack shown in Turn 1, push the characters '3', '/', and '7' in order from the bottom to the top direction. Then, immediately pop one character. What character is popped?
Options:
A. 3
B. /
C. 7
D. 9
E. None of the above.
output: answer: C

turn: 3
modality: image
input: Based on the stack state after the pop operation in Turn 2, now push the characters '9' and '+' in that order. Using the empty stack you drew in Turn 1 as the base, generate the current state of the stack.
output: evaluation_points: 1. Maintain the same 5 horizontal, consecutive squares (white background, black border) from the Turn 1 output image, with the stack bottom on the far left.

2. The stack should contain exactly 4 characters: '3', '/', '9', and '+' occupying the first 4 squares from left to right, in that order.

3. The rightmost (5th) square must remain empty.

4. Each character must be centered within its own square, clearly readable, and not overlapping or extending outside the square's border.

turn: 4
modality: text
input: Starting from the stack state shown in Turn 3, pop all characters from the stack until it is empty. In this popping process, what is the 3rd character to be popped?
Options:
A. 3
B. /
C. 7
D. 9
E. +
F. None of the above.
output: answer: B

turn: 5
modality: text
input: Consider all characters that were popped in this entire problem. If you combine them in the order they were popped, you get a 5-character expression. What is the final result of evaluating this expression?
Options:
A. 4
B. 10
C. 5.33
D. 16
E. None of the above.
output: answer: B
Domain: Stack_Simulation / stack_math_expression

turn: 1
modality: image
input: Generate a single horizontal row of 5 consecutive squares (white background, black border) to represent a stack. The squares should be equal in size and placed directly next to each other. The leftmost square is the bottom of the stack, and the direction to the right is towards the top. The stack is currently empty.
output: evaluation_points: 1. The image contains exactly one row of 5 squares of equal size, arranged horizontally and consecutively, with white backgrounds and black borders.

2. The 5 squares are placed directly adjacent to each other, forming a continuous horizontal bar structure.

3. All squares are completely empty inside, containing no characters, patterns, or fill.

4. The background is clean and simple, highlighting the grid structure.

turn: 2
modality: text
input: Into the empty stack shown in Turn 1, push the characters '3', '+', '2' in order from the bottom to the top, and then immediately pop one character. What is the popped character?
Options:
A. 3
B. +
C. 2
D. 8
E. None of the above.
output: answer: C

turn: 3
modality: image
input: Based on the stack state after the pop operation in Turn 2, now push the characters '8' and '*' in that order. Using the empty stack you drew in Turn 1 as the base, generate the current state of the stack.
output: evaluation_points: 1. Maintain the same 5 horizontal consecutive squares (white background, black border, equal in size, placed directly next to each other) as in Turn 1, with the stack bottom on the left.

2. The stack should contain 4 characters: '3', '+', '8', '*' occupying the first 4 squares from left to right, in that order.

3. The rightmost (5th) square should remain empty.

4. Each character occupies a single square, is centered, clearly readable, and does not overlap or extend outside the square borders.

turn: 4
modality: text
input: Starting from the stack state shown in Turn 3, pop all characters from the stack until it is empty. In this popping process, what is the third character popped?
Options:
A. 3
B. +
C. 2
D. 8
E. *
F. None of the above.
output: answer: B

turn: 5
modality: text
input: Consider all characters popped in this entire problem. If you combine them in the order they were popped, you get a 5-character expression. What is the final numerical result of evaluating this expression?
Options:
A. 16
B. 19
C. 22
D. 24
E. None of the above.
output: answer: B
Domain: Stack_Simulation / stack_math_expression

turn: 1
modality: image
input: Generate a single horizontal row of 5 consecutive, equally sized squares (white background, black border) to represent a stack. The squares should be placed directly next to each other. The leftmost square is the stack bottom, and the direction to the right is the stack top. The stack is currently empty.
output: evaluation_points: 1. The image must contain exactly one row of 5 equally sized squares, arranged horizontally and consecutively, with a white background and black borders.

2. The 5 squares must be placed directly adjacent to each other, forming a single horizontal bar structure.

3. All squares must be completely empty inside, containing no characters, symbols, patterns, or fill.

4. The background should be simple and clean, clearly highlighting the grid structure.

turn: 2
modality: text
input: Into the empty stack shown in Turn 1, push the characters '2', '*', '3' in order from the bottom to the top, and then immediately pop one character. What character is popped?
Options:
A. 2
B. *
C. 3
D. 8
E. None of the above.
output: answer: C

turn: 3
modality: image
input: Based on the stack state after the pop operation in Turn 2, now push the characters '8' and '+' in that order. Using the empty stack you drew in Turn 1 as a base, generate the current state of the stack.
output: evaluation_points: 1. Maintain the same 5 horizontal, consecutive, equally sized squares (white background, black border) from Turn 1 output image, with the stack bottom on the left.

2. The stack should contain 4 characters: '2', '*', '8', '+' occupying the first 4 squares from left to right, respectively.

3. The rightmost (5th) square must remain empty.

4. Each character should be placed within a single square, centered, clearly readable, and not overlapping or extending beyond the square's border.

turn: 4
modality: text
input: Starting from the stack state shown in Turn 3, pop all characters from the stack until it is empty. In this popping process, what is the 3rd character popped?
Options:
A. 2
B. *
C. 3
D. 8
E. +
F. None of the above.
output: answer: B

turn: 5
modality: text
input: Consider all characters popped in this entire problem. If you combine them in the order they were popped, you get a 5-character arithmetic expression. What is the final result of evaluating this expression?
Options:
A. 13
B. 16
C. 19
D. 22
E. None of the above.
output: answer: C
Domain: Stack_Simulation / stack_math_expression

turn: 1
modality: image
input: Generate a single row of 5 consecutive, equally sized squares (white background, black border) to represent a stack. The squares should be placed side-by-side with no gaps. The leftmost square is the stack bottom, and the stack grows to the right towards the top. The stack is currently empty.
output: evaluation_points: 1. The image contains exactly one row of 5 equally sized squares, arranged horizontally and consecutively, with white backgrounds and black borders.

2. The 5 squares are placed directly next to each other, forming a single, continuous horizontal bar structure.

3. All squares are completely empty inside, containing no characters, symbols, patterns, or fill.

4. The background is clean and simple, clearly highlighting the grid structure.

turn: 2
modality: text
input: Into the empty stack shown in Turn 1, push the characters '4', '+', and '9' in that order, from bottom to top. Then, immediately pop one character from the stack. Which character was popped?

Options:
A. 4
B. +
C. 9
D. 6
E. None of the above.
output: answer: C

turn: 3
modality: image
input: Starting from the stack state after the pop operation in Turn 2, push the characters '6' and '-' in that order. Based on the empty stack you drew in Turn 1, please generate the current state of the stack.
output: evaluation_points: 1. Maintain the same structure as Turn 1: 5 horizontal, consecutive, equally sized squares (white background, black border), placed side-by-side with no gaps, with the stack bottom on the left.

2. The stack should contain 4 characters: '4', '+', '6', and '-' occupying the first 4 squares from left to right, respectively.

3. The rightmost (5th) square must remain empty.

4. Each character should be placed within a single square, centered, clearly legible, and not overlapping or extending outside the square's border.

turn: 4
modality: text
input: Starting from the stack state shown in Turn 3, pop all characters from the stack until it is empty. In this popping process, what is the third character to be popped?

Options:
A. 4
B. +
C. 9
D. 6
E. -
F. None of the above.
output: answer: B

turn: 5
modality: text
input: Consider all characters that were popped from the stack throughout this problem. If you combine them in the order they were popped, you get a 5-character expression. What is the final numerical result of evaluating this expression?

Options:
A. 1
B. 7
C. 19
D. 11
E. None of the above.
output: answer: B
Domain: Stack_Simulation / stack_math_expression

turn: 1
modality: image
input: Generate a single horizontal row of 5 consecutive squares (white background, black border) to represent a stack. The squares must be equal in size and placed directly next to each other. The leftmost square is the stack bottom, and the direction to the right is the stack top. The stack is currently empty.
output: evaluation_points: 1. The image must contain exactly one row of 5 equally sized squares, arranged horizontally and consecutively, with a white background and black border.

2. The 5 squares must be placed directly adjacent to each other, forming a single, continuous horizontal bar structure.

3. All squares must be completely empty inside, containing no characters, patterns, or fill.

4. The background should be simple and clean, highlighting the grid structure.

turn: 2
modality: text
input: In the empty stack from Turn 1, push the characters '8', '+', and '6' into the stack in that order, from bottom to top. Then, immediately pop one character from the stack. What is the popped character?
Options:
A. 8
B. +
C. 6
D. 3
E. None of the above.
output: answer: C

turn: 3
modality: image
input: Based on the stack state after the pop operation in Turn 2, now push the characters '3' and '/' into the stack in that order. Using the same empty 5-square stack you drew in Turn 1, please generate the current state of the stack.
output: evaluation_points: 1. Maintain the same 5 horizontal, consecutive squares (white background, black border) as specified in Turn 1's input text, with the stack bottom on the left.

2. The stack should contain exactly 4 characters: '8', '+', '3', and '/' occupying the first 4 squares from left to right, respectively. The character '8' and '+' are from the initial push and pop operations described in Turn 2, and '3' and '/' are from the push operations described in the current Turn 3 input.

3. The rightmost (5th) square must remain empty.

4. Each character must be placed within a single square, centered, clearly readable, and not overlapping or extending outside the square's border.

turn: 4
modality: text
input: Starting from the stack state shown in Turn 3, pop all characters from the stack until it is empty. During this popping process, what is the third character to be popped?
Options:
A. 8
B. +
C. 6
D. 3
E. /
F. None of the above.
output: answer: B

turn: 5
modality: text
input: Consider all characters that were popped from the stack throughout this problem. If you combine them in the order they were popped, you get a 5-character expression. What is the final numerical result of evaluating this expression?
Options:
A. 2
B. 8
C. 10
D. 14
E. None of the above.
output: answer: C
Domain: Stack_Simulation / stack_math_expression

turn: 1
modality: image
input: Generate a single horizontal row of 5 consecutive squares (white background, black border) to represent a stack. The 5 squares must be equal in size and placed directly adjacent to each other. The leftmost square is the stack bottom, and the direction to the right is the stack top. The stack is currently empty.
output: evaluation_points: 1. The image must contain exactly one row of 5 squares of equal size, arranged horizontally and consecutively, with white backgrounds and black borders.

2. The 5 squares must be placed directly adjacent to each other, forming a continuous horizontal bar structure.

3. All squares must be empty inside, containing no characters, patterns, or fill.

4. The background should be simple and clean, highlighting the grid structure.

turn: 2
modality: text
input: Into the empty stack shown in Turn 1, push the characters '5', '+', '8' in order from the bottom to the top direction, then immediately pop one character. Which character is popped?
Options:
A. 5
B. +
C. 8
D. 2
E. None of the above.
output: answer: C

turn: 3
modality: image
input: Based on the stack state after the pop operation in Turn 2, now push the characters '2' and '*' in that order. Using the empty stack you drew in Turn 1 as the base, generate the current state of the stack.
output: evaluation_points: 1. Maintain the same 5 horizontal, consecutive squares (white background, black border) from Turn 1 output image, with the stack bottom on the left.

2. The stack should contain 4 characters: '5', '+', '2', '*' occupying the first 4 squares from left to right, in that order.

3. The rightmost (5th) square must remain empty.

4. Each character must occupy a single square, be centered, clearly readable, and not overlap or extend outside the square borders.

turn: 4
modality: text
input: Starting from the stack state shown in Turn 3, pop all characters from the stack until it is empty. In this popping process, what is the 3rd character popped?
Options:
A. 5
B. +
C. 8
D. 2
E. *
F. None of the above.
output: answer: B

turn: 5
modality: text
input: Consider all characters popped in this entire problem. If you combine them in the order they were popped, you get a 5-character expression. What is the final numerical result of this expression?
Options:
A. 26
B. 21
C. 18
D. 13
E. None of the above.
output: answer: B
Domain: Stack_Simulation / stack_math_expression

turn: 1
modality: image
input: Generate a single horizontal row of 5 consecutive squares (white background, black border) to represent a stack. The squares must be equal in size and placed directly next to each other. The leftmost square is the stack bottom, and the direction to the right is the stack top. The stack is currently empty.
output: evaluation_points: 1. The image contains exactly one row of 5 squares of equal size, arranged horizontally and consecutively, with white backgrounds and black borders.

2. The 5 squares are placed directly adjacent to each other, forming a continuous horizontal bar structure.

3. All squares are empty inside, containing no characters, patterns, or fill.

4. The background is clean and simple, emphasizing the square structure.

turn: 2
modality: text
input: Into the empty stack shown in Turn 1, push the characters '4', '*', '9' in order from the bottom to the top direction, then immediately pop one character. Which character is popped?
Options:
A. 4
B. *
C. 9
D. 3
E. None of the above.
output: answer: C

turn: 3
modality: image
input: Based on the stack state after the pop operation in Turn 2, now push the characters '3' and '/' in order. Using the empty stack you drew in Turn 1 as a base, generate the current state of the stack.
output: evaluation_points: 1. Maintain the same 5 horizontal consecutive squares (white background, black border) as specified in Turn 1's input text ('single horizontal row of 5 consecutive squares (white background, black border)... equal in size... placed directly next to each other'), with the stack bottom on the left.

2. The stack should contain 4 characters: '4', '*', '3', '/' occupying the first 4 squares from left to right, in that order. (This order is derived from the sequence of operations described in Turn 2 and Turn 3's input text.)

3. The rightmost (5th) square should remain empty.

4. Each character occupies a single square, is centered, clearly readable, and does not overlap or extend outside the square borders.

turn: 4
modality: text
input: Starting from the stack state shown in Turn 3, pop all characters from the stack until it is empty. In this popping process, what is the 3rd character popped?
Options:
A. 4
B. *
C. 9
D. 3
E. /
F. None of the above.
output: answer: B

turn: 5
modality: text
input: Consider all characters popped in this entire problem. If you combine them in the order they were popped, you get a 5-character expression. What is the final numerical result of this expression?
Options:
A. 1
B. 12
C. 36
D. 4
E. None of the above.
output: answer: B