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int64 0
1.17k
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stringlengths 2.68k
1.94M
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stringlengths 22
706
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
|
Divide the following six figures into two categories, so that each category displays its own pattern.
| null |
D
|
inductive
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1 |
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
|
Choose the most appropriate option from the four given choices to fill in the question mark, so that the figures follow a pattern.
| null |
B
|
inductive
|
2 |
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
|
In each square of the maze there is a piece of cheese. Ronnie the mouse wants to enter and leave the maze as shown in the picture. He doesn't want to visit a square more than once, but would like to eat as much cheese as possible. What is the maximum number of pieces of cheese that he can eat?
|
32||35||37||40
|
C
|
spatial
|
3 | "iVBORw0KGgoAAAANSUhEUgAABYAAAAL2CAYAAAD4jTJ8AAAMQGlDQ1BJQ0MgUHJvZmlsZQAASImVVwdYU8kWnluSkEASIICAlNC(...TRUNCATED) | "Michael has two building blocks as shown in <image1>. Each building block is made up of two cubes g(...TRUNCATED) | null |
B
|
deductive
|
4 | "iVBORw0KGgoAAAANSUhEUgAAAgAAAAIACAYAAAD0eNT6AAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjUuMiw(...TRUNCATED) | "Bruce ciphers words adopting the board demonstrated. For example, the word DVEJ is ciphered as GT W(...TRUNCATED) |
XOCR||DJWS||KQFV||KFQV
|
C
|
deductive
|
5 | "iVBORw0KGgoAAAANSUhEUgAAA4QAAAH0CAYAAABl8+PTAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjQuMCw(...TRUNCATED) | "Based on the relationship between Origin and Analogy, select the option from the candidates that be(...TRUNCATED) | null |
C
|
analogical
|
6 | "/9j/4Q/+RXhpZgAATU0AKgAAAAgABgESAAMAAAABAAEAAAEaAAUAAAABAAAAVgEbAAUAAAABAAAAXgEoAAMAAAABAAIAAAITAAM(...TRUNCATED) | "This diagram in <image1> shows two see-through sheets. You place the sheets on top of each other. W(...TRUNCATED) | null |
D
|
deductive
|
7 | "iVBORw0KGgoAAAANSUhEUgAABLwAAAMgCAYAAAAp3HuMAAAMPmlDQ1BJQ0MgUHJvZmlsZQAASImVVwdYU8kWnluSkJDQAghICb0(...TRUNCATED) |
Which cube can be made based on the unfolded cube?
| null |
A
|
spatial
|
8 | "/9j/4AAQSkZJRgABAQAASABIAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED) |
Which kite has the longest string?
| null |
C
|
algorithmic
|
9 | "iVBORw0KGgoAAAANSUhEUgAAA4QAAAH0CAYAAABl8+PTAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjQuMCw(...TRUNCATED) | "Based on the relationship between Origin and Analogy, select the option from the candidates that be(...TRUNCATED) | null |
A
|
analogical
|
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