Dataset Viewer
index
int64 0
2.71k
| image
stringlengths 2.09k
1.08M
| question
stringlengths 37
521
| multi-choice options
nullclasses 338
values | answer
stringclasses 4
values | category
stringclasses 8
values |
|---|---|---|---|---|---|
0
|
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
|
Choose the most appropriate option from the four given choices to fill in the question mark, so that it presents a certain regularity:
| null |
B
|
Temporal Movement
|
1
| "iVBORw0KGgoAAAANSUhEUgAABPUAAAHdCAIAAAD6gttfAAEAAElEQVR4nOz96XbbONM1DFcB4KhZluXZTvp63vM/oO/ujkdZ88y(...TRUNCATED)
| "Choose the most appropriate option from the given four choices to fill in the question mark, so tha(...TRUNCATED)
| null |
D
|
Temporal Movement
|
2
| "iVBORw0KGgoAAAANSUhEUgAABPUAAAHYCAIAAACqT0rsAAEAAElEQVR4nOz9aawk2X4fiP3/58QekZGRe+a9t6q6q/u9R4ojSxA(...TRUNCATED)
| "Choose the most appropriate option from the given four choices to fill in the question mark, so tha(...TRUNCATED)
| null |
B
|
Temporal Movement
|
3
| "iVBORw0KGgoAAAANSUhEUgAABH0AAAGnCAIAAACl6bwNAACBrUlEQVR4nO3ddUBUWdw38N/M0AIKCtiBXbvq6rrGpuva3a66xrp(...TRUNCATED)
| "Choose the most appropriate option from the given four choices to fill in the question mark, so tha(...TRUNCATED)
| null |
C
|
Temporal Movement
|
4
| "iVBORw0KGgoAAAANSUhEUgAAAw0AAAHnCAIAAAB1wyZ6AAEAAElEQVR4nOz9Z1dbW5cljp+jnEAZEUQGkXMyTmDj65yzfUPduk/(...TRUNCATED)
| "Choose the most appropriate option from the given four choices to fill in the question mark, so tha(...TRUNCATED)
| null |
C
|
Temporal Movement
|
5
| "iVBORw0KGgoAAAANSUhEUgAAAikAAAEhCAYAAAC6KDDuAABJXUlEQVR4nO3dd3hUZfo//vc50yeTQgotoHREwQIroNhQQRHL8hF(...TRUNCATED)
| "Choose the most appropriate option from the given four options to fill in the question mark, so tha(...TRUNCATED)
| null |
A
|
Temporal Movement
|
6
| "iVBORw0KGgoAAAANSUhEUgAAAfIAAAC4CAYAAAAYJW5uAACTMElEQVR4nO1dd3xVxdZdp92WhIQOYqGoiIoVbICAFWxgQ7E+6/M(...TRUNCATED)
| "Choose the most appropriate option from the given four choices to fill in the question mark, so tha(...TRUNCATED)
| null |
B
|
Temporal Movement
|
7
| "iVBORw0KGgoAAAANSUhEUgAAA8EAAAHKCAIAAACsct69AAEAAElEQVR4nOz92ZMlSZMXCqqauZ/9xL5HZkbuW2VlVn1VvQDTlx4(...TRUNCATED)
| "Choose the most appropriate option from the given four choices to fill in the question mark, so tha(...TRUNCATED)
| null |
C
|
Temporal Movement
|
8
| "iVBORw0KGgoAAAANSUhEUgAAAQ8AAAE4CAYAAABFUHYrAACKnUlEQVR4nO2dd7xkRZn3v0+d0903TWAIQ85BEFgVENcVFMOruwa(...TRUNCATED)
| "Choose the most appropriate option from the given four choices to fill in the question mark, so tha(...TRUNCATED)
| null |
D
|
Temporal Movement
|
9
| "iVBORw0KGgoAAAANSUhEUgAAAz4AAABqCAYAAAB9PISkAACYQ0lEQVR4nOyddXxUR/f/z2pW4u5CPCQkECC4S4Jb8VIIFClaoIU(...TRUNCATED)
| "Choose the most appropriate option from the given four choices to fill in the question mark, so tha(...TRUNCATED)
| null |
C
|
Temporal Movement
|
End of preview. Expand
in Data Studio
No dataset card yet
- Downloads last month
- 13