Docs - Colored markdown table templates
Question
In the tables, you can use color1 through color19 ... mostly you should use no color (the default is light blue when no color is specified) or color 1 through color6 which are from our color palette for images and are duplicated here for the tables. In addition, when no coloring at all is required, use color_white.
For example:
Tables with outline
Default (no color explicitly specified)
Color 1 (color1)
Color 2
Color 3
Color 4
Color 5
Color 6
Color 7
Color 8
Color 9
Color 10
Color 11
Color 12
Color 13
Color 14
Color 15
Color 16
Color 17
Color 18
Color 19
Color White (color_white)
Tables with no-outline
The one below this inside a variable
{{{question1}}}
Worked Solution
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
Variant 0
DifficultyLevel
400
Question
In the tables, you can use color1 through color19 ... mostly you should use no color (the default is light blue when no color is specified) or color 1 through color6 which are from our color palette for images and are duplicated here for the tables. In addition, when no coloring at all is required, use color_white.
For example:
Tables with outline
Default (no color explicitly specified)
Color 1 (color1)
Color 2
Color 3
Color 4
Color 5
Color 6
Color 7
Color 8
Color 9
Color 10
Color 11
Color 12
Color 13
Color 14
Color 15
Color 16
Color 17
Color 18
Color 19
Color White (color_white)
Tables with no-outline
The one below this inside a variable
WHITE |
YELLOW |
BLUE |
123 |
234 |
345 |
Worked Solution
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question1 |
> | WHITE | YELLOW | BLUE |
> | :-----------: | :----------: | :------------: |
> | 123 | 234 | 345 |
|
correctAnswer | |
Answers