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RichInStyle.com tests: font size keywords

Larger and smaller test

This tests whether the font size keywords are related by larger and smaller - given an inherited value of xx-small, larger should give x-small. For the test to be passed, each should appear as a single word (there are actually two of each!) - there should not appear to be two overlapping words.

  1. x-small
    x-small

     

  2. small
    small

     

  3. medium
    medium

     

  4. large
    large

     

  5. x-large
    x-large

     

  6. xx-large
    xx-large

     

  7. x-large
    x-large

     

  8. large
    large

     

  9. medium
    medium

     

  10. small
    small

     

  11. x-small
    x-small

     

  12. xx-small
    xx-small

     

  13. A single line of text - not two
    A single line of text - not two

     

    The above should appear to be one line of text - even though it is two. One of them has font-size: medium, the other no font-size at all. Since medium is the initial value for font-size, they should be the same, and hence there should only be one line of text apparent.

Informative keyword test

Larger

Larger?
Larger?

If the above two appear as one, a scaling factor of 3-9% is implied.

Larger?
Larger?

If the above two appear as one, a scaling factor of 9-15% is implied.

Larger?
Larger?

If the above two appear as one, a scaling factor of 15-22% is implied.

Larger?
Larger?

If the above two appear as one, a scaling factor of 22-28% is implied.

Larger?
Larger?

If the above two appear as one, a scaling factor of 28-34% is implied.

Larger?
Larger?

If the above two appear as one, a scaling factor of 34-41% is implied.

Larger?
Larger?

If the above two appear as one, a scaling factor of 41-47% is implied.

Larger?
Larger?

If the above two appear as one, a scaling factor of 47-53% is implied.

Larger?
Larger?

If the above two appear as one, a scaling factor of 53-59% is implied.

Larger?
Larger?

If the above two appear as one, a scaling factor of 59-66% is implied.

Smaller test

Smaller?
Smaller?

If the above two appear as one, a scaling factor of -3 - +3% is implied.

Smaller?
Smaller?

If the above two appear as one, a scaling factor of -12 - 8% is implied (note this is a cumulative test).