Shouldn't there be four more digits in the corner?
Only if the clock counts from 0 to 11. Otherwise, FIVE more digits.
Note, however, that the '3', '6', and '9' are slightly larger than the others, so if the clock is a standard 1-12 clock then the '12' at the top of the clock should be slightly larger than normal too. BUT, the existing '0' is also slightly larger than normal, which suggests that there was a '0' at the top of the clock instead of a '12'.
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Only if the clock counts from 0 to 11.
Otherwise, FIVE more digits.
Note, however, that the '3', '6', and '9' are slightly larger than the others, so if the clock is a standard 1-12 clock then the '12' at the top of the clock should be slightly larger than normal too. BUT, the existing '0' is also slightly larger than normal, which suggests that there was a '0' at the top of the clock instead of a '12'.
So, yes, actually you might be correct. 4.
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