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Penholodigital squares: Difference between revisions

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yet more typos, minor reformatting
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'''''penholodigital''': Nearly-all-digits.''</div>
 
So, in a particular base, a penholodigital square number will contain all of the digits used in that base (except zero) once, and only once. Base eight penholdigitalspenholodigitals contain the digit 1 through 7, base 10, 1 through 9, etc.
 
 
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In base 10, '''139854276''' is a penholodigital square. It is the square of the integer '''11826''', and contains every digit from 1 through 9 exactly once.
 
 
Penholodigital squares can occur in many, (though not every,) base. They tend to be pretty rare in lower bases.
 
<pre>There is a total of 1 penholodigital squares in base 2:
10,333

edits

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