Penholodigital squares: Difference between revisions

m
m (link to First_perfect_square_in_base_n_with_n_unique_digits including zero)
Line 111:
419 penholodigital squares in base 15
12378da5b6ec94=4240c58² ...
ed4c93285671ba=ee25e4a²
stretch 16
740 penholodigital squares in base 16
123da7f85bce964=11156eb6² ...
fec81b69573da24=3fd8f786²
NB. this is getting to be obnoxiously long in terms of time...</syntaxhighlight>
 
6,951

edits