112948:
http://en.wikipedia.org/wiki/Base_6
Each regular human hand may be said to have six
unambiguous positions; a fist, one finger (or thumb)
extended, two, three, four and then all five
extended.
If the right hand is used to represent a unit, and the
left to represent the 'sixes', it becomes
possible for one person to represent the values from
zero to 55senary (35decimal) with their fingers,
rather than the usual ten obtained in standard finger
counting. e.g. if three fingers are extended on the
left hand and four on the right, 34senary is
represented. This is equivalent to 3 × 6 + 4
which is 22decimal.
Which hand is used for the 'sixes' and which
the units is down to preference on the part of the
counter, however when viewed from the counter's
perspective, using the left hand as the most
significant digit correlates with the written
representation the same senary number.