apportion

• a divisor above the interval awards fewer than the house size ×1
• a divisor strictly inside the interval awards exactly the house size ×1
• a quota violation is a whole number of seats away from the band ×1
• a rational is a whole numerator over a non-zero whole denominator ×1
• a rational is never divided by zero ×1
• a region outside quota does not sit exactly on its quota ×1
• a trial divisor awards no more seats than the search allows for ×1
• Adams's awarded seats sum to the house size ×1
• both ends of the interval land inside the drawn divisor axis ×1
• each entry of the populations is a whole number between 1 and 10000000 ×1
• every house size swept has a seat for every region ×1
• floor division is taken of a whole number by a positive whole number ×1
• Hamilton gives every region the floor or the ceiling of its own quota ×1
• Hamilton's awarded seats sum to the house size ×1
• Hamilton's seats sum to the house at every size swept ×1
• Jefferson's awarded seats sum to the house size ×1
• no region's seat count falls anywhere in the swept range ×1
• the awarded seats sum to exactly the house size ×1
• the closed end of the interval awards exactly the house size ×1
• the divisor and the priority ranking award the same seats ×1
• the divisor method is one of jefferson, webster, adams ×1
• the exact arithmetic stays inside the safe integer range ×1
• the exact floor of a quota and its decimal floor agree ×1
• the exact quotas sum to exactly the house size ×1
• the exact quotas sum to the house size in both censuses ×1
• the fall the sweep found is by a single seat ×1
• the family of second censuses is small enough to walk in full ×1
• the faster-growing region holds exactly one seat fewer after the census ×1
• the floors leave between none and one seat per region over ×1
• the growth step is a whole number between 1 and 100000 ×1
• the house has at least one seat for every region ×1
• the house is large enough for every seat the method gives away for free ×1
• the house size is a whole number between 2 and 200 ×1
• the interval of divisors is not empty ×1
• the largest house swept is a whole number between 2 and 200 ×1
• the marked region really holds fewer seats in the larger house ×1
• the method is one of hamilton ×1
• the method is one of hamilton, jefferson, webster, hill, adams ×1
• the method is one of jefferson, webster, adams ×1
• the mode is one of quota, alabama, divisor, population ×1
• the named quota violation is a real comparison of the seats against the exact quota ×1
• the number of growth steps is a whole number between 1 and 12 ×1
• the open end of the interval awards more than the house size ×1
• the populations is a list of 2 to 8 numbers ×1
• the populations together stay inside the exact range ×1
• the priority list reaches past the house size, so the interval has both ends ×1
• the region that lost a seat grew by the larger exact ratio ×1
• the second census fills exactly the same house ×1
• the second census is larger than the first ×1
• the second census totals what it says it does ×1
• the slower-growing region holds exactly one seat more after the census ×1
• the smallest house swept is a whole number between 2 and 200 ×1
• the sweep is short enough to draw one house size at a time ×1
• the sweep runs over at least two house sizes ×1
• Webster's awarded seats sum to the house size ×1

The whole library · What the figures prove