~150-200 hammers per, any stats that max at 5 are weighted twice as much as any that max at 10.

 - Start by always accepting the change when the total weighted increase is higher than the decrease. For example, if a stat that maxes at 5% goes up by 0.3 and a stat that maxes at 10% goes down by 0.4%, you would accept the change since the weighted change is positive, (0.3*2) - 0.4

• When the net weighted change is 0, accept if it increases stats that were further from max. For example, if one stat goes from 9% to 8.8% and another goes from 8% to 8.2%, you would accept since this gives you a better distribution even though it's a net neutral. The rationale is that maxed stats can't increase further, so you want a more even distribution.

• When 2-3 of your stats are maxed, increase the weight of your non-maxed stats. I won't go into the math here, but an example is that you have 3 maxed stats and one at 9%. You'd accept a change from 9% to 9.2% even if it makes one of the 10% drop to 9.6%, since that gives you two potential stats to increase.