Daniel D. said: Character lift/push and carry capacity can't be calculated from the sheet alone. It uses table from the Core rulebook so all I could give you is empty space to write it in. You could always do like I did on the Exalted sheet =P <input type="hidden" disabled="true" name="attr_FOSIndex" value="(@{Strength}+@{Athletics}*(1-@{Athletics|max}))" />
<input type="hidden" disabled="true" name="attr_FOSIndex-2" value="(@{FOSIndex} * @{FOSIndex})" />
<input type="hidden" disabled="true" name="attr_FOSIndex-3" value="(@{FOSIndex-2} * @{FOSIndex})" />
<input type="hidden" disabled="true" name="attr_FOSIndex-4" value="(@{FOSIndex-2} * @{FOSIndex-2})" />
<input type="hidden" disabled="true" name="attr_FOSIndex-5" value="(@{FOSIndex-3} * @{FOSIndex-2})" />
<input type="hidden" disabled="true" name="attr_FOSIndex-6" value="(@{FOSIndex-3} * @{FOSIndex-3})" />
<input type="hidden" disabled="true" name="attr_FOSIndex-7" value="(@{FOSIndex-4} * @{FOSIndex-3})" />
<input type="hidden" disabled="true" name="attr_FOSIndex-8" value="(@{FOSIndex-4} * @{FOSIndex-4})" />
<input type="hidden" disabled="true" name="attr_FOSIndex-9" value="(@{FOSIndex-5} * @{FOSIndex-4})" />
<div class="right">Lift/Pull/Push: <input type="number" name="attr_FeatOfStrengthLift" style="width: 4em" title="Lift weight in pounds" value="round((19 * @{FOSIndex-9})/9072-(205 * @{FOSIndex-8})/2016+(3187 * @{FOSIndex-7})/1512-(1171 * @{FOSIndex-6})/48+(74761 * @{FOSIndex-5})/432-(74525 * @{FOSIndex-4})/96+(9916159 * @{FOSIndex-3})/4536-(1856837 * @{FOSIndex-2})/504+(214435 * @{FOSIndex})/63-1200)" disabled="true" /></div> Slightly more clearly, that's: FOS = Strength + Athletics
Lift = round( 19 * FOS^9 / 9072 - 205 * FOS^8 / 2016 + 3187 * FOS^7 / 1512 - 1171 * FOS^6 / 48 + 74761 * FOS^5 / 432 - 74525 * FOS^4 / 96 + 9916159 * FOS^3 / 4536 - 18568 * FOS^2 / 504 + 214435 * FOS / 63 - 1200) In English, that equation is the result of polynomial interpolation of the Feat of Strength table in the Exalted book. Polynomial interpolation will give you an equation that exactly fits the progression of your table... but you'll have to include terms from X^0 through X^(N-1), where N is the number of items in the table. If you are, in fact, interested in using polynomial interpolation to calculate tabular data, Wolfram Alpha can generate the equation for you.