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<math>P_3=1-\sum^2_{i=1^{P_i}}
<math>S_i=e^{(a_i+\sum^n_{j=1}b_{i,j}*x_j)}

Revision as of 18:30, 10 June 2017

<math>S_i=e^{(a_i+\sum^n_{j=1}b_{i,j}*x_j)}