12, 36, 150, 392, 1452, _________    

  n³ + n² pattern where n represents primes.

 $(i.e.,2^3+2^2,3^3+3^2,5^3+5^2,7^3+7^2,{11}^3+{11}^2,{13}^3+{13}^2)$           

  So,  the answer is  ${13}^3+{13}^2=2197+169=2366$