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EXAMPLE
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Row n = 5 of Pascal's triangle is (1,5,10,10,5,1), with Heinz number prime(1)*prime(5)*prime(10)*prime(10)*prime(5)*prime(1) = 407044, so a(5) = 407044.
The sequence of terms together with their prime indices begins:
2: {1}
4: {1,1}
12: {1,1,2}
100: {1,1,3,3}
2548: {1,1,4,4,6}
407044: {1,1,5,5,10,10}
106023164: {1,1,6,6,15,15,20}
136765353124: {1,1,7,7,21,21,35,35}
399090759725236: {1,1,8,8,28,28,56,56,70}
4445098474836287524: {1,1,9,9,36,36,84,84,126,126}
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