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%I #5 Aug 06 2022 07:23:45
%S 5,37,41,157,173,181,1277,1289,1297,1301,4441,4457,4481,4493,4513,
%T 8669,8677,8681,8689,8693,8713,14533,14537,14549,14557,14561,14593,
%U 14621,883241,883249,883273,883357,883397,883409,883429,883433
%N Triangle of primes described in A144954, read by rows.
%C Row 11 is a truncation of row 12.
%e Triangle begins:
%e [1, [5]],
%e [2, [37, 41]],
%e [3, [157, 173, 181]],
%e [4, [1277, 1289, 1297, 1301]],
%e [5, [4441, 4457, 4481, 4493, 4513]],
%e [6, [8669, 8677, 8681, 8689, 8693, 8713]],
%e [7, [14533, 14537, 14549, 14557, 14561, 14593, 14621]],
%e [8, [883241, 883249, 883273, 883357, 883397, 883409, 883429, 883433]],
%e [9, [10006957, 10006973, 10007021, 10007077, 10007161, 10007177, 10007201, 10007269, 10007273]],
%e [10, [530551397, 530551457, 530551633, 530551669, 530551717, 530551733, 530551753, 530551757, 530551829, 530551841]],
%e [11, [931953301, 931953389, 931953397, 931953409, 931953433, 931953437, 931953469, 931953509, 931953569, 931953637, 931953709]],
%e [12, [931953301, 931953389, 931953397, 931953409, 931953433, 931953437, 931953469, 931953509, 931953569, 931953637, 931953709, 931953733]]];}
%K nonn,tabl
%O 1,1
%A _David Broadhurst_, Feb 24 2009