A350334
Primes expressible as the sum of (at least two) consecutive primes in at least 6 ways.
Original entry on oeis.org
442019, 1866373, 3051161, 3634531, 3704819, 3839677, 3890609, 4539331, 4711937, 5011213, 5069023, 5369743, 5384221, 6137587, 6783263, 6893273, 9213073, 10354177, 10602763, 11394193, 11849339, 12012257, 13126801, 13322887, 14385781, 15077143, 17225003, 19301221
Offset: 1
442019 is a term because it is a prime and
442019 = Sum_{j=13620..13622} prime(j)
= Sum_{j=5044..5052} prime(j)
= Sum_{j=2019..2043} prime(j)
= Sum_{j=1573..1605} prime(j)
= Sum_{j=954..1010} prime(j)
= Sum_{j=81..381} prime(j).
A350335
Primes expressible as the sum of (at least two) consecutive primes in at least 7 ways.
Original entry on oeis.org
3634531, 27411611, 28127521, 28445689, 48205429, 54604973, 56857523, 63461429, 70734089, 72087167, 75489781, 82183951, 83020733, 89752433, 92712023, 94026311, 100925263, 111282419, 137392361, 163506407, 164711999, 194039771, 195327179, 196364899, 196876789
Offset: 1
3634531 is a term because it is a prime and
3634531 = Sum_{j=42997..43003} prime(j)
= Sum_{j=15749..15769} prime(j)
= Sum_{j=7294..7342} prime(j)
= Sum_{j=7032..7082} prime(j)
= Sum_{j=3397..3509} prime(j)
= Sum_{j=165..1003} prime(j)
= Sum_{j=65..995} prime(j).
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