[seqfan] Re: Prime numbers that differ by 30 with no primes between p and p+30

Harvey P. Dale hpd at hpdale.org
Wed Dec 25 19:03:38 CET 2019


Here are the terms from among the first 5000 primes: 4297, 4831, 5351, 5749, 6491, 6917, 7253, 7759, 7963, 8389, 8893, 13063, 13187, 13933, 13967, 14251, 14983, 16381, 16573, 17627, 18553, 18869, 20563, 21283, 21347, 21617, 23633, 23689, 24251, 25189, 26053, 26597, 27299, 27367, 27551, 28319, 28979, 29537, 30727, 30983, 31091, 31277, 31817, 32719, 33119, 33427, 33967, 35171, 35461, 37277, 37717, 38083, 38119, 40709, 41413, 41549, 41813, 42101, 42611, 43543, 44453, 44587, 45707, 46103, 46351.
	Best,
	Harvey
 

-----Original Message-----
From: SeqFan <seqfan-bounces at list.seqfan.eu> On Behalf Of zak seidov via SeqFan
Sent: Wednesday, December 25, 2019 3:34 AM
To: seqfan at list.seqfan.eu
Cc: zak seidov <zakseidov at yahoo.com>
Subject: [seqfan] Re: Prime numbers that differ by 30 with no primes between p and p+30

A124596 Primes p such that q-p = 30, where q is the next prime after p.
 4297, 4831, 5351, 5749, 6491, 6917, 7253 

    On Wednesday, December 25, 2019, 7:28:30 AM GMT+2, Harry Neel <neelh48 at hotmail.com> wrote:  
 
 While I have been able to obtain a sequence containing only the first prime of the sequence when I enter

                4297,4327,4831,4861,5351,5381

the return is “Sorry….”

As these are distinct prime numbers that have no primes between them, should I receive a different response.

Hopefully I am not missing terms.

Thanks,

H. Neel

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