From: Jim choate <ravage@bga.com>
To: cypherpunks@toad.com
Message Hash: 77d29722613cf54721907702a56acac338a81457754c0aa76e1a19066412ff14
Message ID: <199405310010.AA09704@zoom.bga.com>
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UTC Datetime: 1994-05-31 00:11:06 UTC
Raw Date: Mon, 30 May 94 17:11:06 PDT
From: Jim choate <ravage@bga.com>
Date: Mon, 30 May 94 17:11:06 PDT
To: cypherpunks@toad.com
Subject: 100 consecutive composite numbers (fwd)
Message-ID: <199405310010.AA09704@zoom.bga.com>
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From hip-hop!benjie@amdahl.com Mon May 30 16:55:29 1994
Apparently-To: 95MSINGHAL@vax.mbhs.edu, tonya@vax1.bemidji.msus.edu,
stjaffe@vaxsar.vassar.edu, ravage@bga.com,
chenym@wangwei.math.ncu.edu.tw
Message-Id: <m0q7qDV-000039a@hip-hop.hh.sbay.org>
Date: Sun, 29 May 94 12:08 PDT
Sender: benjie@hh.sbay.org (Benjie KE6BCU)
From: David G Radcliffe <radcliff@alpha2.csd.uwm.edu>
Subject: 100 consecutive composite numbers
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If N is the product of all prime numbers less than k, then
the numbers N+2,N+3,...,N+k are all composite. This is the
best upper bound that I can find without doing a brute force
search.
I wrote a Maple program to search for the first prime gap of
100 or more. I am not a programmer, so please don't laugh too hard:
for i from 100 to 1500000 by 100
while nextprime(i) - prevprime(i) < 100 do
od;
The result is that there are no prime numbers between
370261 and 370373.
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1994-05-31 (Mon, 30 May 94 17:11:06 PDT) - 100 consecutive composite numbers (fwd) - Jim choate <ravage@bga.com>