From: Anonymous <nobody@REPLAY.COM>
Date: Sun, 7 Dec 1997 15:14:00 +0800
To: cypherpunks@Algebra.COM
Subject: New key
Message-ID: <199712070655.HAA02800@basement.replay.com>
MIME-Version: 1.0
Content-Type: text/plain



Some readers have suggested that my El Gamal key values were not chosen
correctly.  My previous key used a random large prime, but Schneier suggests
choosing one with a guaranteed large prime factor ("Applied Cryptography",
section 11.6).

To correct that I offer a new El Gamal key which I will use for signing:

p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
g: E2CFFC96515A65D45B61F3E98DBD19859C7DEFAD7C43D8365363275A2C35BC09F20F68918C806AE67CBB04215E6B077EB1AF86ED71C62587C1631D1623744CFFAFDBB89F0FE95C907036F2FCB5EA3DA00E42BA8D703F75EEA69399E5541E86A89759CE55EFE2ECCD0AB73997CF9A060BD163590A4477F03E728CD0015223DFCA5533D8A7BE7E9B270827AE32EE2AB63BD8062DB91FBDB079AF416528C0AAD554835BA35B55B18EFDF76251ED00824CAD980A06E68B2D01C60FC58AC3C6C8341ADAB1490EE00F358C8BDFA3C305A4155A8DCB7B9E6A09F9102EEB407759E6DD4D10057D9C028FDCD47F269ABFC583B76A0AE7738950CABB5AD63FBC1B52958401
y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

This prime value has been chosen so that (p-1)/2 will also be prime.

I will continue to use Cantsin Protocol No. 2 as before.  It's good to
see that others are beginning to develop tools to use this protocol.
Suggestions for improvements continue to be welcomed.

Monty Cantsin
Editor in Chief
Smile Magazine
http://www.neoism.org/squares/smile_index.html
http://www.neoism.org/squares/cantsin_10.htm

Subject: New key
To: cypherpunks@algebra.com
25BA1A9F5B9010DD8C752EDE887E9AF3 [Cantsin Protocol No. 2]
092AA1EC9926D468F8964B8EF537DDC1782A1281
8AB1C2AA1D6FC353C642984072C97D7DF6061C96
-907 907
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
AEA9FE2E3EAD44D84F927B5A423AB9620FB76FA4390D92A1CF371D42200E45BCC629941485C5499CDE309C80E0F95EC54054963E90F605AE67CCDA415244E61A654DC319ACFB734A895E3C2B7BC30D6321FA8274E41B2B0E5B7D5CD3DD9F5C09256F8E2E2AD7698EC824F6512D6DD7E9176DDA06FE9158D8499F637D8FA61FE32E842305C5BD6043E5FCFA6FE642343B49A97568221B5EB8E51A3929D5AB95B3C270A1977A5290CD458716C56C356395267D6293E9256678216F65F7DDBA75CE01CEA1C7FE7AC58AAF6D392B68C06407EA989948D64391EF25D28F27BFB345406501F2A69EE007D13DD541145ED03542DAB58954ACE1AD2C3DF7E1FD00B9CD10