Origin of DH modulus

[Dwayne C. Litzenberger]

http://openid.net/specs/openid-authentication-2_0.html#pvalue states:

     Appendix B.  Diffie-Hellman Key Exchange Default Value

      This is a confirmed-prime number, used as the default modulus for 
      Diffie-Hellman Key Exchange. In hexadecimal:

      DCF93A0B883972EC0E19989AC5A2CE310E1D37717E8D9571BB7623731866E61E
      F75A2E27898B057F9891C2E27A639C3F29B60814581CD3B2CA3986D268370557
      7D45C2E7E52DC81C7A171876E5CEA74B1448BFDFAF18828EFD2519F14E45E382
      6634AF1949E5B535CC829A483B8A76223E5D490A257F05BDFF16F2FB22C583AB

Where did this number come from?  A quick Google search reveals nothing 
particularly enlightening.

When specifying constants for cryptographic protocols, it is customary to 
explain how the constant was arrived at so that people can be assured that 
they were not specially chosen to (for example) act as a backdoor.  See:

   http://en.wikipedia.org/wiki/Nothing_up_my_sleeve_number
   http://en.wikipedia.org/wiki/Dual_EC_DRBG

Ideally, this information should accompany the modulus in the OpenID spec 
itself.

-- 
Dwayne C. Litzenberger <dlitz at dlitz.net>
  Key-signing key   - 19E1 1FE8 B3CF F273 ED17  4A24 928C EC13 39C2 5CF7
  Annual key (2008) - 4B2A FD82 FC7D 9E38 38D9  179F 1C11 B877 E780 4B45
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