=================================================================== RCS file: /cvsrepo/anoncvs/cvs/www/crypto.html,v retrieving revision 1.56 retrieving revision 1.57 diff -u -r1.56 -r1.57 --- www/crypto.html 2000/05/09 02:24:35 1.56 +++ www/crypto.html 2000/06/13 05:34:12 1.57 @@ -282,21 +282,32 @@ our driver links in properly to the IPSEC stack

The 7751 is now considered slow by industry standards and many vendors have faster chips (even HiFn now has a faster but more expensive - chip). We are moving towards supporting other chips such as: + chip).

+

  • Broadcom Bluesteelnet 5501/5601/5805
    + Just after the OpenBSD 2.7 release, we succeeded at adding support + for these early release parts provided to us by the vendor, specifically + starting with the 5501. + The other parts are similar, except that they also add a asymetric engine + for running DSA, RSA, and other such algorithms. With approximate + performance starting at more than twice as fast as the HiFn, hopefully + this part will become more common. We have not fully optimized our driver + yet, so performance figures will be forthcoming. +

    + +

  • Other cards
    + We are moving towards supporting other chips such as:

    - IRE and Bluesteelnet in particular have already been very - friendly, and have given us all the information we need to support their - hardware. Other vendors are on our list, but we are focusing on the - fast+cheap solutions first. + Of these, IRE in particular has already been very friendly, and have given + us all the information we need to support their hardware. Other vendors + are on our list, but we are focusing on the fast+cheap solutions first. Intel (and 3com to a lesser degree) don't yet fully understand how they could benefit from giving us documentation for their cryptography cards, so feel free to contact them independently and encourage them. @@ -359,7 +370,7 @@ OpenBSD www@openbsd.org
    -$OpenBSD: crypto.html,v 1.56 2000/05/09 02:24:35 deraadt Exp $ +$OpenBSD: crypto.html,v 1.57 2000/06/13 05:34:12 deraadt Exp $