Encryption Benchmarks
Finally, our favorite part of any Linux benchmark - hashing and encryption tests. John the Ripper has multiple optimizations for Intel and AMD hardware, including hand-coded ASM functions. For the 64-bit versions of John, we compiled using the make linux-x86-64-elf target. As you can see, this produces slower binaries than the 32-bit versions of John. Oddly, the 64-bit binaries were heavily dependent on compiler flags, while the 32-bit versions showed very little difference from one compile flag to another.

Hold your mouse over for the 64-bit graph.

Hold your mouse over for the 64-bit graph.

Hold your mouse over for the 64-bit graph.
The Pentium 4 560 gets extremely penalized in the DES hashing, but excels in the Blowfish and MD5 benchmark. Both are still horrendously slow if you plan on using either algorithm to brute force anything, but if you tend to generate a lot of keys, you will notice a difference between the AMD and Intel CPUs.
Below, you can see how our processors performed in the OpenSSL "speed" benchmark.

Hold your mouse over for the 64-bit graph.

Hold your mouse over for the 64-bit graph.
OpenSSL's crypt libraries are probably heavily optimized for 64-bit operation; we see the difference in the two architectures very clearly. The RSA functionality is extremely crippled on the Pentium4 platform. Although this is an extreme example of one hardware platform dominating another, we consider this to be a relevant real world example.
An unusual problem occured while running the OpenSSL benchmark. Even though we are using Intel validated heatsink/fan combos we recieved a continuous stream of errors from the operating system regarding thermal temperatures. An example syslog can be seen below:
Message from syslogd@linux at Mon Sep 18 01:57:27 2004 ...
linux kernel: CPU#0: Temperature above threshold
This does not bode well for the processor. Our processor test bed is completely caseless, and if we have issuse with our 3.6GHz processor out of a normal case, we can't imagine what issues might exist in a full enclosure.