OK. Here it is. I believe in scientific objectivity. There may be some factors here that reverse the scores, but the available information seems sufficient to calculate a very likely thermal resistance value for the Zalman.
I base the estimate on previous reviews I've read which benchtest the Zalman CNPS-7000-Cu at a thermal resistance value of 0.21C/W. The AlCu model proves at about 0.23C/W or 0.24C/W, as I recollect.
The table of comparisons in the FrostyTech.com Frosty Tech Review shows the following "Increase over Room Ambient" for the CPU temperature in Celsius for both the CNPS-9500-LED and the CNPS-7000a-Cu coolers. Among several observations where fans are set to either "Low" or "High," we focus attention on each respective cooler's "High" setting, knowing that the "High" setting for the CNPS-7000-Cu yields a thermal resistance of 0.21.
The thermal power, constant for all tests, is 125W. Even though the table shows "increase over room ambient" in Celsius, it is not the room ambient that is relevant to thermal resistance, but the idle and load CPU values, or the values at the surface of each respective heatsink where it contacts the testing device. Further, even if room ambient is not controlled here, since we are dealing with differences between load and room ambient temperatures in either case rather than absolute load temperature values, we can subtract cooler A's increase-over-ambient from cooler B's increase-over-ambient to show what the difference in load temperatures would be if we used a controlled experiment -- therefore, controlling for room ambient is not crucial to the calculation.
First, find the delta-T or difference between idle and load temperatures for the Zalman CNPS-7000-Cu:
TR(z7000) = 0.21 C/W = delta_T / 125W
and delta_T[z7000] = 0.21C/W * 125W = 26.25 C degrees
The difference between the increases over room ambient for the two coolers is about 6.5C degrees, therefore the Thermal Resistance under load with fan at "High" for the Zalman CNPS-9500-LED is:
TR[z9500] = (delta_T[z7000] - 6.5C) / 125W
TR[z9500] = (26.25C - 6.5C) / 125W = 0.158 C/W
Now . . . . maybe there is some source of error, or maybe the CFM with the fan on "high" for the CNPS-9500 does not produce the very minimum thermal resistance for which the unit is capable. Somebody may think of something, but the issue is simply how reasonable the alternative explanation, and the probability that it is the operative explanation.
But it seems that the exclusion of the ThermalRight XP-120 but more significantly the exclusion of the ThermalRight SI-120 reduces the chance that somebody will see the Zalman CNPS-9500 as "second best."
We have Citarella's (?) article at OverClockers.com for August 27, 2005, showing a thermal resistance of 0.14 C/W for the ThermalRight SI-120, and the results of as review for the SI-120 at the German site Hartware.com is completely consistent with the differences between the thermal resistance of the SI-120 and its older sibling the XP-120 (0.167 C/W).
The ThermalRight SI-120 is the more effective cooler by a difference of 0.018 C/W in thermal resistance. The Zalman 9500 is actually outside the range of the least effective 120mm radiator water-cooling kit made by Swiftech and sold by SidewinderComputers.com, which shows thermal resistance of 0.15 C/W. The ThermalRight SI-120 is actually more effective than that Swiftech cooler, and for a heatpipe cooler gives a very good showing just above the middle of the range for the three Swiftech water-coolers which range from 0.125 C/W to 0.15 C/W.
While that's good enough for me, I already ordered my SI-120 based on information available to me last week, and I expect to see FedEx on my doorstep tomorrow.