I found some data for you, these are from car magazines, they tested rolling resistance multiplier of tyre, smaller is better.
Tested 2004
H-rated 185/65 R15
Nokian Hakkapeliitta Q (Worn northern europe studless winter tyre ): 0,67
Michelin Energy 0,82
Nokian NRHi 0,89
Continental Premium Contact 0,91
Toyo Roadpro R610 0,94
Dunlop Sp Sport 01 0,96
Goodyear Eagle Ventura 0,98
Champiro 65 0,99
Vredestein Hi-Trac 0,99
Firestone Firehawk TZ 200 1,05
Pirelli P6 1,06
Barum Bravuris 1,10
Marangoni Vanto 1,11
Euromaster VH 100 1,24
Tested 2001
195/65/15
Speed rating - T:
Goodyear GT3 0,77
Michelin Energy XT2 0,83
Continental ContiEcoContact EP 0,88
Nokian NRT2 0,95
Pirelli P3000 1,01
Bridgestone B330 1,02
Tires that I have are claimed to be better than those Nokians at rolling resistance, but I don't know, however they are probably best all around tyres I have seen so far. I have heard also rumour that silica compound used in these tyres is the one that does the trick, can't say much about that either, but I know that tires sold at rest of europe are not same rubber what tyres sold here are, ours here are softer compound, which for some reason helps with rolling resistance. Works opposite to my bicycle at least if there is less air in tyre it is harder to keep at speed, but maybe it is then different for the tyre compound
edit:
With Nokian Q 360 would have around 80N (75,6N was wrong) as base rolling resistance force, where with Michelin Energy it would be 98N (that is 1.8kW difference unless I missunderstood my math, but if it is right, then 1.8kW less power is needed to go 50Mph, but I think my conversion from Newtons to kW is lacking), when 360 has quite small frontal area, it has quite small air resistance force even it's Cd is 0.38, for 360 rolling resistance force is then less than air resistance force at 50Mph, air resistance force is maybe 108N, but my frontal area estimate could be wrong, then drivetrain losses (about 22% of engine power, anyone has had chance to measure at uni or rolling road?) and added rolling resistance from speed, which I don't unfortunately have formula in my possession, but for this light vehicle rolling resistance is not increasing very much, you see one odd thing is that weight seem to cause rolling resistance force increase faster with speed.
So air resistance is 108N, then tyre resistance can be 80N to 148.2N depending from tyre, so this would mean that to go 50Mph you need from 188N to 256.2N depending which tyre from the list you have. Now 188N, that is 19.16kg, I guess, maybe it is kilogram-force as those others should be Newton-force as it is force working against movement? Didn't they taught you these cool math things in uni to you, how to make that to be hp/kW/Nm? Also I guess Nm is something that is more than N as 360 has less Nm than 188 for sure

Anyway some unit conversions are required to get proper readings, it is noted that 10kW is common number to get car to go 50Mph, so it should be more or less fraction from there what is tyres effect.
Also note that bottom list is not comparable with upper list and only for upper list I have managed to find some reference data.
Some say that rolling resistance is not affected by speed, but it is according to data I found, actually also temperature effects it quite a bit, for each 1C increase there is 1-5% less rolling resistance, when air pressure is kept same.
So if you have wondered why car seem to consume less at sunny days, there is one explanation, also faster engine and box oil warmup play part in there.
10% more rolling resistance when road is wet, so driving only at sunny days will save you quite bit of petrol / increase performance.
edit: I have made few errors, also those numbers are really creations of car magazine, those are just relative values between tyres, however I have found some reference RRC numbers where I did worked out RRC for all these tyres, there are still bit chances of error, but it is hard to find any RRC for exact tyres in this list as even tyre size should be the same, there might be 5-10% of error, I think, maybe, I'm not too sure
There can still be errors in my thinking, especially with unit conversions, but maybe idea is there somewhat.