It sounds like windows make up a very large proportion of your wall area, so it would make sense that window efficiency would be important for you. My windows only make up approximately 7% of my wall area, and my walls are R-40+. Making 7% of my wall surface area R-4 vs R-2 won't make much difference overall, especially if I put R-7+ curtains over them. But if you have 30-40% window area, window efficiency makes a lot of sense.
I searched for Hurd performance data and the best window I could find which has actually been tested (versus advertising claims) has a U-factor of 0.21, which is equivalent to about R-4.76. Do you have verified specifications for the R-8 figure?
Solar gain in the winter through properly oriented mid-grade windows is many times greater than any losses. Although, having a thermal mass to absorb the gain might be important in realizing it. Our floors radiate the warmth for many hours after the sun sets. Let's do a little math:
In my climate in January, PVWATTS indicates insolation at 869 btu/sqft/day (oriented SSE).
Single pane window, no low-e coating (R-1)...
Loss = 1 sqft * 41

/ 1 (sqft*

*hr/btu) = 41 btu/hr = 984 btu/day
(net loss without window coverings at night)
Double pane window, no low-e coating (R-2)...
Loss = 1 sqft * 41

/ 2 (sqft*

*hr/btu) = 20.5 btu/hr = 492 btu/day
(net heat gain of 77%)
Double pane window, with low-e coating (R-3)...
Loss = 1 sqft * 41

/ 3 (sqft*

*hr/btu) = 13.67 btu/hr = 328 btu/day
(net heat gain of 165%)
Hurd triple-pane, very good window (R-4.76)...
Loss = 1 sqft * 41

/ 4.76 (sqft*

*hr/btu) = 8.61 btu/hr = 207 btu/day
(net heat gain of 320%)
Hurd super window (R-8)...
Loss = 1 sqft * 41

/ 8 (sqft*

*hr/btu) = 5.125 btu/hr = 123 btu/day
(net heat gain of 607%)
Single pane window, no low-e coating (R-1) + R-7 curtains at night...
Loss = (1 sqft * 32

/ 1 (sqft*

*hr/btu) = 32 btu/hr) * 8 hr
+(1 sqft * 50

/ 8 (sqft*

*hr/btu) = 6.25 btu/hr) * 16 hr = 356 btu/day
(net heat gain of 144%)
Double pane window, with low-e coating (R-3) + R-7 curtains at night...
Loss = (1 sqft * 32

/ 2 (sqft*

*hr/btu) = 16 btu/hr) * 8 hr
+(1 sqft * 50

/ 10 (sqft*

*hr/btu) = 5 btu/hr) * 16 hr = 208 btu/day
(net heat gain of 318%)
So while there are clearly differences between windows, there's a diminishing return for higher efficiency and so it may not be cost-effective in many instances to get the best possible windows. I think my and jebatty's circumstances are probably on the opposite ends of the spectrum given our relative proportion of window surface on our houses. I found it more effective for me to spend my money elsewhere than on the top-of-the-line windows. I'm able to get considerable winter heat gain with what I have.