Rifle Scopes New Schmidt & Bender PM2 6-36x56

That is a neat way of checking FOV, never thought about it.
Its the best way to measure FOV without elaborate equipment and be able to compare to other scopes; however, there is some tolerance with diopter setting for different eyes but seems like no more than .1-.2 difference.
Edit: one other factor is factory markings and user placement of mag ring could also affect values outside of max.
Just did the same with my EU 6-36x56 also with the P5FL, and got the following results:
• 10x: 22.2 mil
• 20x: 11.2 mil
• 25x: 9.0mil

Take the numbers for what it is, I have never done this before and readings are approximate, but no doubt there is a difference. Maybe someone can do the maths to verify the numbers.
I knew it was big, but having the same FOV at 25x that the US version has at just above 20x, thats… a lot.
 
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The observed FOV numbers in mils posted above for the US and non-US versions of the S&B 6-36 check out pretty close to S&B's stated FOV specs, which are listed at 6x and 36x.

S&B's FOV specs at 36X come out to 21.66 degrees AFOV for the US model and 25.78 degrees for the non-US models.

The actual measured FOV in mils measured above by a few members comes out to right about 22 degrees AFOV at 25x (7.7 mil observed) for people who have looked through the US model, and right about 25.8 degrees at 25x (9 mil observed) for the non-US models. So yes, the simple "mil method" for checking FOV seems to be working out quite close to S&B's stated FOV specs. Measuring at 36x with the mag ring against the stop would be a better comparison to S&B's specs at 36x, but it sure tracks very closely at 25x.

(FYI, the observed ZCO 527 FOV as checked by glassaholic of 7.7 mils at 25x works out to be right around 22 degrees, narrower than ZCO's specs on their website, and suggests the ZCO is probably being limited via field stop or similar to right at or under 22 degrees AFOV, possibly to comply with the Swarovski patent. I wonder if ZCO would confirm this if emailed, and possibly correct the FOV specs on their website for US market scopes if this is the case. According the ZCO's website, the 527 should have an apparent FOV of 23.2 degrees at 27x, which would be right about 7.5 mils. If it's being limited to 22 degrees AFOV, that would be about 7.1 mils FOV at 27x. If anyone has a ZCO 527 I'd like to know the observed FOV in mils at 27x, and getting that measurement from both US and Aus/EU owners would be even better to see if there's a difference between markets...)
 
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The observed FOV numbers in mils posted above for the US and non-US versions of the S&B 6-36 check out pretty close to S&B's stated FOV specs, which are listed at 6x and 36x.

S&B's FOV specs at 36X come out to 21.66 degrees AFOV for the US model and 25.78 degrees for the non-US models.

The actual measured FOV in mils measured above by a few members comes out to right about 22 degrees AFOV at 25x (7.7 mil observed) for people who have looked through the US model, and right about 25.8 degrees at 25x (9 mil observed) for the non-US models. So yes, the simple "mil method" for checking FOV seems to be working out quite close to S&B's stated FOV specs. Measuring at 36x with the mag ring against the stop would be a better comparison to S&B's specs at 36x, but it sure tracks very closely at 25x.

(FYI, the observed ZCO 527 FOV as checked by glassaholic of 7.7 mils at 25x works out to be right around 22 degrees, narrower than ZCO's specs on their website, and suggests the ZCO is probably being limited via field stop or similar to right at or under 22 degrees AFOV, possibly to comply with the Swarovski patent. I wonder if ZCO would confirm this if emailed, and possibly correct the FOV specs on their website for US market scopes if this is the case. According the ZCO's website, the 527 should have an apparent FOV of 23.2 degrees at 27x, which would be right about 7.5 mils. If it's being limited to 22 degrees AFOV, that would be about 7.1 mils FOV at 27x. If anyone has a ZCO 527 I'd like to know the observed FOV in mils at 27x, and getting that measurement from both US and Aus/EU owners would be even better to see if there's a difference between markets...)

6.3 mils at 36x for the EU model.

Care to share the method used to convert to degrees?
 
After reading most of this thread, and with current sale price that Eurooptic, do you guys still consider this they buy. From what I’m reading, there is neutered FOV on the low end, but use for long and extended ranges the scope should be fine. Currently run a NF 7-35 which has been good to me, but also have no issues with S&B.
 
After reading most of this thread, and with current sale price that Eurooptic, do you guys still consider this they buy. From what I’m reading, there is neutered FOV on the low end, but use for long and extended ranges the scope should be fine. Currently run a NF 7-35 which has been good to me, but also have no issues with S&B.
FYI, the NF ATACR 7-35 offers 22.99° AFOV while the Schmidt USA 6-36 offers 21.66° AFOV based on specs from mfr, this means the ATACR should have slightly more FOV than the USA version of the Schmidt at higher mags. If the ATACR has been "good to you" I am not sure that is enough to "switch", but that is a decision you have to make, I would say allow turrets and reticle to make more of the decision for you; granted, the Schmidt will have better glass than the ATACR so if it's pure optical performance that is where the Schmidt will have the definitive edge.
 
FYI, the NF ATACR 7-35 offers 22.99° AFOV while the Schmidt USA 6-36 offers 21.66° AFOV based on specs from mfr, this means the ATACR should have slightly more FOV than the USA version of the Schmidt at higher mags. If the ATACR has been "good to you" I am not sure that is enough to "switch", but that is a decision you have to make, I would say allow turrets and reticle to make more of the decision for you; granted, the Schmidt will have better glass than the ATACR so if it's pure optical performance that is where the Schmidt will have the definitive edge.
Thank you for the excellent response. You summed everything up, there was a marked improvement in glass quality on previous 5x25 pmii I have owned, and thought the
parallax adjustment was superior. It does appear that the PFL-5 retiticle should make for an adequate replacement of the Mil-C. Thanks again.
 
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That is a neat way of checking FOV, never thought about it.

Just did the same with my EU 6-36x56 also with the P5FL, and got the following results:
• 10x: 22.2 mil
• 20x: 11.2 mil
• 25x: 9.0mil

Take the numbers for what it is, I have never done this before and readings are approximate, but no doubt there is a difference. Maybe someone can do the maths to verify the numbers.
If it's not too much to ask, can you also do 15x and 30x? I'm putting together a spreadsheet of alpha scopes and having this would be beneficial.
 
I'd like to know as well
Here’s my patented method:
  1. Think about it
  2. Think about it in a dark room
  3. Think about it in a dark room with a beer
  4. Or three
  5. Scribble some stuff down, cosine, sine etc
  6. Discover all I did is draw some big titties
  7. Sigh the big le sigh
  8. Ask @koshkin
 
Here’s my patented method:
  1. Think about it
  2. Think about it in a dark room
  3. Think about it in a dark room with a beer
  4. Or three
  5. Scribble some stuff down, cosine, sine etc
  6. Discover all I did is draw some big titties
  7. Sigh the big le sigh
  8. Ask @koshkin
If you have an angle in milliradians, divide by 1000 to get radians, then multiply by 180 and divide by Pi (~3.14) to get the angle in degrees.

ILya
 
Here's how I've been converting manufacturer provided FOV width specs at a given distance and magnification into apparent FOV in degrees:

AFOV in degrees = magnification * arctan(FOV at target / distance to target)

Note, the FOV at target and distance to target from the manufacturer specs need to be in the same units, so meters and meters, feet and feet, or yards and yards.

So for the S&B 6-36 euro model, from the S&B specs at 36x you get:

36 * arctan(1.25m / 100m) = 25.78 degrees AFOV

And as a sanity check for my math, here's the math for the March 4.5-28 which March specifically says has a 25 degree eyepiece. March says the fov at 28x at 100m is 1.56m, so for the AFOV we get 28 * arctan(1.56/100) = 25.02 degrees, which matches what March says.

To convert from the easy field test of observed FOV through the scope reticle in mils to apparent FOV in degrees:

2 * magnification * arctan(FOV in mils / 1000)

So for the S&B euro model that was reported by a member above above to have a through the scope FOV of 9 mils on the reticle at 25x you get

2 * 25 * arctan(9 / 1000) = 25.78 degrees observed AFOV at 25x, which matches the S&B FOV specs at 36x.

If I'm incorrect, feel free to correct.

chevy-chase.gif


Just for fun, here's the AFOV of various popular scopes at their max magnification in order of widest to narrowest based on published manufacturer specs.

  1. NX8 4-32: 27.5 degrees
  2. S&B 6-36 non-USA spec: 25.78
  3. US optics FDN 5-25: 25.06
  4. March 4.5-28 wide angle: 25.02
  5. S&B 3-20: 24.06
  6. Razor G3 6-36: 24.06
  7. XTR 3/Pro 5.5-30: 24.06
  8. Kahles K525 DLR: 23.39
  9. XTR 3 3.3-18: 23.37
  10. ZCO 5-27: 23.2 (advertised, based off user reports US model may be narrower, possibly <22 degrees)
  11. Tangent/Premier/Minox 5-25: 22.92
  12. ATACR 5-25: 22.92
  13. Zeiss S3 4-25: 22.92
  14. Zeiss S3 6-36: 22.69
  15. Razor G2 4.5-27: 22.68
  16. Tract 4-25: 22.44
  17. Leica PRS 5-30: 22.34
  18. NF ATACR 7-35: 22.05
  19. S&B 6-36 USA spec: 21.66
  20. Tangent 7-35: 21.66
  21. S&B 5-25: 21.48
  22. Cronus BTR 4.5-29: 21.21
  23. Tract 4.5-30: 21.2
  24. Bushnell XRS3 6-36: 20.63
  25. Bushnell LRHS2 4.5-18: 20.62
  26. Bushnell DMR3 3.5-21: 20.45
  27. Leupold MK5HD 5-25: 20.05
 
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Here's how I've been converting manufacturer provided FOV width specs at a given distance and magnification into apparent FOV in degrees:

AFOV in degrees = magnification * arctan(FOV at target / distance to target)

Note, the FOV at target and distance to target from the manufacturer specs need to be in the same units, so meters and meters, feet and feet, or yards and yards.

So for the S&B 6-36 euro model, from the S&B specs at 36x you get:

36 * arctan(1.25m / 100m) = 25.78 degrees AFOV

And as a sanity check for my math, here's the math for the March 4.5-28 which March specifically says has a 25 degree eyepiece. March says the fov at 28x at 100m is 1.56m, so for the AFOV we get 28 * arctan(1.56/100) = 25.02 degrees, which matches what March says.

To convert from the easy field test of observed FOV through the scope reticle in mils to apparent FOV in degrees:

2 * magnification * arctan(FOV in mils / 1000)

So for the S&B euro model that was reported by a member above above to have a through the scope FOV of 9 mils on the reticle at 25x you get

2 * 25 * arctan(9 / 1000) = 25.78 degrees observed AFOV at 25x, which matches the S&B FOV specs at 36x.

If I'm incorrect, feel free to correct.

View attachment 8244023

Just for fun, here's the AFOV of various popular scopes at their max magnification in order of widest to narrowest based on published manufacturer specs.

  1. NX8 4-32: 27.5 degrees
  2. S&B 6-36 non-USA spec: 25.78
  3. US optics FDN 5-25: 25.06
  4. March 4.5-28 wide angle: 25.02
  5. S&B 3-20: 24.06
  6. Razor G3 6-36: 24.06
  7. XTR 3/Pro 5.5-30: 24.06
  8. Kahles K525 DLR: 23.39
  9. XTR 3 3.3-18: 23.37
  10. ZCO 5-27: 23.2 (advertised, based off under reports US model may be narrower, possibly <22 degrees)
  11. Tangent/Premier/Minox 5-25: 22.92
  12. ATACR 5-25: 22.92
  13. Zeiss S3 4-25: 22.92
  14. Zeiss S3 6-36: 22.69
  15. Razor G2 4.5-27: 22.68
  16. Tract 4-25: 22.44
  17. Leica PRS 5-30: 22.34
  18. NF ATACR 7-35: 22.05
  19. S&B 6-36 USA spec: 21.66
  20. Tangent 7-35: 21.66
  21. S&B 5-25: 21.48
  22. Cronus BTR 4.5-29: 21.21
  23. Tract 4.5-30: 21.2
  24. Bushnell XRS3 6-36: 20.63
  25. Bushnell LRHS2 4.5-18: 20.62
  26. Bushnell DMR3 3.5-21: 20.45
  27. Leupold MK5HD 5-25: 20.05
1DB191A4-BE19-4929-8BAF-EE56578A881F.jpeg


@Steel head lol
 
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Here's how I've been converting manufacturer provided FOV width specs at a given distance and magnification into apparent FOV in degrees:

AFOV in degrees = magnification * arctan(FOV at target / distance to target)

Note, the FOV at target and distance to target from the manufacturer specs need to be in the same units, so meters and meters, feet and feet, or yards and yards.

So for the S&B 6-36 euro model, from the S&B specs at 36x you get:

36 * arctan(1.25m / 100m) = 25.78 degrees AFOV

And as a sanity check for my math, here's the math for the March 4.5-28 which March specifically says has a 25 degree eyepiece. March says the fov at 28x at 100m is 1.56m, so for the AFOV we get 28 * arctan(1.56/100) = 25.02 degrees, which matches what March says.

To convert from the easy field test of observed FOV through the scope reticle in mils to apparent FOV in degrees:

2 * magnification * arctan(FOV in mils / 1000)

So for the S&B euro model that was reported by a member above above to have a through the scope FOV of 9 mils on the reticle at 25x you get

2 * 25 * arctan(9 / 1000) = 25.78 degrees observed AFOV at 25x, which matches the S&B FOV specs at 36x.

If I'm incorrect, feel free to correct.

View attachment 8244023

Just for fun, here's the AFOV of various popular scopes at their max magnification in order of widest to narrowest based on published manufacturer specs.

  1. NX8 4-32: 27.5 degrees
  2. S&B 6-36 non-USA spec: 25.78
  3. US optics FDN 5-25: 25.06
  4. March 4.5-28 wide angle: 25.02
  5. S&B 3-20: 24.06
  6. Razor G3 6-36: 24.06
  7. XTR 3/Pro 5.5-30: 24.06
  8. Kahles K525 DLR: 23.39
  9. XTR 3 3.3-18: 23.37
  10. ZCO 5-27: 23.2 (advertised, based off user reports US model may be narrower, possibly <22 degrees)
  11. Tangent/Premier/Minox 5-25: 22.92
  12. ATACR 5-25: 22.92
  13. Zeiss S3 4-25: 22.92
  14. Zeiss S3 6-36: 22.69
  15. Razor G2 4.5-27: 22.68
  16. Tract 4-25: 22.44
  17. Leica PRS 5-30: 22.34
  18. NF ATACR 7-35: 22.05
  19. S&B 6-36 USA spec: 21.66
  20. Tangent 7-35: 21.66
  21. S&B 5-25: 21.48
  22. Cronus BTR 4.5-29: 21.21
  23. Tract 4.5-30: 21.2
  24. Bushnell XRS3 6-36: 20.63
  25. Bushnell LRHS2 4.5-18: 20.62
  26. Bushnell DMR3 3.5-21: 20.45
  27. Leupold MK5HD 5-25: 20.05
First formula is correct.
Second one is not. You do not take an arctan of an angle. Thankfully, for small angles, it is almost the same, so your numbers are pretty accurate despite the wrong formula.

ILya
 
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The thing we ignore as shooters is the difference between arc length and chord length.

We use arc length - the curve subtended by a given angle. However, our target dimensions are almost universally linear - the chord length between two points on the circumference. However, the error when using large lengths and small angles is pretty negligible.

1 MRAD @ 100 yds is 3.6” - of ARC length. It’s actually “only” 3.59999985” of Chord length… so, you can see, HUGE difference.

My inelegant means of calculating that, should the urge arise, is bisecting the isosceles triangle formed by the angle, calculating the “opposite” side using Sine and the distance, and then doubling it.
 
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First formula is correct.
Second one is not. You do not take an arctan of an angle. Thankfully, for small angles, it is almost the same, so your numbers are pretty accurate despite the wrong formula.

ILya

I thought something was a little off with the second formula, but as mentioned, the error appeared to be slight so I considered it good enough and didn't look into it anymore. I was really only looking for gross deviations between the manufacturers FOV specs and what end users are seeing, and that formula seemed to agree very closely with published manufacturer specs.

In the formula I posted, I wasn't thinking of taking the arctan of an angle, but rather taking the arctan of the observed FOV at target / distance to target (being the 2 legs of the triangle)-- in this case arbitrarily considering the FOV at 100m for simplification. So say you observe a 9 mil FOV on the reticle; 9 mils is 90cm or 0.9m at 100m, so taking the arctan of the observed reticle fov in mils divided by 1000 takes care of the unit conversion for you and also divided the FOV at target by the 100m distance to target. Arctan(FOV in mils / 1000) looked cleaner than arctan((FOV in mils / 10 to convert mils to meters at the arbitrarily set 100m) / 100m)

I'll have to sit back down and rethink that one when I get a moment, might as well do things correctly.

The thing we ignore as shooters is the difference between arc length and chord length.

We use arc length - the curve subtended by a given angle. However, our target dimensions are almost universally linear - the chord length between two points on the circumference. However, the error when using large lengths and small angles is pretty negligible.

1 MRAD @ 100 yds is 3.6” - of ARC length. It’s actually “only” 3.59999985” of Chord length… so, you can see, HUGE difference.

My inelegant means of calculating that, should the urge arise, is bisecting the isosceles triangle formed by the angle, calculating the “opposite” side using Sine and the distance, and then doubling it.

Correct, arc length and chord length are being treated a little fast and loose here, but given the angles and lengths involved the difference in this situation is pretty negligible.

Can I still blame that slight difference between arc length and chord length for missing the target because I didn't bend the correct curvature into the target backer board to establish the exact arc length required given the distance to the target, and because of that my turrets and reticle didn't track 100% correctly? :ROFLMAO:
 
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I thought something was a little off with the second formula, but as mentioned, the error appeared to be slight so I considered it good enough and didn't look into it anymore. I was really only looking for gross deviations between the manufacturers FOV specs and what end users are seeing, and that formula seemed to agree very closely with published manufacturer specs.

In the formula I posted, I wasn't thinking of taking the arctan of an angle, but rather taking the arctan of the observed FOV at target / distance to target (being the 2 legs of the triangle)-- in this case arbitrarily considering the FOV at 100m for simplification. So say you observe a 9 mil FOV on the reticle; 9 mils is 90cm or 0.9m at 100m, so taking the arctan of the observed reticle fov in mils divided by 1000 takes care of the unit conversion for you and also divided the FOV at target by the 100m distance to target. Arctan(FOV in mils / 1000) looked cleaner than arctan((FOV in mils / 10 to convert mils to meters at the arbitrarily set 100m) / 100m)

I'll have to sit back down and rethink that one when I get a moment, might as well do things correctly.



Correct, arc length and chord length are being treated a little fast and loose here, but given the angles and lengths involved the difference in this situation is pretty negligible.

Can I still blame that slight difference between arc length and chord length for missing the target because I didn't bend the correct curvature into the target backer board to establish the exact arc length required given the distance to the target, and because of that my turrets and reticle didn't track 100% correctly? :ROFLMAO:
You can always blame something for the miss. We both know it is never our fault...

On the formula: you are overcomplicating it. If you measure it with the reticle, it is already in angular units. No need to bring distance into it.

Measure in milliradians using the reticle.
Convert to radians by dividing by 1000.
Then multiply by 180 and divide by Pi to get degrees.

ILya
 
You can always blame something for the miss. We both know it is never our fault...

On the formula: you are overcomplicating it. If you measure it with the reticle, it is already in angular units. No need to bring distance into it.

Measure in milliradians using the reticle.
Convert to radians by dividing by 1000.
Then multiply by 180 and divide by Pi to get degrees.

ILya

That works and makes sense. I came up with the formula I used while somewhat distracted in a meeting at work, lol. Also, the difference between doing the math in radians as you outlined above and using the method I initially outlined above is 0.001 degrees for one of the scope examples I compared, so it's very much in the noise, even more so since we're relying on an estimated FOV in mils from whoever is looking through the scope, their diopter setting, etc.
 
A new TT 7-35 is circa AUD $10K+ now.. ..... So in Aus TT pricing is real hard to swallow ....so to a degree we get screwed on that!!
Wow 10k, we just shot out to 2400 yards 2 weekends ago, I was able to compare my buddies TT 7-35 vs NF 7-35. TT glass had slightly better contrast at that distance but seemed to have a tighter eye box. I just can’t justify the almost double the cost for a slight increase in glass.
 
I won’t be able to shoot it for a couple weeks, unfortunately. I honestly really like the GR^2ID reticle, but on a predominantly ELR rifle it’s just a bit too busy. I’d run it on a semi-auto in a heartbeat though.
 
I’m not sure the P5FL/GR2ID are to my taste. I’m still excited about this scope at $3800, but… you guys ever have that problem where you end up with more optics than guns? I’m already there and arguably moving the “wrong” direction. Will be curious to see what @Dogtown thinks of the P5FL.
 
Wow 10k, we just shot out to 2400 yards 2 weekends ago, I was able to compare my buddies TT 7-35 vs NF 7-35. TT glass had slightly better contrast at that distance but seemed to have a tighter eye box. I just can’t justify the almost double the cost for a slight increase in glass.
Haven't seen the TT 7-35 but.......... i own a TT 5-25 and i rate the S&B 6-36 higher.. :)
 
Please excuse my ignorance, why is there a difference in FOV between the EU and US version?
In summary, there appears to be a patent that Swarovski filed that prohibits other manufacturers from including wide angle eyepieces (> 22°) in their scope designs. Swaro filed in Europe and USA, Leica fought the patent in Europe and won and the rule no longer applies there, but nobody has fought the patent in the US. Only German/Austrian manufactured scopes appear to be affected as plenty of scopes coming out of other areas of the world do not have this restriction. Schmidt, TT, ZCO, Zeiss et al all seem to be affected by this and do not have a scope (after the patent went into place) that offer AFOV greater than 21.66° (though there do seem to be some exceptions to this rule). Schmidt appears to be the only one to list two different FOV values between USA market scopes and everywhere else, that's what started this all...
 
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Some more S&B 6-36 Porn.. :)

New mount and Re Zeroing at 200yds....
 

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Do they not make the shark fin throw lever anymore? Has anyone installed on, does it fit on a 6-36. It looks like it clamps on one of the ribs, any bad experiences with it?
 
Do they not make the shark fin throw lever anymore? Has anyone installed on, does it fit on a 6-36. It looks like it clamps on one of the ribs, any bad experiences with it?
Eurooptics had some, not sure if still in stock, they also listed some on eBay, $150/ I bought one for my 1-8, I haven’t run it T the range yet, seemed to clamp up fine, not sure if I will like it yet, wish it would fold down to one side when not in use
 
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I was quite surprised to see the difference between the 5-25x and the 6x36 on 6x magnification (and thereabouts), the 6-36 has full resolution from start and keeps it.

The new 6-36 is so much better overall, so my friend ended up "borrowing it" for his new Rim X super Rimfire in Spuhr chassis, very sweet setup but quite costly.

We did some 22LR Lapua ammunition evaluation today at 50 meters, to chose type and batch.

14.57 mm (edge to edge, not center to center) 10 shots, at 50 meters, and not shooting from a bench so allowing for some shooter error.
 

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I hope I got these right, too many images to keep track of.

S&B 5-25x PMII GR2ID reticle at about 6x
and
S&B 6-36x PMII P5FL reticle at 6x

Very difficult to get a clear focus with the iPhone, so don't take these images as a representation of what you would see.
Point here is tubeing vs no tubeing in the 6-36x.
 

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the 6-36 has full resolution from start and keeps it.
I'm glad I'm not the only one that was impressed with that. Maintaining a nice image and consistent eyebox through the full range of magnification feels like it should be a no-brainer, but I've run so many scopes over the years that really struggle with that.
 
I was quite surprised to see the difference between the 5-25x and the 6x36 on 6x magnification (and thereabouts), the 6-36 has full resolution from start and keeps it.

The new 6-36 is so much better overall, so my friend ended up "borrowing it" for his new Rim X super Rimfire in Spuhr chassis, very sweet setup but quite costly.

We did some 22LR Lapua ammunition evaluation today at 50 meters, to chose type and batch.

14.57 mm (edge to edge, not center to center) 10 shots, at 50 meters, and not shooting from a bench so allowing for some shooter error.
Is this the euro spec model?
 
You can see it in my image above, with the 5-25 side to side.
If you have a chance, it’s be cool to zoom each scope to the same mrad mark.

As in, zoom them both until it’s, say, 10 mrads left (center to the left edge) and 10 mrads to the right edge. Or whatever number you want.

That way we could really see the difference of FOV at pretty much the exact same zoom level. Doesn’t work when all you have is black lines to work with, so it’ll have to be zoomed in a bit.

Gotta point it at exactly the same spot, of course. The shots above are slightly off the same point.

But hey, just a request. Thanks for doing what you already did.
 
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The one issue nobody is talking about is...

just because an optic says "10x zoom" doesn't mean that is calibrated/correct from a maths persepective
And IIRC you need to control for that anytime you are testing FOV, since FOV fmla has a obvious ∆ in x

or maybe I'm wrong, and one of the gurus can chime in...