ATN - 16x65 Mil-Dot - Tactical Rifle Scope

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Product Code: ATN-16X65Z

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Description

The ATN10x65 and ATN16x65 Z-shape Army Mil-Dot Sniper Riflescopes are not an evolution but a revolution, not an improvement, but a breakthrough. For years the best names in optics were aspired to produce a balanced large aperture tactical scope. Large aperture renders into large Exit Pupil. Large Exit Pupil means longer operating hours and better performance in low light conditions and in "stressed" environments.
Nevertheless, the "let's get a Big Hunting scope and put a Mil-Dot in it then call it "Tactical" approach always led to a problem with uncomfortably high mounting. ATN 10x65 Mil-Dot

The new ATN 10x65-Army Mil-Dot prismatic design solves all these problems, and allows a sniper to use a scope with a 65mm aperture that sits closer to the barrel than a standard 40mm scope. With a sharp crisp image, workable size, high durability and an abundance of features the ATN 10x65Z is a standard not an option for LE marksmen and military snipers.
Features:
• Patented prismatic design • All highest grade heavy glass multicoated optics • Extra large objective lens • Built-in Bullet Drop Compensator • Parallax adjustment • Illuminated Army Mil-Dot Reticle with 12 position rheostat • Reticle locking mechanism

You should have zeroed your scope in at 200 yards. When shooting at longer ranges the bullet drop compensator can be adjusted for 200, 400, 600, 800 and 1000 yards (1800 yards for .50 BMG). Pending on the distance click the bullet drop compensator to the appropriate setting. This will automatically adjust your reticle for that particular distance. Your scope also comes with other cams allowing you to change your bullet drop compensator to work with the different rifles.

Magnification	Fixed 16x
Objective diameter	65mm
Field of View at 100 yards	17ft (5.6 meters at 100 meters)
Parallax adjustment	From 30 yards to infinity
Exit Pupil @10X	6.5mm
Diopter Adjustment	+/- 5
Bullet drop calibers	.223, .300,.308, 30-.06, .270, 50BMG
Adjustment	1/8 MOA per click;
Rangefinding	1000m (1800m for .50BMG)
Eye Relief	3” (75mm); sufficient for operation with large calibers
Construction/Materials	Composite structure using aircraft aluminum alloy,
	high-carbon steel alloy and titanium inserts
Optics	Patented prismatic design; highest grade heavy glass;
	all elements and surfaces are multicoated
Reticle	Standard Army Mil-Dot; edged prismatic/optical glass sandwich;
	Illuminated with 12 rheostat positions; visible and operational if
	illumination is turned off; standard side locking mechanism
Environment	Waterproof up to 66 feet (20 meters), fog-proof and nitrogen purged
Mounting system	Built-in monorail with ejection cavity and thumbscrews for tool-less
	mounting on NATO standard Picatinny rail or quality Weaver bases
Front Lens Cover	Push-button; standard built-in
Sunshade	Standard built-in
Target knobs	Included
Power source	3V battery type CR2032 or CR2432; 100 hours of continuous use
Length	361 x 84 x 138 mm / 14.2'' x 3.3'' x 5.4''
Weight	53oz (1,6 kg) with mounting system
Warranty	Limited Lifetime Warranty

When target hits result in lives saved

When less than ideal lighting conditions exist

When range estimation and speedy target acquisition is critical to the mission...
ILLUMINATED MIL-DOT RETICLE
This reticle was developed in the late 1970s to help U.S. Marine snipers estimate distances, and is now standard for all military branches.
A distance to target can be calculated using the mil formula, that is based on the size of the object being targeted.
The space between dot centers subtends one milliradian (mil). One mil. subtends 3.6 inches at 100 yards or 36 inches at 1,000 yards. By measuring the height or width of a known (or approximately known target size) in milradians using the reticles, the target distance can be calculated as follows.
R = range in meters, H = target size in meters, M = mil-radians of the image size:
R = 1000 * H / M
Military shooters are trained to know that the common male torso is 39 inches from crotch to top of head. This is very close to exactly one meter. This formula then becomes
R = 1000 / M for a one meter target size.