Takedown AR case?

[gregp74]

I'm looking for a nice takedown type case that'll fit my Colt AR15 A4, ideally with room for a few mags. Any suggestions?

 

[rabid wombat]

Try LaRue, but check your dimensions:

https://www.larue.com/products/larue-covert-rifle-case-mkii/

Best

 

[Walkalong]

That Larue looks awesome, but they sure are proud of it.

Bulldog cases. I have a Sig 556 Classic with folding stock in mine.

https://www.brownells.com/shooting-...ra-compact-discreet-rifle-case-prod41025.aspx

 

[gregp74]

That Larue looks awesome, but they sure are proud of it.

Bulldog cases. I have a Sig 556 Classic with folding stock in mine.

https://www.brownells.com/shooting-...ra-compact-discreet-rifle-case-prod41025.aspx

I had one of those a while back for an m4 and it seemed nice. Wonder if the full size one would fit in there.

 

[Walkalong]

Midway has one as well, but it isn't as nice as the Bulldog case. Lighter, thinner material etc. Not bad though.

https://ads.midwayusa.com/product/8...MI6fyb8IHb2QIVFyOBCh0dKAWlEAQYASABEgIyFfD_BwE

If I remember, I'll get a pic of the bulldog case this evening with a yardstick to give an idea of size.

 

[Walkalong]

Bulldog Case with a 16" upper and a Sig 556 Classic inside. Looks like an 18" upper with nothing sticking out past the charging handle would barely fit, but it looks like they intended it for 16" uppers.

 

[Walkalong]

Midway case. It's a bit longer.

 

[gregp74]

Looks like the midway one might fit

 

[keydaven]

Bulldog and Midway look both good.

 

[SharpDog]

MIne are all for non-trakedown, but they are only 7" or so longer that those mentioned above. IDK you might be interested ot maybe it's too off-topic:



This one stores my Sig PM400 hopefully, more of a 'gray man' look::

http://data:image/webp;base64,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 http://data:image/webp;base64,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
https://smile.amazon.com/gp/product/B009WO46X2/ref=oh_aui_search_detailpage?ie=UTF8&psc=1

some other packs to consider:

https://smile.amazon.com/5-11-COVRT...vm&pd_rd_wg=6pJ2i&refRID=R7YBMF4SRGA7WVKN7XMW

https://smile.amazon.com/5-11-5-569...vm&pd_rd_wg=6pJ2i&refRID=R7YBMF4SRGA7WVKN7XMW









I use these hard cases to store competition pistols and gear. They're built for storing short ARs (14.5 - 16")


https://smile.amazon.com/gp/product/B00E221A88/ref=oh_aui_search_detailpage?ie=UTF8&psc=1

 

[Grayrock]

$34.99

https://www.sportsmansguide.com/product/index/vism-by-ncstar-discreet-carbine-case?a=1699248

 

[AlexanderA]

Rock River makes a nice hard-molded case for the M4 / M16 taken down into its two major components. Measures 39" long x 14" wide. The round A2 type handguards will fit but the early triangular handguards won't. These can be found, slightly used, on ebay:
https://www.ebay.com/itm/Rock-River...AOSwiSJbjtI8:sc:FedExHomeDelivery!22183!US!-1
There is also a similar Rock River hard case with a foam interior rather than the molded interior. Also 39" x 14" but in black rather than blue:
https://www.ebay.com/itm/Rock-River...856972?hash=item4b4ec1964c:g:vJgAAOSwzU5bcdqg