BESTIA

The "Balteus" brown collar

Name: The "Balteus" brown collar
Brand: BESTIA
SKU: BA2MBL2
Price: 83.49 USD
Availability: InStock
Rating: 4.67 (3 reviews)

$83.49

BESTIA CUSTOM DOG GEAR®
proudly presents:

The 2.5 inch wide, studded genuine leather "Balteus" collar.
This collar features a 3 layer construction of finest german belt leather, perforated elements, unique old brass rivets and heavy duty harware.

The inner side features a soft leather cushion out of nappa leather to make it super comfortable to wear.

All leathers used are naturally tanned for 100% safe use, without the use of heavy chemicals.

The decoration consists of old brass pyramid rivets.

The buckle and D ring are heavy duty, 5 cm (2 inch) wide buckle and 3 cm (1.2 inch) wide D ring.
All metal parts are heavy duty nickel plated in silver color.

This is the perfect collar for your big pet. Fit`s perfect on dogs of large to giant breeds, like: Cane Corso, Rottweiler, Doberman, Presa Canario, Spanish Mastiff, English Mastiff, Bullmastiff, French Mastiff, American Bulldog, Boerboel, Dogo Argentino, Amstaff, etc.

The leash is is 35.5 inch (90 cm) long and 1.2 inch (3 cm) wide. It has a leather padded handle and is made out of the same leather like your "Balteus" collar, harness or muzzle.

• 100% genuine leather • soft padded • handmade quality • made in Europe • unique design

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Size:

M- fits a neck of 16.7 to 19.7 inch (42.5 to 50 cm)
L- fits a neck of 19.7 to 23.6 inch (50 to 60 cm)
XL- fits a neck of 22.6 to 26.6 inch (57.5 to 67.5 cm)
XXL- fits a neck of 25.6 to 29.5 inch (65 to 75 cm)

More information View images

Use a measuring tape and put it all around your dog’s neck. Make sure you don`t hold it too tight on your pet’s neck. Just leave 2 fingers of space. If you don`t have a measuring tape, you could use a short rope to measure with.

Important: All our dog collars have at least 4 adjustment holes, every 2,5 cm (1 inch).

If your dog is still young and growing, make sure you order the size fitting him on the first hole.

Our sizes are overlapping. So the last hole of the smaller size complies with the first hole of the bigger size.