BESTIA

The "Eros" collar 2.5 inch wide Green

Name: The "Eros" collar 2.5 inch wide Green
Brand: BESTIA
SKU: ER8MBL1
Price: 88.49 USD
Availability: InStock
Rating: 5.0 (2 reviews)

$88.49

BESTIA CUSTOM DOG GEAR ®
proudly presents:

The "Eros" collar, part of our "Exclusive" collection, features a combination of two rivet models.

The base layer of this collar is 4 mm thick belt leather of highest quality. It is very strong and durable. The inside layer is our patented soft leather and orthopedic foam cushion. It is also 100% genuine Nappa leather.

This collar has a total width of 6,3 cm (2.5 inch), including the soft cushion. The buckle and D-ring measure 50 mm (2 inch). All metal parts are nickel plated, made out of steel wire, specially for this purpose.

Size chart:

M - fitting a neck of 42,5 - 52,5 cm (16.7 to 20.6 inch)
L - fitting a neck of 50- 60 cm (19.7 to 23.6 inch)
XL - fitting a neck of 57,5- 67,5 cm (22.6 to 26.6 inch)
XXL - fitting a neck of 65 - 75 cm (25.6 to 29.6 inch)

Color: Green

ATTENTION! PRE-ORDER COLLARS WILL BE MADE WITHIN 1 WEEK!

The best dog collar on the market for your big dog, like: Rottweiler, Mastiff, Presa Canario, American Bulldog, Doberman, etc.

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

Share

Dog Size:

M - fitting a neck of 42,5- 52,5 cm (16.7 to 20.6 inch)
L - fitting a neck of 50- 60 cm (19.7 to 23.6 inch)
XL - fitting a neck of 57,5- 67,5 cm (22.6 to 26.6 inch)
XXL - fitting a neck of 65 - 75 cm (25.6 to 29.6 inch)

Collar or Set:

Collar Only
Set-Collar&Leash

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.