Make sure to measure your dog's girth. Please see the instructional picture below to properly measure your dog's girth.
Comfort Soft Vest - Includes 2 Velcro patches & Side Bags
SIZE : (Adjustable)
M Fits GIRTH 16 " - 22" (42cm - 56cm), Back length:11" (27cm)
L Fits GIRTH 20 " - 31" (50cm - 80cm), Back length:12.5" (32cm)
XL Fits GIRTH 21 " - 37" (54cm - 94cm), Back length:14.5" (37cm)
please measure your dogs Chest .
Bags: L*W*H
19*16*7cm
Following patches are available:
SERVICE DOG
THERAPY DOG
IN TRAINING
SEARCH & RESCUE
POLICE K9
SECURITY
Package Included:
1 x Dog Harness
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)