Pets at Home Crunchy Branch Squeaky Dog Toy
Description
About Pets at Home Dogs give us so much, which is why they deserve the very best care. We pour our expertise and passion into creating great pet accessories that you can trust. We're better with pets, they are at the heart of everything we do.About Pets at Home Crunchy Branch Squeaky Dog Toy Whether you're at home or out on walks, dogs can become restless fairly quickly, and may want to burn off some steam. With the Crunchy Branch Squeaky dog toy, it replicates the look of a tree branch but without risk of bringing in mud or bugs. The toy features an internal squeaker and makes crunchy sounds similar to branches, that your dog is bound to love. Toys which squeak or make noise can offer your best friend a real rewarding play experience.Features Replicates the look of a stick or branch - Provides hours of fun during walks or playtime, without the risk of bringing in mud or bugs to your home Internal squeaker and crunch sounds - Rewarding for your dog as they frolic or chew the toy, imitating the sound of a branch Suitable for Suitable for dogs and puppies over 6 months old.Not suitable for Not suitable for children.How to Use Simply give this toy to your pet. They can chase, pounce and play to their heart's content.Care Instructions Wipe clean, or, if muddy hand wash and air dry.Safety Information Always supervise your puppy with toys - do not leave them unattended. Please ensure this toy is suitable for your pet's preferences, chewing habits and size, remembering that no toy is completely indestructible. Always supervise your pet during play, and regularly check your pet's toys, removing and replacing them if damaged or if parts become detached and could be a choking hazard, and seek immediate veterinary attention if any material is ingested. To avoid the danger of suffocation, please keep bags away from babies, small children and pets.Approximate Dimensions H37 x W4 x D4cm$Delivery Information$Free Collect in Store Standard delivery £2.95 (Free for orders over £$Threshold$) Ch
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