Kyra Faux Suede Ankle Boots Black
- Low stock - 1 item left
- Inventory on the way
Kyra Faux Suede Ankle Boots
Elegant, feminine and effortlessly wearable, the Kyra Faux Suede Ankle Boots are the perfect finishing touch for autumn and beyond. Designed with a sleek pointed toe, soft faux suede finish and a flattering 6cm heel, they add instant polish without feeling overly dressy.
Key Features:
- Soft faux suede finish
- Elegant pointed toe
- Flattering 6cm heel
- Practical back zip fastening for easy wear
- Perfect with dresses, skirts and trousers
Fit & Size:
- Available in EU sizes 36 to 41
- Heel height: 6cm
| EU Size | UK Size |
|---|---|
| 36 | 3 |
| 37 | 4 |
| 38 | 5 |
| 39 | 6 |
| 40 | 7 |
| 41 | 8 |
Fabric & Care:
- Material: Faux suede
- Gently clean with a soft cloth or brush suitable for faux suede
Styling Suggestion:
Style your Kyra Boots with a floaty midi or maxi skirt and a cosy knit for an easy autumn look. Add one of our slouchy bags for a relaxed, bohemian finish.
All measurements are taken with the garment laid flat.
For tops and dresses, pit-to-pit is measured straight across the garment from underarm to underarm. For trousers and skirts, the waist and hips are measured straight across while laid flat.
Many of our styles are one size and are designed to fit a range of body shapes. Where possible, we’ll include an approximate UK size guide within the product description.
Stretchy, elasticated and floaty styles may offer additional flexibility.
Not sure? Check the individual garment measurements above and compare them with a similar item you already own.
Delivery: UK- £3.99 for standard delivery etimated 3-5 working days. £4.99 for Tracked Royal Mail estimated 48 hours. £5.99 for Royal Mail tracked 24 hours (excluding weekends and bank holidays)
Returns: Items must be returned within 14 days of the date the parcel has been received by the customer, unless you receive a faulty item within 30 days of receiving your parcel. Full details of terms and conditions and how to return items via our ‘Portal’ can be found here