Description
Features:
![](data:image/png;base64,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)
- Material: 100% cotton.
Tech specs
Item number: | 10210Y |
Headgear
Head wear measurement is the circumference of the crown, measured around the skull, about one centimeter above the ears. Make sure to measure accurately - keep the measure tape tight. Generally, you'll want a hat that is not too small - 1 cm wont make much difference though. Some headgear (especially berets) will loosen and "grown in size" when used. This can be accounted for by ordering one size smaller.
cm | inch | Common |
---|---|---|
54 cm | 6 3/4 | S |
55 cm | 6 7/8 | S |
56 cm | 7 | M |
57 cm | 7 1/8 | M |
58 cm | 7 1/4 | L |
59 cm | 7 3/8 | L |
60 cm | 7 1/2 | XL |
61 cm | 7 5/8 | XL |
62 cm | 7 3/4 | XXL |
63 cm | 7 7/8 | XXL |
64 cm | 8 | XXXL |
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