![](data:image/png;base64,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)
*გაზომვის ინსტრუქცია იხილეთ ცხრილის ქვემოთ.
იპოვე შენი წელის ზომა:
ზომა | მკერდი(სმ) | წელი(სმ) | თეძო(სმ) |
XS |
83 |
63 |
90 |
S |
87 |
67 |
94 |
M |
91 |
71 |
98 |
L |
97 |
77 |
104 |
XL |
103 |
83 |
110 |
წელის ზომა
სანტიმეტრის საშუალებით გაიზომეთ წელის ყველაზე ვიწრო მონაკვეთის გარშემოწერილობა. სანტიმეტრი შემოიხვიეთ არც ზედმეტად ვიწროდ, არც ზედმეტად მოშვებულად.
თეძო
სანტიმეტრის საშუალებით გაიზომეთ თეძოების სრული გარშემოწერილობა. ყურადღება მიაქციეთ, რომ სანტიმეტრი მოთავსებული იყოს მაქსიმალურად ჰორიზონტალურად.
ბარძაყი
სანტიმეტრის საშუალებით გაიზომეთ ბარძაყის სრული გარშემოწერილობა.
შიდა ნაკერი
სანტიმეტრის საშუალებით გაიზომეთ ფეხის შიდა მხარის სიგრძე - უბიდან კოჭამდე.
![](https://dressup.ge/img/cms/QALI.png)