Measurements
![](data:image/jpeg;base64,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)
a =19.5 inch,49cms(underarm to underarm, measured at FRONT)
b =21 inch 53cms (underarm seam to cuff, measured at FRONT)
c =24 inch,61cms (shoulder to cuff, measured at FRONT)
e = 16inch, 41 cms (across shoulders, measured from outside edge of each shoulder lapel)
f = 24.5 inch 62cms (length, excluding collar, from nape of neck to hem, measured at BACK)
In this is a winning auction,payment is due within 2 days after auction"s end day.Thanks for checking my auction. IF YOU HAVE ANY PROBLEMS WITH AN ITEM, PLEASE E-MAIL US FIRST
BEFORE LEAVING NEGATIVE FEEDBACK OR OPEN CASE,
ALL PROBLEMS WILL BE RESOLVED.