How to measure garments
HOW WE MEASURE GARMENT CHEST SIZE
All our products feature a size grid online
for each item that is measured in X sizing.
To find your perfect fit, we suggest laying
a best fitted shirt on a flat surface. Measure across from seam to seam (as per picture below). This will give you a half chest measurement
of e.g; 86cm.
We want to double that measurement =
172cm
172cm is the measurement you want to be
looking for on our size grid for each item. Remember brands can vary with their
fits & can also vary within their colours. If you see an ‘On average’
measurement that can be because of the dye used in the material.
![](data:image/png;base64,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)
HOW WE MEASURE GARMENT WAIST SIZE
Most trousers will be measured and feature the waist size in CM. Anything in X sizing will feature a size grid on individual items to help select the correct size.
Please note some brands we may suggest sizing up or down depending on the make and fit of the item.
We suggest finding a pair of trousers that best fit and looking inside the garment to see if there is a size in CM (this will be the size you need to look for when buying online)
Alternatively, you can lay an item that fits well now, on a flat surface. Grab a measuring tape, hold one end of the measuring tape on the waist band, run across the other side with a slight pull of the item. This will give you a half measurement of e.g: 76cm.
We want to double that measurement = 152cm
To find your inseam, measure from the crotch, along leg down to the hem.
![](/user/files/OFFICIAL WAIST MEASUREMENT.jpg?t=2502181328)