Cotton T- shirt
Unisex/mens Fit small-5xl Ladies fit Small, medium or large
We sell the worlds most popular brand of tees. The same ones sold at festivals and rock concerts. 100% cotton preshrunk Ultra tight knit surface Seamless collar Taped neck and shoulders Double-needle stitching Medium weight
DIGITALLY PRINTED ECO-FRIENDLY PRINTING
SIZES RUN LARGE
Please check sizing charts listed below as they are 100% accurate
MENS SIZING CHART
![](data:image/png;base64,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)
**Please allow a tolerance of +/- 3cms For 3xl 4xl and 5xl we may use an alternative brand depending on product availability
WOMENS SIZING CHART 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IF YOU ARE UNSURE ABOUT YOUR SIZE , TRY MEASURING A T-SHIRT YOU ALREADY OWN. GRAB A SHIRT THAT YOU LIKE THE FIT OF AND LAY IT FLAT TO MEASURE.
THEN SIMPLY COMPARE MEASUREMENTS TO SIZING CHART/S PROVIDED
Larger sizing may use a different brand depending on availability (same measurements) If our standard shirts are out of stock will will substitute with a similar item (same measurements)
Exchanges
are a real pain so please ensure the correct size is selected. We know
that sometimes, even if you are careful mistakes can happen.
If you need to change sizes you will need to pay for shipping both ways. Items must be returned in BRAND NEW (unworn unmarked and unwashed) condition or exchange will be void. No refund will be given unless items are found to be faulty.
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