When using a manufactured pattern to make clothing, a tailor alters the pattern to accommodate any future distortion of the fabric.
Conclusion
A professional tailor never blindly follows a pattern, but always adjusts the pattern to fit the wearer exactly.
Evidence
(unless = if not) clothing isn't worn by tailor alters someone whose measurements → the pattern precisely match the pattern, to fit person
Evaluate
This might be the type of Sufficient Assumption argument where we don't really see the missing link, and instead we need to argue the Anti-Conclusion to figure out where there is still wiggle room.
GIVEN THAT a tailor will always adjust a pattern to a wearer, unless the person's measurements exactly match the pattern
HOW COULD WE ARGUE THAT there are at least some cases in which a professional tialor does not adjust the pattern to the wearer exactly?
It seems like our objection could be,
Goal
Since this argument is only vulnerable to one objection (what about people whose measurements fit the pattern precisely), the correct answer should be Ruling Out that one possible objection.
Let's look for something like "people's measurements never match the pattern precisely".