The sliver cut off to make two plates match

Two plates, seen straight down, each carrying the same three items. Across one of them runs a dotted line — a cut, marked rather than made — and the sliver it removed sits apart on the second plate, present but claimed by neither portion.

That line is doing more work than its size suggests.

Why is there a dotted line cut across one plate?

Because the two plates started slightly unequal, and the dotted line is the record of the correction rather than the correction hidden.

A knife went in at that exact spot, took off enough to bring the two sides level, and the removed piece got set down rather than eaten by whoever was serving. Drawing the cut as a dotted line instead of erasing it keeps the adjustment visible — the design isn't two plates that happened to match, it's two plates that were made to.

Why does a sliver this small matter enough to draw?

Because in a house with two children, the unit of fairness is whatever size the dispute needs it to be, and some days that's a few millimetres of one item.

A whole missing piece is an obvious wrong. A sliver is not obvious to anyone except the two people counting, and they will count it. The print takes that seriously instead of rounding it away — the sliver sits on the plate, separate, because leaving it off the plate entirely would be a different and larger unfairness than the one it's fixing.

What's the choice that makes a print like this work?

Showing the adjustment, not just the result.

Two plates that simply match tells you nothing about how they got that way. The dotted line and the loose sliver are what make this a print about a decision — a specific cut, made once, kept visible — rather than a still life of two servings that arrived equal by luck.

Does drawing a household meal like this need anyone's permission?

No. Two plates and a piece of food aren't anybody's intellectual property, and nothing here copies a photograph, a logo or another artist's arrangement.

The one real question with any print built from a private routine is whether the people in the routine would want it kept, once they're old enough to have a view — worth asking then rather than assuming an answer now.

Does this work for portions other than food?

Yes — a plate is one version of a problem that shows up wherever two children get equal shares of a countable thing: time, seats, turns. The middle seat runs the same arithmetic over journeys instead of grams.

A different household might reach for a different object entirely — the toy that carries its own running tally instead of a knife cut — but the underlying move is the same: measure, adjust, and keep the adjustment visible.

Isn't equal portions just a rule a household could follow without drawing it?

Most households do follow it without drawing it — the print isn't teaching the rule, it's recording that the rule gets enforced at this level of precision, every time, without anyone having agreed to it out loud.

Nobody sat down and specified matching plates to the sliver. It became the working standard the same way a claim about who had something first became one — invented under pressure, applied consistently, never written anywhere.

Does it print well?

Yes, provided the two plates stay flat and identical in outline, with the dotted cut line kept as a genuinely thin, evenly spaced dash rather than a solid stroke.

Fine texture on the three items themselves won't survive at fabric scale — block them in as flat shapes with hard edges rather than shaded forms. One or two colours against a light garment is enough: the plates in outline, the items in a single flat tone, the dotted line and the sliver doing the rest of the storytelling on their own.

How do I get one made?

Describe the meal at JustOG — what the three items actually were, and where the cut really went. Pick a direction, drag the crop frame, see it composited on the real garment, and it's made to order and shipped.

Designs other people have published are in the shop.

The sliver never goes on either plate. It just has to exist.