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At Domino's, there is a sliding scale of topping amounts. As the total number of toppings go up, the amount per topping goes down.

Large 1-topping has 48 pepperoni Large 2-topping has 30 (from memory, many years ago)

So a double pepperoni pizza has 60, not 96 slices.




Does this apply across toppings too?

Like if a large has 48 pepperoni, but I get it with pepperoni and sausage, do I get 48x pepperoni + 48x sausage, 24x each, or something else?


It would be a 2-topping pizza so that means you would get 30 pepperoni (and 30 sausage?) according to what they are saying.


So it costs the same upcharge to go from 0 to 48 and from 48 to 60? That's pretty weird.


It's less about food costs and more about the complexity and resultant labor costs, I think.


If that was the case then the first pepperoni slices would cost more, not the last ones. It's obviously market segmentation: somebody who really loves pepperoni will be willing to pay more per slice.


The cook time may go up since there is more mass.


Thick/dense components like dough/sauce/cheese I could see how the cook time increases more than linearly as the mass increases linearly. But with other toppings, there's no way the cook time goes up more from 48 to the hypothetical 96 than it does from 0 to 48.


It does affect the way it bakes and the texture, though, and can affect the way it browns. Vegetables have water. Meats have fat.




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