Does it though? The moment 2x is £16 , the cost of 1 shirt is £8. Therefore there’s no scaling at 3x. It doesn’t matter how much the starting price was or how much the later prices were, if the 2x price is £16 and the 3x price is £24. The cost of 1 shirt is only ever £8 if you buy more than one, meaning that any pricing variant over 2x is pointless.
I’m not sure what you’re suggesting was solved. You’re positing scenarios whereas I’m presenting facts - the photo. Which, for the consumer, is mildly infuriating.
But you don’t pay more either. Without the discount on 3 pack, buying odd numbers would’ve been worse value than even numbers but the 3 pack discount makes all bulk purchases equal.
Yeah, but only for 1. There would still have been no saving buying 3 over 2.
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Yeah but it was never that. Only the original price was changed with a sticker. The 2x and 3x were always as they were.
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Does it though? The moment 2x is £16 , the cost of 1 shirt is £8. Therefore there’s no scaling at 3x. It doesn’t matter how much the starting price was or how much the later prices were, if the 2x price is £16 and the 3x price is £24. The cost of 1 shirt is only ever £8 if you buy more than one, meaning that any pricing variant over 2x is pointless.
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Exactly. In which case the 3x price is redundant.
There is no curve.
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I’m not sure what you’re suggesting was solved. You’re positing scenarios whereas I’m presenting facts - the photo. Which, for the consumer, is mildly infuriating.
But you don’t pay more either. Without the discount on 3 pack, buying odd numbers would’ve been worse value than even numbers but the 3 pack discount makes all bulk purchases equal.