Föderation EN Di 20.02.2024 15:12:53 Some manufacturing issue that made it significantly more expensive to die-cut a 57-card deck than a 55-card deck. Like: standard card manufacturing is set up to cut and package sets of 56 cards, which is a standard 52-card deck, two jokers, and two advertising, rules, or brand cards. A 55-card Dobble deck can include one surplus card but a 57-card deck is a special order. |
Föderation EN Di 20.02.2024 15:16:10 @mjd I am inclined to believe it, because it is such an unsatisfying explanation that it has the ring of truth. |
Föderation EN Di 20.02.2024 15:28:05 @robinhouston I've ralked myself out of it. “Unknowable interaction between unknown design, marketing, and manufacturing process constraints” is a very common explanation for such things. Have you ever read the letter from Borden Co. to the mathematician who wrote to point out that they could save money on mayterials if they changed their can dimensions to the the theoretical optimum for a given volume? |
Föderation EN Di 20.02.2024 15:29:02 @mjd I don't think I have! Is it online? |
Föderation EN Di 20.02.2024 15:40:41 @robinhouston yes but I couldn't find it again last time I looked. Anyway the letter was very polite and gave like eight reasons why the cans had the dimensions they actually did, rather than some theoretical local minimum. For example 1. Cans move around the canning plant on tracks of a fixed width. To change can height is easy. To change can width requires rearranging the whole.plant. 2. Can lids are prefabicated and delivered to the plant in one of several standard sizes that matches the width of the cans which is dictated by the width of the rails etc. 3. Can thickness is not uniform. Can lids are thicker than can walls. So optimizing for weight and cost of materials—which they had done—produces a taller narrower can than the mathematician said. Etc. |
Föderation EN Di 20.02.2024 20:40:20 @mjd @robinhouston I believe the original is https://x.com/mathematicsprof/status/1235553604016070656 |