One Consistent Numbering Should Be The Standard! Having Like Ten Different Numberings Makes Looking Things Up A Real Hell!

Nothing screams "I respect my readers" quite like numbering everything sequentially from 1 to infinity. You're reading along, see "Theorem 12," and boom—you flip back to page 47 and there it is. Beautiful. Elegant. Functional.

But then there are those textbook authors who apparently wake up and choose chaos. Definition 3.2.1? Lemma 4.A.7? Example 2.3.1.b.ii? Theorem π.√2.e? You need a decoder ring and a PhD in library science just to find what the author referenced three pages ago. Cross-referencing becomes an archaeological expedition through nested numbering systems that would make a Russian nesting doll weep.

The buff doge represents the textbook author who understands that students are already struggling with the actual math—they don't need a scavenger hunt on top of it. The weak doge? That's the author who thinks organizational complexity equals sophistication. Spoiler: it doesn't. It just equals annoyed students and dog-eared pages.