Fermat's last Theorem: There is no positive integers x, y, z, and n > 2 such that x^n+ y^n = z^n.
Important, yes. But it took three centuries and far more than a single line of algebra to prove the idea. An idea can be succinct, whereas a proof (whether formal or casual) is generally going to be far more complex. Ideas without proof are only useful when you're willing to trust an appeal to authority, or you've already verified the proof to sufficient confidence for the task at hand.
Important ideas don't always require long explanations. Here's a famous example:
This is a single paragraph on the third page of a 50 page report. Maybe someone who's good at parsing 60s era academic English can tell us if the rest is any good.
It seems like anyone who has an idea they want people to take seriously has to write a bunch about it. This is most apparent in popular nonfiction books, which are often bloated far beyond what it takes to communicate the core ideas.
To correct this "presentation length bias", we can fight it from both ends: