Here’s something to revel in: the sublime delight about the beauty that surrounds us!

And the articulate language that expresses the approximate understandability of this beauty: the language of mathematics!

I particularly love the beauty of algebraic math because that beauty is the beauty of absolutely determinate order. Algebraic math can mutate into a variety of challenging difficulties — arbitrary name-label after arbitrary name-label — sweet levels of complexity, seemingly unsolvable. Yet the beauty of it is that it stands as a solvable challenge always!

Calculus mathematics, on the other hand, has as its fundamental core a devilish insolvability, a built-in indetermination of relativity. It is never to be solved and always to be approaching the infinite to ever more complex infinitesimal degree. This is relativistic beauty the likes of which we earthly humans probably don’t deserve. Yet it is! O the exquisite and beautiful insolvability! Just revel it in! Then consider how what it does for us is astounding in so many practical applications, applications that turn the magical and inexplicable into the ordinary. Calculus seems designed to be forever taken for granted as its purpose! It is beauty, therefore, beyond even love (which as *mature* as it deigns to be abhors being taken for granted, if forgiving of absolutely everything else!).That, my friends is beauty to admire!

And it is all resplendent with resounding Christ spirit! Who could not love?!