Cb4 Charlie Murphy Quotes & Sayings

God is forbearing, gracious, and longsuffering, but he is also a God of holiness, wrath, and judgement.57 The wrath of God, unlike the love or holiness of God, should not be thought of as an intrinsic perfection of God; rather it is a function or expression of God's holiness against sin. Where there is no sin, there is no wrath, but there will always be love and holiness. Where God in his holiness confronts his image-bearers in their rebellion, there must be wrath, otherwise God is not the jealous and self-sufficient God he claims to be, and his holiness is impugned.58 — Peter J. Gentry

I do believe in fairies! I do! I do! — J.M. Barrie

Vin, Vin. Why can't you see? This isn't about good or evil. Morality doesn't even enter into it. Good men will kill as quickly for what they want as evil men - only the things they want are different. — Brandon Sanderson

The richest hearts are those that have given love and received love in return. — Katrina Mayer

The schizophrenic is drowning in the same waters in which the mystic swims with delight. Edgar Cayce made the same observation in his readings — Joseph Campbell

If you're now noticing a certain family resemblance among this no-successive-instant problem, Zeno's Paradoxes, and some of the Real Line crunchers described in Paragraph 2c and -e, be advised that this is not a coincidence. They are all facets of the great continuity conundrum for mathematics, which is that (Infinity)-related entities can apparently be neither handled nor eliminated. Nowhere is this more evident than with 1/(Infinity)s. They're riddled with paradox and can't be defined, but if you banish them from math you end up having to posit an infinite density to any interval, in which the idea of succession makes no sense and no ordering of points in the interval can ever be complete, since between any two points there will be not just some other points but a whole infinity of them.
Overall point: However good calculus is at quantifying motion and change, it can do nothing to solve the real paradoxes of continuity. Not without a coherent theory of (Infinity), anyway. — David Foster Wallace