Atop the wild wave he rode, adrift upon the tumult of the unknown

Ever before, Ever here, Ever after. All is change changing, yet the looked looks the same. "It is impossible," the indescript void of knowledge those before passed, "to cross the same river twice."

All sayable said, all thinkable thought, and all doable done, left to drift as an orphaned leaf, tumbling amidst the cooperative competition of forces greater than itself.

In all things beauty, life, the tempest of energies birthing at no end a magnificent aesthetic wandering wonder. Destruction as a form of creation, the most epic battle of paradox as the unwitnessed witness witnesses the unwitnessed witness witnessing. So man does as man has done, the unknown deed of the system that has unknowingly done him. A problem, an answer. No problem, no answer. But if it's isn't, is it or isn't it? To say it is can not be true, because it's isn't. But to say it isn't is also false, because it is isn't. So then what? Then develop mathmatical models. Then resign in unknowing. Before then. Then. After then. What is it anyway? Is it possible to not be? Suppose I were to describe something that did not exist, for instance, a unicorn. If a unicorn does not exist, how is it possible to describe it? Perhaps it does not exist in the same manner as horses, however it exists as a thought. Thus it does exist. What then could one describe that didn't exist? It is impossible to describe something that does not exist, as the very description of it brings it into existence. But this question suddenly becomes much more complex in one specific situation, the same confusion wrought before when wondering if it is isn't: if it is impossible to describe something that does not exist, does nonexistence exist? Nonexistence by it's very nature can not exist, otherwise it would be existence. But nonexistence can not not exist because we are able to describe nonexistence.

How often does this seemingly irresolvable paradox even present itself in the daily course of life? All the time. Beginning to learn algebra the students are taught that apples cannot be added to oranges, becuase they're different. Unfortunately, neither can apples be added to apples, as even the most superficial observation of the individual fruit would yield the fact that they are completely different themselves. And yet everything works anyway...