{Palimpsest}

What, then, if it is true.

What, then, if it is true that we live in this world.

What then, if it is true that we live in this world and this world is the best of all possible worlds.

What then, if it is true that we live in this world and this world is the best of all possible worlds but not the only possible world merely the best of all possible worlds right now made by us for us because every possible world is the best of all possible worlds at that moment in that place in that configuration; there are

an infinite number of infinities so there must be an infinite number of dimensions and an infinite number of potentialities.

What then if we were all of them at any given time.

What then if we were to learn to experience life like that.

What then if we were to learn to experience life like that and sense that we are everything we can imagine to be and everything we can’t imagine to be and that therefore everything is exactly as it should be if we will it so.

What though if we were to fail ourselves in our entirety and simply not realise our potential.

What though if we were to fail ourselves in our entirety and simply not realise our potential.

What though if we were to fail ourselves in our entirety and simply not realise our potential but know that that’s what we were doing and know that doing this was unnecessary:

What then if we were to know that we are able to realise our potential

What then if we were to know that we are able to realise our potential, at least part of our potential —

What then if we were to realise at least more of the potentiality than hitherto we had known about – what if we were to know this and act upon it; what if we were to know this and act upon it, then what would we do? What if we were to know this and act upon it: then what would we do?

What, then, if we were to know that we can realise our potential, and act upon it.

What would we do.

(I ache for my mind to expand. Not expand just a little to know a thing or two more, I ache for my mind to expand to the dimensions it can not yet comprehend through the layers it can not yet penetrate, beyond the colours on the spectrum to the prisms the frequencies to the scales it isn’t capable yet of taking in. I long, I long for it to make sense, in a way: a different kind of sense, a sense that I had never known could be made.

I yearn to absorb and be

absorbed.

I long, I

long

to)

exist

The Ice King – 5: The Pole

At the pole the world finally stops. Respite at last. The world doesn’t end, it ceases to turn. At the core of the axis there is no motion, there is only the centre, and the centre is both still and alive. Everything spins around us, and we are the point that extends in no dimensions and all dimensions at once.

Here in this space that has no expansion and no description and no volume and no coordinates, we are at one with everywhere, and The Ice King rules: I am his. His court, his jester; his courtier. His counsel, his subject. His servant. His chosen. His man. Am I his Queen?

I do not want to be what The Ice King is, and nor can I. Here, the Ice is eternal for as long as Eternal exists, and here it is ever in motion, and here it is still absolutely; and here the snowflakes are effervescent sparkles in our mind, which now is conjoined as one, but not one alone, but one that has in it the snowflakes like gossamer dust and the depths and the infinities of the sky in which there are stars that do not make sense any more than the snowflakes which they outnumber by magnitudes of improbable potentialities.

I lie on the ice bed The Ice King has bid me rest on, as he stands on the edge of his universe, overlooking everything with the eye of his mind, which is my mind, which is the mind of the snowflakes and the mind of the stars, which is the mind of the glacier, the river, the sea; which is the mind of the water, the air and the ions, which is the mind of the magnetic force of his presence and the electricity of my spirit; which is the mind of the other side and this, and the mind of the shadow he casts not on the ice but into the core that has no expansion and no dimension and no rotation; and I know that soon I must leave him, but not now.

Now The Ice King turns around to me, and I see that he is made of ice as I thought. And the ice, as I thought, and as everyone knows before they are told, is like fire; and the fire is just the energy dying and the energy dying is the source of all life and life is preserved in the ice and the ice is nothing but water and water is living and living is knowing and knowing is forgiving and forgiving is patience and patience is growth and growth is taking the energy on and becoming the other and the other is just an extension and the extension is continuation and continuation is the reflection and the reflection is the same as what is and the same is the all and the all is the now.

I welcome The Ice King onto me with my eyes, and as he melts into my open-arm, open-rib, open-mind being, I feel we are no longer one, we now simply are; and having him having me makes the ice disappear and the fire burn out and the water rise up and the energy surge and the stillness the stillness prevail.

I look down on the pole, spinning on my own axis as I lift up above; I see myself writhing and being consumed, I see The Ice King drowning me out and myself burn up in blue and greenpurple flames that dance on the water, and I know now I know now I am.


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Ponderage

There are, I come to realise, an infinite number of infinities.

When I put this to my young Mathematician Friend as a question, he interprets it mathematically and gives me an explanation I do not comprehend, but of which I have a faint feeling it appertains to something entirely different, though nonetheless relevant and important. Maybe I did not phrase my question well, and he did not understand it. Or very possibly he did fully understand the question and gave me a perfectly valid answer, but one that makes sense to his young mathematician mind more than it does to mine, which is twice as old and really not scientific at all.

I have enjoyed my young Mathematician Friend’s company, and I miss him and think of him often. He has a lovely smile, though it be slightly downward inclined, which makes him look just a tad sceptical when he smiles. Then again, he is a mathematician, so he has every right to be sceptical, and his smile is no less lovely for it.

I am fairly convinced that since there are more infinities than just one, there may well be several, and if there are several, there may well be many, and if there are many, then conceptually it strikes me as obvious that most likely there are an infinite number of infinites. Not being a mathematician, or at all scientifically minded, I only know of three infinities, two of which are of the same kind, and a third that is of an entirely different kind.

The reason I know that there are more infinities than just one is that there is the infinity of rational numbers, which perch on the unending line in the plus/minus direction where you can always add one more or take one more away. This means you in a sense already have two infinites, a positive and a negative one, but they are, in character, the same and should therefore probably be considered, if not one, then of one ilk.

But there are also the irrational numbers, which, like anchor points or switches on that line stretching from negative infinity into positive infinity, branch off into another direction, or even dimension, by leading into the unending sequence of never repeating numerals after the decimal point, which we can’t simply add to or take away from, but have to calculate, and which is therefore specific but unpredictable, but predictably unending.

So, simply looking at these two types of infinity, which are easy enough to understand though they may not be instantly recognisable, my hunch is chances are there are perhaps—I would venture quite probably, so probable as to seem certain—other infinities that may be even less easy to recognise, but that are nonetheless real, as real as these two (which could be looked on as three); and so, since there are an infinite number of numbers and an infinite number of ways we can configure these numbers to express an infinite number of things, there are likely, I like to think, to the level of this being probable, and in fact quite possibly so probable as to seem certain, not just two, or three or four, or one or two dozen, but an infinite number of infinities, not least because there are bound to be an infinite number of universes. 

The thought that there are an infinite number of infinities to me is beautiful because I like the idea of infinities, but it is also tiring, because while I can imagine the one or two infinities that I’m already familiar with, I can barely conceive of any beyond that; and right now I wish I could have my young Mathematician Friend with me and curl up with him, just to feel his calm body in the presence of his beautiful mind and know that there is someone who may not see the world quite as I do, but who can handle abstraction and make something of it.

We spend some time together at the Science Museum, and on my terrace, and in my bed, and then he goes back to Austria, where he’s from; and I think, this is true: we actually met on a park bench in Kensington Gardens. It feels like we’ve known each other for years, but we really just met last Thursday by the Italian Fountain, when he asked me for a light, and we talked and exchanged numbers.

I lost sight, a little, of my young Mathematician Friend, after he left London, but he didn’t entirely escape from my mind, and so we met up again a few months later, this time in Vienna. That was a little strange, because now a few things had happened—none of them to do with me—that had troubled this beautiful mind of his, and while he was better again, in fact well, I now worried about him, and we talked about all manner of things, but not infinities. And then we spent a whole night together, first going out, drinking many pints of stout in an Irish pub, and then at a nice little hotel, and I thought no more of or about it, until it occurred to me that this, probably, is what most of life is mostly about: chance encounters, and where we take them, if anywhere at all.

We didn’t take our encounter much further, my Mathematician Friend and I, but that matters not; what matters is merely that we made ourselves some memories on a pin prick of an infinite number of possibilities, and for that alone I like him still.


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