Succumb Time EMC AOD 10.30 11.11.2016

Succumb Time AOD 10.30 11.11.2016

The Seirenes are coming

Dead! Dying. What is my mind on about, she thought.

That’s what is happening : it’s curtains, get it together and take action. It made no sense dying from what? When? How? Why?

The journey to the Dr’s was an intense overriding of bodily Continue reading “Succumb Time EMC AOD 10.30 11.11.2016”

tempestuousness in the beautiful man cannot be contained in this already restrained animal.

the constant and consistent demands on his inner Boreas is exhausting. Boreas Continue reading “tempestuousness in the beautiful man cannot be contained”

Death cuts you up and you can’t explain fucking Continue reading “Death cuts you up and you can’t explain fucking why. Is it the way it came from nowhere, somewhere out there. The silence that’s not visible until you feel it then it wraps all in a visceral explosion of grief.”

when he has to think about sex call Rodin!

When a Surgeon Has to Think About Sex. Then Laughs. Call Rodin!
Death Rays When a Surgeon Has to Think About Sex. Then…………..

sex sends


shivers down the

spine of even the

most ardent


igneous man


he thinks

siobhán dempsey all that I know is myself even that I'm not sure off
all that I know is myself even that I’m not sure off

What would Lucretius say- pacify your lover

Lucretius says-Happy is he who has discovered the causes of things and has cast beneath his feet all fears,unavoidable fate, and the din of the devouring underworld.

As atoms we are in an unchanging world discovering what always has been.

Look back and you will see yourself moving in the direction you are to go, you can’t change it- you have been there already. This is not a perception but a birds feather falling, leaves, rain falling, winds blowing again and again repeat over and over life, death.

In differential topology, sphere eversion is the process of turning a sphere inside out in a three-dimensional space. Remarkably, it is possible to smoothly and continuously turn a sphere inside out in this way without cutting or tearing it or creating any crease. This is surprising, both to non-mathematicians and to those who understand regular homotopy, and can be regarded as a veridical paradox; that is something that, while being true, on first glance seems false.


Create a website or blog at

Up ↑

%d bloggers like this: