when looking for the corners, in the case of the montreal sphere the pentagonal ones, look for the convergences. one of them is somewhere in the top left over the cloud. but yeah, it's such a high frequency, i think a dozenfour (sixteen) from memory... and then there's a tree in the way and some bushes over there...
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wonderful, i am only about 43 minutes in but wanted to chime in on the little kid figures out what belongs to their body story: i can remember a time when i was little where i'd put things in my mouth (a multi sensorial concave node of the body) as a way of casting out what is and isn't me, those things i could feel from both inside and outside where 'mine'. i do think this is a fascinating period of one's coming into being. another little note: i can't seem to find that table of relationships right now, but have it in memory and want to point out that the table you showed with the four by four matrix where we have a dozenandfour values is in a way identical to the right hand side of Bucky's table where he shows the pairs of eyes, ie the pairs of triangles of little spheres with some of them black and the others white. it's the same chart, less rectangular and without the letters and colors, but still the same. and all of this really helped me get a better grip on that formula, somewhat identifying it with the shape of the spheres. also, with respect to the directed and undirected graphs: as i call the vectors of relationship fingers, i learned through synergetics that every finger points two ways, just as unity is plural and at minimum two. this reciprocity is a key aspect of our being Universe and i really hope more people become aware of it. alright, now for the rest of the video! peace struppi
