EXTENDED PERIODIC TABLE/the electron multiverse

[sunshaker]

I have come up with a Simple Formula showing how each "table" joins.

Each Z WITH A CIRCLE REPRESENTS A COMPLETE TABLE FROM Z1>Z172 The circle represents the place of hydrogen in each table.


http://alphaomegadotme.files.wordpress.com/2013/02/mark-006.jpg?w=640&h=853  Formula



http://alphaomegadotme.files.wordpress.com/2013/02/mark-042.jpg?w=640&h=480 The expanding multiverse.



EXPANSIONS WITHIN EXPANSIONS.


http://alphaomegadotme.files.wordpress.com/2013/02/grouped-elements-allaafex.xls showing how tables are joinned. in the bottom chart you will see the beginning of a "wave structure" this "wave" passes through the above structures.

[sunshaker]

I have been thinking about the alkali metals,

I realise these are the only elements that overlap each joining table, They overlap by 1 electron, having 1 foot in each opposing table.

They can only be found naturally in "salts", never as a free element, Because they are not completely "natural" to any table, existing between the "tables/dimensions".

Is this the "fuse" touch paper, that sets of each expansion.

ALKALI METALS SHOWN IN BLUE, http://alphaomegadotme.files.wordpress.com/2013/02/grouped-elements-allaafexpansion-ud.xls

You will notice each alkali metals electron sequence ends in 1, this sequence also runs diagonal from each element, through each joined table as shown in bottom charts.






All existing in every electron/universe,
We have forgotten we are the creators.
We are multi-universal entities, I eat universes for breakfast

[Stillwater]

Those look like they took a little while to draw.

You might like a simple computer drafting program like Google Sketchup (free), lol:

http://www.sketchup.com/

I have to admit I am not sure what you are depicting though. Do the " z's " represent something like "P-orbital" curves for electron shells, or some such?

[Szaxx]

Reading the representations it looks like 2 waves that loop (cycle within eachothers orbital space ) with the rotations in opposite direction could appear as a solid item, no overall charge would be present but as they are cycling they will have inertia. The more complex the groupings the size would obviously increase as would the inertia.  The central inertial point with respect to size and complexity of the interconnections within the structure would give rise to differing inertial ratios.
This would fit in with mass. The more complex and densely interwoven the more mass per unit area. When size begins to form a massive structure the inertia would have it's localised grouping effects as well as the natural one present in the structure. This would limit the density as the outer edges would be full of tight groups and gaps between these groups. The interconnections would only be possible in supermassive structures if they were strong enough and this indicates a directional bond occuring. Imagine a stick with a ball on the end if pinned from the end if the stick it would oppose in the direction of the stick itself. A strong bond. However as things will be rotating the ball pinned on the top of the end of the stick will have a force at quadrature effecting it. This would break far sooner than the end on fixed ball.
Now take a look at a supermassive element, say Uranium.
Point made on instability?
Brilliant mind you have Sunshaker, it fits in with the periodic table too.
I'm a little mixed on alkali metals, 2 coloums exist and they appear to have a differing covalent bond respecting the electron shell.

[sunshaker]

Cheers Stillwater,

I,ve just downloaded sketchup, I can see it has many features that will make it alot easier for me, and hopefully allow me to take it to the next level,
That is once i figure out how to use these features, my computer skills are not great, still a 1 finger typer

@Szaxx
Perhaps now i can show more of these "complex interconnections", showing the quadrature effects,

Like you say it is all about "waves" cycling between each others orbital space, creating a sense of matter.

I can see clearly in my head, it is just a matter of giving it form.