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NO more relationships with 'girls next door'!; - after TWO in the 'Priory Street Posse'!

‘True Love Reigns’ after another break lasting many years. With a truly slow, dreamy, so ROMANTIC love affair with “ma (Menopausal) Grandma Julia Conyard next door”… With her equally unmissable and unforgettable wayward foster daughter Rachel Conyard-Whorewould! From 7/7/7 – with a whole sixteen month timeout surrounding all of 2008 - right up to about 9/9/9… The fifth part of his autobiography, covering 2007 into 2009 with the theme “With Doctors like these, who needs Enemies?” FOURFold il Professori Emeritus sed moltissimo Modestus Mr Simon Richard ‘Pilchard’ Day Lee BA MA (Cambridge) CEng MIEE MIET MInstMC Electric Zen Buddha (as on Face Book)

‘True Love Reigns’ after another break lasting many years. With a truly slow, dreamy, so ROMANTIC love affair with “ma (Menopausal) Grandma Julia Conyard next door”…

With her equally unmissable and unforgettable wayward foster daughter Rachel Conyard-Whorewould!

From 7/7/7 – with a whole sixteen month timeout surrounding all of 2008 - right up to about 9/9/9…

The fifth part of his autobiography, covering 2007 into 2009 with the theme “With Doctors like these, who needs Enemies?”

FOURFold il Professori Emeritus sed moltissimo Modestus Mr Simon Richard ‘Pilchard’ Day Lee BA MA (Cambridge) CEng MIEE MIET MInstMC

Electric Zen Buddha (as on Face Book)

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Section 1<br />

The True Nature of ‘Space’<br />

Space is actually an <strong>in</strong>visible ‘Filigree Lattice’, normally<br />

seen as ‘three-dimensional’ – but complete proof is given<br />

below, from first pr<strong>in</strong>ciples, that space is really ‘eight<br />

dimensional’!<br />

Conventional ma<strong>the</strong>matical, scientific and eng<strong>in</strong>eer<strong>in</strong>g<br />

views of space – as ‘three dimensional’<br />

We usually start to learn about space (for <strong>in</strong>stance at school) as<br />

‘conta<strong>in</strong><strong>in</strong>g three right angles at n<strong>in</strong>ety degrees to each o<strong>the</strong>r’,<br />

<strong>in</strong> three ‘axes’, ‘directions’ or ‘dimensions’.<br />

To start consider<strong>in</strong>g objects <strong>with</strong><strong>in</strong> <strong>the</strong>se <strong>in</strong>visible three<br />

dimensions, we are first taught to draw a picture of <strong>the</strong> three<br />

axes or directions as below, called <strong>in</strong> ma<strong>the</strong>matics ‘Cartesian<br />

co-ord<strong>in</strong>ates’: -<br />

44

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