[geocentrism] Re: Geostatic symetry
- From: "John Lewis" <jandj.lewis@xxxxxxxxxxxxx>
- To: <geocentrism@xxxxxxxxxxxxx>
- Date: Wed, 21 Jul 2004 20:42:26 +0100
OOPS sorry! Will try posting it again.
Jack
----- Original Message -----
From: "John Lewis" <jandj.lewis@xxxxxxxxxxxxx>
To: <geocentrism@xxxxxxxxxxxxx>
Sent: Wednesday, July 21, 2004 7:54 PM
Subject: [geocentrism] Geostatic symetry
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> Dear Subscribers,
> If you have a copy of Dr. Jones' Geocentric Universe 2.1 CD ROM you may =
> have viewed the retrograde motions of the stars, Mercury, Venus, Mars =
> etc and notice the exquisite symmetrical 'flower' patterns that emerge. =
> However when compared with, say, a stationary Mars, the retrograde =
> motions are anything but symmetrical! This would also be the case for =
> the heliocentric model.=20
>
> Symmetry can be seen in many of God's creations, a few of which are =
> shown below.
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> This daisy flower head has two spirals, 21 clockwise and 34 =
> anticlockwise. This is a 21:34 ratio of two adjacent terms of the =
> mysterious 'Fibonacci' sequence. The sequence starts with 1 and =
> continues by adding together the previous two numbers, viz. 1, plus, the =
> previous number, which is 0 giving a second number of 1, the next number =
> will be 1 + 1 =3D 2, the next will be 1 + 2 =3D 3 and so on. Therefore =
> to get the two numbers for the daisy centre the sequence extends thus: =
> 1,1,2,3,5,8,13,21,34 etc. These numbers also appear on pine cones (5:8) =
> and pineapples (8:13).
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> The symmetry of the nautilus shell is another example of incredible =
> design. The angles A,B, C and so on are all identical and is logrithmal =
> and occur in the horns of many animals.
>
> The idea that these mathematical shapes can come about by pure random =
> chance stretches the imagination to its limits. My own computer is a =
> good example of what can happen when random things happen - it never =
> improves its appearance or performance, it just crashes!
>
> In His Name
>
> Jack Lewis
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