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Hey Stephen,

magisterchessmutt wrote: This is more or less correct as I see it, in that the Giza Grid rectangle of 9/11 units does have a correlation to the Metonic cycle, but not as I described above. The dimensions of this Giza plateau grid being the stated 1417.5 cubits by 1732.5 cubits has a perimeter of 6300 cubits, without specifying which cubit value is involved yet. So if I divide this perimeter into 99 sections of 63.6363 cubit units,

That is a quite surprise coming from you, so allow me to make one small correction if I could. From my perspective the perimeter is 11 + 11 + 9 + 9 = 40 units in the perimeter, the area is 99 units 11 x 9 =99.
The perimeter of 6300 cubits / 40 = 157 1/2 cubits, Therefore each of the 99 squares a perimeter of 4 x 157 1/2 = 630 cubits and an area of 157 1/2 x 157 1/2 = 24806 1/4 sq cubits x 99 =2455818 3/4 sq cubits as the total area for the Giza grid. 1732 1/2 x 1417 1/2 = 2455818 3/4 sq cubits.
(315/2) cubits or 157 1/2 cubits x 20 34/55 = 35721/11 inches per side.
(315/8) or 39 3/8 which as you progress you will find 38 3/8 is an applied ratio rather than only a unit of measure.
Eye of Horace progression from 19 11/16 or 315/16
315/16 + 315/16 = 315/8 = 39 3/8, (39.375)
315/8 + 315/8 = 315/4 = 78 3/4, (78.75)
315/4 + 315/4 = 315/2 = 157 1/2, (157.5)
315/2 + 315/2 = 315
315 + 315 = 630
After the math is done, it can be applied to mean cubits, feet, palms, inches or digits.

and then specify an AE RC value to those sections such as 20.625 ins.

The applicable cubit length is 20 34/55, (20.6181818 inches) based on the arc second circle. which is 3024/3025 to the cubits you used. 20 34/55 / (3024/3025) = 20 5/8

North to South 1732 1/2 x 20 34/55 = 35721 inches, can also be written as 189^2 inches, also find the number 189 is 1/48 G1 casing base in inches and one fourth the length in feet 756/189 = 1/4.
Each square would have a side length of 35721/11, 3247 4/11 inches and a perimeter of 12989 5/11 inches.
North to South length of 35721 / (63/64) = 36288 = Casing base G1, = 1x2x3x4x5x6x7x8x9/10 inches, or 1760 cubits.

That is probably more than you wanted to see, so I will stop here.


Regards,
Jacob

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Let there be Phos :) 2344 magisterchessmutt 16-Dec-17 03:08
Re: Let there be Phos :) 251 magisterchessmutt 16-Dec-17 14:12
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Re: Let there be Phos :) 186 magisterchessmutt 17-Dec-17 14:17
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Re: Let there be Phos :) 225 molder 19-Dec-17 05:00
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Re: Let there be Phos :) 216 molder 19-Dec-17 07:11
Re: Let there be Phos :) 282 magisterchessmutt 19-Dec-17 11:56
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Re: Let there be Phos :) 251 magisterchessmutt 20-Dec-17 03:00
Re: Let there be Phos :) 190 Sirfiroth 20-Dec-17 16:03
Re: Let there be Phos :) 219 magisterchessmutt 21-Dec-17 06:22
Re: Let there be Phos :) 197 molder 19-Dec-17 22:08
Re: Let there be Phos :) 210 magisterchessmutt 20-Dec-17 02:08
Re: Let there be Phos :) 221 molder 20-Dec-17 20:57
Re: Let there be Phos :) 243 magisterchessmutt 22-Dec-17 02:33
Re: Let there be Phos :) 198 magisterchessmutt 22-Dec-17 04:23
Re: Let there be Phos :) 227 mmstud 22-Dec-17 08:12
Re: Let there be Phos :) 252 magisterchessmutt 22-Dec-17 10:44
Re: Let there be Phos :) 216 mmstud 22-Dec-17 12:26
Re: Let there be Phos :) 296 magisterchessmutt 23-Dec-17 00:47
Re: Let there be Phos :) 288 magisterchessmutt 24-Dec-17 15:20
Re: Let there be Phos :) 289 magisterchessmutt 24-Dec-17 04:07
Re: Let there be Phos :) 227 drew 18-Dec-17 00:51
Re: Let there be Phos :) 222 magisterchessmutt 18-Dec-17 02:11
Re: Let there be Phos :) 318 mmstud 22-Dec-17 14:44
Re: Let there be Phos :)Doubling a cube 299 molder 22-Dec-17 21:21
Re: Let there be Phos :)Doubling a cube 318 molder 23-Dec-17 22:27
Re: Let there be Phos :)Doubling a cube 249 magisterchessmutt 24-Dec-17 01:55
Re: Let there be Phos :)Doubling a cube 260 magisterchessmutt 26-Dec-17 14:53
Re: Let there be Phos :)Doubling a cube 204 molder 26-Dec-17 21:51
Re: Let there be Phos :)Doubling a cube 215 magisterchessmutt 27-Dec-17 03:36
Re: Let there be Phos :)Doubling a cube 189 molder 27-Dec-17 05:02
Re: Let there be Phos :)Doubling a cube 256 magisterchessmutt 27-Dec-17 11:07
Re: Let there be Phos :)Doubling a cube 218 rodz111 29-Dec-17 22:44
Re: Let there be Phos :)Doubling a cube 186 Sirfiroth 28-Dec-17 18:28
Re: Let there be Phos :)Doubling a cube 239 DavidK 28-Dec-17 19:33
Re: Let there be Phos :)Doubling a cube 232 magisterchessmutt 29-Dec-17 02:42
Re: Let there be Phos :)Doubling a cube 285 Sirfiroth 29-Dec-17 14:27
Re: Let there be Phos :)Doubling a cube 235 DavidK 29-Dec-17 15:05
Re: Let there be Phos :)Doubling a cube 243 magisterchessmutt 29-Dec-17 01:37
Re: Let there be Phos :)Doubling a cube 287 DavidK 29-Dec-17 01:52
Re: Let there be Phos :)Doubling a cube 353 magisterchessmutt 29-Dec-17 03:04
Re: Let there be Phos :)Doubling a cube 193 molder 31-Dec-17 22:57
Re: Let there be Phos :) 281 cladking 28-Dec-17 20:36
Re: Let there be Phos :) 234 magisterchessmutt 29-Dec-17 01:47
Re: Let there be Phos :) 227 cladking 29-Dec-17 02:06
Re: Let there be Phos :) 234 cladking 29-Dec-17 23:02
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Re: Let there be Phos :) 212 magisterchessmutt 31-Dec-17 05:32
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Re: Let there be Phos :) 247 magisterchessmutt 31-Dec-17 12:18
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Re: Let there be Phos :) Lunar Reflections 214 magisterchessmutt 02-Jan-18 12:30
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Re: Re:A Canonical alternative 187 magisterchessmutt 03-Jan-18 12:18
Re: Re:A Canonical alternative 205 molder 03-Jan-18 12:34
Re: Re:A Canonical alternative 195 magisterchessmutt 03-Jan-18 13:19
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Re: Re:A Canonical alternative 195 magisterchessmutt 03-Jan-18 16:55
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Re: Re:A Canonical alternative 192 Origyptian 06-Jan-18 18:14
Re: Re:A Canonical alternative 205 magisterchessmutt 08-Jan-18 04:45
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Re: Re:A Canonical alternative 202 magisterchessmutt 03-Jan-18 17:31
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