Vertical Time

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The map of vertically measured time.

Gnomonic Curve

 

Factor n=d(n,n+1) ÷ d(n-1, n) Coefficient (n+1)=k(n)-d(n, n+1)
Delta (n,n+1)=k(n)- k(n+1) Delta (n+2,n+3)=d(n+1,n+2)*f (n+2)
Where n is Order Number and k is Coefficient
 
Order Gross Tare Net
4
 
5 41736.1973927 61.8834490663 41674.3139437
 
6 1157.61983177 1.71974814 1155.90008363
 
7 32.1083333336 3 32.0488730
 
8 .890525997006 . .
 
9 2.4691024E-2 2. 2.
 
10 6.83902E-4 4 6.
 
11 1.89022913889E-5 1 1
 
12
 
13
Depth Hours Hours Hours
Delta Coefficient Factor Decimal Order
? 4
Delta is decreasing slower
1.00148493? ? 5
-2.9422E-6
1.00148787245 3^2x2 18 6
-.000052
1.0015408  2x3 6 7
-.00031
1.0018552 3 3 8
-.00101
1.0028655 2 2 9
-.00215
1.0050251 3÷2 1.5 10
Delta is increasing faster
2^2÷3 1.333~ 11
 
3^3÷2^3 1.125 12
 
(2^2÷3^2)÷(3÷2^3)   1.185~ 13
Delta Coefficient Factor Decimal Depth

 

Measured Gap

End 2394 sequence. Duration; 6878 min 4 May 1991 Julian 2448745 22:53:?? UTC
Gnomon Time in Curvature Comment
000000552394 01:54:38 |
000000852394 01:54:37 |
000000882394 01:54:27 |
000000542394 01:54:20 |
000000842394 01:54:12 |
000000252394 01:54:00 |
000000442394 01:53:28 .07131707
000000422394 01:52:07 |
000000812394 01:52:00 |
000000352394 01:51:40 |
000000222394 01:50:41 |
000000142394 01:50:30 |
000000592394 01:49:50 |
000000212394 01:49:27 |
666666666694 ------------- Center -----------------
000000782394 01:45:00~ |
000000922394 01:35:50 |
000094332394 01:34:15 |
005545722394 01:31:00 |
000083172394 01:?6:55 | Event Error
003333172394 01:21:00 |
827871732394 00:47:00 .9268292
443171732394 00:47:00 |
777777732394 00:43:15~ |
583188772394 00:24:15 |
559745772394 00:20:45 |
133177772394 00:07:15 |
777777772394 00:00:00 |
Gnomon Time in Curvature Comment
Start 2394 sequence 04:15 UTC 30 April 1991 Duration; 6878 min =114:38h=114.633333h

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