Different Equations for Calculating Napier’s Number from Earth’s Features
Equations Number
e = ln ( E D / 10 ) 0.56065834919309210862625764267195 × ln ( X C − Earth )
(140)
e = ln ( 2 g 0 − Old ( e X C − earth OLD − 1 ) × 10 10 × þ )
(141)
e = 10 log ( TH Old 100 + 1 ) X C − earth OLD
(142)
e = ln ( 2 g 0 T H × 10 8 × þ )
(143)
e = 10 log [ 1 parsecinmiles 10 13 ] X C − Earth
(144)
e = ln ( 2 g 0 Distance Light ⇝ 1 year × 10 − 3 × þ )
(145)
e = 10 log ( Distance Light ⇝ 1 year Old 10 13 + 1 ) X C − earth OLD
(146)
e = 10 log ( Distance Light ⇝ 1 year Old × 3.0739148433095432861689099115875 1 Parsecinkm + 1 ) X C − earth OLD
(147)
e = 10 log ( Distance Light ⇝ 1 year Now × 3.2 1 Parsecinkm + 1 ) X C − Earth,Now
(148)
e = ln ( g 0 − Old × SLCER ER earth,Old )
(149)
e = ln ( g 0 − Now × SLCER ER earth,Now )
(150)
e = A W C .C .F .P × X C − Earth = [ 4 + ( ( V C .C .F .P − Now C .C .F .P UV ) − 3 ) ] × X C − Earth
(151)
e = 10 log [ ( ( Ageoftheearth Old ) × VVR X C − Earth Old PGCOTR ) + 1 ] X C − earth OLD
(152)
e = 10 log [ ( ( Ageoftheearth Exact ) × VVR X C − Earth Now PGCOTR ) + 1 ] X C − Earth,Now
(153)