Level 3, “Year One”

9

               2-A (category #1)               2-B (category #2)                2-C (category #3)

 

 

 

    3-A        3-B        3-C                 3-D        3-E        3-F           3-G        3-H        3-I

 

 

In this third “generation”, 3-A, 3-D, and 3-G received a  “Category #1” mutation

while 3-B, 3-E, and 3-H received a “Category #2” and 3-C, 3-F, and 3-I received

a “Category #3”-type mutation.

To simplify matters, we’ll combine groups that have identical IS and PAES values. It’s

clear that groups with zero PAES greatly dominate the numbers at this stage.

 

“Year One” Totals for Levels 1, 2, & 3

Applying the Baggage Principle

 

Before proceeding, we need to determine a reasonable method of accounting for the

effects of the baggage principle.  We’ll subtract .01% per saturation cycle for

each point of PAES over two points.  In other words, once a group has three or

more points of PAES, .01% will be subtracted for each point of PAES over two points.

 

example

Jonathan Whitcomb has reviewed books on subjects such as cryptozoology (including Min Min) and Creation-science.

Name  

  3-A

  3-B

  3-C

  3-D

  3-E

  3-F

  3-G

  3-H

  3-I

  IS

   2

   1

    2

   1

   0

     1

   2

   1

   2

 PAES

     0

     1

   1

   1

   2

   2

   1

   2

   2

 

Number

  6.3*

10e16

 5.81*

10e13

 5.87*

10e14

 6.5*

10e12

1.511*

10e10

  6*

10e10

 5.87*

10e14

 5.4*

10e11

 5.45*

10e12

 

Names  

 

  1-A

 

  2-B

 

  3-E

 

  2-A

  2-C

  3-B

  3-D

 

  3-F

  3-H

 

  3-A

 

  3-C

  3-G

 

  3-I

 

  IS

  

   0

  

   0

    

   0

  

   1

  

   1

  

   1

  

   2

  

   2

  

   2

 

PAES

    

   0

    

   1

  

   2

  

   0

  

   1

  

   2

  

   0

  

   1

  

   2

 

Number

9.99999

*10e28

  5.5*

10e19

1.511*

10e10

 1.16*

10e23

 1.08*

10e21

  6*

10e11

  6.3*

10e16

1.1731*10e15

5.45*

10e12