Third Level, “Year Two”

 

To calculate third-level groups originating from 2-A, 2-B, and 2-C during the second

“year”, we need to remember that there are actually two sub-groups of 2-A, two

sub-groups of 2-B, and two sub-groups of 2-C: Those originating in the first “year”

and those originating in the second “year”.

 

The populations of the third-level groups originating in the second “year” are a total

of the numbers in a previous table and those coming from the second-level groups

which originated in the first “year”.  These sums will be the  populations of the

third-level groups which originated during the second “year”.

 

Third Level Totals Originating in “Year Two”

Fourth Level Totals Originating in “Year One”

10

Evolutionary Boundary

Index (Main & Appendix)

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

2.59*

10e21

1.34*

10e18

2.41*

10e19

7.04*

10e13

4.53*

10e10

6.53*

10e11

2.41*

10e19

1.24*

10e16

2.24*

10e17

Name  

  4-A

  4-B

  4-C

  4-D

  4-E

  4-F

  4-G

  4-H

  4-I

  IS

   3

   2

    3

   2

   1

     2

   3

   2

   3

 PAES

     0

     1

   1

   1

   2

   2

   1

   2

   2

 

Number

2.139*

10e10

  3*

10e7

 1.99*

 10e8

 3.57*

 10e6

 1.47*

 10e4

 3.32*

 10e4

 1.99*

 10e8

 2.79*

 10e5

 1.84*

 10e6

Name  

  4-J

  4-K

  4-L

  4-M

  4-N

  4-O

  4-P

  4-Q

  4-R

  IS

   2

   1

    2

   1

   0

     1

   2

   1

   2

 PAES

     1

    2

   2

   2

   3

   3

   2

   3

   3

 

Number

 1.77*

 10e6

 2.87*

 10e3

 1.64*

 10e4

 357

    3

    3

 1.64*

 10e4

   26

  141

Name  

  4-S

  4-T

  4-U

  4-V

  4-W

  4-X

  4-Y

  4-Z

 4-AA

  IS

   3

   2

    3

   2

   1

     2

   3

   2

   3

 PAES

   1

   2

   2

   2

   3

   3

   2

   3

   3

 

Number

 1.99*

 10e8

 2.79*

 10e5

 1.84*

 10e6

 3.32*

 10e4

  132

  286

 1.84*

 10e6

 2.48*

 10e3

 1.58*

 10e4