5. Calculation of population - Adam to Noah - year 0 to 1656 FC
Background:God's instruction:
Genesis: 9:7 "As for you, be fruitful and multiply; Populate the earth abundantly and multiply in it."
Meaning: God gave mankind a strong and healthy sex drive, good health and terrific genes'. With clear
instructions to multiply and a promise of a long life, many children was born to "all" woman.
Notice the instruction was to populate the earth - meaning the whole earth - not only Iraq, Israel or
the Middle East. There is a lot of space in "the earth" - and work for all, since machines was few.
1) In our time a woman's age is almost 90years - her reproductive period is over at 45(+/-). That is until
she has lived 50% of her expected life - and she will spend 50% of her life as "retired" or unfruitful.
6. 2) In "the old days", Abraham and Sara's generation lived as long as 130 years of age (+/-). A woman's
reproductive age was just like now, 50% of her expected life or until she was 65 years old (+/-). That's why
Sarah laughed in disbelief when she was promised she would have a child at 90+.
3) In "really, really old days" - before the flood, the average lifespan was 820 years.
God made that possible. Why? Well, we read it in Genesis 9:7 - to "speed up" the populating of earth.
It is very logical and likely that woman of that day also spent 50% of their life ( until 400 years of age)
giving birth to babies. A child birth every second year would "make sense" - that would give every
mother as many as 150+ children. After all, birth control was not a priority.
But let's settle for 15 to 30 children each. That will still give an population explosion in the billions…
7. Scenario: 1
Premise: Number of generations: 10 - average generation 165 years (undisputed fact)
Average age: 820 years (undisputed fact)
Child bearing: 15 to 273 years of age (33% of life span)
Surviving children: 16 surviving children (8 girls - 8 boys) ( surviving birth every 16years)
No. of child No. of non-producing Total no.
Year Generations bearing couples old people of people
165 1 1 0 2
330 2 8 0 16
495 3 64 16 144
660 4 512 128 1,152
825 5 4,096 1,024 9,216
990 6 32,768 8,192 73,728
1155 7 262,144 65,536 589,824
1320 8 2,097,152 524,272 4,718,576
1485 9 16,777,216 4,194,176 37,748,608
1650 10 134,217,728 33,553,408 301,988,864
8. Scenario: 2
Premise: Number of generations: 10 - average generation 165 years (undisputed fact)
Average age: 820 years (undisputed fact)
Child bearing: 15 to 273 years of age (33% of life span)
Surviving children: 20 surviving children (10 girls - 10 boys) ( surviving birth every 13 years)
No. of child No. of non-prod Total no.
Year Generations bearing couples old people of people
165 1 1 0 2
330 2 10 0 20
495 3 100 20 220
660 4 1,000 200 2,200
825 5 10,000 2,000 22,000
990 6 100,000 20,000 220,000
1155 7 1,000,000 200,000 2,200,000
1320 8 10,000,000 1,999,980 21,999,980
1485 9 100,000,000 19,999,800 219,999,800
1650 10 1,000,000,000 199,998,000 2,199,998,000
9. Scenario: 3
Premise: Number of generations: 10 - average generation 165 years (undisputed fact)
Average age: 820 years (undisputed fact)
Child bearing: 15 to 273 years of age (33% of life span)
Surviving children: 24 surviving children (12 girls - 12 boys) ( surviving birth every 11 years)
No. of child No. of non-prod Total no.
Year Generations bearing couples old people of people
165 1 1 0 2
330 2 12 0 24
495 3 144 24 312
660 4 1,728 288 3,744
825 5 20,736 3,456 44,928
990 6 248,832 41,472 539,136
1155 7 2,985,984 497,664 6,469,632
1320 8 35,831,808 5,971,944 77,635,560
1485 9 429,981,696 71,663,328 931,626,720
1650 10 5,159,780,352 859,959,936 11,179,520,640
10. Scenario: 4
Premise: Number of generations: 10 - average generation 165 years (undisputed fact)
Average age: 820 years (undisputed fact)
Child bearing: 15 to 273 years of age (33% of life span)
Surviving children: 28 surviving children (14 girls - 14 boys) ( surviving birth every 9 years)
No. of child No. of non-producing Total no.
Year Generations bearing couples old people of people
165 1 1 0 2
330 2 14 0 28
495 3 196 28 420
660 4 2,744 392 5,880
825 5 38,416 5,488 82,320
990 6 537,824 76,832 1,152,480
1155 7 7,529,536 1,075,648 16,134,720
1320 8 105,413,504 15,059,044 225,886,052
1485 9 1,475,789,056 210,826,616 3,162,404,728
1650 10 20,661,046,784 2,951,572,624 44,273,666,192
11. Conclusion: Our 4 scenarios with every woman giving birth to between 16 and 28 children over 1/3 of
her lifespan, will give an average population of 14.5billion people before the flood.
By using only 3 scenarios with every woman only giving birth to 16 to 24 children,
the average population will be reduced to 4.6billion.
A population of 7 to 10 billion is therefor very likely.