All this Sandy Hook conspiracy nonsense. Are you aware of how incredible the mother's of Sandy Hook children were? Let me tell you how incredible they all were.
Did you know the Sandy Hook mothers’ average age giving birth was 36 years old? That in itself is incredible and is extremely significant. It provides an important proof of how FANTASTIC the Sandy Hook tragedy actually was.
Let’s examine this. Hopefully even the math challenged readers can follow this. First, let’s get some statistics on the average age of US mothers giving birth. This is very important to the Sandy Hook tale. According to the CDC, the average age for US mothers giving birth is age 27.
According to the CDC, the percentage of US mothers giving their first birth at age 35 or older for 2006 is ~8%. That equates to about 1 in every 12.
Pew Research Center reports that American mothers’ age 35 or older for any birth is 14%. Therefore, let’s estimate the percentage of 1st grade students’ mothers ages being 36 or older at 11% or about 1 in every 9. Age 36 is nine years above CDC average of age 27 for mothers with any number of children giving birth in 2006.
Applying this 11% (1 out of 9) number to the average US classroom of 27 1st grade students, would provide the ratio: 1/9 = X/27, where X = 3. This means 24 moms (27 – 3) would be younger than 36, and only 3 would be 36 or older.
To calculate the odds that the average age of Sandy Hook mothers at birth was 36, we multiply 1/9 to itself 20 times, that is, (1/9)²⁰. This is the same method for the odds of flipping a coin: multiply 1/2 times the number of flips to have the odds of all heads or all tails [the odds of two straight heads is (1/2)², or 1/4, or 1 in 4]. Twenty straight heads or tails is 1 in 1,048,576 by placing 2 in the number to calculate, then looking at power of 20, or (2)²⁰.
It turns out the odds that Sandy Hook mothers averaged an age of 36 is therefore about 12,157,665,459,056,929,000 to 1 (verify yourself by placing 9 in the calculator, then looking at the power of 20).
I had to look up how to say this number: 12 Quintillion, 157 Quadrillion, 665 Trillion, 459 Billion, 56 Million, 929 Thousand.
Or:
Twelve Quintillion,
One Hundred Fifty-seven Quadrillion,
Six Hundred Sixty-seven Trillion,
Four Hundred Fifty-nine Billion,
Fifty-six Million,
Nine Hundred Twenty-nine Thousand to one.
How often would odds of 12,157,665,459,056,929,000 to 1 actually happen?
Are we that stupid to believe Sandy Hook with odds like this? What does it say about the mothers? Crisis actors?
All this Sandy Hook conspiracy nonsense. Are you aware of how incredible the mother's of Sandy Hook children were? Let me tell you how incredible they all were.
Did you know the Sandy Hook mothers’ average age giving birth was 36 years old? That in itself is incredible and is extremely significant. It provides an important proof of how FANTASTIC the Sandy Hook tragedy actually was.
Let’s examine this. Hopefully even the math challenged readers can follow this. First, let’s get some statistics on the average age of US mothers giving birth. This is very important to the Sandy Hook tale. According to the CDC, the average age for US mothers giving birth is age 27.
According to the CDC, the percentage of US mothers giving their first birth at age 35 or older for 2006 is ~8%. That equates to about 1 in every 12.
Pew Research Center reports that American mothers’ age 35 or older for any birth is 14%. Therefore, let’s estimate the percentage of 1st grade students’ mothers ages being 36 or older at 11% or about 1 in every 9. Age 36 is nine years above CDC average of age 27 for mothers with any number of children giving birth in 2006.
Applying this 11% (1 out of 9) number to the average US classroom of 27 1st grade students, would provide the ratio: 1/9 = X/27, where X = 3. This means 24 moms (27 – 3) would be younger than 36, and only 3 would be 36 or older.
To calculate the odds that the average age of Sandy Hook mothers at birth was 36, we multiply 1/9 to itself 20 times, that is, (1/9)²⁰. This is the same method for the odds of flipping a coin: multiply 1/2 times the number of flips to have the odds of all heads or all tails [the odds of two straight heads is (1/2)², or 1/4, or 1 in 4]. Twenty straight heads or tails is 1 in 1,048,576 by placing 2 in the number to calculate, then looking at power of 20, or (2)²⁰.
It turns out the odds that Sandy Hook mothers averaged an age of 36 is therefore about 12,157,665,459,056,929,000 to 1 (verify yourself by placing 9 in the calculator, then looking at the power of 20).
I had to look up how to say this number: 12 Quintillion, 157 Quadrillion, 665 Trillion, 459 Billion, 56 Million, 929 Thousand.
Or:
Twelve Quintillion,
One Hundred Fifty-seven Quadrillion,
Six Hundred Sixty-seven Trillion,
Four Hundred Fifty-nine Billion,
Fifty-six Million,
Nine Hundred Twenty-nine Thousand to one.
How often would odds of 12,157,665,459,056,929,000 to 1 actually happen?
Are we that stupid to believe Sandy Hook with odds like this?
All this Sandy Hook conspiracy nonsense. Are you aware of how incredible the mother's of Sandy Hook children were? Let me tell you how incredible they all were.
Did you know the Sandy Hook mothers’ average age giving birth was 36 years old? That in itself is incredible and is extremely significant. It provides an important proof of how FANTASTIC the Sandy Hook tragedy actually was.
Let’s examine this. Hopefully even the math challenged readers can follow this. First, let’s get some statistics on the average age of US mothers giving birth. This is very important to the Sandy Hook tale. According to the CDC, the average age for US mothers giving birth is age 27.
According to the CDC, the percentage of US mothers giving their first birth at age 35 or older for 2006 is ~8%. That equates to about 1 in every 12.
Pew Research Center reports that American mothers’ age 35 or older for any birth is 14%. Therefore, let’s estimate the percentage of 1st grade students’ mothers ages being 36 or older at 11% or about 1 in every 9. Age 36 is nine years above CDC average of age 27 for mothers with any number of children giving birth in 2006.
Applying this 11% (1 out of 9) number to the average US classroom of 27 1st grade students, would provide the ratio: 1/9 = X/27, where X = 3. This means 24 moms (27 – 3) would be younger than 36, and only 3 would be 36 or older.
To calculate the odds that the average age of Sandy Hook mothers at birth was 36, we multiply 1/9 to itself 20 times, that is, (1/9)²⁰. This is the same method for the odds of flipping a coin: multiply 1/2 times the number of flips to have the odds of all heads or all tails (the odds of two straight heads is (1/2)², or 1/4, or 1 in 4. Twenty straight heads or tails is 1 in 1,048,576 by placing 2 in the number to calculate, then looking at power of 20, or (2)²⁰.
It turns out the odds that Sandy Hook mothers averaged an age of 36 is therefore about 12,157,665,459,056,929,000 to 1 (verify yourself by placing 9 in the calculator, then looking at the power of 20).
I had to look up how to say this number: 12 Quintillion, 157 Quadrillion, 665 Trillion, 459 Billion, 56 Million, 929 Thousand.
Or:
Twelve Quintillion,
One Hundred Fifty-seven Quadrillion,
Six Hundred Sixty-seven Trillion,
Four Hundred Fifty-nine Billion,
Fifty-six Million,
Nine Hundred Twenty-nine Thousand to one.
How often would odds of 12,157,665,459,056,929,000 to 1 actually happen?
Are we that stupid to believe Sandy Hook with odds like this?