Steve Kirsch has written an article where he looks at the likelihood of vaccines causing SIDS and Autism.
He speaks of a police officer who was assigned to look at SIDS cases - this police officer looked at around 300 cases of SIDS:
One of them knew a police officer who was assigned to investigate SIDS deaths. That officer is now retired. The officer did 3 to 4 cases a month, so around 300 cases total in the past 7 years. In 75% of the cases, SIDS happened within 48 hours after a vaccine shot. I will be doing a zoom call with that investigator later. That statistic is impossible if the vaccines aren’t causing SIDS. Nobody can postulate a confounder on that one. This isn’t a cherry picked data point; it’s the only data point from a police officer I’m aware of.
About a week later, Steve Kirsch published the testimony of the police officer who investigated SIDS on rumble.
In the interview the police officer claims that SIDS occurs 1 week after vaccination in 50% of the cases.
In his article Steve also cites a Japanese journal article that has a less impressive result, however in their data, SIDS occurred within 4 weeks of vaccination in 33% of cases where the vaccination status of the child is known: this is still quite a staggering result. If the correlation with vaccination date was simply random, SIDS should only occur within 4 weeks of vaccination in 7.7% of cases.
This will be added to my original article on this subject.
The statistics.
Steve asked statistician Norman Fenton what the chances are of 75% of these deaths (or more) happening within 48 hours after the shot?
The calculation is trivial to get the chance of seeing 225 deaths or more:
>>> poisson.sf(225-1,10)
3.7718601504237225e-213
That’s an absolutely infinitesimal chance: there is supposedly around 1080 atoms in the observable universe. The chances of choosing one particular atom by chance is way higher than 3.77e-213, which is a chance of 0.0000~[212 zeroes in all]~377186 etc.
And there is this dreadful story of triplets all three of whom were struck with Autism within hours taking the routine pneumococcal vaccine booster.
https://twitter.com/ChildrensHD/status/1653456570414448673
It is a particularly horrifying story.
Steve Kirsch also asked Norman Fenton to calculate the odds of these triplets getting Autism by chance all at the same time after the vaccination:
Say kids only get autism between ages 1 and 4 to be conservative, so an exposure window of 3 years = 1095 days. The current rate of autism is 1 in every 35 kids per the CDC, but the McDowell triplets were vaccinated on June 25, 2007 [when the rate of autism was 1 in 110]
So around 1 in 100 kids would get autism in the 1095 day exposure period back in 2007.
So what’s the expected number of cases of autism in a single day per child? Pretty darn low: 1e-5. So if you have 3 kids, you’d expect to get 3e-5 autism cases in any 24 hour period, on average in 2007.
To see 3 (or more) events in a 24 hour window when you expected to see 3e-5 events is:
>>> poisson.sf(2,3e-5)
4.499898751214992e-15
To put this into perspective: the odds of this happening by chance is far less likely than dying in a shark attack, which is 2.66 x 10-7 and much less likely than winning lotto in Australia which is 1.59 x 10-8.
More studies need to be done on this topic; nonetheless despite the relatively small sample sizes of both studies, the evidence is very clear at this stage that this is really happening.
Osawa, Motoki MD, PhD; Nagao, Ryoko MD, PhD; Kakimoto, Yu MD, PhD; Kakiuchi, Yasuhiro MD, PhD; Satoh, Fumiko MD, PhD. Sudden Infant Death After Vaccination: Survey of Forensic Autopsy Files. The American Journal of Forensic Medicine and Pathology 40(3):p 232-237, September 2019. | DOI: 10.1097/PAF.0000000000000494 https://journals.lww.com/amjforensicmedicine/toc/2019/09000
Steve is the man!