After the vaccines were rolled out I posted about Pfizer's clinical trial data a handful of times, including
here.
PDF at the FDA.gov site:
https://www.fda.gov/media/151733/download
According to
CH7 Israel National News, data submitted to the FDA from Pfizer's own clinical vaccine trial shows the following:
• 22,000 cohorts were given two doses of the Pfizer vaccine.
• 22,000 cohorts were given a placebo.
There were 3 COVID deaths among the study cohorts.
• 1 in the vaccinated group.
• 2 in the placebo group.
So twice as many COVID deaths among the placebo group.
Imo, based on that, the FDA committee voted to approve the Pfizer vaccine.
But that doesn't give you the big picture.
Buried on page 23 on the FDA's report of Pfizer's clinical vaccine trial data (link
here) you can find the following:
Quote:
Quote:
From Dose 1 through the March 13, 2021 data cutoff date, there were a total of 38 deaths, 21 in the COMIRNATY group and 17 in the placebo group. None of the deaths were considered related to vaccination.
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• 21 all causes deaths among the vaccinated group.
• 17 all causes deaths among the placebo group.
So 23.5% higher all causes deaths among the vaccinated group. And the FDA claims the excess deaths in the vaccine group aren't related to vaccination.
I never bought that last part for a second.
The original table of all causes deaths submitted to the FDA by Pfizer (see the clickable thumbnail below) which I took a screenshot of but can no longer seem to find on the PDF at the FDA.gov site shows the following breakout of cardiac deaths:
• 4 cardiac arrests in the vaccinated group.
• 1 cardiac failure congestive in the vaccinated group.
• 1 cardio-respiratory arrest in the vaccinated group.
• 1 chronic obstructive pulmonary disease in the vaccinated group.
• 1 cardiac arrest in the placebo group.
• 0 cardiac failure congestive in the placebo group.
• 1 cardio-respiratory arrest in the placebo group.
• 0 chronic obstructive pulmonary disease in the placebo group.
So 7 cardiac deaths in the vaccinated group and 2 cardiac deaths in the placebo group.
Or 3.5 times the number of cardiac deaths in the vaccinated group vs. the placebo group.
At the time, the only lens most people had when it came to evaluating the data was:
Quote:
The Vaccines are Safe and Effective
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And the only alternate lens for evaluating the data was Pfizer's clinical trial data (above.)
And "they" (CDC, FDA, NIAID/NIH, The White House, Big Pharma, Social Media, and Mainstream Media) certainly didn't want anyone looking through ANY alternate lens.
Thus... Censorship.
Funny thing though... Over time, people began noticing the obvious.
When the Donut Charts published by BCCDC (British Columbia Centres for Disease Control) started showing 75% of all Covid Deaths among the fully vaccinated:
BCCDC stopped publishing the data. They"retired" their Donut Charts.
And when pressed by a local TV News Station in Vancouver why the Donut Charts had been "retired" they sent an email to the station basically saying (and I'm paraphrasing) "The data had become hard for the public to interpret."
When data in the monthly reports that Public Health England had been publishing for almost two years began showing the same thing:
Public Health England stopped publishing the data.
Even though the CDC and Mainstream Media kept saying "The Vaccines are Safe and Effective"...
The entire time this was going on, study after published study kept showing the opposite of Safe and Effective.
For anyone doing their own research it was hard not to see what was really happening.
Imo, the greater the number of alternate lenses showing data behaving in a certain way:
The greater the likelihood observations made by looking through those lenses will turn out to be true.
Which brings me to my point:
• Insurance data researcher Josh Stirling (from the Twitter videos above) points out the latest available data from the UK shows 26% higher excess mortality among the vaccinated than the unvaccinated.
• Pfizer's Clinical Trial Data from way back when showed 23.5% higher all causes deaths among the vaccinated than the placebo group (unvaccinated.)
What are the odds of both sets of numbers, from two different data sets, so close to each other, being the result of coincidence?
-jp
.