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National News
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Title: 68,000% Increase in Strokes
Source: [None]
URL Source: https://vaccineimpact.com/2022/6800 ... uries-after-covid-19-vaccines/
Published: Feb 21, 2022
Author: Tyler Durden
Post Date: 2022-02-21 13:16:18 by Horse
Keywords: None
Views: 292
Comments: 14

as FDA and NIH Secretly Study Reports of Neurological Injuries After COVID-19 Vaccines

The Epoch Times published an explosive report today stating that they have received emails that allegedly show that the U.S. Food and Drug Administration (FDA) and National Institutes of Health (NIH) have been quietly studying neurological problems that have appeared in people after they took a COVID-19 vaccine.

Two U.S. agencies have been quietly studying neurological problems that have appeared in people who have had COVID-19 vaccines, The Epoch Times has found.

The Food and Drug Administration (FDA) and National Institutes of Health (NIH) have been conducting separate research projects into post-vaccination neurological issues, which have manifested with symptoms like facial paralysis and brain fog and have been linked in some cases with the vaccines, according to emails reviewed by The Epoch Times.


Poster Comment:

DMED (Defense Medical Epidemiology Database) reported a 1,000% increase in neurological problems but that was in a younger healthier group that had been screened for high blood pressure and diabetes.

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Begin Trace Mode for Comment # 6.

#5. To: Horse (#0)

68,000%

Meaning 680 times the norm, right?

NeoconsNailed  posted on  2022-02-21   14:48:34 ET  Reply   Untrace   Trace   Private Reply  


#6. To: NeoconsNailed (#5)

May I?

A 68,000% increase would correspond to a factor 681 times the norm in this case.

% increase = [(New Value / Old Value) - 1] * 100

The minus 1 follows from the fact that we're calculating the percentage increase.

So if the price of an item triples -- i.e. it increases by a factor of 3, say from 1$ to $3 -- the price increased by 200%. In this case, by 200% of $1, which is $2.

That said, as the New Value / Old Value term grows really large, the minus 1 term becomes less significant.

On a related note, it's correct -- and useful in many situations -- to say that $3 is 300% of $1. But here we're not talking about a percentage increase; we're talking about a simple ratio expressed in percentage.

StraitGate  posted on  2022-02-21   16:38:53 ET  Reply   Untrace   Trace   Private Reply  


Replies to Comment # 6.

#8. To: StraitGate (#6) (Edited)

Nailed it as usual. I'll claim rightness too since I didn't specify 'increase' ;)

NeoconsNailed  posted on  2022-02-21 18:26:32 ET  Reply   Untrace   Trace   Private Reply  


End Trace Mode for Comment # 6.

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