Dying because of Covid-19 or dying with Covid-19?

arafay

Chief Minister (5k+ posts)
Enough data is now available to do some analysis on the COVID-19 fatality and cases. I think it is fair to say that all models have proven to be horribly wrong. Scientists were predicting millions of deaths but data shows otherwise. However, for last several weeks a question has been lingering in my mind. How many deaths occurred as a result of covid-19?

Antibody studies in several countries have shown that around 5-20% of population has been infected by the virus but they are immune and asymptotic. A certain percentage of people will die every day in any city or country. But since 5-20% of living population is affected it also means that 5-20% of the people dying are also infected with covid-19. However, that doesn't mean all of those 5-20% dead who tested positive for covid-19 died because of it.

For eg. a stage 4 cancer patient who has 6 months left in January, dies in May. His test comes positive for covid-19 so cause of death is listed as COVID when in fact cause of death was cancer because the doctors already gave up 6 months ago.

This raises serious questions over the number of deaths recorded under covid-19. I think many of the dead would have died even without covid but since there is a lot of hype around it right now, doctors are attributing all dead who tested positive for covid as a death resulting from Covid-19. I think we need to differentiate between
1) Deaths caused by Covid-19. Eg. Doctors/nurses and other people who did not have any preexisting conditions
2) Deaths where Covid-19 was a contributing factor but not the primary reason. Eg. People over 70, heart patients, diabetics, cancer and other prexisting conditions

Here is a graph from UK that compares the chances of death for a normal healthy person in any given year vs covid-19 patient in different age groups.
The only problem is that I just don't see any difference! Do you?



_111545795_optimised-mortality_rates-nc.png


bbc.com/news/health-51979654

The above graph shows that if you are 80-90, there is a 10% chance you will die this year. This is exactly the fatality rate of covid patients in the 80-90 age group. Same comparison can be done for any age group and results match almost to the dot! Is covid-19 the biggest scam of the century? Were we fooled by the media hype?
 
Featured Thumbs
data:image/jpeg;base64,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

Vitamin_C

Chief Minister (5k+ posts)
Same applies to nearly every other disease. The more you age the more likely you are to die of disease. That makes the graph useless.
 

Vitamin_C

Chief Minister (5k+ posts)
Also if someone is in a terminal stage 4 cancer and is expected to live until August and suddenly dies in a car crash in May. Do you rule his death as car crash or cancer?
 

Matchless

MPA (400+ posts)
It is important to note following:

''It shows in the week ending 3 April there were 16,000 deaths - 6,000 more than could be expected at this time of the year when the number of deaths normally starts to fall with winter over. ''