NOTE:This post was inspired bygiven by Steve Kirsch. Althougha “lecture” at MITandProf. Fentonhave unanswered questions about the data set.Igor Chudov

The M.O.A.R. (mother of all revelations) video on Rumble is a reporting of deaths after COVID shots in New Zealand. Here is a screenshot:

In this screenshot, batches were tracked and the deaths after COVID shots were high.

Because these alarming death percentages indicate a mass casualty event from taking COVID shots, here is an analysis of the range of death percentages which are consistent with the data to 99% confidence:

**[click to enlarge]**

In cell F5, showing batch #1 given out, the lowest plausible post-jab death rate (99% lower bound) which is consistent with New Zealand death records is 17.2%.

### Perspective: Comparison to a “worst-case” expectation

For perspective, cell P22 at bottom right shows the hypothetical expectation of yearly death had it been the case that 100% of New Zealand jab recipients were from age 80 to 84 — an assumption that is so generous that it can be referred to as a “worst-case.”

In other words, the “highest-ever” death rate that you would expect to occur in a mixed population is 6% (the death rate of the highest “narrow age-band”). Yet certain batches in New Zealand led to a death rate almost triple that “highest-ever” expected rate.

The middle-left table shows different sites which administered COVID shots and there is a 99% lower bound which is also over 17% death. Cell B25 at bottom left refers to Queens Park Medical - Outreach located way down in Invercargill at the south end of New Zealand.

The death rate after COVID shots there was over 4 times the highest-ever death rate that you would expect.

The Poisson probability for 253 deaths in the 837 jab recipients, given the overly-generous assumption that all of the 837 recipients were from age 80 to 84 (expectation = 6% = 50 deaths), would be 8.0 * 10^-55. Here is the probability in long form:

0.00000 00000 00000 00000 00000 00000 00000 00000 00000 00000 00008

**Time Window**

Though the expected death rate is from the USA and for exactly one year, it was not clear from the Rumble video how long the follow-up of jab recipients was when their rate was computed.

Even still, you cannot “normally” find a death tally which is quadruple the expected yearly death inside of the time-window — even if you extend it up to the present day, as the absolute maximum length of the time-window for these New Zealand deaths is still less than 3 years long; and more-likely less than 2 years long (and may be even less than 1 year long).

# Reference

**[highest “narrow age-band” death rate]** — CDC. 2009 National Vital Statistics Report. Tables 3 and V. **https://www.cdc.gov/nchs/data/nvsr/nvsr60/nvsr60_03.pdf**

**[M.O.A.R. video]** — Rumble. **https://rumble.com/v3ynskd-operation-m.o.a.r-mother-of-all-revelations.html**