An obscure statistical formula used by forensic accounting and election professionals called Benford's Law has surfaced. According to people who have applied it to the election results, there appears to be manipulation.
So I applied to Canada's Covid cases. Here's the distribution I found:
What I found: 1 (30%); 2 (10%); 3 (20%); 4 (10%); 5 (0); 6(10%); 7 (0); 8 (10%); (10%). If you were to graph this it would break Benford's Law thus suggesting manipulation. If you were to graph it, it would not form a smooth slope experts look for. It would reveal broken patterns.
Gee, tickle me shocked and surprised.
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