COVID19:DEATHS_GB   COVID-19 DEATHS UNITED KINGDOM
This is the latest picture for COVID-19 deaths in USA v UK. The virus has pricked the DJI'S bubble!

I don't see any plateaus or defined peaks. A peak is defined relative to a trough. No trough, or retracement means no defined peak. There is a whole lotta spin out there in lamestream media telling us that COVID has peaked. I can't see it.

The virus's pinprick caused a POP. From April 2020, it took off with a BANG! The FED believes it can fight a virus with free or easy cash. They don't seem to be winning (at this time only).

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Comment: See also....

Different perspective https://youtu.be/NjTdvALChwk . I do not do predictions. I do not provide advice online or offline. I do not wish to be approached by anyone seeking to recruit me to any service. I don't want anybody's money! That's final.

Comments

“We want to prevent a second wave” but govt allowing people to return to work and easing restrictions. What a joke.
+2 Reply
@Heidenhain, Indeed. It's a very bad joke that is likely to cause loads more to die or suffer consequence of COVID infection.

I think that all the talk about re-opening, partial re-opening or phased re-opening - is driven by panic that the whole global and country-specific financial systems are at risk of total collapse.

The reckless exuberance of the previous 11 years - and failure to learn history's lessons, has left he world unprepared for this black swan event. There is now a horrible double-bind (a conundrum) where doing nothing, becomes equivalent to doing something. Doomsday either way.

So some argue that doing something is better than doing nothing, therefore re-open. The word open and re-open in themselves lead to binary choices. They need another way but that's not likely to come from a true creative process when panic-stricken.
Reply
Slippery09 Captain_Walker
@Captain_Walker,
"ok everybody should go back to work and school"
"why, is Covid gone?"
no
"But the threat has gone?"
no
"so what changed?"
Move along now...back to work...

*ps, I'm sure I could mark this up as Wyckoffian accumulation! ;-)
Reply
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