Constants and Variables 159, positive exception edition
An important piece of info in one of Berenson's items. A correspondent notes that Wisconsin and Minnesota have pretty much the same "virus" patterns despite different lockdown patterns.
This isn't news. This is constant. Everyone who understands immunity and viruses has known from the fucking start that lockdowns and muzzles don't affect the actual deaths, because the actual deaths are in nursing homes among people who are already dying. These people are not in public life. They aren't in subways and buses and stores. No matter how hard you sneeze, with or without a muzzle, your viruses aren't going to float into a nursing home. Even if they did, they wouldn't add more "dying-ness" to a person who was already on the short list.
We have destroyed the entire world in a futile and fraudulent fake "attempt" to change the brand preferences of people who are already dying. Even if we do change their brand preference, they were going to die anyway. We're killing millions of innocent people and ruining billions of lives for absolutely no purpose at all except satisfying the demonic desires of psychopaths.
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Here's what IS news, because it hasn't been mentioned by either side in the national discussions:
It appears Wisconsin is doing better than Minnesota without being locked down since mid-May when the Wisconsin Supreme Court ruled that the governor could not extend lockdown restrictions without legislative approval.
Several state courts have made such rulings. I assumed falsely that ALL governors were ignoring court rulings, because I knew that the Wash and Illinois and NY and Calif govs were ignoring court rulings. The fact that the Wisconsin gov is OBEYING the court is genuine information, and a refreshingly positive EXCEPTION to the rule that all governors are demons.
I apologize to the governor of Wisconsin, who may have demonic intentions but is OBEYING THE LAW and RESPONDING TO NEGATIVE FEEDBACK. Intentions don't matter. Actions matter.
Labels: Constants and Variables