Sunday, February 15, 2026

Helter Skelter , ...............................................................

        
 
 
 
Astronomers Have Mapped The Gas Swirls of a Wildly Fluctuating Black Hole :  ScienceAlert 
 
data:image/jpeg;base64,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

 
 
=== 

No comments:

FOOD FOR THOUGHT ---- That is why this is a silly war. No one gains anything.

Their hope is that the war would impoverish Russia, expose its military capacity. Then NATO would be the strongest military force in Europe ...