Tootfinder

General Staff: Russia has lost 528,620 troops in Ukraine since Feb. 24, 2022: https://benborges.xyz/2024/06/18/general-staff-russia.html

The Republican base
—the real Republican base
—isn’t found at the local bowling alley.
They’re in Trump's mansion in Palm Beach, or hanging out with Elon Musk, as they plot how to defeat democracy.
Wealthy candidates connect with this base just fine.
As NOTUS reports,
Republicans don’t want to deal with democracy.
Not even in their primaries.
Frustrated by the losing candidates elected by Republican voters in 2022,
This time the party e…

Who will win the 2024 election: Billionaires or everyone else?
Republicans seem to have just one qualification for Congressional candidates: immense personal wealth. The ideal Republican candidate is one who can cut themself a big, fat check to self-fund a ...

Australian Nurse Practitioner (A.N.P)
Great Australian Pods Podcast Directory: #GreatAusPods

Australian Nurse Practitioner | Great Australian Pods Podcast Directory
Podcast: Australian Nurse Practitioner (A.N.P) Host: Alex Category: Health & Fitness Sub-Category: Careers, Medicine First Episode: 2022 Welcome to The Australian Nurse Practitioner Podcast…

Die #Goldalge kann Fische töten, wenn sie Gifte bildet. Hohe Konzentrationen von 80k Einzellern/Liter wurden gemessen, ähnlich wie 2022. Es fehlen jedoch Daten zur aktuellen Giftproduktion der Alge. Fakt: Ohne salzige Abwässer hätte die Alge keine Chance.
#Brackwasseralge Prymnesium parvum (Goldalge). Diese Alge kommt normalerweise nur an Küsten vor und wird durch salzhaltige Abwässer aus polnischen Kohlebergwerken begünstigt.
#Goldalgenblüte und tote Fische entdeckt. Bergwerke leiten immer noch unkontrolliert ihre salzigen Abwässer in die Oder.
Wiederholt sich das Fischsterben von 2022 an der Oder? Sehr wahrscheinlich. Hört auf die Wissenschaft und ignoriert nicht die Fakten!
https://www.nabu.de/news/2024/06/fischsterben-oder.html

ok, I've gotten end credits in Sam Barlow's Immortality (2022), and I'm still not sure what's going on. I think I have most of the story of the three films, but there are still large gaps. I know why one film wasn't released, but I'm not sure about the other two. And the *redacted* is still weird and fascinating.
I might have found *redacted* too early? the whole game strikes me as an enormous amount of intricate moviemaking to set up *redacted*, and I don't…

Modern “progress”

A Orange nie będzie rozdawało GB co chwila, jak robili podczas Mundialu 2022? #Euro2024

Trump previously stated that he would withhold defense assistance to Ukraine if he won the 2024 U.S. presidential election.
Trump has also claimed Russia would not have launched its full-scale invasion of Ukraine in 2022 had he won a second term in office.
https://…

Trump threatens to cut off aid to Ukraine 'prior to taking the White House as president-elect
Former U.S. President and presumptive Republican nominee Donald Trump voiced strong criticism of American aid to Ukraine at a campaign rally in Detroit on June 15.

This https://arxiv.org/abs/2310.14267 has been replaced.
initial toot: https://mastoxiv.page/@arXiv_mat…

When Leibniz algebras are Nijenhuis?
Leibniz algebras can be seen as a ``non-commutative" analogue of Lie algebras. Nijenhuis operators on Leibniz algebras introduced by Cariñena, Grabowski, and Marmo in [J. Phys. A: Math. Gen. 37(2004)] are (1, 1)-tensors with vanishing Nijenhuis torsion. Recently triangular Leibniz bialgebras were introduced by Tang and Sheng in [J. Noncommut. Geom. 16(2022)] via the twisting theory of twilled Leibniz algebras. In this paper we find that Leibniz algebras are very closely related to Nijenhuis op…

This https://arxiv.org/abs/2310.14267 has been replaced.
initial toot: https://mastoxiv.page/@arXiv_mat…

When Leibniz algebras are Nijenhuis?
Leibniz algebras can be seen as a ``non-commutative" analogue of Lie algebras. Nijenhuis operators on Leibniz algebras introduced by Cariñena, Grabowski, and Marmo in [J. Phys. A: Math. Gen. 37(2004)] are (1, 1)-tensors with vanishing Nijenhuis torsion. Recently triangular Leibniz bialgebras were introduced by Tang and Sheng in [J. Noncommut. Geom. 16(2022)] via the twisting theory of twilled Leibniz algebras. In this paper we find that Leibniz algebras are very closely related to Nijenhuis op…

#Sonnenuntergang am 16.06.2022, also morgen vor zwei Jahren in Kempfeld unterhalb der #Wildenburg, #Hunsrück #Hochwald

Das Schweizer Parlament ignoriert das Klimaurteil des Europäischen Gerichtshofs #EGMR. Ältere Frauen sind besonders anfällig für Hitzewellen, die durch den Klimawandel häufiger werden. Ein gefährlicher Präzedenzfall. #KlimaSeniorinnen #Menschenrechte
#Schweiz im Sommer 2022 sind auf den Klimawandel zurückzuführen. Ältere Frauen sind am stärksten betroffen. Die Missachtung des Urteils verrät die #KlimaSeniorinnen und demokratische Grundwerte.