UCLA mauled Iowa and proved the Bruins can win a national title

https://misryoum.com/us/sports/ucla-mauled-iowa-and-proved-the-bruins-can/

Above a muddled Southland college basketball landscape, a heartwarming, heart-stopping story has arisen.In a winter filled with the unhappy buzz of screaming coaches and quitting players, a beautiful noise has appeared.It comes from the most dominant college basketball team...

#UCLA #mauled #Iowa #and #proved #the #Bruins #can #win #national #title #US_News_Hub #misryoum_com

Family’s battle with council over noisy heat pump reaches Environment Court

“The children are also cold when they get up each morning.” While the notice has now been cancelled…
#NewsBeep #News #Headlines #authorities #battle #council #court #environment #family #familys #heat #just #NewZealand #night #noisy #NZ #over #patrick #proved #pump #reaches #smith #stay #switch #their #they #told #wanted #warm #were #with
https://www.newsbeep.com/136463/

Lotto: Two North Island players strike it rich, Powerball rolls over

Time running out for mystery winner The mystery winner of a $200,000 Lotto prize has just weeks left…
#NewsBeep #News #Headlines #draw #elusive #have #island #it #jackpot #lotto #million #NewZealand #north #NZ #over #players #powerball #proved #punters #rich #rolls #scored #share #Shops #sold #strike #tickets #tonights #two
https://www.newsbeep.com/63880/

#Police #arrest #suspected #murderer of #Trans #woman after catching him in a #lie.

#AntonioCurrin said he was at #work at the time of #ChynaLong's #murder, but #investigators #proved his #alibi was false.

#Women #Transgender #LGBTQ #LGBTQIA #Hate #Bigotry #Violence #Transphobia #SayHerName

https://www.lgbtqnation.com/2023/10/police-arrest-suspected-murderer-of-trans-woman-after-catching-him-in-a-lie/

> In 1779, the Swiss #mathematician Leonhard #Euler posed a #puzzle that has since become famous: Six army regiments each have six officers of six different ranks. Can the 36 officers be arranged in a 6-by-6 square so that no row or column repeats a rank or regiment?

> But after searching in vain for a solution for the case of 36 officers, Euler concluded that “such an arrangement is #impossible, though we can’t give a rigorous demonstration of this.” More than a century later, the French mathematician Gaston Tarry #proved that, indeed, there was no way to arrange Euler’s 36 officers in a 6-by-6 square without repetition. In 1960, mathematicians used #computers to prove that solutions exist for any number of regiments and ranks greater than two, except, curiously, six.

> But whereas Euler thought no such 6-by-6 square exists, recently the game has changed. In a paper posted online and submitted to Physical Review Letters, a group of quantum physicists in India and Poland demonstrates that it is possible to arrange 36 officers in a way that fulfills Euler’s criteria — so long as the officers can have a #quantum #mixture of ranks and regiments.

Euler’s 243-Year-Old ‘Impossible’ Puzzle Gets a Quantum Solution
https://www.quantamagazine.org/eulers-243-year-old-impossible-puzzle-gets-a-quantum-solution-20220110/