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Possible Answers:
ENDS.
Last seen on: –The Atlantic Saturday, 28 October 2023 Crossword Answers
USA Today Crossword – Dec 24 2022
Random information on the term “Split ___”:
Split (/ˈsplɪt/; Croatian pronunciation: [splît] (listen); historically known as Spalato (from Venetian and Italian: pronounced [ˈspalato]); see other names) is the second-largest city of Croatia, the largest city in Dalmatia and the largest city on the Croatian coast. It lies on the eastern shore of the Adriatic Sea and is spread over a central peninsula and its surroundings. An intraregional transport hub and popular tourist destination, the city is linked to the Adriatic islands and the Apennine Peninsula.
The city was founded as the Greek colony of Aspálathos (Greek: Aσπάλαθος) in the 3rd or 2nd century BC on the coast of the Illyrian Dalmatae, and in 305 AD, it became the site of the Palace of the Roman emperor Diocletian. It became a prominent settlement around 650 when it succeeded the ancient capital of the Roman province of Dalmatia, Salona. After the sack of Salona by the Avars and Slavs, the fortified Palace of Diocletian was settled by Roman refugees. Split became a Byzantine city. Later it drifted into the sphere of the Republic of Venice and the Kingdom of Croatia, with the Byzantines retaining nominal suzerainty. For much of the High and Late Middle Ages, Split enjoyed autonomy as a free city of the Dalmatian city-states, caught in the middle of a struggle between Venice and Croatia for control over the Dalmatian cities.
Random information on the term “ENDS”:
In category theory, an end of a functor S : C o p × C → X {\displaystyle S:\mathbf {C} ^{\mathrm {op} }\times \mathbf {C} \to \mathbf {X} } is a universal extranatural transformation from an object e of X to S.
More explicitly, this is a pair ( e , ω ) {\displaystyle (e,\omega )} , where e is an object of X and ω : e → ¨ S {\displaystyle \omega :e{\ddot {\to }}S} is an extranatural transformation such that for every extranatural transformation β : x → ¨ S {\displaystyle \beta :x{\ddot {\to }}S} there exists a unique morphism h : x → e {\displaystyle h:x\to e} of X with β a = ω a ∘ h {\displaystyle \beta _{a}=\omega _{a}\circ h} for every object a of C.