Deine erfolgreiche Karriere steht in den Startlöchern. Doch welcher Verein wird es sein? © Bjarne, Ole 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 Du bist ein junger aufstrebender Spieler, außerdem bist du vereinslos und viele Mannschaften der Superliga haben Interesse an dir Du willst zunächst die Namen aller Teams wissen, die Interesse an dir zeigen. SELECT name FROM teams WHERE interesse = 1 Du wolltest schon immer in der Champions-League spielen. Nenne die Namen aller Teams, mit Interesse, und die Anzahl ihrer Champions-League Titel, von den Teams die mindestens einen Champions-League Titel haben. Sortiere nach der größten Anzahl der Titel SELECT teams.name , titel.champions_league FROM teams , titel WHERE teams.interesse = 1 AND titel.champions_league >= 1 AND titel.team_id = teams.team_id ORDER BY titel.champions_league DESC Du liebst die Stimmung im Stadion. Du möchtest wissen, die Namen aller Teams und deren Stadien die spielen, sortiert nach der höchsten Tordifferenz der aktuellen Spiele. SELECT teams.stadion, (spiele.heimtore - spiele.gasttore) AS tordifferenz FROM spiele , teams WHERE spiele.heimtore > spiele.gasttore AND teams.team_id = spiele.heimteam ORDER BY tordifferenz DESC; Du konzentrierst dich wieder auf deine Vereinssuche. Nun suchst du die Namen der Teams mit Interesse und die Punkte der Teams in der Superliga (Sieg=3Pkt. , Unentschieden=1Pkt. , Niederlage=0Pkt. ), sortiere nach den meisten Punkten und präsentiere die besten 5. SELECT teams.name , (superliga.siege * 3 + superliga.unentschieden) AS punkte FROM teams , superliga WHERE teams.interesse = 1 AND teams.team_id = superliga.team_id ORDER BY punkte DESC LIMIT 5 Du bist Stürmer und suchst nach Mannschaften mit schwachem Angriff (wenigste Tore), vielen Punkten und Interesse. Nenne die Namen der Mannschaften. SELECT teams.name, (superliga.siege * 3 + superliga.unentschieden) AS punkte FROM teams JOIN superliga ON teams.team_id = superliga.team_id WHERE teams.interesse = 1 ORDER BY superliga.tore DESC, punkte DESC; Eigentlich ist dir dein Gehalt nicht so wichtig, spielt aber immer noch eine Rolle. Außerdem möchtest du auch oft die Liga gewinnen. Nenne die Namen der Teams mit höchstem Gehalt, den meisten Ligatiteln und maximalem Platz in der Liga. SELECT teams.name FROM teams , titel , superliga WHERE teams.team_id = superliga.team_id AND teams.team_id = titel.team_id ORDER BY teams.gehalt DESC, titel.ligatitel DESC, superliga.platz LIMIT 1 Das Spiel von Hansa ist zu Ende. Aktualisiere die Tabelle Superliga. Hansa spielte 1:1 gegen den Tabellen ersten. UPDATE superliga SET unentschieden = 3, tore = 6 WHERE team_id = 6; UPDATE superliga SET unentschieden = 4, tore = 23 WHERE team_id = 1 select * from superliga Als nächstes in deiner Suche nach der perfekten Mannschafft suchst du die Namen aller Vereine, deren Summe aller Titel größer ist als ihre Punkte in der Liga. SELECT teams.name FROM teams , titel , superliga WHERE (titel.champions_league + titel.pokal + titel.ligatitel) > (superliga.siege*3 + superliga.unentschieden) AND teams.team_id = superliga.team_id AND teams.team_id = titel.team_id Die nächste Transferphase ist zwischen dem 1. Juni 2027 und dem 30. Juni 2027 . Suche die Namen der Mannschaften mit Interesse und die in diesem Zeitraum letztes Jahr ein Spiel gewonnen haben SELECT teams.name FROM spiele , teams WHERE teams.interesse = 1 AND spiele.datum BETWEEN '2026-06-01' AND '2026-06-30' AND heimtore > gasttore OR gasttore < heimtore Das Finale. Den Namen des Vereins mit Interesse, das aus Deutschland kommt und mindestens 20% des höchsten Gehalts der ganzen Superliga zahlt. Tipp: Sub-Query SELECT name FROM teams WHERE interesse = 1 AND land = 'Deutschland' AND gehalt > (0.2 * (SELECT MAX(gehalt) FROM teams)) 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