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)
Allie és Noah tizenévesek voltak, amikor találkoztak, az első pillanattól kezdve rokonszenveztek egymással. Kibontakozó szerelmük hamar beteljesedik. A lány gazdag szülei azonban ellenzik kapcsolatukat, így a két fiatal útja elválik egymástól. Amikor néhány esztendővel később újra találkoznak, a szerelmük újjáéled, és Allie-nek hamarosan választania kell társa és társadalmi rangja között. Történetüket, melynek fontos jelentősége van számára, egy idős úr olvassa fel újra és újra egy hasonló korú hölgynek.
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)
Ez a legjobb romantikus film! ;)
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