Une nouvelle recette de tarte au thon que j'ai découverte sur youtube
* 1 pâte feuilleté
* 1 cas de moutarde
* 2 boites de thon
* 1 brique de crème liquide ( allégé pour moi)
Dérouler la pâte sur un moule et y mettre la moutarde
Égoutter le thon et émietter le sur la pâte
Verser la brique (ou 2 si besoin, il faut que le thon soit recouvert)
Parsemez de râpé, sel, poivre et herbes de Provence
Enfourner pour 30 minutes
Fait pour ce midi = 1 vrai régal ! On peut mettre de la sauce tomate à la place de la moutarde selon les gouts de chacun
![Tarte au thon Z](data:image/jpeg;base64,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)