Der französische Weihnachtskuchen
(Bûche de Noël)
von Tanguy und Matisse
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)
Zutaten
4 Eier
140g Puderzucker
100g Mehl
11g Backpulver
250g Schokolade
200g Butter
Etappe 1:
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Trennen Sie die Eiweiß vom Gelben.
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Verquilen Sie Die Eigelbe mit dem Zucker und 3 Esslöffeln warmem Wasser.
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Fügen Sie nach und nach Mehl und Backpulver hinzu.
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Schlagen Sie das Eiweiß in den Schnee und fügen Sie es dann vorsichtig der vorherigen Mischung hinzu.
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Heizen Sie Ofen auf 180°C vor.
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Gießen Sie den Teig auf ein lange,mit Backpapier belegtes,flaches Blech.
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Backen Sie den Teig für 10 bis 15 Minuten Der Keks soll leicht golden sein.
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Lassen Sie dann den Teig mit einem Geschirr darauf abkühlen.
Etappe 2:
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Lassen Sie Schokolade schmelzen
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Fügen Sie die Butter hinzu und umrühren.
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Gießen Sie Schokolade auf dem Kuchen hinzu und Rollen Sie ihn vorsichtig.
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Stellen Sie ihn in den Kühlschrank.
Genießen Sie den Kuchen!