Όλα τα μυστικά για πετυχημένο κέικ

12/11/2014
Ομάδα Σύνταξης
Γλυκά

1) Τύποι φούρνων
Εάν έχετε φούρνο ελέγξτε πρώτα τις οδηγίες λειτουργίας του. Μειώνετε πάντα τη θερμοκρασία κατά 10 °C με 20 °C όταν χρησιμοποιείτε το αερόθερμο και έχετε υπόψη σας ότι ο χρόνος ψησίματος θα είναι λιγότερος από αυτόν που αναφέρεται στη συνταγή. 
Τοποθετήστε πάντα το σκεύος σε τέτοια θέση ώστε η κορυφή της ζύμης να βρίσκεται στο κέντρο του φούρνου. Μπορείτε να ψήνετε ταυτόχρονα διάφορα γλυκά. Δεν πρέπει όμως τα μαγειρικά σκεύη να έρχονται σε επαφή μεταξύ τους, ούτε με τα τοιχώματα του φούρνου αλλά ούτε και με την πόρτα του. Για να σιγουρέψετε το ροδοκοκίνισμα του γλυκού σας, τοποθετήστε το ταψί σε άλλο ράφι του φούρνου περίπου στα μισά του ψησίματος ή λίγο παραπάνω. Ποσοχή! Πάντα προθερμαίνουμε το φούρνο μίση ώρα πριν το ψήσιμο! 
2) Προετοιμασία σκεύους και είδος σκεύους Παίζει ίσως τον μεγαλύτερο ρόλο στο φούσκωμα της ζύμης, το μέγεθος του ταψιού που θα χρησιμοποιήσετε. Πάντα να χρησιμοποιείτε το ακριβές μέγεθος που σας προτείνει η συνταγή. Αν το ταψί που θα χρησιμοποιήσετε είναι πολύ μεγάλο, το κέικ δε θα φουσκώσει όπως πρέπει. Αν πάλι είναι πολύ μικρό, το κέικ θα καθίσει στο κέντρο. Πολλές φορές, η ζύμη ξεχειλίζει όταν φουσκώνει στο μικρό ταψί και χύνεται μέσα στο φούρνο.
 Ψεκάστε το σκεύος με ελαφρύ λάδι ή αλείψτε με λιωμένο βούτυρο τη βάση και τα τοιχώματά του. Κέικ με πολύ ζάχαρη έχουν τη τάση να κολλάνε και γι’ αυτό καλύτερα να καλύψτε τη βάση και τα τοιχώματά του σκεύους με λαδόκολλα. <img 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" 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" alt="" /> <img src="data:image/jpeg;base64,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alt="" /> 
3) Πως ελέγχετε αν το κέικ έχει ψηθεί
Ο χρόνος ψησίματος του κέικ δίνεται συνήθως κατά προσέγγιση. Όταν προτεινόμενος χρόνος, ελέγξτε το κέικ. Θα πρέπει να είναι ροδοκοκκινισμένο, να έχει ξεκολλήσει λίγο απ΄τα τοιχώματά του σκεύους και η κορυφή του να είναι σφικτή.
 Μπήξτε στο κέντρο του κέικ μια οδοντογλυφίδα ή ένα ξυλάκι για σουβλάκι και πιέστε να το φτάστε ως τη βάση. Όταν το βγάλετε με προσοχή το ξυλάκι θα πρέπει να βγαίνει καθαρό, δεν θα πρέπει να έχει κολλημένο στην επιφάνεια του ωμό μείγμα από το κέικ.
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