Bonjour,
Si l'on déduit de manière claire grâce aux alignements BLAST initiaux où commence réellement notre ORF, peut-on déjà le prendre en compte, ou doit-on faire toute l'analyse avec notre ORF trop long et indiquer cela seulement dans la conclusion ?
Je pense notamment à la case "début d'ORF", où je ne sais pas s'il vaut mieux indiquer le début réel (45 dans mon cas) ou hypothétique (30 dans mon cas) :
![](data:image/png;base64,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)
Merci pour votre aide.