Hi, 

Assuming that the comma is an Oxford comma, I do interpret the sentence with 
the following boolean: 

( ' retrieved policy record does not contain a valid "p" tag' || contains an 
"sp" or "np" tag that is not valid ) && ( a "rua" tag is present and contains 
at least one syntactically valid reporting URI ) 

Nevertheless, I forgot to add the "rua" tag in the previous email: 

> 'v=DMARC1; p=reject; sp=quarantin;' (an 'e' is missing at 'quarantine') MUST 
> be interpreted as 'v=DMARC1; p=none;' because the "sp" tag is not valid. 

Should be : 

'v=DMARC1; p=reject; sp=quarantin; rua=mailto:r...@example.com' (an 'e' is 
missing at 'quarantine') MUST 
be interpreted as 'v=DMARC1; p=none;' because the "sp" tag is not valid. 

Regards, 
Olivier 


De: "Alessandro Vesely" <ves...@tana.it> 
À: "OLIVIER HUREAU" <olivier.hur...@univ-grenoble-alpes.fr>, "dmarc" 
<dmarc@ietf.org> 
Cc: "Jan Bayer" <jan.ba...@univ-grenoble-alpes.fr> 
Envoyé: Vendredi 20 Octobre 2023 09:45:10 
Objet: Re: [dmarc-ietf] DMARC policy discovery and invalid tag exception. 

Hi, 

On Fri 20/Oct/2023 09:04:38 +0200 OLIVIER HUREAU wrote: 
> 
> I don't understand the choice made when writing the point 6. of the policy 
> discovery mechanism (Dmarcbis : 
> https://www.ietf.org/archive/id/draft-ietf-dmarc-dmarcbis-28.html#section-4.7 
> ) 
> 
> ```If a retrieved policy record does not contain a valid "p" tag, or 
> contains an "sp" or "np" tag that is not valid, then: 
> 
> * If a "rua" tag is present and contains at least one syntactically 
> valid reporting URI, the Mail Receiver MUST act as if a record 
> containing "p=none" was retrieved and continue processing; 
> 
> * Otherwise, the Mail Receiver applies no DMARC processing to this 
> message.``` 
> 
> According to this text, the record : 
> 'v=DMARC1; p=reject; sp=quarantin;' (an 'e' is missing at 'quarantine') MUST 
> be interpreted as 'v=DMARC1; p=none;' because the "sp" tag is not valid. 


That's not my reading of the text above. The record contains a valid "p" tag, 
thereby escaping the first hypothesis of said text. 


Best 
Ale 
-- 
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