https://wiki.pscs.co.uk/ 2026-05-13T05:44:15+00:00 https://wiki.pscs.co.uk/ https://wiki.pscs.co.uk/_media/wiki:dokuwiki.svg text/html 2018-11-14T10:45:49+00:00 Anonymous (anonymous@undisclosed.example.com) https://wiki.pscs.co.uk/adminapi:smtpidsevents?rev=1542192349&do=diff SMTPIDSEvents Replacement Use: ~smtpidsevents~ This returns the latest entries from the SMTP client logging database. It will return 100 entries unless the count parameter is specified in the URL, in which case that will specify the maximum number of entries to return. text/html 2018-11-14T10:45:49+00:00 Anonymous (anonymous@undisclosed.example.com) https://wiki.pscs.co.uk/adminapi:usernumber?rev=1542192349&do=diff UserNumber Replacement Use: ~usernumber~ Required parameter: None This returns the numeric ID of the currently logged in user text/html 2018-11-14T10:45:49+00:00 Anonymous (anonymous@undisclosed.example.com) https://wiki.pscs.co.uk/adminapi:outmsgrecipients?rev=1542192349&do=diff OutMsgRecipients Replacement Use: [~outmsgrecipients~] Required parameter: MsgID This returns a JSON array containing details on the recipients for the specified message in the VPOP3 out queue. There is one object returned per recipient, and the object is: text/html 2018-11-14T10:45:49+00:00 Anonymous (anonymous@undisclosed.example.com) https://wiki.pscs.co.uk/adminapi:replacement_names?rev=1542192349&do=diff Admin Replacement Names * OutMsgIP * OutMsgHold * OutMsgAuth * OutMsgRecipients * OutMsgRetPath * SMTPClientAllows * SMTPClientBlocks * SMTPIDSEvents * SMTPSPFWhitelist * UserId * UserNumber * UserQueueMessage * UserRuleList * UserRuleActions * UserRuleConditions * UserRuleUpdate * UserRuleActionUpdate * UserRuleConditionUpdate text/html 2018-11-14T10:45:49+00:00 Anonymous (anonymous@undisclosed.example.com) https://wiki.pscs.co.uk/adminapi:userrulelist?rev=1542192349&do=diff UserRuleList Replacement Use: ~userrulelist~ <format string> ~end~ Required parameter: Account This returns the message rule list (in order) for the specified user The format string can have the replacements * id - numeric ID of the rule * order - numeric order number (1-n) of the rule