Matrix: Difference between revisions

Srevin03 (talk | contribs)
Srevin03 (talk | contribs)
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* Connect to one of the above channels, and say hello. You will see a list of the handles (on-line names) of the people in the channel, and the conversation will appear in a scrolling window. Type your message in the command entry area, and press return.
* Connect to one of the above channels, and say hello. You will see a list of the handles (on-line names) of the people in the channel, and the conversation will appear in a scrolling window. Type your message in the command entry area, and press return.
* Most IMPORTANT: Verify your identity for your messages to be visible on the IRC side. How?
* Most IMPORTANT: Verify your identity for your messages to be visible on the IRC side. How?
** Type into your matrix channel's text input box: ''' /msg @_freenode_NickServ:matrix.org'''
** Type into your matrix channel's text input box: {{code|inline=y|/msg @_freenode_NickServ:matrix.org}}
** Start a private query with '''NickServ''',
** Start a private query with {{code|inline=y|NickServ}},
** Enter this into '''NickServ''' 's private chat '''REGISTER <your secure password here> <foobar@something.com>'''
** Enter this into {{code|inline=y|NickServ}} 's private chat {{code|inline=y|REGISTER <your secure password here> <foobar@something.com>}}
** If your nickname is unique enough, it would proceed to sending you an email to your email id
** If your nickname is unique enough, it would proceed to sending you an email to your email id
** Then get back to '''NickServ''' 's chat, and type '''VERIFY <your unique nick> <VERIFICATION CODE SENT ON EMAIL>'''
** Then get back to {{code|inline=y|NickServ}} 's chat, and type {{code|inline=y|VERIFY <your unique nick> <VERIFICATION CODE SENT ON EMAIL>}}
**  Send Hello to the channel to test your configuration!!
**  Send Hello to the channel to test your configuration!!
* Contact [[User:Srevin03 | me]] for more information regarding matrix bridges.
* Contact [[User:Srevin03 | me]] for more information regarding matrix bridges.