[email protected] is google. There is no bing sip uri. I just enjoy TRULY free service which a sip uri would give, escpecially if they connect me to the destination for free...
[?] On Mon, Oct 11, 2010 at 7:50 AM, Michael Scheidell < [email protected]> wrote: > On 10/11/10 7:43 AM, Tony Graziano wrote: > > I never actually implemented GOOG411 via a phone number or dial plan. > > I create a user with no phone and forwarded the calls all the time to the > sip uri for the GOOG411 service. It works fine this way. I don't have to > mess with the dial plan and it never uses the dial plan since there's a > local user. I never have to restart services. > > Similarly I did thesame thing for the user "411" and forwarded it to > 18002464411 and it also works fine. The only difference is the ITSP charges > for "usage" or minutes by dialing the 1800 number, whereas the SIP uri (and > the resulting connection if I chose to connect to the number I searched for) > was ALWAYS free. > > Does BING or any other free 411 service (besides goog411) have a matching > sip uri? > > 8002464...@tollfree.*sip*-happens.com > ? (my ITSP give me free local and 800...) > > > > -- > Michael Scheidell, CTO > o: 561-999-5000 > d: 561-948-2259 > ISN: 1259*1300 > > *| *SECNAP Network Security Corporation > > - Certified SNORT Integrator > - 2008-9 Hot Company Award Winner, World Executive Alliance > - Five-Star Partner Program 2009, VARBusiness > - Best in Email Security,2010: Network Products Guide > - King of Spam Filters, SC Magazine 2008 > > > > ------------------------------ > > This email has been scanned and certified safe by SpammerTrap®. > For Information please see http://www.secnap.com/products/spammertrap/ > ------------------------------ > > -- ====================== Tony Graziano, Manager Telephone: 434.984.8430 sip: [email protected] Fax: 434.984.8431 Email: [email protected] LAN/Telephony/Security and Control Systems Helpdesk: Telephone: 434.984.8426 sip: [email protected] Fax: 434.984.8427 Helpdesk Contract Customers: http://www.myitdepartment.net/gethelp/ Why do mathematicians always confuse Halloween and Christmas? Because 31 Oct = 25 Dec.
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