PGP trust paths : Curtis C. Hovey → Barry A. Warsaw

from	stats  Curtis C. Hovey (Short working identity) <curtis.at.canonical.com>
to	stats  Barry A. Warsaw <barry.at.warsaw.us>
find	reverse path
see also	paths image by wotsap

0	5721327D  stats  Curtis C. Hovey (Short working identity) <curtis.at.canonical.com> #10632 signs
1	EA5BBD71  stats  Barry A. Warsaw <barry.at.warsaw.us> #6111 signs
2	ED9D77D5  stats  Barry A. Warsaw <barry.at.warsaw.us> #16435

0	5721327D  stats  Curtis C. Hovey (Short working identity) <curtis.at.canonical.com> #10632 signs
1	BAC6374A  stats  Stuart Bishop <stuart.at.stuartbishop.net> #1184 signs
2	6C134C46  stats  Jim Fulton <jim.at.zope.com> #15592 signs
3	ED9D77D5  stats  Barry A. Warsaw <barry.at.warsaw.us> #16435

0	5721327D  stats  Curtis C. Hovey (Short working identity) <curtis.at.canonical.com> #10632 signs
1	A0212FE4  stats  Bjorn Tillenius <bjorn.tillenius.at.gmail.com> #2404 signs
2	0A0AC927  stats  LaMont Jones <lamont.at.mmjgroup.com> #63 signs
3	51F32496  stats  Steve Alexander <steve.alexander.at.ubuntu.com> #6390 signs
4	ED9D77D5  stats  Barry A. Warsaw <barry.at.warsaw.us> #16435

0	5721327D  stats  Curtis C. Hovey (Short working identity) <curtis.at.canonical.com> #10632 signs
1	81BB5910  stats  Tim Penhey <tim.at.penhey.net> #6049 signs
2	608C0112  stats  Elliot Murphy (personal) <elliot.murphy.at.gmail.com> #4420 signs
3	4742118D  stats  Jamshed Kakar <jkakar.at.canonical.com> #10895 signs
4	ED9D77D5  stats  Barry A. Warsaw <barry.at.warsaw.us> #16435

0	5721327D  stats  Curtis C. Hovey (Short working identity) <curtis.at.canonical.com> #10632 signs
1	8A51012D  stats  Bradley A. Crittenden <bac.at.spoetzl.net> #7610 signs
2	862FF08F  stats  Paul Hummer <paul.at.eventuallyanyway.com> #5743 signs
3	8123557D  stats  Sean Reifschneider <jafo.at.tummy.com> #6037 signs
4	ED9D77D5  stats  Barry A. Warsaw <barry.at.warsaw.us> #16435

0	5721327D  stats  Curtis C. Hovey (Short working identity) <curtis.at.canonical.com> #10632 signs
1	D313A27C  stats  Jonathan Lange <jml.at.mumak.net> #6207 signs
2	A0B3E88B  stats  Martin Pool <mbp.at.sourcefrog.net> #507 signs
3	6A45C816  stats  Anthony Baxter <anthony.at.interlink.com.au> #1471 signs
4	41C6E930  stats  Richard Jones <r1chardj0n3s.at.gmail.com> #10423 signs
5	ED9D77D5  stats  Barry A. Warsaw <barry.at.warsaw.us> #16435

0	5721327D  stats  Curtis C. Hovey (Short working identity) <curtis.at.canonical.com> #10632 signs
1	607FAC52  stats  Muharem Hrnjadovic <muharem.at.canonical.com> #1133 signs
2	5662C734  stats  Michael Vogt <mvo.at.debian.org> #97 signs
3	D08B47FE  stats  Theppitak Karoonboonyanan (Debian) <thep.at.debian.org> #3787 signs
4	30B94B5C  stats  楊士青 (Yang Shih-Ching) <imacat.at.mail.imacat.idv.tw> #4443 signs
5	ED9D77D5  stats  Barry A. Warsaw <barry.at.warsaw.us> #16435

0	5721327D  stats  Curtis C. Hovey (Short working identity) <curtis.at.canonical.com> #10632 signs
1	2CB3F937  stats  Francis J. Lacoste <francis.lacoste.at.Contre.COM> #3231 signs
2	969457F0  stats  Joost van Baal <joostvb.at.mdcc.cx> #39 signs
3	EA1120F6  stats  Albertas Agejevas <alga.at.pov.lt> #3652 signs
4	E6F332C7  stats  Kevin Cole (Gallaudet University) <kjcole.at.gri.gallaudet.edu> #6304 signs
5	ED9D77D5  stats  Barry A. Warsaw <barry.at.warsaw.us> #16435

PGP pathfinder & key statistics

• input : key id's of length 8, 16, 24, 32 or 40, optionally preceeded by 0x, in upper or lowercase, like

  FC243F3C      0xfc243f3c

• example : find trust paths from D5327CB9 (Wietse Venema) to FC243F3C (me)

• If you have a PGP page, visitors may want to find trust paths to your key ; here is what I use :

  your key id :

  To make this work for you, just include this piece of html :

    <FORM METHOD="GET" ACTION="http://pgp.cs.uu.nl/mk_path.cgi">
    your key id :
    <INPUT TYPE=TEXT    NAME=FROM   SIZE="10">
    <INPUT TYPE=HIDDEN  NAME=TO     VALUE="********">
    <INPUT TYPE=SUBMIT  NAME=PATHS  VALUE="find trust paths to me">
    <INPUT TYPE=RESET   NAME=reset  VALUE="reset">
    </FORM>

  and replace ******** with your key_id.

• For plots, facts and figures see the analysis of the strong set in the PGP web of trust.
• For details, see the pathfinder FAQ - frequently asked questions.