PGP trust paths : Jeff Fisher → Matthew S. Hallacy

from	stats  Jeff Fisher <jeff.at.lfchosting.com>
to	stats  Matthew S. Hallacy (poptix) <poptix.at.poptix.net>
find	reverse path
see also	paths image by wotsap

0	F062060A  stats  Jeff Fisher <jeff.at.lfchosting.com> #47518 signs
1	88777F56  stats  Jeff Fisher (Personal key) <guppy.at.techmonkeys.org> #47519 signs
2	01938203  stats  Matthew S. Hallacy (poptix) <poptix.at.poptix.net> #45277

0	F062060A  stats  Jeff Fisher <jeff.at.lfchosting.com> #47518 signs
1	1F94B9C3  stats  Scott A Wunsch <swunsch.at.losurs.org> #48486 signs
2	5AAAAA1C  stats  Kristen Shuemaker (tummy.com) <kristen.at.tummy.com> #19005 signs
3	8123557D  stats  Sean Reifschneider <jafo.at.tummy.com> #6037 signs
4	19A42D19  stats  dann frazier <dannf.at.fc.hp.com> #121 signs
5	B0C8713D  stats  Michael C. Richardson [master,signing] <root.at.sandelman.ottawa.on.ca> #2793 signs
6	133BFAFC  stats  steve ulrich <sulrich.at.botwerks.org> #8948 signs
7	840D35CD  stats  Dave Hauser <dhauser.at.visi.com> #27950 signs
8	65939EB9  stats  Dan Mason <danmason.at.danmason.net> #39824 signs
9	01938203  stats  Matthew S. Hallacy (poptix) <poptix.at.poptix.net> #45277

• no other disjunct paths found

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.