PGP trust paths : M. Drew Streib → Stanton McCandlish

from	stats  M. Drew Streib <dtype.at.dtype.org>
to	stats  Stanton McCandlish <mech.at.well.com>
find	reverse path
see also	paths image by wotsap

0	66FBC18C  stats  M. Drew Streib <dtype.at.dtype.org> #618 signs
1	8C0962D5  stats  Stanton McCandlish <mech.at.well.com> #11916 signs
2	34F4C471  stats  Stanton McCandlish <mech.at.well.com> #27749

0	66FBC18C  stats  M. Drew Streib <dtype.at.dtype.org> #618 signs
1	85197FB5  stats  John Gilmore <gnu.at.cygnus.com> #3375 signs
2	98DEF0E1  stats  Dan Brown <brown.at.cmr.gov> #16080 signs
3	34F4C471  stats  Stanton McCandlish <mech.at.well.com> #27749

0	66FBC18C  stats  M. Drew Streib <dtype.at.dtype.org> #618 signs
1	466B4289  stats  Theodore Ts'o [SIGNATURE] <tytso.at.mit.edu> #128 signs
2	52EC2A8D  stats  Chris Seabrook <cds.at.ossi.com> #6961 signs
3	99592FED  stats  Electronic Frontier Foundation (EFF) membership coordinator <membership.at.eff.org> #21938 signs
4	34F4C471  stats  Stanton McCandlish <mech.at.well.com> #27749

0	66FBC18C  stats  M. Drew Streib <dtype.at.dtype.org> #618 signs
1	B3B2A12C  stats  ct magazine CERTIFICATE <pgpCA.at.ct.heise.de> #126 signs
2	F1F665AE  stats  Daniel Hanner (private) <duh.at.dhanner.net> #8412 signs
3	90D2ABAE  stats  Daniel Hanner <daniel.hanner.at.dregis.com> #27465 signs
4	6ACDC43F  stats  Karsten Doehl <karsten.doehl.at.allianz.de> #39745 signs
5	34F4C471  stats  Stanton McCandlish <mech.at.well.com> #27749

0	66FBC18C  stats  M. Drew Streib <dtype.at.dtype.org> #618 signs
1	F95C2F6D  stats  Christoph Martin <christoph.martin.at.uni-mainz.de> #255 signs
2	F081195D  stats  Matthias Bauer <bauerm.at.shoestringfoundation.org> #20 signs
3	7362BE39  stats  Carl Ellison <cme.at.cybercash.com> #3251 signs
4	275BDA29  stats  Pat Farrell (Patrick D. Farrell) <pfarrell.at.cybercash.com> #19051 signs
5	8E6FF28D  stats  Pat Farrell (Patrick D.) <pfarrell.at.cs.gmu.edu> #34073 signs
6	34F4C471  stats  Stanton McCandlish <mech.at.well.com> #27749

0	66FBC18C  stats  M. Drew Streib <dtype.at.dtype.org> #618 signs
1	B0C8713D  stats  Michael C. Richardson [master,signing] <root.at.sandelman.ottawa.on.ca> #2912 signs
2	FA47EB31  stats  William Allen Simpson <wsimpson.at.umich.edu> #6338 signs
3	F0F9C1C4  stats  Chris Hanson <cmh.at.dementia.org> #24436 signs
4	9E88D5FF  stats  Faisal N. Jawdat <fnj.at.andrew.cmu.edu> #29283 signs
5	65EDF8D6  stats  Dan Brown <brown.at.cmr.gov> #27855 signs
6	46D9020B  stats  Apparattus Norvegicus (don't use after 1998) <darklock.at.c2.net> #29818 signs
7	34F4C471  stats  Stanton McCandlish <mech.at.well.com> #27749

0	66FBC18C  stats  M. Drew Streib <dtype.at.dtype.org> #618 signs
1	5C88FF9D  stats  Michael Paoli <Michael.Paoli.at.cal.berkeley.edu> #624 signs
2	FD3428B4  stats  Lucky Green <shamrock.at.cypherpunks.to> #1007 signs
3	308D3094  stats  The Dark Tangent (RSA 2048) <dtangent.at.defcon.org> #4993 signs
4	432DC5AC  stats  chris <chris.at.defcon.org> #23412 signs
5	FFA3FC43  stats  Troy Lister <me.at.troylister.com> #37932 signs
6	C78BB13D  stats  Alex Chiang <alex.at.aki-dvd.com> #44255 signs
7	600BA9CE  stats  Jens Fritsche <jens_fritsche.at.hotmail.com> #44931 signs
8	34F4C471  stats  Stanton McCandlish <mech.at.well.com> #27749

• 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.