We don't need no stinking "EXAMPLE OF THE DSA" or README (the credits are

already in the code). ok beck@ miod@
author: jsing <> 2015-09-26 15:18:55 +0000
committer: jsing <> 2015-09-26 15:18:55 +0000
commit: ca580e2bfe9f8324b71c776a177b4d792996a630 (patch)
tree: 9c658c5026b61af7df9af94cb1c816979bf9a0d4 /src/lib
parent: 4ee5488145cd4786898d2ab37c349dec093b9810 (diff)
download: openbsd-ca580e2bfe9f8324b71c776a177b4d792996a630.tar.gz
openbsd-ca580e2bfe9f8324b71c776a177b4d792996a630.tar.bz2
openbsd-ca580e2bfe9f8324b71c776a177b4d792996a630.zip
4 files changed, 0 insertions, 252 deletions
diff --git a/src/lib/libcrypto/dsa/README b/src/lib/libcrypto/dsa/README
deleted file mode 100644
index 6a7e9c170a..0000000000
--- a/src/lib/libcrypto/dsa/README
+++ /dev/null
@@ -1,4 +0,0 @@
-The stuff in here is based on patches supplied to me by
-Steven Schoch <schoch@sheba.arc.nasa.gov> to do DSS.
-I have since modified a them a little but a debt of gratitude
-is due for doing the initial work.
diff --git a/src/lib/libcrypto/dsa/fips186a.txt b/src/lib/libcrypto/dsa/fips186a.txt
deleted file mode 100644
index 3a2e0a0d51..0000000000
--- a/src/lib/libcrypto/dsa/fips186a.txt
+++ /dev/null
@@ -1,122 +0,0 @@
-The origional FIPE 180 used SHA-0 (FIPS 180) for its appendix 5
-examples.  This is an updated version that uses SHA-1 (FIPS 180-1)
-supplied to me by Wei Dai
--
-                     APPENDIX 5. EXAMPLE OF THE DSA
-This appendix is for informational purposes only and is not required to meet
-the standard.
-Let L = 512 (size of p).  The values in this example are expressed in
-hexadecimal notation.  The p and q given here were generated by the prime
-generation standard described in appendix 2 using the 160-bit SEED:
-          d5014e4b 60ef2ba8 b6211b40 62ba3224 e0427dd3
-With this SEED, the algorithm found p and q when the counter was at 105.
-x was generated by the algorithm described in appendix 3, section 3.1, using
-the SHA to construct G (as in appendix 3, section 3.3) and a 160-bit XSEED:
-XSEED =   
-        bd029bbe 7f51960b cf9edb2b 61f06f0f eb5a38b6
-t =
-        67452301 EFCDAB89 98BADCFE 10325476 C3D2E1F0
-x = G(t,XSEED) mod q
-k was generated by the algorithm described in appendix 3, section 3.2, using
-the SHA to construct G (as in appendix 3, section 3.3) and a 160-bit KSEED:
-KSEED =
-        687a66d9 0648f993 867e121f 4ddf9ddb 01205584
-t =
-        EFCDAB89 98BADCFE 10325476 C3D2E1F0 67452301
-k = G(t,KSEED) mod q
-Finally:
-h = 2
-p =
-        8df2a494 492276aa 3d25759b b06869cb eac0d83a fb8d0cf7
-        cbb8324f 0d7882e5 d0762fc5 b7210eaf c2e9adac 32ab7aac
-        49693dfb f83724c2 ec0736ee 31c80291
-q =
-        c773218c 737ec8ee 993b4f2d ed30f48e dace915f
-g =
-        626d0278 39ea0a13 413163a5 5b4cb500 299d5522 956cefcb
-        3bff10f3 99ce2c2e 71cb9de5 fa24babf 58e5b795 21925c9c
-        c42e9f6f 464b088c c572af53 e6d78802
-x =
-        2070b322 3dba372f de1c0ffc 7b2e3b49 8b260614
-k =
-        358dad57 1462710f 50e254cf 1a376b2b deaadfbf
-kinv = 
-        0d516729 8202e49b 4116ac10 4fc3f415 ae52f917
-M = ASCII form of "abc" (See FIPS PUB 180-1, Appendix A)
-SHA(M) =  
-        a9993e36 4706816a ba3e2571 7850c26c 9cd0d89d
-y =
-        19131871 d75b1612 a819f29d 78d1b0d7 346f7aa7 7bb62a85 
-        9bfd6c56 75da9d21 2d3a36ef 1672ef66 0b8c7c25 5cc0ec74
-        858fba33 f44c0669 9630a76b 030ee333
-r =
-        8bac1ab6 6410435c b7181f95 b16ab97c 92b341c0
-s =
-        41e2345f 1f56df24 58f426d1 55b4ba2d b6dcd8c8
-w =
-        9df4ece5 826be95f ed406d41 b43edc0b 1c18841b
-u1 =
-        bf655bd0 46f0b35e c791b004 804afcbb 8ef7d69d
-u2 =
-        821a9263 12e97ade abcc8d08 2b527897 8a2df4b0
-gu1 mod p =
-        51b1bf86 7888e5f3 af6fb476 9dd016bc fe667a65 aafc2753
-        9063bd3d 2b138b4c e02cc0c0 2ec62bb6 7306c63e 4db95bbf
-        6f96662a 1987a21b e4ec1071 010b6069
-yu2 mod p =
-        8b510071 2957e950 50d6b8fd 376a668e 4b0d633c 1e46e665
-        5c611a72 e2b28483 be52c74d 4b30de61 a668966e dc307a67 
-        c19441f4 22bf3c34 08aeba1f 0a4dbec7
-v =
-        8bac1ab6 6410435c b7181f95 b16ab97c 92b341c0
diff --git a/src/lib/libssl/src/crypto/dsa/README b/src/lib/libssl/src/crypto/dsa/README
deleted file mode 100644
index 6a7e9c170a..0000000000
--- a/src/lib/libssl/src/crypto/dsa/README
+++ /dev/null
@@ -1,4 +0,0 @@
-The stuff in here is based on patches supplied to me by
-Steven Schoch <schoch@sheba.arc.nasa.gov> to do DSS.
-I have since modified a them a little but a debt of gratitude
-is due for doing the initial work.
diff --git a/src/lib/libssl/src/crypto/dsa/fips186a.txt b/src/lib/libssl/src/crypto/dsa/fips186a.txt
deleted file mode 100644
index 3a2e0a0d51..0000000000
--- a/src/lib/libssl/src/crypto/dsa/fips186a.txt
+++ /dev/null
@@ -1,122 +0,0 @@
-The origional FIPE 180 used SHA-0 (FIPS 180) for its appendix 5
-examples.  This is an updated version that uses SHA-1 (FIPS 180-1)
-supplied to me by Wei Dai
--
-                     APPENDIX 5. EXAMPLE OF THE DSA
-This appendix is for informational purposes only and is not required to meet
-the standard.
-Let L = 512 (size of p).  The values in this example are expressed in
-hexadecimal notation.  The p and q given here were generated by the prime
-generation standard described in appendix 2 using the 160-bit SEED:
-          d5014e4b 60ef2ba8 b6211b40 62ba3224 e0427dd3
-With this SEED, the algorithm found p and q when the counter was at 105.
-x was generated by the algorithm described in appendix 3, section 3.1, using
-the SHA to construct G (as in appendix 3, section 3.3) and a 160-bit XSEED:
-XSEED =   
-        bd029bbe 7f51960b cf9edb2b 61f06f0f eb5a38b6
-t =
-        67452301 EFCDAB89 98BADCFE 10325476 C3D2E1F0
-x = G(t,XSEED) mod q
-k was generated by the algorithm described in appendix 3, section 3.2, using
-the SHA to construct G (as in appendix 3, section 3.3) and a 160-bit KSEED:
-KSEED =
-        687a66d9 0648f993 867e121f 4ddf9ddb 01205584
-t =
-        EFCDAB89 98BADCFE 10325476 C3D2E1F0 67452301
-k = G(t,KSEED) mod q
-Finally:
-h = 2
-p =
-        8df2a494 492276aa 3d25759b b06869cb eac0d83a fb8d0cf7
-        cbb8324f 0d7882e5 d0762fc5 b7210eaf c2e9adac 32ab7aac
-        49693dfb f83724c2 ec0736ee 31c80291
-q =
-        c773218c 737ec8ee 993b4f2d ed30f48e dace915f
-g =
-        626d0278 39ea0a13 413163a5 5b4cb500 299d5522 956cefcb
-        3bff10f3 99ce2c2e 71cb9de5 fa24babf 58e5b795 21925c9c
-        c42e9f6f 464b088c c572af53 e6d78802
-x =
-        2070b322 3dba372f de1c0ffc 7b2e3b49 8b260614
-k =
-        358dad57 1462710f 50e254cf 1a376b2b deaadfbf
-kinv = 
-        0d516729 8202e49b 4116ac10 4fc3f415 ae52f917
-M = ASCII form of "abc" (See FIPS PUB 180-1, Appendix A)
-SHA(M) =  
-        a9993e36 4706816a ba3e2571 7850c26c 9cd0d89d
-y =
-        19131871 d75b1612 a819f29d 78d1b0d7 346f7aa7 7bb62a85 
-        9bfd6c56 75da9d21 2d3a36ef 1672ef66 0b8c7c25 5cc0ec74
-        858fba33 f44c0669 9630a76b 030ee333
-r =
-        8bac1ab6 6410435c b7181f95 b16ab97c 92b341c0
-s =
-        41e2345f 1f56df24 58f426d1 55b4ba2d b6dcd8c8
-w =
-        9df4ece5 826be95f ed406d41 b43edc0b 1c18841b
-u1 =
-        bf655bd0 46f0b35e c791b004 804afcbb 8ef7d69d
-u2 =
-        821a9263 12e97ade abcc8d08 2b527897 8a2df4b0
-gu1 mod p =
-        51b1bf86 7888e5f3 af6fb476 9dd016bc fe667a65 aafc2753
-        9063bd3d 2b138b4c e02cc0c0 2ec62bb6 7306c63e 4db95bbf
-        6f96662a 1987a21b e4ec1071 010b6069
-yu2 mod p =
-        8b510071 2957e950 50d6b8fd 376a668e 4b0d633c 1e46e665
-        5c611a72 e2b28483 be52c74d 4b30de61 a668966e dc307a67 
-        c19441f4 22bf3c34 08aeba1f 0a4dbec7
-v =
-        8bac1ab6 6410435c b7181f95 b16ab97c 92b341c0
author	jsing <>	2015-09-26 15:18:55 +0000
committer	jsing <>	2015-09-26 15:18:55 +0000
commit	ca580e2bfe9f8324b71c776a177b4d792996a630 (patch)
tree	9c658c5026b61af7df9af94cb1c816979bf9a0d4 /src/lib
parent	4ee5488145cd4786898d2ab37c349dec093b9810 (diff)
download	openbsd-ca580e2bfe9f8324b71c776a177b4d792996a630.tar.gz openbsd-ca580e2bfe9f8324b71c776a177b4d792996a630.tar.bz2 openbsd-ca580e2bfe9f8324b71c776a177b4d792996a630.zip

diff --git a/src/lib/libcrypto/dsa/README b/src/lib/libcrypto/dsa/README deleted file mode 100644 index 6a7e9c170a..0000000000 --- a/src/lib/libcrypto/dsa/README +++ /dev/null
@@ -1,4 +0,0 @@
1	The stuff in here is based on patches supplied to me by
2	Steven Schoch <schoch@sheba.arc.nasa.gov> to do DSS.
3	I have since modified a them a little but a debt of gratitude
4	is due for doing the initial work.


diff --git a/src/lib/libcrypto/dsa/fips186a.txt b/src/lib/libcrypto/dsa/fips186a.txt deleted file mode 100644 index 3a2e0a0d51..0000000000 --- a/src/lib/libcrypto/dsa/fips186a.txt +++ /dev/null
@@ -1,122 +0,0 @@
1	The origional FIPE 180 used SHA-0 (FIPS 180) for its appendix 5
2	examples. This is an updated version that uses SHA-1 (FIPS 180-1)
3	supplied to me by Wei Dai
4	--
5	APPENDIX 5. EXAMPLE OF THE DSA
6
7
8	This appendix is for informational purposes only and is not required to meet
9	the standard.
10
11	Let L = 512 (size of p). The values in this example are expressed in
12	hexadecimal notation. The p and q given here were generated by the prime
13	generation standard described in appendix 2 using the 160-bit SEED:
14
15	d5014e4b 60ef2ba8 b6211b40 62ba3224 e0427dd3
16
17	With this SEED, the algorithm found p and q when the counter was at 105.
18
19	x was generated by the algorithm described in appendix 3, section 3.1, using
20	the SHA to construct G (as in appendix 3, section 3.3) and a 160-bit XSEED:
21
22	XSEED =
23
24	bd029bbe 7f51960b cf9edb2b 61f06f0f eb5a38b6
25
26	t =
27	67452301 EFCDAB89 98BADCFE 10325476 C3D2E1F0
28
29	x = G(t,XSEED) mod q
30
31	k was generated by the algorithm described in appendix 3, section 3.2, using
32	the SHA to construct G (as in appendix 3, section 3.3) and a 160-bit KSEED:
33
34	KSEED =
35
36	687a66d9 0648f993 867e121f 4ddf9ddb 01205584
37
38	t =
39	EFCDAB89 98BADCFE 10325476 C3D2E1F0 67452301
40
41	k = G(t,KSEED) mod q
42
43	Finally:
44
45	h = 2
46
47	p =
48	8df2a494 492276aa 3d25759b b06869cb eac0d83a fb8d0cf7
49	cbb8324f 0d7882e5 d0762fc5 b7210eaf c2e9adac 32ab7aac
50	49693dfb f83724c2 ec0736ee 31c80291
51
52
53	q =
54	c773218c 737ec8ee 993b4f2d ed30f48e dace915f
55
56
57	g =
58	626d0278 39ea0a13 413163a5 5b4cb500 299d5522 956cefcb
59	3bff10f3 99ce2c2e 71cb9de5 fa24babf 58e5b795 21925c9c
60	c42e9f6f 464b088c c572af53 e6d78802
61
62
63	x =
64	2070b322 3dba372f de1c0ffc 7b2e3b49 8b260614
65
66
67	k =
68	358dad57 1462710f 50e254cf 1a376b2b deaadfbf
69
70
71	kinv =
72
73	0d516729 8202e49b 4116ac10 4fc3f415 ae52f917
74
75	M = ASCII form of "abc" (See FIPS PUB 180-1, Appendix A)
76
77	SHA(M) =
78
79	a9993e36 4706816a ba3e2571 7850c26c 9cd0d89d
80
81
82	y =
83
84	19131871 d75b1612 a819f29d 78d1b0d7 346f7aa7 7bb62a85
85	9bfd6c56 75da9d21 2d3a36ef 1672ef66 0b8c7c25 5cc0ec74
86	858fba33 f44c0669 9630a76b 030ee333
87
88
89	r =
90	8bac1ab6 6410435c b7181f95 b16ab97c 92b341c0
91
92	s =
93	41e2345f 1f56df24 58f426d1 55b4ba2d b6dcd8c8
94
95
96	w =
97	9df4ece5 826be95f ed406d41 b43edc0b 1c18841b
98
99
100	u1 =
101	bf655bd0 46f0b35e c791b004 804afcbb 8ef7d69d
102
103
104	u2 =
105	821a9263 12e97ade abcc8d08 2b527897 8a2df4b0
106
107
108	gu1 mod p =
109
110	51b1bf86 7888e5f3 af6fb476 9dd016bc fe667a65 aafc2753
111	9063bd3d 2b138b4c e02cc0c0 2ec62bb6 7306c63e 4db95bbf
112	6f96662a 1987a21b e4ec1071 010b6069
113
114
115	yu2 mod p =
116
117	8b510071 2957e950 50d6b8fd 376a668e 4b0d633c 1e46e665
118	5c611a72 e2b28483 be52c74d 4b30de61 a668966e dc307a67
119	c19441f4 22bf3c34 08aeba1f 0a4dbec7
120
121	v =
122	8bac1ab6 6410435c b7181f95 b16ab97c 92b341c0


diff --git a/src/lib/libssl/src/crypto/dsa/README b/src/lib/libssl/src/crypto/dsa/README deleted file mode 100644 index 6a7e9c170a..0000000000 --- a/src/lib/libssl/src/crypto/dsa/README +++ /dev/null
@@ -1,4 +0,0 @@
1	The stuff in here is based on patches supplied to me by
2	Steven Schoch <schoch@sheba.arc.nasa.gov> to do DSS.
3	I have since modified a them a little but a debt of gratitude
4	is due for doing the initial work.


diff --git a/src/lib/libssl/src/crypto/dsa/fips186a.txt b/src/lib/libssl/src/crypto/dsa/fips186a.txt deleted file mode 100644 index 3a2e0a0d51..0000000000 --- a/src/lib/libssl/src/crypto/dsa/fips186a.txt +++ /dev/null
@@ -1,122 +0,0 @@
1	The origional FIPE 180 used SHA-0 (FIPS 180) for its appendix 5
2	examples. This is an updated version that uses SHA-1 (FIPS 180-1)
3	supplied to me by Wei Dai
4	--
5	APPENDIX 5. EXAMPLE OF THE DSA
6
7
8	This appendix is for informational purposes only and is not required to meet
9	the standard.
10
11	Let L = 512 (size of p). The values in this example are expressed in
12	hexadecimal notation. The p and q given here were generated by the prime
13	generation standard described in appendix 2 using the 160-bit SEED:
14
15	d5014e4b 60ef2ba8 b6211b40 62ba3224 e0427dd3
16
17	With this SEED, the algorithm found p and q when the counter was at 105.
18
19	x was generated by the algorithm described in appendix 3, section 3.1, using
20	the SHA to construct G (as in appendix 3, section 3.3) and a 160-bit XSEED:
21
22	XSEED =
23
24	bd029bbe 7f51960b cf9edb2b 61f06f0f eb5a38b6
25
26	t =
27	67452301 EFCDAB89 98BADCFE 10325476 C3D2E1F0
28
29	x = G(t,XSEED) mod q
30
31	k was generated by the algorithm described in appendix 3, section 3.2, using
32	the SHA to construct G (as in appendix 3, section 3.3) and a 160-bit KSEED:
33
34	KSEED =
35
36	687a66d9 0648f993 867e121f 4ddf9ddb 01205584
37
38	t =
39	EFCDAB89 98BADCFE 10325476 C3D2E1F0 67452301
40
41	k = G(t,KSEED) mod q
42
43	Finally:
44
45	h = 2
46
47	p =
48	8df2a494 492276aa 3d25759b b06869cb eac0d83a fb8d0cf7
49	cbb8324f 0d7882e5 d0762fc5 b7210eaf c2e9adac 32ab7aac
50	49693dfb f83724c2 ec0736ee 31c80291
51
52
53	q =
54	c773218c 737ec8ee 993b4f2d ed30f48e dace915f
55
56
57	g =
58	626d0278 39ea0a13 413163a5 5b4cb500 299d5522 956cefcb
59	3bff10f3 99ce2c2e 71cb9de5 fa24babf 58e5b795 21925c9c
60	c42e9f6f 464b088c c572af53 e6d78802
61
62
63	x =
64	2070b322 3dba372f de1c0ffc 7b2e3b49 8b260614
65
66
67	k =
68	358dad57 1462710f 50e254cf 1a376b2b deaadfbf
69
70
71	kinv =
72
73	0d516729 8202e49b 4116ac10 4fc3f415 ae52f917
74
75	M = ASCII form of "abc" (See FIPS PUB 180-1, Appendix A)
76
77	SHA(M) =
78
79	a9993e36 4706816a ba3e2571 7850c26c 9cd0d89d
80
81
82	y =
83
84	19131871 d75b1612 a819f29d 78d1b0d7 346f7aa7 7bb62a85
85	9bfd6c56 75da9d21 2d3a36ef 1672ef66 0b8c7c25 5cc0ec74
86	858fba33 f44c0669 9630a76b 030ee333
87
88
89	r =
90	8bac1ab6 6410435c b7181f95 b16ab97c 92b341c0
91
92	s =
93	41e2345f 1f56df24 58f426d1 55b4ba2d b6dcd8c8
94
95
96	w =
97	9df4ece5 826be95f ed406d41 b43edc0b 1c18841b
98
99
100	u1 =
101	bf655bd0 46f0b35e c791b004 804afcbb 8ef7d69d
102
103
104	u2 =
105	821a9263 12e97ade abcc8d08 2b527897 8a2df4b0
106
107
108	gu1 mod p =
109
110	51b1bf86 7888e5f3 af6fb476 9dd016bc fe667a65 aafc2753
111	9063bd3d 2b138b4c e02cc0c0 2ec62bb6 7306c63e 4db95bbf
112	6f96662a 1987a21b e4ec1071 010b6069
113
114
115	yu2 mod p =
116
117	8b510071 2957e950 50d6b8fd 376a668e 4b0d633c 1e46e665
118	5c611a72 e2b28483 be52c74d 4b30de61 a668966e dc307a67
119	c19441f4 22bf3c34 08aeba1f 0a4dbec7
120
121	v =
122	8bac1ab6 6410435c b7181f95 b16ab97c 92b341c0