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- Intro to Crypto
- Crypto Theory
- Demonstration
(break) - Keysigning
- Formal
- Informal
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Why use Encrypted E-mail?
- Security
- Encrypted mail cannot be read by a Man In The Middle (MITM)
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Why use Encrypted E-mail?
- Security
- Encrypted mail cannot be read by a Man In The Middle (MITM) - Authenticity (Integrity)
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Why use Encrypted E-mail?
- Security
- Encrypted mail cannot be read by a Man In The Middle (MITM) - Authenticity (Integrity)
- Signed mail cannot be modified in transit, accidentally by mis-configured servers, or maliciously by a MITM
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Why use Encrypted E-mail?
- Security
- Encrypted mail cannot be read by a Man In The Middle (MITM) - Authenticity (Integrity)
- Signed mail cannot be modified in transit, accidentally by mis-configured servers, or maliciously by a MITM - Non-Repudiability
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Why use Encrypted E-mail?
- Security
- Encrypted mail cannot be read by a Man In The Middle (MITM) - Authenticity (Integrity)
- Signed mail cannot be modified in transit, accidentally by mis-configured servers, or maliciously by a MITM - Non-Repudiability
- Signed mail can only come from the sender
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Why NOT use Encrypted E-mail?
- Need the other party to use the same encryption
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Why NOT use Encrypted E-mail?
- Need the other party to use the same encryption
- Locked-in format
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Why NOT use Encrypted E-mail?
- Need the other party to use the same encryption
- Locked-in format
- Lose your secret key, lose your mail
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Why NOT use Encrypted E-mail?
- Need the other party to use the same encryption
- Locked-in format
- Lose your secret key, lose your mail
- Need to keep revoked keys to read old mail
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Why NOT use Encrypted E-mail?
- Need the other party to use the same encryption
- Locked-in format
- Lose your secret key, lose your mail
- Need to keep revoked keys to read old mail
- If your key is compromised, so is all your mail (no forward secrecy)
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Why NOT use Encrypted E-mail?
- Need the other party to use the same encryption
- Locked-in format: Lose key, lose mail; keep revoked keys; compromise key, compromise mail
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Why NOT use Encrypted E-mail?
- Need the other party to use the same encryption
- Locked-in format: Lose key, lose mail; keep revoked keys; compromise key, compromise mail
- Non-repudiability
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Why NOT use Encrypted E-mail?
- Need the other party to use the same encryption
- Locked-in format: Lose key, lose mail; keep revoked keys; compromise key, compromise mail
- Non-repudiability
- Politicians? CEOs?
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Why NOT use Encrypted E-mail?
- Need the other party to use the same encryption
- Locked-in format: Lose key, lose mail; keep revoked keys; compromise key, compromise mail
- Non-repudiability: Politicians? CEOs?
- Rubber Hose Cryptanalysis
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Rubber Hose Cryptanalysis (using a $5 wrench)
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Why NOT use Encrypted E-mail?
- Need the other party to use the same encryption
- Locked-in format
- Non-repudiability
- Rubber Hose Cryptanalysis
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Why NOT use Encrypted E-mail?
- Need the other party to use the same encryption
- Locked-in format
- Non-repudiability
- Rubber Hose Cryptanalysis
- It's hard!
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Why NOT use Encrypted E-mail?
- Need the other party to use the same encryption
- Locked-in format
- Non-repudiability
- Rubber Hose Cryptanalysis
- It's hard!
- and looks geeky
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Unencrypted, unsigned message
Date: Mon, 25 Nov 2013 18:27:22 -0500 From: Crypto Guy <cryptoguy@sobac.com> Subject: Hello! Hello World!
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Unencrypted, signed message
Date: Mon, 25 Nov 2013 18:27:22 -0500 From: Crypto Guy <cryptoguy@sobac.com> Subject: Hello! -----BEGIN PGP SIGNED MESSAGE----- Hash: SHA1 Hello World! -----BEGIN PGP SIGNATURE----- Version: GnuPG v1.4.14 (GNU/Linux) Comment: Using GnuPG with Thunderbird - http://www.enigmail.net/ iQEcBAEBAgAGBQJSk9zaAAoJENrSxFs55fZVAAgIAK2BKzV/qUTXCu0gEWJq2U3z mZ6nsfzjs8aXJe8CT/c7kr7HSgSV57kvukIbvcUP5sCGwpIfwK04qA0Af4J9jXp7 Wq1/k0wjA1WzhCWUEEjdBs/05bAbQ78ulTbhFlII2ywLgH6BYxgjceZa9abgF8Di xHkRWEAI6q+scoEhi0rCGlCX3UX/pkiZ1GlaxxxMBu1J5DbFaAJZ1MiPUDOLQN9w 5LzIqi4rKTtnCQo6G3WWRg5HvPMHHmUJoaZfZpnPrszf4ttG0vrFLxJKUqZszDyr V5Lx/IjKAZBwoRRjfpRZILFHWoveaw5MG8487jM76W7LiVTEsX2AFGI3R6uy+KA= =0p58 -----END PGP SIGNATURE-----
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Encrypted, signed message
Date: Date: Mon, 25 Nov 2013 18:27:22 -0500 From: Crypto Guy <cryptoguy@sobac.com> To: Crypto Guy <cryptoguy@sobac.com> Subject: Hello! -----BEGIN PGP MESSAGE----- Charset: ISO-8859-1 Version: GnuPG v1.4.14 (GNU/Linux) Comment: Using GnuPG with Thunderbird - http://www.enigmail.net/ hQEMA7bHREkg/1GxAQf/dmPoG27m33QGlUEZ0F9rlndQJFgeAyPBpXVEV2uCgaGw rCzeBOkcE7FMmo2MjiozS64QaynPAGuHYoKwRIYS06Aa3ll2FwFO4O2tGiC1jsGQ EUgjIE8h4iqIG4D5uzsv/iQ14QWJm4vaACxLCEtSaIRYcNB6Kxvy0phydltc3cp1 Ri1OlYPV799yiT7bcdT3ntTew5UF853mUrEIPt3NRfEDrC/m8ScTCT9SD2VRzlfA qMviBt20XgApQscLBOWCAHv+1u2eUQ8AM3OsAZ/K4mw+s/jcWNNqLG9DRrrHJzMK YXiZtLuE02eqpXjxrgfKmUloWAu7p9uQHMRwJjIy89LAugFdmW8HY1eZbpu7kUQU 9PvGydWd0QUPjkG7CXEeh63hmmbJgmJdjqOVjDuXhuHI1xU9+psmLPEszAY1TP9f V4WR7SAIIVtE5r2S3YRwgyXWsPF+VgesBiUtQ7mroSGeVJ6GRR/rn0IdnLabrJsb WXiCAtNajDx/x1QGcxFDIQjNsnqvzraSHwcpX6XelRCIz3jyS3SKDdR0T/x5YkmA mkmXDZlLUntyjbJjZF0LmB96PTAi8JT/OG4QCxTsPMIpkLJZOcQ4SnHsaxfVgLqg gOt5bxT9ybGt17xrw/j/mKpcq9cbyXFVJoRr73OVE8Wg2IYBye4TPu/HfXIGUh70 s4dE1Jc+iqdVLqJ2w3qGo4v8B2pg6bPLde7TT/7NrrvEWg0Zxlr+SFr+60xiyPGu 8eJHtQYSXe4OOc2FZev9mb0M2IIr0zpd7q5MvUqE+4b/VUtmadUFcExuUdaayS0P rgLVNx3285jGXzelaFB2/+Gzx/m7MMXsKMBX7Q== =jfdJ -----END PGP MESSAGE-----
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Crypto Theory
Symmetric Key Encryption
Substitution cipher, Caesar cipher
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Symmetric Key Encryption
Substitution cipher, Caesar cipher
- Key = -1
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Symmetric Key Encryption
Substitution cipher, Caesar cipher
- Key = -1
- Encrypt: IBM ⇒ -1 = HAL
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Symmetric Key Encryption
Substitution cipher, Caesar cipher
- Key = -1
- Encrypt: IBM ⇒ -1 = HAL
- Decrypt: Khmtw Trdq Fqnto ⇒ +1 =
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Symmetric Key Encryption
Substitution cipher, Caesar cipher
- Key = -1
- Encrypt: IBM ⇒ -1 = HAL
- Decrypt: Khmtw Trdq Fqnto ⇒ +1 = Linux User Group
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Symmetric Key Encryption
Substitution cipher, Caesar cipher
- Key = 13 (ROT13)
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Symmetric Key Encryption
Substitution cipher, Caesar cipher
- Key = 13 (ROT13)
- Encrypt: Linux User Group ⇒ +13 = Yvahk Hfre Tebhc
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Symmetric Key Encryption
Substitution cipher, Caesar cipher
- Key = 13 (ROT13)
- Encrypt: Linux User Group ⇒ +13 = Yvahk Hfre Tebhc
- Decrypt: Yvahk Hfre Tebhc ⇒ +13 = Linux User Group
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Symmetric Key Encryption
Substitution cipher, Caesar cipher
- Key = 13 (ROT13)
- Encrypt: Linux User Group ⇒ +13 = Yvahk Hfre Tebhc
- Decrypt: Yvahk Hfre Tebhc ⇒ +13 = Linux User Group
Need a secure way to share the key
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Public/Private Key Encryption
The Math: Based on a One-way function: Easy to do, hard to reverse
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Public/Private Key Encryption
The Math: Based on a One-way function: Easy to do, hard to reverse
59 × 61 = ????
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Public/Private Key Encryption
The Math: Based on a One-way function: Easy to do, hard to reverse
59 × 61 = 3599
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Public/Private Key Encryption
The Math: Based on a One-way function: Easy to do, hard to reverse
3551 = ?? × ??
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Public/Private Key Encryption
The Math: Based on a One-way function: Easy to do, hard to reverse
3551 = 53 × 67
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Public/Private Key Encryption
The Theory: Generate a key pair
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Public/Private Key Encryption
The Theory: Generate a key pair
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A Key Pair
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Public/Private Key Encryption
The Theory: Generate a key pair
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A Key Pair
Public Key, Private (Secret) Key
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Public/Private Key Encryption
The Theory: Generate a key pair
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A Key Pair
Public Key, Private (Secret) Key
- Anything encrypted by one key is decrypted by the other
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Public Key, Private (Secret) Key
Anything encrypted by one key is decrypted by the other
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Public Key, Private (Secret) Key
Anything encrypted by one key is decrypted by the other
- Encrypt: Hello World ⇒ Public Key = |-|3110 '//0|21|)
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Public Key, Private (Secret) Key
Anything encrypted by one key is decrypted by the other
- Encrypt: Hello World ⇒ Public Key = |-|3110 '//0|21|)
- Decrypt: |-|3110 '//0|21|) ⇒ Secret Key = Hello World
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Public Key, Private (Secret) Key
Anything encrypted by one key is decrypted by the other
- Encrypt: Hello World ⇒ Public Key = |-|3110 '//0|21|)
- Decrypt: |-|3110 '//0|21|) ⇒ Secret Key = Hello World
- Encrypt: Linux Is Cool ⇒ Secret Key = 1!/\/|_|>< !5 (001
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Public Key, Private (Secret) Key
Anything encrypted by one key is decrypted by the other
- Encrypt: Hello World ⇒ Public Key = |-|3110 '//0|21|)
- Decrypt: |-|3110 '//0|21|) ⇒ Secret Key = Hello World
- Encrypt: Linux Is Cool ⇒ Secret Key = 1!/\/|_|>< !5 (001
- Decrypt: 1!/\/|_|>< !5 (001 ⇒ Public Key = Linux Is Cool
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GnuPG/PGP in Practice
- GnuPG/PGP uses a symmetric key, not Public/Secret keys to encrypt a message
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GnuPG/PGP in Practice
- GnuPG/PGP uses a symmetric key, not Public/Secret keys to encrypt a message
- Symmetric Key generated by Pseudo Random Number Generator (PRNG)
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GnuPG/PGP in Practice
- GnuPG/PGP uses a symmetric key, not Public/Secret keys to encrypt a message
- Symmetric Key generated by Pseudo Random Number Generator (PRNG)
- Symmetric Key is encrypted with recipient's Public Key
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GnuPG/PGP in Practice
- GnuPG/PGP uses a symmetric key, not Public/Secret keys to encrypt a message
- Symmetric Key generated by Pseudo Random Number Generator (PRNG)
- Symmetric Key is encrypted with recipient's Public Key
- Recipient uses Secret Key to decrypt Symmetric Key
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The Players by @0xABad1Dea
Bob encrypts a message to Alice
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The Players by @0xABad1Dea
Bob encrypts a message to Alice
- GnuPG/PGP generates a random Symmetric Key
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The Players by @0xABad1Dea
Bob encrypts a message to Alice
- GnuPG/PGP generates a random Symmetric Key
- Message ⇒ Symmetric Key = |\/|355463
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The Players by @0xABad1Dea
Bob encrypts a message to Alice
- GnuPG/PGP generates a random Symmetric Key
- Message ⇒ Symmetric Key = |\/|355463
- Symmetric Key ⇒ Alice's Public Key = 5`/|\/||\/|37|2!( |<3`/
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The Players by @0xABad1Dea
Bob encrypts a message to Alice
- GnuPG/PGP generates a random Symmetric Key
- Message ⇒ Symmetric Key = |\/|355463
- Symmetric Key ⇒ Alice's Public Key = 5`/|\/||\/|37|2!( |<3`/
- Bob sends |\/|355463 5`/|\/||\/|37|2!( |<3`/ to Alice
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The Players by @0xABad1Dea
Alice decrypts a message from Bob
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The Players by @0xABad1Dea
Alice decrypts a message from Bob
- Alice receives |\/|355463 5`/|\/||\/|37|2!( |<3`/ from Bob
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The Players by @0xABad1Dea
Alice decrypts a message from Bob
- Alice receives |\/|355463 5`/|\/||\/|37|2!( |<3`/ from Bob
- 5`/|\/||\/|37|2!( |<3`/ ⇒ Alice's Secret Key = Symmetric Key
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The Players by @0xABad1Dea
Alice decrypts a message from Bob
- Alice receives |\/|355463 5`/|\/||\/|37|2!( |<3`/ from Bob
- 5`/|\/||\/|37|2!( |<3`/ ⇒ Alice's Secret Key = Symmetric Key
- |\/|355463 ⇒ Symmetric Key = Message
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The Players by @0xABad1Dea
Bob signs a message
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The Players by @0xABad1Dea
Bob signs a message
- Message ⇒ SHA-256 = ABC
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The Players by @0xABad1Dea
Bob signs a message
- Message ⇒ SHA-256 = ABC
- ABC ⇒ Bob's Secret Key = 4|>(
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The Players by @0xABad1Dea
Alice verifies Bob's signature
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The Players by @0xABad1Dea
Alice verifies Bob's signature
- 4|>( ⇒ Bob's Public Key = ABC
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The Players by @0xABad1Dea
Alice verifies Bob's signature
- 4|>( ⇒ Bob's Public Key = ABC
- Message ⇒ SHA-256 = ABC
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The Players by @0xABad1Dea
Alice verifies Bob's signature
- 4|>( ⇒ Bob's Public Key = ABC
- Message ⇒ SHA-256 = ABC
- Same result? Message is unaltered and verifies Bob as sender!
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The Players by @0xABad1Dea
Putting it all together …
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Bob encrypts and signs a message to Alice
- GnuPG/PGP generates a random Symmetric Key
- Message ⇒ Symmetric Key = |\/|355463
- Symmetric Key ⇒ Alice's Public Key = 5`/|\/||\/|37|2!( |<3`/
- Message ⇒ SHA-256 = ABC
- ABC ⇒ Bob's Secret Key = 4|>(
- Bob sends |\/|355463 5`/|\/||\/|37|2!( |<3`/ 4|>( to Alice
Alice decrypts the message from Bob and verifies signature
- Alice receives |\/|355463 5`/|\/||\/|37|2!( |<3`/ 4|>( from Bob
- 5`/|\/||\/|37|2!( |<3`/ ⇒ Alice's Secret Key = Symmetric Key
- |\/|355463 ⇒ Symmetric Key = Message
- 4|>( ⇒ Bob's Public Key = ABC
- Message ⇒ SHA-256 = ABC
- Same result? Message is unaltered and verifies Bob as sender!
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Practical GnuPG/PGP
- Keep your Secret Key secret!
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Practical GnuPG/PGP
- Keep your Secret Key secret!
- But you can distribute your Public Key widely
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Practical GnuPG/PGP
- Keep your Secret Key secret!
- But you can distribute your Public Key widely
- Upload your Public Key to keyservers
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Practical GnuPG/PGP
- Keep your Secret Key secret!
- But you can distribute your Public Key widely
- Upload your Public Key to keyservers
- Send your Public Key by e-mail
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Practical GnuPG/PGP
- Keep your Secret Key secret!
- Distribute your Public Key widely
- Use a Public Key to encrypt a message
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Practical GnuPG/PGP
- Keep your Secret Key secret!
- Distribute your Public Key widely
- Use a Public Key to encrypt a message
- Only that person's Secret Key can decrypt it
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Practical GnuPG/PGP
- Keep your Secret Key secret!
- Distribute your Public Key widely
- Use a Public Key to encrypt a message
- Only that person's Secret Key can decrypt it
- You can only encrypt a message to someone whose Public Key you have
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Practical GnuPG/PGP
- Keep your Secret Key secret!
- Distribute your Public Key widely
- Use a Public Key to encrypt a message
- Use your Secret Key to sign a message
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Practical GnuPG/PGP
- Keep your Secret Key secret!
- Distribute your Public Key widely
- Use a Public Key to encrypt a message
- Use your Secret Key to sign a message
- Anyone can use your Public Key to verify the signature
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Practical GnuPG/PGP
- Keep your Secret Key secret!
- Distribute your Public Key widely
- Use a Public Key to encrypt a message
- Use your Secret Key to sign a message
- Anyone can use your Public Key to verify the signature
- You can sign messages for everyone!
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Practical GnuPG/PGP
- Keep your Secret Key secret!
- Distribute your Public Key widely
- Use a Public Key to encrypt a message
- Use your Secret Key to sign a message
- Anyone can use your Public Key to verify the signature
- You can sign messages for everyone!
- But only people who have your Public Key can verify the signature
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Practical GnuPG/PGP
- Keep your Secret Key secret!
- Distribute your Public Key widely
- Use a Public Key to encrypt a message
- Use your Secret Key to sign a message
- Anyone can use your Public Key to verify the signature
- You can sign messages for everyone!
- But only people who have your Public Key can verify the signature
- Shows others that encryption is not such a weird thing
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Practical GnuPG/PGP
- Keep your Secret Key secret!
- Distribute your Public Key widely
- Use a Public Key to encrypt a message
- Use your Secret Key to sign a message
- If I download your Public Key, how do I know it's really yours?
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Practical GnuPG/PGP
- Keep your Secret Key secret!
- Distribute your Public Key widely
- Use a Public Key to encrypt a message
- Use your Secret Key to sign a message
- If I download your Public Key, how do I know it's really yours?
- Keysigning!
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Practical GnuPG/PGP
Keysigning
- You tell me what your Key Fingerprint is.
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Practical GnuPG/PGP
Keysigning
- You tell me what your Key Fingerprint is.
- I verify that's the same Key Fingerprint on your Public Key I download
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Practical GnuPG/PGP
Keysigning
- You tell me what your Key Fingerprint is.
- I verify that's the same Key Fingerprint on your Public Key I download
- If I believe that's your Public Key, I sign it.
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Practical GnuPG/PGP
Keysigning: Bob signs Alice's Public Key
- Alice's Public Key ⇒ Bob's Secret Key = 5!6|>0|>
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Practical GnuPG/PGP
Keysigning: Bob signs Alice's Public Key
- Alice's Public Key ⇒ Bob's Secret Key = 5!6|>0|>
- Alice's Public Key + 5!6|>0|> = Alice's Public Key5!6|>0|>
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Practical GnuPG/PGP
Keysigning: Bob signs Alice's Public Key
- Alice's Public Key ⇒ Bob's Secret Key = 5!6|>0|>
- Alice's Public Key + 5!6|>0|> = Alice's Public Key5!6|>0|>
- Alice is popular:
Alice's Public Key5!6|>0|>5!6(4|2015!6|\/|41(01|\/|
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Practical GnuPG/PGP
Keysigning: Bob signs Alice's Public Key
- Alice's Public Key ⇒ Bob's Secret Key = 5!6|>0|>
- Alice's Public Key + 5!6|>0|> = Alice's Public Key5!6|>0|>
- Alice is popular:
Alice's Public Key5!6|>0|>5!6(4|2015!6|\/|41(01|\/|
- Alice's Public Key has been signed by Bob, Carol and Malcolm
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Practical GnuPG/PGP
Keysigning: Web of Trust
- If I download your Public Key, how do I know it's really yours?
- Keysigning!
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Practical GnuPG/PGP
Keysigning: Web of Trust
- If I download your Public Key, how do I know it's really yours?
- Keysigning! - But what if I've never met you to sign your Public Key?
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Practical GnuPG/PGP
Authentication Factors
- Something you know:
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Practical GnuPG/PGP
Authentication Factors
- Something you know: Passphrase, PIN
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Practical GnuPG/PGP
Authentication Factors
- Something you know: Passphrase, PIN
- Something you have:
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Practical GnuPG/PGP
Authentication Factors
- Something you know: Passphrase, PIN
- Something you have: Key fob, pass card
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Practical GnuPG/PGP
Authentication Factors
- Something you know: Passphrase, PIN
- Something you have: Key fob, pass card
- Something you are:
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Practical GnuPG/PGP
Authentication Factors
- Something you know: Passphrase, PIN
- Something you have: Key fob, pass card
- Something you are: Fingerprint, retinal scan
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Practical GnuPG/PGP
Authentication Factors
- Something you know: Passphrase, PIN
- Something you have: Key fob, pass card
- Something you are: Fingerprint, retinal scan
- Someone who knows you:
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Practical GnuPG/PGP
Authentication Factors
- Something you know: Passphrase, PIN
- Something you have: Key fob, pass card
- Something you are: Fingerprint, retinal scan
- Someone who knows you: Trusted introducer
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Practical GnuPG/PGP
Keysigning: Web of Trust
- If I download Carol's Public Key, how do I know it's really Carol's?
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Practical GnuPG/PGP
Keysigning: Web of Trust
- If I download Carol's Public Key, how do I know it's really Carol's?
- Carol's Public Key5!641!(35!6|\/|41(01|\/|
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Practical GnuPG/PGP
Keysigning: Web of Trust
- If I download Carol's Public Key, how do I know it's really Carol's?
- Carol's Public Key5!641!(35!6|\/|41(01|\/|
- Carol's Public Key has been signed by Alice and Malcolm
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Practical GnuPG/PGP
Keysigning: Web of Trust
- If I download Carol's Public Key, how do I know it's really Carol's?
- Carol's Public Key5!641!(35!6|\/|41(01|\/|
- Carol's Public Key has been signed by Alice and Malcolm - 5!641!(3 ⇒ Alice's Public Key = Carol's Public Key
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Practical GnuPG/PGP
Keysigning: Web of Trust
- If I download Carol's Public Key, how do I know it's really Carol's?
- Carol's Public Key5!641!(35!6|\/|41(01|\/|
- Carol's Public Key has been signed by Alice and Malcolm - 5!641!(3 ⇒ Alice's Public Key = Carol's Public Key
- Alice signed Carol's Public Key, ∴ Alice trusts Carol
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Practical GnuPG/PGP
Keysigning: Web of Trust
- If I download Carol's Public Key, how do I know it's really Carol's?
- Carol's Public Key5!641!(35!6|\/|41(01|\/|
- Carol's Public Key has been signed by Alice and Malcolm - 5!641!(3 ⇒ Alice's Public Key = Carol's Public Key
- Alice signed Carol's Public Key, ∴ Alice trusts Carol
- Bob signed Alice's Public Key, ∴ Bob trusts Alice
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Practical GnuPG/PGP
Keysigning: Web of Trust
- If I download Carol's Public Key, how do I know it's really Carol's?
- Carol's Public Key5!641!(35!6|\/|41(01|\/|
- Carol's Public Key has been signed by Alice and Malcolm - 5!641!(3 ⇒ Alice's Public Key = Carol's Public Key
- Alice signed Carol's Public Key, ∴ Alice trusts Carol
- Bob signed Alice's Public Key, ∴ Bob trusts Alice
- By association, Bob trusts Carol (a little)
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Practical GnuPG/PGP
Keysigning: Web of Trust
- If I download Carol's Public Key, how do I know it's really Carol's?
- Carol's Public Key5!641!(35!6|\/|41(01|\/|
- Carol's Public Key has been signed by Alice and Malcolm - 5!641!(3 ⇒ Alice's Public Key = Carol's Public Key
- Alice signed Carol's Public Key, ∴ Alice trusts Carol
- Bob signed Alice's Public Key, ∴ Bob trusts Alice
- By association, Bob trusts Carol (a little)
- Bob also signed Malcolm's Public Key, ∴ Bob trusts Malcolm
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Practical GnuPG/PGP
Keysigning: Web of Trust
- If I download Carol's Public Key, how do I know it's really Carol's?
- Carol's Public Key5!641!(35!6|\/|41(01|\/|
- Carol's Public Key has been signed by Alice and Malcolm - 5!641!(3 ⇒ Alice's Public Key = Carol's Public Key
- Alice signed Carol's Public Key, ∴ Alice trusts Carol
- Bob signed Alice's Public Key, ∴ Bob trusts Alice
- By association, Bob trusts Carol (a little)
- Bob also signed Malcolm's Public Key, ∴ Bob trusts Malcolm
- Both Alice and Malcolm signed Carol's Public Key, so Bob trusts Carol (more than a little)
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Practical GnuPG/PGP
Keysigning: Web of Trust
- If I download Carol's Public Key, how do I know it's really Carol's?
- Carol's Public Key5!641!(35!6|\/|41(01|\/|
- Carol's Public Key has been signed by Alice and Malcolm - 5!641!(3 ⇒ Alice's Public Key = Carol's Public Key
- Alice signed Carol's Public Key, ∴ Alice trusts Carol
- Bob signed Alice's Public Key, ∴ Bob trusts Alice
- By association, Bob trusts Carol (a little)
- Bob also signed Malcolm's Public Key, ∴ Bob trusts Malcolm
- Both Alice and Malcolm signed Carol's Public Key, so Bob trusts Carol (more than a little) - Alice and Malcolm are Trusted Introducers for Carol
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Demonstration
Install Enigmail
Addon for Thunderbird
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Demonstration
Use Enigmail Wizard
Use the Defaults!
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Demonstration
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Cryptoparty like it's 31 December 1983!
Generate Key Pair
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Cryptoparty like it's 31 December 1983!
Generate Key Pair
If your Key Fingerprint is
04F7 742B 8F54 C40A E115 26C2 B912 89B0 D2CC E5EA
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Cryptoparty like it's 31 December 1983!
Generate Key Pair
If your Key Fingerprint is
04F7 742B 8F54 C40A E115 26C2 B912 89B0 D2CC E5EA
- Then your Long KeyID is 0xB91289B0D2CCE5EA
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Cryptoparty like it's 31 December 1983!
Generate Key Pair
If your Key Fingerprint is
04F7 742B 8F54 C40A E115 26C2 B912 89B0 D2CC E5EA
- Then your Long KeyID is 0xB91289B0D2CCE5EA
- And your Short KeyID is 0xD2CCE5EA
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Cryptoparty like it's 31 December 1983!
Generate Key Pair
If your Key Fingerprint is
04F7 742B 8F54 C40A E115 26C2 B912 89B0 D2CC E5EA
- Then your Long KeyID is 0xB91289B0D2CCE5EA
- And your Short KeyID is 0xD2CCE5EA
- Short KeyID is unique to about 1 in 10 billion (2^32)
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Cryptoparty like it's 31 December 1983!
Generate Key Pair
If your Key Fingerprint is
04F7 742B 8F54 C40A E115 26C2 B912 89B0 D2CC E5EA
- Then your Long KeyID is 0xB91289B0D2CCE5EA
- And your Short KeyID is 0xD2CCE5EA
- Short KeyID is unique to about 1 in 10 billion (2^32)
- Long KeyID is unique to about in 10^20 (2^64)
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Cryptoparty like it's 31 December 1983!
Generate Key Pair
If your Key Fingerprint is
04F7 742B 8F54 C40A E115 26C2 B912 89B0 D2CC E5EA
- Then your Long KeyID is 0xB91289B0D2CCE5EA
- And your Short KeyID is 0xD2CCE5EA
- Short KeyID is unique to about 1 in 10 billion (2^32)
- Long KeyID is unique to about in 10^20 (2^64)
- Key Fingerprint is unique to about 10^48 (2^160)
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Cryptoparty like it's 31 December 1983!
Generate Key Pair
If your Key Fingerprint is
04F7 742B 8F54 C40A E115 26C2 B912 89B0 D2CC E5EA
- Then your Long KeyID is 0xB91289B0D2CCE5EA
- And your Short KeyID is 0xD2CCE5EA
- Short KeyID is unique to about 1 in 10 billion (2^32)
- Long KeyID is unique to about in 10^20 (2^64)
- Key Fingerprint is unique to about 10^48 (2^160)
- Number of atoms in the universe is about 10^80
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Configure Enigmail
- Generally, use the defaults
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Configure Enigmail
- Generally, use the defaults
- I chose DH/DSS algorithm for my key because of patent restrictions on RSA in 1999
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Configure Enigmail
- Generally, use the defaults
- I chose DH/DSS algorithm for my key because of patent restrictions on RSA in 1999
- Diffie-Hellman/Digital Signature Standard (which uses DSA - Digital Signature Algorithm)
- ElGamal encryption algorithm
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Configure Enigmail
- Generally, use the defaults
- I chose DH/DSS algorithm for my key because of patent restrictions on RSA in 1999
- Diffie-Hellman/Digital Signature Standard (which uses DSA - Digital Signature Algorithm)
- ElGamal encryption algorithm - Use PGP/MIME to hide signature blocks
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Configure Enigmail
- Generally, use the defaults
- I chose DH/DSS algorithm for my key because of patent restrictions on RSA in 1999
- Diffie-Hellman/Digital Signature Standard (which uses DSA - Digital Signature Algorithm)
- ElGamal encryption algorithm - Use PGP/MIME to hide signature blocks
- But displaying signature blocks may encourage others to use encryption
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Configure Enigmail
- Generally, use the defaults
- I chose DH/DSS algorithm for my key because of patent restrictions on RSA in 1999
- Diffie-Hellman/Digital Signature Standard (which uses DSA - Digital Signature Algorithm)
- ElGamal encryption algorithm - Use PGP/MIME to hide signature blocks
- But displaying signature blocks may encourage others to use encryption
- Some mailing lists may remove PGP/MIME signature attachments
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Retrieve a Public Key
- E-mail address is convenient, but may return multiple keys
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Retrieve a Public Key
- E-mail address is convenient, but may return multiple keys
- KeyID search will return one key. Prefix KeyIDs with "0x"
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Sending a Message
- OpenPGP → Default Composition Options → Signing/Encryption Options
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Sending a Message
- OpenPGP → Default Composition Options → Signing/Encryption Options
- OpenPGP → Per-Recipient Options
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Receiving a Message
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CC-BY-NC Randall Monroe, XKCD
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Receiving a Message
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CC-BY-NC Randall Monroe, XKCD
If you want to be extra safe, check that there's a big block of jumbled characters at the bottom.
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Receiving a Message
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CC-BY-NC Randall Monroe, XKCD
If you want to be extra safe, check that there's a big block of jumbled characters at the bottom.
Fortunately, Enigmail checks a little more thoroughly!
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Keysigning with Enigmail
- OpenPGP → Key Management → Edit → Sign Key
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CC-BY-NC Randall Monroe, XKCD
Resources
What to do with encrypted mail and who to do it with
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CC-BY-NC Randall Monroe, XKCD
Resources
Other Tools
- Evolution — Built-in support for GnuPG
- Claws — Plugins PGP/Core, PGP/Inline, PGP/MIME
- KMail — use gnupg2 package
- Mutt — Built-in support
- GMail — Use Chromium and plugin cr-gpg
- Other Webmail (Yahoo!, Hotmail, &c.)
— Cut'n'paste with Firefox plugin WebPG
(doesn't work for me)
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CC-BY-NC Randall Monroe, XKCD
Resources
Support
- KWCrypto Interest Group: http://sobac.com/kwcrypto
- PGP-Basics mailing list: http://groups.yahoo.com/neo/groups/PGP-Basics/info
- KWLUG: http://kwlug.org IRC: irc://irc.freenode.net/kwlug
- This presentation is online at
http://sobac.com/KWCrypto/kwlug-2013-12-02/
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Bob Jonkman
- E-mail: bjonkman@sobac.com
- GnuPG/PGP KeyID: 0xD2CCE5EA
- Microblog: @bjonkman@sn.jonkman.ca or http://sn.jonkman.ca/bobjonkman
- Blog: http://bob.jonkman.ca/blogs/
- Thanx to Randall Monroe for releasing XKCD comics under a CC-BY-NC 2.5 license!
- The Cryptoparty keypair logo from the Cryptoparty Artwork repository on GitHub is available in the Public Domain.
- "The Players" by Melissa Beth Elliott (@0xABad1dea on Twitter) is used with permission
- This rest of this presentation is ©2013 by Bob Jonkman and released under a CC-BY 4.0 license.