joeblack.git

commit 449ebe59719dc338af382bffded0f177ed8446af

Author: Adam <git@apiote.xyz>

adding and burning shares

 add | 10 ++++
 burnt | 1 
 decoder/joeblack.go | 22 +++++++-
 encode | 5 ++
 encoder/joeblack.go | 48 ++++++++++++++-------
 encoder/vendor/github.com/codahale/sss/sss.go | 24 +++++-----
 index.html | 41 ++++++++++++-----
 payload | 1 
 shared/shared.go | 24 +++++++++-


diff --git a/add b/add
new file mode 100755
index 0000000000000000000000000000000000000000..e325ca8a6e0f4cbd8103ab2740c94865b639c076
--- /dev/null
+++ b/add
@@ -0,0 +1,10 @@
+#!/bin/sh
+set -e
+
+eeze -E >encoder/secrets.dirty
+mv payload encoder/payload
+cd encoder
+./joeblack -a 5
+shred -fuz secrets.dirty
+cd ../
+mv encoder/payload .




diff --git a/burnt b/burnt
new file mode 100644
index 0000000000000000000000000000000000000000..1e8b314962144c26d5e0e50fd29d2ca327864913
--- /dev/null
+++ b/burnt
@@ -0,0 +1 @@
+6




diff --git a/decoder/joeblack.go b/decoder/joeblack.go
index 5a4b4df6283a2c99c7339a277f6de3c8e8ca676c..f424d1e55ee5cd8b0657eae6b8a00507da925e4d 100644
--- a/decoder/joeblack.go
+++ b/decoder/joeblack.go
@@ -4,9 +4,11 @@ import (
 	"embed"
 	"encoding/base64"
 	"fmt"
-	"github.com/codahale/sss"
+	"strconv"
+	"strings"
 
 	"git.sr.ht/~sircmpwn/go-bare"
+	"github.com/codahale/sss"
 	"syscall/js"
 )
 
@@ -37,9 +39,19 @@ }
 
 // args:: shares :[sharesNum]string...
 func decodeSSS(this js.Value, args []js.Value) any {
-	if len(args) != sharesNum { // +1
-		return fmt.Sprintf("ERR: Invalid number of arguments given %d, expected %d\n", len(args), sharesNum) // +1
+	if len(args) != sharesNum+1 {
+		return fmt.Sprintf("ERR: Invalid number of arguments given %d, expected %d\n", len(args), sharesNum+1)
 	}
+	burntStrings := strings.Split(args[3].String(), ",")
+	burnt := map[byte]struct{}{}
+	for i, b := range burntStrings {
+		bUint, err := strconv.ParseUint(strings.TrimSpace(b), 10, 8)
+		if err != nil {
+			return fmt.Sprintf("ERR: burnt[%d] (%s) malformed: %v\n", i, b, err)
+		}
+		burnt[byte(bUint)] = struct{}{}
+	}
+
 	shares := map[byte][]byte{}
 	for i := 0; i < sharesNum; i++ {
 		share := args[i].String()
@@ -49,7 +61,9 @@ 			return fmt.Sprintf("ERR: while decoding words: %v", err)
 		}
 		shareNum := shareBytes[len(shareBytes)-1]
 		shareBytes = shareBytes[:len(shareBytes)-1]
-		//todo last argument is burnt sha512sums of shares; if it matches any => return Err
+		if _, ok := burnt[shareNum]; ok {
+			return fmt.Sprintf("ERR: udział nr %d jest spalony\n", shareNum)
+		}
 		shares[shareNum] = shareBytes
 	}
 	return base64.StdEncoding.EncodeToString(sss.Combine(shares))




diff --git a/encode b/encode
index b32d50d97fc608206a328f8de74daedae74767d0..4542204efe79da846c5583e4e4e3ba7d67281df1 100755
--- a/encode
+++ b/encode
@@ -3,8 +3,13 @@ set -e
 
 eeze -E >encoder/secrets.dirty
 mv payload encoder/payload
+cp ~/Documents/will.adoc encoder/will.adoc
 cd encoder
+asciidoc will.adoc
+pandoc -t pdf -s -V papersize:a4 --pdf-engine /opt/texlive/2022/bin/x86_64-linuxmusl/pdflatex will.html -o will.pdf
+rm will.html will.adoc
 ./joeblack -r
 shred -fuz secrets.dirty
+rm will.pdf
 cd ../
 mv encoder/payload .




diff --git a/encoder/joeblack.go b/encoder/joeblack.go
index 2de225378b630aabb830e9ecfb2cc3a869174cf8..9b1c5766311d1afa3a96f0df3955fbd43b227092 100644
--- a/encoder/joeblack.go
+++ b/encoder/joeblack.go
@@ -7,7 +7,7 @@ 	"encoding/base64"
 	"fmt"
 	"io"
 	"os"
-	//"strconv"
+	"strconv"
 
 	"apiote.xyz/p/go-dirty"
 	"git.sr.ht/~sircmpwn/go-bare"
@@ -31,19 +31,20 @@ 	}
 
 	recreate := false
 	add := false
-	//var already int64 = 0
+	var already int64 = 0
 	if len(os.Args) > 1 && os.Args[1] == "-r" {
 		recreate = true
 	}
 	if len(os.Args) > 2 && os.Args[1] == "-a" {
 		add = true
-		//already, _ = strconv.ParseInt(os.Args[2], 10, 8)
+		already, _ = strconv.ParseInt(os.Args[2], 10, 8)
 	}
 
 	payload := Payload{}
 	key := [32]byte{}
 	sssKey := [32]byte{}
 	paperKey := [32]byte{}
+	var polynomial [][]byte
 	if !recreate && !add {
 		_, err = io.ReadFull(rand.Reader, sssKey[:])
 		if err != nil {
@@ -101,13 +102,15 @@ 		if err != nil {
 			fmt.Printf("while decrypting paperKeyEnc: %v\n", err)
 			os.Exit(1)
 		}
-		sk, err := decrypt(payload.Keys[2], pK)
-		if err != nil {
-			fmt.Printf("while decrypting paperKeyEnc: %v\n", err)
-			os.Exit(1)
+		for i, pEnc := range payload.Polynomial {
+			p, err := decrypt(pEnc, pK)
+			if err != nil {
+				fmt.Printf("while decrypting polynomial %d: %v\n", i, err)
+				os.Exit(1)
+			}
+			polynomial = append(polynomial, p)
 		}
 		copy(key[:], k)
-		copy(sssKey[:], sk)
 		copy(paperKey[:], pK)
 	}
 
@@ -148,31 +151,44 @@ 	payload.Secrets, err = encrypt(bareSecrets, key[:])
 	payload.Will, err = encrypt(willBytes, key[:])
 
 	if add {
-		/* todo
-		shares, err := sss.Add(1, 3, byte(already), sssKey[:]) // for x =byte(1); x<=n+already; x++
+		x, share, err := sss.Add(byte(already), 3, polynomial, sssKey[:])
 		if err != nil {
 			fmt.Printf("while spliting: %v\n", err)
 			os.Exit(1)
 		}
-		fmt.Println(toWords(shares[already], wordlist))
-		*/
+		share = append(share, x)
+		fmt.Println(x, toWords(share, wordlist))
 	} else if !recreate {
 		sssKeyEnc, err := encrypt(key[:], sssKey[:])
+		if err != nil {
+			fmt.Printf("while encrypting sssKey: %v\n", err)
+			os.Exit(1)
+		}
 		paperKeyEnc, err := encrypt(key[:], paperKey[:])
-		sssKeyPaperEnc, err := encrypt(sssKey[:], paperKey[:])
+		if err != nil {
+			fmt.Printf("while encrypting paperKey: %v\n", err)
+			os.Exit(1)
+		}
 		payload.Keys = [][]byte{}
 		payload.Keys = append(payload.Keys, sssKeyEnc)
 		payload.Keys = append(payload.Keys, paperKeyEnc)
-		payload.Keys = append(payload.Keys, sssKeyPaperEnc)
 
-		shares, err := sss.Split(5, 3, sssKey[:])
+		shares, polynomial, err := sss.Split(5, 3, sssKey[:])
 		if err != nil {
 			fmt.Printf("while spliting: %v\n", err)
 			os.Exit(1)
 		}
+		for i, p := range polynomial {
+			pEnc, err := encrypt(p, paperKey[:])
+			if err != nil {
+				fmt.Printf("while encrypting polynomial %d: %v\n", i, err)
+				os.Exit(1)
+			}
+			payload.Polynomial = append(payload.Polynomial, pEnc)
+		}
 		for x, share := range shares {
 			share = append(share, x)
-			fmt.Println(toWords(share, wordlist))
+			fmt.Println(x, toWords(share, wordlist))
 		}
 		fmt.Println("")
 		fmt.Println(toWords(paperKey[:], wordlist))




diff --git a/encoder/vendor/github.com/codahale/sss/sss.go b/encoder/vendor/github.com/codahale/sss/sss.go
index 9221889e5f7d4624eeabf391b8226ae1c673f03e..b9e88db382bb1f1f919a84407656c73dec0759cc 100644
--- a/encoder/vendor/github.com/codahale/sss/sss.go
+++ b/encoder/vendor/github.com/codahale/sss/sss.go
@@ -50,7 +50,7 @@ 	// ErrInvalidThreshold is returned when the threshold parameter is invalid.
 	ErrInvalidThreshold = errors.New("K must be > 1")
 )
 
-func Add(already, k byte, secret []byte) (byte, []byte, error) {
+func Add(already, k byte, polynomial [][]byte, secret []byte) (byte, []byte, error) {
 	if k <= 1 {
 		return 0, nil, ErrInvalidThreshold
 	}
@@ -58,11 +58,8 @@
 	share := []byte{}
 	x := already + byte(1)
 
-	for _, b := range secret {
-		p, err := generate(k-1, b, rand.Reader)
-		if err != nil {
-			return 0, nil, err
-		}
+	for i := range secret {
+		p := polynomial[i]
 		share = append(share, eval(p, x))
 	}
 	return x, share, nil
@@ -70,21 +67,24 @@ }
 
 // Split the given secret into N shares of which K are required to recover the
 // secret. Returns a map of share IDs (1-255) to shares.
-func Split(n, k byte, secret []byte) (map[byte][]byte, error) {
+func Split(n, k byte, secret []byte) (map[byte][]byte, [][]byte, error) {
 	if k <= 1 {
-		return nil, ErrInvalidThreshold
+		return nil, nil, ErrInvalidThreshold
 	}
 
 	if n < k {
-		return nil, ErrInvalidCount
+		return nil, nil, ErrInvalidCount
 	}
 
 	shares := make(map[byte][]byte, n)
 
-	for _, b := range secret {
+	polynomial := make([][]byte, len(secret))
+
+	for i, b := range secret {
 		p, err := generate(k-1, b, rand.Reader)
+		polynomial[i] = p
 		if err != nil {
-			return nil, err
+			return nil, nil, err
 		}
 
 		for x := byte(1); x <= n; x++ {
@@ -92,7 +92,7 @@ 			shares[x] = append(shares[x], eval(p, x))
 		}
 	}
 
-	return shares, nil
+	return shares, polynomial, nil
 }
 
 // Combine the given shares into the original secret.




diff --git a/index.html b/index.html
index c8ac1701bbedb306093b2a037a14ccd5864f55ed..aa9362a97d2c175dd8e17bb511d13e0f0eaf1fb8 100644
--- a/index.html
+++ b/index.html
@@ -20,18 +20,35 @@ 				const share3 = document.getElementById('share3');
 
 				let key = '';
 				let isPaperKey = false;
+				let keyPromise = undefined;
 				if (share2.value == '' && share3.value == '') {
-					key = decodePaperKey(share1.value);
-					isPaperKey = true;
+					keyPromise = new Promise(function(resolve, reject) {
+						key = decodePaperKey(share1.value);
+						isPaperKey = true;
+						resolve(1);
+					});
 				} else {
-				//fetch ('burnt') ==>
-					key = decodeSSS(share1.value, share2.value, share3.value) //, burnt
-				}
-				if (key.startsWith('ERR: ')) {
-					alert(key);
-					return;
+					keyPromise = fetch('burnt').then(burntResponse => {
+						if (!burntResponse.ok) {
+							return "ERR: Nie można pobrać spalonych udziałów";
+						}
+						return burntResponse.text();
+					}).then(burnt => {
+						if (burnt.startsWith('ERR: ')) {
+							alert(burnt);
+							throw '';
+						}
+						key = decodeSSS(share1.value, share2.value, share3.value, burnt)
+						if (key.startsWith('ERR: ')) {
+							alert(key);
+							throw '';
+						}
+					});
 				}
-				fetch('payload').then (payloadResponse => {
+
+				keyPromise.then(result => {
+					return fetch('payload')
+				}).then(payloadResponse => {
 					if (!payloadResponse.ok) {
 						return "ERR: Nie można pobrać sejfu";
 					}
@@ -39,12 +56,12 @@ 					return payloadResponse.text();
 				}).then(payload => {
 					if (payload.startsWith('ERR: ')) {
 						alert(payload);
-						return;
+						throw '';
 					}
 					let will_secrets_res = decryptPayload(key, payload, isPaperKey);
 					if (will_secrets_res.startsWith('ERR: ')) {
-						alert(will_secrets);
-						return;
+						alert(will_secrets_res);
+						throw '';
 					}
 					let will_secrets = will_secrets_res.split('|');
 					let will = will_secrets[0];




diff --git a/joeblack.wasm b/joeblack.wasm
index e3218a0cca5de827379ecd45e5ca5638cda0d080..517470a6b71137a12d35be33d6a20592209c0e43 100755
Binary files a/joeblack.wasm and b/joeblack.wasm differ




diff --git a/payload b/payload
new file mode 100644
index 0000000000000000000000000000000000000000..9e57b93a072f8d42f8ff6c192aeb7c3c7a85f1fd
--- /dev/null
+++ b/payload
@@ -0,0 +1 @@
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
\ No newline at end of file




diff --git a/shared/shared.go b/shared/shared.go
index 18b2ea03ca2c0b71caebb9e8819be998876c0a20..52799aaea65d890e1d2d7a8eff3f2a546926c7e7 100644
--- a/shared/shared.go
+++ b/shared/shared.go
@@ -21,9 +21,10 @@ }
 type Secret map[string]SecretEntry
 
 type Payload struct {
-	Keys    [][]byte
-	Secrets []byte
-	Will    []byte
+	Keys       [][]byte
+	Secrets    []byte
+	Will       []byte
+	Polynomial [][]byte
 }
 
 func unmarshal(b []byte) (Payload, error) {
@@ -70,6 +71,23 @@ 	if err != nil {
 		return payload, fmt.Errorf("while reading Will: %w", err)
 	}
 	payload.Will = data
+	l, err = r.ReadUint()
+	if err != nil {
+		return payload, fmt.Errorf("while reading polynomial length: %w", err)
+	}
+	i = 0
+	for ; i < l; i++ {
+		ll, err := r.ReadUint()
+		if err != nil {
+			return payload, fmt.Errorf("while polynomial %d length: %w", i, err)
+		}
+		data := make([]byte, ll)
+		err = r.ReadDataFixed(data)
+		if err != nil {
+			return payload, fmt.Errorf("while reading polynomial %d: %w", i, err)
+		}
+		payload.Polynomial = append(payload.Polynomial, data)
+	}
 
 	return payload, nil
 }