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1afde767 · 1afde767 · 1afde767 · 1afde767 · 1afde767 · 1afde767
--- a/test/invalid/ascii85-longzero.pdf
+++ b/test/invalid/ascii85-longzero.pdf
--- a/test/invalid/ascii85-partial2-inval.pdf
+++ b/test/invalid/ascii85-partial2-inval.pdf
--- a/test/invalid/ascii85-partial2-overflow.pdf
+++ b/test/invalid/ascii85-partial2-overflow.pdf
--- a/test/invalid/dict-dup0.pdf
+++ b/test/invalid/dict-dup0.pdf
--- a/test/invalid/dict-dup1.pdf
+++ b/test/invalid/dict-dup1.pdf
--- a/test/invalid/dict-dup2.pdf
+++ b/test/invalid/dict-dup2.pdf
--- a/test/invalid/loop.pdf.XXX
+++ b/test/invalid/loop.pdf.XXX
--- a/t/missing_xref_crash_regr.pdf
+++ b/t/missing_xref_crash_regr.pdf
--- a/test/invalid/prev-oob.pdf
+++ b/test/invalid/prev-oob.pdf
--- a/test/invalid/startxref-oob.pdf
+++ b/test/invalid/startxref-oob.pdf
--- a/test/invalid/startxref-runon-eof.pdf
+++ b/test/invalid/startxref-runon-eof.pdf
--- a/test/invalid/text-broken-Tf.pdf
+++ b/test/invalid/text-broken-Tf.pdf
--- a/test/run.sh
+++ b/test/run.sh
+#!/bin/sh
+
+cd "$(dirname "$0")/.."
+
+result=0	# success
+
+r=0
+echo
+for f in test/valid/*.pdf
+do
+	./pdf -s "$f" >/dev/null	# suppress stdout but not error messages
+	x=$?
+
+	if [ $x -eq 0 ]
+	then
+		echo "ok: $f"
+	else
+		echo "FAIL (exit $x): $f"
+		r=1
+	fi
+done
+result=$((result + r))
+
+r=0
+echo
+for txt in test/valid/*.txt
+do
+	f="$(dirname "$txt")/$(basename "$txt" .txt).pdf"
+	out="$txt.out"
+	./pdf -x "$out" "$f" >/dev/null	# suppress stdout but not errors
+	x=$?
+
+	if [ $x -eq 0 ] && diff -u "$txt" "$out"
+	then
+		echo "text ok: $f"
+		rm -f "$out"
+	else
+		echo "TEXT FAIL: $f"
+		r=4
+	fi
+done
+result=$((result + r))
+
+r=0
+echo
+for f in test/invalid/*.pdf
+do
+	./pdf -sq "$f"		# suppress stdout and error messages
+	x=$?
+
+	if [ $x -eq 1 ]		# plain parse failure
+	then
+		echo "ok: $f"
+	else
+		echo "FAIL (exit $x): $f"
+		r=2
+	fi
+done
+result=$((result + r))
+
+echo
+exit $result
--- a/test/valid/README.lzw-clear
+++ b/test/valid/README.lzw-clear
+Let's LZW-encode the following by hand and include a clear code. Fun!
+
+00000000: 4254 0a20 2020 202f 4631 2032 3420 5466  BT.    /F1 24 Tf
+00000010: 0a20 2020 2031 3030 2031 3030 2054 640a  .    100 100 Td.
+00000020: 2020 2020 2028 4865 6c6c 6f20 576f 726c       (Hello Worl
+00000030: 6429 2054 6a0a 4554                      d) Tj.ET
+
+
+Encoding:
+
+input		output	binary		new code
+
+		100	100000000			(clear)
+42		 42	001000010	102 = 42 54
+54		 54	001010100	103 = 54 0a
+0a		 0a	000001010	104 = 0a 20
+20		 20	000100000	105 = 20 20
+20 20		105	100000101	106 = 20 20 20
+20		 20	000100000	107 = 20 2f
+2f		 2f	000101111	108 = 2f 46
+
+46		 46	001000110	109 = 46 31
+31		 31	000110001	10a = 31 20
+20		 20	000100000	10b = 20 32
+32		 32	000110010	10c = 32 34
+34		 34	000110100	10d = 34 20
+20		 20	000100000	10e = 20 54
+54		 54	001010100	10f = 54 66
+66		 66	001100110	110 = 66 0a
+
+0a 20		104	100000100	111 = 0a 20 20
+20 20 20	106	100000110	112 = 20 20 20 31
+31		 31	000110001	113 = 31 30
+30		 30	000110000	114 = 30 30
+30		 30	000110000	115 = 30 20
+20		 20	000100000	116 = 20 31
+31 30		113	100010011	117 = 31 30 30
+30 20		115	100010101	118 = 30 20 54
+
+54		 54	001010100	119 = 54 64
+64		 64	001100100	11a = 64 0a
+0a 20 20	111	100010001	11b = 0a 20 20 20
+20 20 20	106	100000110	11c = 20 20 20 28
+28		 28	000101000	11d = 28 48
+48		 48	001001000	11e = 48 65
+65		 65	001100101	11f = 65 6c
+6c		 6c	001101100	120 = 6c 6c
+
+6c		 6c	001101100	121 = 6c 6f
+6f		 6f	001101111	122 = 6f 20
+20		 20	000100000	123 = 20 57
+57		 57	001010111	124 = 57 6f
+6f		 6f	001101111	125 = 6f 72
+72		 72	001110010	126 = 72 6c
+6c		 6c	001101100	127 = 6c 64
+64		 64	001100100	128 = 64 29
+
+29		 29	000101001	129 = 29 20
+		100	100000000			(clear)
+20		 20	000100000	102 = 20 54
+54		 54	001010100	103 = 54 6a
+6a		 6a	001101010	104 = 6a 0a
+0a		 0a	000001010	105 = 0a 45
+45		 45	001000101	106 = 45 54
+54		 54	001010100
+
+		101	100000001			(eod)
+
+Max code length is 9 bit, so all codes are 9 bits long and EarlyChange does
+not matter.
+
+Total output: 49 codes = 49 * 9 = 441 bits = 56 bytes - 7 bits padding.
+
+output bit stream (MSB):
+100000000 001000010 001010100 000001010 000100000 100000101 000100000 000101111
+001000110 000110001 000100000 000110010 000110100 000100000 001010100 001100110
+100000100 100000110 000110001 000110000 000110000 000100000 100010011 100010101
+001010100 001100100 100010001 100000110 000101000 001001000 001100101 001101100
+001101100 001101111 000100000 001010111 001101111 001110010 001101100 001100100
+000101001 100000000 000100000 001010100 001101010 000001010 001000101 001010100
+100000001
+
+output byte steam (MSB):
+10000000 00010000 10001010 10000000 10100001 00000100 00010100 01000000 00101111
+      80       10       8A       80       A1       04       14       40       2F
+00100011 00001100 01000100 00000011 00100001 10100000 10000000 10101000 01100110
+      23       0C       44       03       21       A0       80       A8       66
+10000010 01000001 10000110 00100011 00000001 10000000 10000010 00100111 00010101
+      82       41       86       23       01       80       82       27       15
+00101010 00011001 00100010 00110000 01100001 01000001 00100000 11001010 01101100
+      2A       19       22       30       61       41       20       CA       6C
+00110110 00011011 11000100 00000101 01110011 01111001 11001000 11011000 01100100
+      36       1B       C4       05       73       79       C8       D8       64
+00010100 11000000 00000100 00000101 01000011 01010000 00101000 10001010 01010100
+      14       C0       04       05       43       50       28       8A       54
+10000000 10000000
+      80       80
+
+copy & paste into xxd -r -p:
+80 10 8A 80 A1 04 14 40 2F 23 0C 44 03 21 A0 80 A8 66 82 41 86 23 01 80 82 27 15
+2A 19 22 30 61 41 20 CA 6C 36 1B C4 05 73 79 C8 D8 64 14 C0 04 05 43 50 28 8A 54
+80 80
+
+
+--
+output example from the spec:
+256       45        258       258       65        259       66        257
+100       02d       102       102       041       103       042       101
+100000000 000101101 100000010 100000010 001000001 100000011 001000010 100000001
+10000000 00001011 01100000 01010000 00100010 00001100 00001100 10000101 00000001
+80       0b       60       50       22       0c       0c       85       01
--- a/test/valid/README.lzw-clear2
+++ b/test/valid/README.lzw-clear2
+Let's LZW-encode the following by hand and include a double clear code. Fun!
+
+00000000: 4254 0a20 2020 202f 4631 2032 3420 5466  BT.    /F1 24 Tf
+00000010: 0a20 2020 2031 3030 2031 3030 2054 640a  .    100 100 Td.
+00000020: 2020 2020 2028 4865 6c6c 6f20 576f 726c       (Hello Worl
+00000030: 6429 2054 6a0a 4554                      d) Tj.ET
+
+
+Encoding:
+
+input		output	binary		new code
+
+		100	100000000			(clear)
+		100	100000000			(clear)
+42		 42	001000010	102 = 42 54
+54		 54	001010100	103 = 54 0a
+0a		 0a	000001010	104 = 0a 20
+20		 20	000100000	105 = 20 20
+20 20		105	100000101	106 = 20 20 20
+20		 20	000100000	107 = 20 2f
+2f		 2f	000101111	108 = 2f 46
+
+46		 46	001000110	109 = 46 31
+31		 31	000110001	10a = 31 20
+20		 20	000100000	10b = 20 32
+32		 32	000110010	10c = 32 34
+34		 34	000110100	10d = 34 20
+20		 20	000100000	10e = 20 54
+54		 54	001010100	10f = 54 66
+66		 66	001100110	110 = 66 0a
+
+0a 20		104	100000100	111 = 0a 20 20
+20 20 20	106	100000110	112 = 20 20 20 31
+31		 31	000110001	113 = 31 30
+30		 30	000110000	114 = 30 30
+30		 30	000110000	115 = 30 20
+20		 20	000100000	116 = 20 31
+31 30		113	100010011	117 = 31 30 30
+30 20		115	100010101	118 = 30 20 54
+
+54		 54	001010100	119 = 54 64
+64		 64	001100100	11a = 64 0a
+0a 20 20	111	100010001	11b = 0a 20 20 20
+20 20 20	106	100000110	11c = 20 20 20 28
+28		 28	000101000	11d = 28 48
+48		 48	001001000	11e = 48 65
+65		 65	001100101	11f = 65 6c
+6c		 6c	001101100	120 = 6c 6c
+
+6c		 6c	001101100	121 = 6c 6f
+6f		 6f	001101111	122 = 6f 20
+20		 20	000100000	123 = 20 57
+57		 57	001010111	124 = 57 6f
+6f		 6f	001101111	125 = 6f 72
+72		 72	001110010	126 = 72 6c
+6c		 6c	001101100	127 = 6c 64
+64		 64	001100100	128 = 64 29
+
+29		 29	000101001	129 = 29 20
+		100	100000000			(clear)
+20		 20	000100000	102 = 20 54
+54		 54	001010100	103 = 54 6a
+6a		 6a	001101010	104 = 6a 0a
+0a		 0a	000001010	105 = 0a 45
+45		 45	001000101	106 = 45 54
+54		 54	001010100
+
+		101	100000001			(eod)
+
+Max code length is 9 bit, so all codes are 9 bits long and EarlyChange does
+not matter.
+
+Total output: 50 codes = 50 * 9 = 450 bits = 57 bytes - 6 bits padding.
+
+output bit stream (MSB):
+100000000 100000000 001000010 001010100 000001010 000100000 100000101 000100000
+000101111 001000110 000110001 000100000 000110010 000110100 000100000 001010100
+001100110 100000100 100000110 000110001 000110000 000110000 000100000 100010011
+100010101 001010100 001100100 100010001 100000110 000101000 001001000 001100101
+001101100 001101100 001101111 000100000 001010111 001101111 001110010 001101100
+001100100 000101001 100000000 000100000 001010100 001101010 000001010 001000101
+001010100 100000001
+
+output byte steam (MSB):
+10000000 01000000 00001000 01000101 01000000 01010000 10000010 00001010 00100000
+      80       40       08       45       40       50       82       0A       20
+00010111 10010001 10000110 00100010 00000001 10010000 11010000 01000000 01010100
+      17       91       86       22       01       90       D0       40       54
+00110011 01000001 00100000 11000011 00010001 10000000 11000000 01000001 00010011
+      33       41       20       C3       11       80       C0       41       13
+10001010 10010101 00001100 10010001 00011000 00110000 10100000 10010000 01100101
+      8A       95       0C       91       18       30       A0       90       65
+00110110 00011011 00001101 11100010 00000010 10111001 10111100 11100100 01101100
+      36       1B       0D       E2       02       B9       BC       E4       6C
+00110010 00001010 01100000 00000010 00000010 10100001 10101000 00010100 01000101
+      32       0A       60       02       02       A1       A8       14       45
+00101010 01000000 01000000
+      2A       40       40
+
+copy & paste into xxd -r -p:
+80 40 08 45 40 50 82 0A 20 17 91 86 22 01 90 D0 40 54 33 41 20 C3 11 80 C0 41 13
+8A 95 0C 91 18 30 A0 90 65 36 1B 0D E2 02 B9 BC E4 6C 32 0A 60 02 02 A1 A8 14 45
+2A 40 40
+
+
+--
+output example from the spec:
+256       45        258       258       65        259       66        257
+100       02d       102       102       041       103       042       101
+100000000 000101101 100000010 100000010 001000001 100000011 001000010 100000001
+10000000 00001011 01100000 01010000 00100010 00001100 00001100 10000101 00000001
+80       0b       60       50       22       0c       0c       85       01
--- a/test/valid/README.lzw-hello
+++ b/test/valid/README.lzw-hello
+Let's LZW-encode the following by hand. Fun!
+
+00000000: 4254 0a20 2020 202f 4631 2032 3420 5466  BT.    /F1 24 Tf
+00000010: 0a20 2020 2031 3030 2031 3030 2054 640a  .    100 100 Td.
+00000020: 2020 2020 2028 4865 6c6c 6f20 576f 726c       (Hello Worl
+00000030: 6429 2054 6a0a 4554                      d) Tj.ET
+
+
+Encoding:
+
+input		output	binary		new code
+
+		100	100000000			(clear)
+42		 42	001000010	102 = 42 54
+54		 54	001010100	103 = 54 0a
+0a		 0a	000001010	104 = 0a 20
+20		 20	000100000	105 = 20 20
+20 20		105	100000101	106 = 20 20 20
+20		 20	000100000	107 = 20 2f
+2f		 2f	000101111	108 = 2f 46
+
+46		 46	001000110	109 = 46 31
+31		 31	000110001	10a = 31 20
+20		 20	000100000	10b = 20 32
+32		 32	000110010	10c = 32 34
+34		 34	000110100	10d = 34 20
+20		 20	000100000	10e = 20 54
+54		 54	001010100	10f = 54 66
+66		 66	001100110	110 = 66 0a
+
+0a 20		104	100000100	111 = 0a 20 20
+20 20 20	106	100000110	112 = 20 20 20 31
+31		 31	000110001	113 = 31 30
+30		 30	000110000	114 = 30 30
+30		 30	000110000	115 = 30 20
+20		 20	000100000	116 = 20 31
+31 30		113	100010011	117 = 31 30 30
+30 20		115	100010101	118 = 30 20 54
+
+54		 54	001010100	119 = 54 64
+64		 64	001100100	11a = 64 0a
+0a 20 20	111	100010001	11b = 0a 20 20 20
+20 20 20	106	100000110	11c = 20 20 20 28
+28		 28	000101000	11d = 28 48
+48		 48	001001000	11e = 48 65
+65		 65	001100101	11f = 65 6c
+6c		 6c	001101100	120 = 6c 6c
+
+6c		 6c	001101100	121 = 6c 6f
+6f		 6f	001101111	122 = 6f 20
+20		 20	000100000	123 = 20 57
+57		 57	001010111	124 = 57 6f
+6f		 6f	001101111	125 = 6f 72
+72		 72	001110010	126 = 72 6c
+6c		 6c	001101100	127 = 6c 64
+64		 64	001100100	128 = 64 29
+
+29		 29	000101001	129 = 29 20
+20 54		10e	100001110	12a = 20 54 6a
+6a		 6a	001101010	12b = 6a 0a
+0a		 0a	000001010	12c = 0a 45
+45		 45	001000101	12d = 45 54
+54		 54	001010100
+		101	100000001			(eod)
+
+Max code length is 9 bit, so all codes are 9 bits long and EarlyChange does
+not matter.
+
+Total output: 47 codes = 47 * 9 = 423 bits = 53 bytes - 1 bit padding.
+
+output bit stream (MSB):
+100000000 001000010 001010100 000001010 000100000 100000101 000100000 000101111
+001000110 000110001 000100000 000110010 000110100 000100000 001010100 001100110
+100000100 100000110 000110001 000110000 000110000 000100000 100010011 100010101
+001010100 001100100 100010001 100000110 000101000 001001000 001100101 001101100
+001101100 001101111 000100000 001010111 001101111 001110010 001101100 001100100
+000101001 100001110 001101010 000001010 001000101 001010100 100000001
+
+output byte steam (MSB):
+10000000 00010000 10001010 10000000 10100001 00000100 00010100 01000000 00101111
+      80       10       8A       80       A1       04       14       40       2F
+00100011 00001100 01000100 00000011 00100001 10100000 10000000 10101000 01100110
+      23       0C       44       03       21       A0       80       A8       66
+10000010 01000001 10000110 00100011 00000001 10000000 10000010 00100111 00010101
+      82       41       86       23       01       80       82       27       15
+00101010 00011001 00100010 00110000 01100001 01000001 00100000 11001010 01101100
+      2A       19       22       30       61       41       20       CA       6C
+00110110 00011011 11000100 00000101 01110011 01111001 11001000 11011000 01100100
+      36       1B       C4       05       73       79       C8       D8       64
+00010100 11000011 10001101 01000000 10100010 00101001 01010010 00000010
+      14       C3       8D       40       A2       29       52       02
+
+copy & paste into xxd -r -p:
+80 10 8A 80 A1 04 14 40 2F 23 0C 44 03 21 A0 80 A8 66 82 41 86 23 01 80 82 27 15
+2A 19 22 30 61 41 20 CA 6C 36 1B C4 05 73 79 C8 D8 64 14 C3 8D 40 A2 29 52 02
+
+
+--
+output example from the spec:
+256       45        258       258       65        259       66        257
+100       02d       102       102       041       103       042       101
+100000000 000101101 100000010 100000010 001000001 100000011 001000010 100000001
+10000000 00001011 01100000 01010000 00100010 00001100 00001100 10000101 00000001
+80       0b       60       50       22       0c       0c       85       01
--- a/test/valid/ascii85-partial2-zero.pdf
+++ b/test/valid/ascii85-partial2-zero.pdf
--- a/test/valid/ascii85-partial2.pdf
+++ b/test/valid/ascii85-partial2.pdf
--- a/test/valid/ascii85-partial3.pdf
+++ b/test/valid/ascii85-partial3.pdf
--- a/test/valid/ascii85-partial4.pdf
+++ b/test/valid/ascii85-partial4.pdf
No results found