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authorDaniel Baumann <daniel.baumann@progress-linux.org>2024-04-07 19:33:14 +0000
committerDaniel Baumann <daniel.baumann@progress-linux.org>2024-04-07 19:33:14 +0000
commit36d22d82aa202bb199967e9512281e9a53db42c9 (patch)
tree105e8c98ddea1c1e4784a60a5a6410fa416be2de /media/libjpeg/jaricom.c
parentInitial commit. (diff)
downloadfirefox-esr-upstream.tar.xz
firefox-esr-upstream.zip
Adding upstream version 115.7.0esr.upstream/115.7.0esrupstream
Signed-off-by: Daniel Baumann <daniel.baumann@progress-linux.org>
Diffstat (limited to 'media/libjpeg/jaricom.c')
-rw-r--r--media/libjpeg/jaricom.c157
1 files changed, 157 insertions, 0 deletions
diff --git a/media/libjpeg/jaricom.c b/media/libjpeg/jaricom.c
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+/*
+ * jaricom.c
+ *
+ * This file was part of the Independent JPEG Group's software:
+ * Developed 1997-2009 by Guido Vollbeding.
+ * libjpeg-turbo Modifications:
+ * Copyright (C) 2015, 2018, D. R. Commander.
+ * For conditions of distribution and use, see the accompanying README.ijg
+ * file.
+ *
+ * This file contains probability estimation tables for common use in
+ * arithmetic entropy encoding and decoding routines.
+ *
+ * This data represents Table D.2 in
+ * Recommendation ITU-T T.81 (1992) | ISO/IEC 10918-1:1994 and Table 24 in
+ * Recommendation ITU-T T.82 (1993) | ISO/IEC 11544:1993.
+ */
+
+#define JPEG_INTERNALS
+#include "jinclude.h"
+#include "jpeglib.h"
+
+/* The following #define specifies the packing of the four components
+ * into the compact JLONG representation.
+ * Note that this formula must match the actual arithmetic encoder
+ * and decoder implementation. The implementation has to be changed
+ * if this formula is changed.
+ * The current organization is leaned on Markus Kuhn's JBIG
+ * implementation (jbig_tab.c).
+ */
+
+#define V(i, a, b, c, d) \
+ (((JLONG)a << 16) | ((JLONG)c << 8) | ((JLONG)d << 7) | b)
+
+const JLONG jpeg_aritab[113 + 1] = {
+/*
+ * Index, Qe_Value, Next_Index_LPS, Next_Index_MPS, Switch_MPS
+ */
+ V( 0, 0x5a1d, 1, 1, 1 ),
+ V( 1, 0x2586, 14, 2, 0 ),
+ V( 2, 0x1114, 16, 3, 0 ),
+ V( 3, 0x080b, 18, 4, 0 ),
+ V( 4, 0x03d8, 20, 5, 0 ),
+ V( 5, 0x01da, 23, 6, 0 ),
+ V( 6, 0x00e5, 25, 7, 0 ),
+ V( 7, 0x006f, 28, 8, 0 ),
+ V( 8, 0x0036, 30, 9, 0 ),
+ V( 9, 0x001a, 33, 10, 0 ),
+ V( 10, 0x000d, 35, 11, 0 ),
+ V( 11, 0x0006, 9, 12, 0 ),
+ V( 12, 0x0003, 10, 13, 0 ),
+ V( 13, 0x0001, 12, 13, 0 ),
+ V( 14, 0x5a7f, 15, 15, 1 ),
+ V( 15, 0x3f25, 36, 16, 0 ),
+ V( 16, 0x2cf2, 38, 17, 0 ),
+ V( 17, 0x207c, 39, 18, 0 ),
+ V( 18, 0x17b9, 40, 19, 0 ),
+ V( 19, 0x1182, 42, 20, 0 ),
+ V( 20, 0x0cef, 43, 21, 0 ),
+ V( 21, 0x09a1, 45, 22, 0 ),
+ V( 22, 0x072f, 46, 23, 0 ),
+ V( 23, 0x055c, 48, 24, 0 ),
+ V( 24, 0x0406, 49, 25, 0 ),
+ V( 25, 0x0303, 51, 26, 0 ),
+ V( 26, 0x0240, 52, 27, 0 ),
+ V( 27, 0x01b1, 54, 28, 0 ),
+ V( 28, 0x0144, 56, 29, 0 ),
+ V( 29, 0x00f5, 57, 30, 0 ),
+ V( 30, 0x00b7, 59, 31, 0 ),
+ V( 31, 0x008a, 60, 32, 0 ),
+ V( 32, 0x0068, 62, 33, 0 ),
+ V( 33, 0x004e, 63, 34, 0 ),
+ V( 34, 0x003b, 32, 35, 0 ),
+ V( 35, 0x002c, 33, 9, 0 ),
+ V( 36, 0x5ae1, 37, 37, 1 ),
+ V( 37, 0x484c, 64, 38, 0 ),
+ V( 38, 0x3a0d, 65, 39, 0 ),
+ V( 39, 0x2ef1, 67, 40, 0 ),
+ V( 40, 0x261f, 68, 41, 0 ),
+ V( 41, 0x1f33, 69, 42, 0 ),
+ V( 42, 0x19a8, 70, 43, 0 ),
+ V( 43, 0x1518, 72, 44, 0 ),
+ V( 44, 0x1177, 73, 45, 0 ),
+ V( 45, 0x0e74, 74, 46, 0 ),
+ V( 46, 0x0bfb, 75, 47, 0 ),
+ V( 47, 0x09f8, 77, 48, 0 ),
+ V( 48, 0x0861, 78, 49, 0 ),
+ V( 49, 0x0706, 79, 50, 0 ),
+ V( 50, 0x05cd, 48, 51, 0 ),
+ V( 51, 0x04de, 50, 52, 0 ),
+ V( 52, 0x040f, 50, 53, 0 ),
+ V( 53, 0x0363, 51, 54, 0 ),
+ V( 54, 0x02d4, 52, 55, 0 ),
+ V( 55, 0x025c, 53, 56, 0 ),
+ V( 56, 0x01f8, 54, 57, 0 ),
+ V( 57, 0x01a4, 55, 58, 0 ),
+ V( 58, 0x0160, 56, 59, 0 ),
+ V( 59, 0x0125, 57, 60, 0 ),
+ V( 60, 0x00f6, 58, 61, 0 ),
+ V( 61, 0x00cb, 59, 62, 0 ),
+ V( 62, 0x00ab, 61, 63, 0 ),
+ V( 63, 0x008f, 61, 32, 0 ),
+ V( 64, 0x5b12, 65, 65, 1 ),
+ V( 65, 0x4d04, 80, 66, 0 ),
+ V( 66, 0x412c, 81, 67, 0 ),
+ V( 67, 0x37d8, 82, 68, 0 ),
+ V( 68, 0x2fe8, 83, 69, 0 ),
+ V( 69, 0x293c, 84, 70, 0 ),
+ V( 70, 0x2379, 86, 71, 0 ),
+ V( 71, 0x1edf, 87, 72, 0 ),
+ V( 72, 0x1aa9, 87, 73, 0 ),
+ V( 73, 0x174e, 72, 74, 0 ),
+ V( 74, 0x1424, 72, 75, 0 ),
+ V( 75, 0x119c, 74, 76, 0 ),
+ V( 76, 0x0f6b, 74, 77, 0 ),
+ V( 77, 0x0d51, 75, 78, 0 ),
+ V( 78, 0x0bb6, 77, 79, 0 ),
+ V( 79, 0x0a40, 77, 48, 0 ),
+ V( 80, 0x5832, 80, 81, 1 ),
+ V( 81, 0x4d1c, 88, 82, 0 ),
+ V( 82, 0x438e, 89, 83, 0 ),
+ V( 83, 0x3bdd, 90, 84, 0 ),
+ V( 84, 0x34ee, 91, 85, 0 ),
+ V( 85, 0x2eae, 92, 86, 0 ),
+ V( 86, 0x299a, 93, 87, 0 ),
+ V( 87, 0x2516, 86, 71, 0 ),
+ V( 88, 0x5570, 88, 89, 1 ),
+ V( 89, 0x4ca9, 95, 90, 0 ),
+ V( 90, 0x44d9, 96, 91, 0 ),
+ V( 91, 0x3e22, 97, 92, 0 ),
+ V( 92, 0x3824, 99, 93, 0 ),
+ V( 93, 0x32b4, 99, 94, 0 ),
+ V( 94, 0x2e17, 93, 86, 0 ),
+ V( 95, 0x56a8, 95, 96, 1 ),
+ V( 96, 0x4f46, 101, 97, 0 ),
+ V( 97, 0x47e5, 102, 98, 0 ),
+ V( 98, 0x41cf, 103, 99, 0 ),
+ V( 99, 0x3c3d, 104, 100, 0 ),
+ V( 100, 0x375e, 99, 93, 0 ),
+ V( 101, 0x5231, 105, 102, 0 ),
+ V( 102, 0x4c0f, 106, 103, 0 ),
+ V( 103, 0x4639, 107, 104, 0 ),
+ V( 104, 0x415e, 103, 99, 0 ),
+ V( 105, 0x5627, 105, 106, 1 ),
+ V( 106, 0x50e7, 108, 107, 0 ),
+ V( 107, 0x4b85, 109, 103, 0 ),
+ V( 108, 0x5597, 110, 109, 0 ),
+ V( 109, 0x504f, 111, 107, 0 ),
+ V( 110, 0x5a10, 110, 111, 1 ),
+ V( 111, 0x5522, 112, 109, 0 ),
+ V( 112, 0x59eb, 112, 111, 1 ),
+/*
+ * This last entry is used for fixed probability estimate of 0.5
+ * as recommended in Section 10.3 Table 5 of ITU-T Rec. T.851.
+ */
+ V( 113, 0x5a1d, 113, 113, 0 )
+};