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  • Committer: Package Import Robot
  • Author(s): Matthew Fischer
  • Date: 2013-05-25 20:01:06 UTC
  • mfrom: (1.1.67) (131.1.1 saucy-proposed)
  • Revision ID: package-import@ubuntu.com-20130525200106-4re1oimhqy8exd9b
Tags: 3.8.1-0ubuntu1
* New upstream release (LP: #1184244)
  - Added test token for classic mode (Matthias Clasen)
  - Updated translations
  - Stop checking for pangox and X11 (Emilio Pozuelo Monfort)
  - Add keywords to the desktop file (Matthias Clasen)
  - Fixed handling of xref links with anchors, #686095 (Tails developers)
  - Fixed various memory management bugs, #683100 (Carlos Garcia Campos)
  - Added local copy of MathJax for MathML display (Shaun McCance)
  - Added support for xdg help system in All Documents (Shaun McCance)
  - Fixed if:test="action:install" (Shaun McCance)
  - Switched to using 'itstool -j' for XSL domain (Shaun McCance)
* Refreshed patches, removed some patches that have been unused for some
  time.
  - debian/patches/00_no_am_gnu_gettext.patch - Removed, unused
  - debian/patches/02_man-utf8.patch - Removed, unused
  - debian/patches/04_man-utf8.patch - Removed, unused

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/*************************************************************
 
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 *
 
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 *  MathJax/jax/output/HTML-CSS/fonts/TeX/AMS/Regular/MathOperators.js
 
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 *
 
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 *  Copyright (c) 2009-2012 Design Science, Inc.
 
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 *
 
7
 *  Licensed under the Apache License, Version 2.0 (the "License");
 
8
 *  you may not use this file except in compliance with the License.
 
9
 *  You may obtain a copy of the License at
 
10
 *
 
11
 *     http://www.apache.org/licenses/LICENSE-2.0
 
12
 *
 
13
 *  Unless required by applicable law or agreed to in writing, software
 
14
 *  distributed under the License is distributed on an "AS IS" BASIS,
 
15
 *  WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
 
16
 *  See the License for the specific language governing permissions and
 
17
 *  limitations under the License.
 
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 *
 
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 */
 
20
 
 
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MathJax.Hub.Insert(
 
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  MathJax.OutputJax['HTML-CSS'].FONTDATA.FONTS['MathJax_AMS'],
 
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  {
 
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    0x2201: [846,21,500,56,444],       // COMPLEMENT
 
25
    0x2204: [860,166,556,55,497],      // THERE DOES NOT EXIST
 
26
    0x2205: [587,3,778,54,720],        // EMPTY SET
 
27
    0x220D: [440,1,429,102,456],       // SMALL CONTAINS AS MEMBER
 
28
    0x2212: [270,-230,500,84,417],     // MINUS SIGN
 
29
    0x2214: [766,93,778,57,722],       // DOT PLUS
 
30
    0x2216: [430,23,778,91,685],       // SET MINUS
 
31
    0x221D: [472,-28,778,56,722],      // PROPORTIONAL TO
 
32
    0x2220: [694,0,722,55,666],        // ANGLE
 
33
    0x2221: [714,20,722,55,666],       // MEASURED ANGLE
 
34
    0x2222: [551,51,722,55,666],       // SPHERICAL ANGLE
 
35
    0x2223: [430,23,222,91,131],       // DIVIDES
 
36
    0x2224: [750,252,278,-21,297],     // DOES NOT DIVIDE
 
37
    0x2225: [431,23,389,55,331],       // PARALLEL TO
 
38
    0x2226: [750,250,500,-20,518],     // NOT PARALLEL TO
 
39
    0x2234: [471,82,667,24,643],       // THEREFORE
 
40
    0x2235: [471,82,667,23,643],       // BECAUSE
 
41
    0x223C: [365,-132,778,55,719],     // TILDE OPERATOR
 
42
    0x223D: [367,-133,778,56,722],     // REVERSED TILDE
 
43
    0x2241: [467,-32,778,55,719],      // stix-not, vert, similar
 
44
    0x2242: [463,-34,778,55,720],      // MINUS TILDE
 
45
    0x2246: [652,155,778,54,720],      // APPROXIMATELY BUT NOT ACTUALLY EQUAL TO
 
46
    0x2248: [481,-50,778,55,719],      // ALMOST EQUAL TO
 
47
    0x224A: [579,39,778,51,725],       // ALMOST EQUAL OR EQUAL TO
 
48
    0x224E: [492,-8,778,56,722],       // GEOMETRICALLY EQUIVALENT TO
 
49
    0x224F: [492,-133,778,56,722],     // DIFFERENCE BETWEEN
 
50
    0x2251: [609,108,778,56,722],      // GEOMETRICALLY EQUAL TO
 
51
    0x2252: [601,101,778,15,762],      // APPROXIMATELY EQUAL TO OR THE IMAGE OF
 
52
    0x2253: [601,102,778,14,762],      // IMAGE OF OR APPROXIMATELY EQUAL TO
 
53
    0x2256: [367,-133,778,56,722],     // RING IN EQUAL TO
 
54
    0x2257: [721,-133,778,56,722],     // RING EQUAL TO
 
55
    0x225C: [859,-133,778,56,723],     // DELTA EQUAL TO
 
56
    0x2266: [753,175,778,83,694],      // LESS-THAN OVER EQUAL TO
 
57
    0x2267: [753,175,778,83,694],      // GREATER-THAN OVER EQUAL TO
 
58
    0x2268: [752,286,778,82,693],      // stix-less, vert, not double equals
 
59
    0x2269: [752,286,778,82,693],      // stix-gt, vert, not double equals
 
60
    0x226C: [750,250,500,74,425],      // BETWEEN
 
61
    0x226E: [708,209,778,82,693],      // stix-not, vert, less-than
 
62
    0x226F: [708,209,778,82,693],      // stix-not, vert, greater-than
 
63
    0x2270: [801,303,778,82,694],      // stix-not, vert, less-than-or-equal
 
64
    0x2271: [801,303,778,82,694],      // stix-not, vert, greater-than-or-equal
 
65
    0x2272: [732,228,778,56,722],      // stix-less-than or (contour) similar
 
66
    0x2273: [732,228,778,56,722],      // stix-greater-than or (contour) similar
 
67
    0x2276: [681,253,778,44,734],      // LESS-THAN OR GREATER-THAN
 
68
    0x2277: [681,253,778,83,694],      // GREATER-THAN OR LESS-THAN
 
69
    0x227C: [580,153,778,83,694],      // PRECEDES OR EQUAL TO
 
70
    0x227D: [580,154,778,82,694],      // SUCCEEDS OR EQUAL TO
 
71
    0x227E: [732,228,778,56,722],      // PRECEDES OR EQUIVALENT TO
 
72
    0x227F: [732,228,778,56,722],      // SUCCEEDS OR EQUIVALENT TO
 
73
    0x2280: [705,208,778,82,693],      // DOES NOT PRECEDE
 
74
    0x2281: [705,208,778,82,693],      // stix-not (vert) succeeds
 
75
    0x2288: [801,303,778,83,693],      // stix-/nsubseteq N: not (vert) subset, equals
 
76
    0x2289: [801,303,778,82,691],      // stix-/nsupseteq N: not (vert) superset, equals
 
77
    0x228A: [635,241,778,84,693],      // stix-subset, not equals, variant
 
78
    0x228B: [635,241,778,82,691],      // stix-superset, not equals, variant
 
79
    0x228F: [539,41,778,83,694],       // SQUARE IMAGE OF
 
80
    0x2290: [539,41,778,64,714],       // SQUARE ORIGINAL OF
 
81
    0x229A: [582,82,778,57,721],       // CIRCLED RING OPERATOR
 
82
    0x229B: [582,82,778,57,721],       // CIRCLED ASTERISK OPERATOR
 
83
    0x229D: [582,82,778,57,721],       // CIRCLED DASH
 
84
    0x229E: [689,0,778,55,722],        // SQUARED PLUS
 
85
    0x229F: [689,0,778,55,722],        // SQUARED MINUS
 
86
    0x22A0: [689,0,778,55,722],        // SQUARED TIMES
 
87
    0x22A1: [689,0,778,55,722],        // SQUARED DOT OPERATOR
 
88
    0x22A8: [694,0,611,55,555],        // TRUE
 
89
    0x22A9: [694,0,722,55,666],        // FORCES
 
90
    0x22AA: [694,0,889,55,833],        // TRIPLE VERTICAL BAR RIGHT TURNSTILE
 
91
    0x22AC: [695,1,611,-55,554],       // DOES NOT PROVE
 
92
    0x22AD: [695,1,611,-55,554],       // NOT TRUE
 
93
    0x22AE: [695,1,722,-55,665],       // DOES NOT FORCE
 
94
    0x22AF: [695,1,722,-55,665],       // NEGATED DOUBLE VERTICAL BAR DOUBLE RIGHT TURNSTILE
 
95
    0x22B2: [539,41,778,83,694],       // NORMAL SUBGROUP OF
 
96
    0x22B3: [539,41,778,83,694],       // CONTAINS AS NORMAL SUBGROUP
 
97
    0x22B4: [636,138,778,83,694],      // NORMAL SUBGROUP OF OR EQUAL TO
 
98
    0x22B5: [636,138,778,83,694],      // CONTAINS AS NORMAL SUBGROUP OR EQUAL TO
 
99
    0x22B8: [408,-92,1111,55,1055],    // MULTIMAP
 
100
    0x22BA: [431,212,556,57,500],      // INTERCALATE
 
101
    0x22BB: [716,0,611,55,555],        // XOR
 
102
    0x22BC: [716,0,611,55,555],        // NAND
 
103
    0x22C5: [189,0,278,55,222],        // DOT OPERATOR
 
104
    0x22C7: [545,44,778,55,720],       // DIVISION TIMES
 
105
    0x22C9: [492,-8,778,146,628],      // LEFT NORMAL FACTOR SEMIDIRECT PRODUCT
 
106
    0x22CA: [492,-8,778,146,628],      // RIGHT NORMAL FACTOR SEMIDIRECT PRODUCT
 
107
    0x22CB: [694,22,778,55,722],       // LEFT SEMIDIRECT PRODUCT
 
108
    0x22CC: [694,22,778,55,722],       // RIGHT SEMIDIRECT PRODUCT
 
109
    0x22CD: [464,-36,778,56,722],      // REVERSED TILDE EQUALS
 
110
    0x22CE: [578,21,760,83,676],       // CURLY LOGICAL OR
 
111
    0x22CF: [578,22,760,83,676],       // CURLY LOGICAL AND
 
112
    0x22D0: [540,40,778,84,694],       // DOUBLE SUBSET
 
113
    0x22D1: [540,40,778,83,693],       // DOUBLE SUPERSET
 
114
    0x22D2: [598,22,667,55,611],       // DOUBLE INTERSECTION
 
115
    0x22D3: [598,22,667,55,611],       // DOUBLE UNION
 
116
    0x22D4: [736,22,667,56,611],       // PITCHFORK
 
117
    0x22D6: [541,41,778,82,693],       // LESS-THAN WITH DOT
 
118
    0x22D7: [541,41,778,82,693],       // GREATER-THAN WITH DOT
 
119
    0x22D8: [568,67,1333,56,1277],     // VERY MUCH LESS-THAN
 
120
    0x22D9: [568,67,1333,55,1277],     // VERY MUCH GREATER-THAN
 
121
    0x22DA: [886,386,778,83,674],      // stix-less, equal, slanted, greater
 
122
    0x22DB: [886,386,778,83,674],      // stix-greater, equal, slanted, less
 
123
    0x22DE: [734,0,778,83,694],        // EQUAL TO OR PRECEDES
 
124
    0x22DF: [734,0,778,82,694],        // EQUAL TO OR SUCCEEDS
 
125
    0x22E0: [801,303,778,82,693],      // stix-not (vert) precedes or contour equals
 
126
    0x22E1: [801,303,778,82,694],      // stix-not (vert) succeeds or contour equals
 
127
    0x22E6: [730,359,778,55,719],      // LESS-THAN BUT NOT EQUIVALENT TO
 
128
    0x22E7: [730,359,778,55,719],      // GREATER-THAN BUT NOT EQUIVALENT TO
 
129
    0x22E8: [730,359,778,55,719],      // PRECEDES BUT NOT EQUIVALENT TO
 
130
    0x22E9: [730,359,778,55,719],      // SUCCEEDS BUT NOT EQUIVALENT TO
 
131
    0x22EA: [706,208,778,82,693],      // NOT NORMAL SUBGROUP OF
 
132
    0x22EB: [706,208,778,82,693],      // DOES NOT CONTAIN AS NORMAL SUBGROUP
 
133
    0x22EC: [802,303,778,82,693],      // stix-not, vert, left triangle, equals
 
134
    0x22ED: [801,303,778,82,693]       // stix-not, vert, right triangle, equals
 
135
  }
 
136
);
 
137
 
 
138
MathJax.Ajax.loadComplete(MathJax.OutputJax["HTML-CSS"].fontDir + "/AMS/Regular/MathOperators.js");