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📄 eusmch.mf

📁 Concrete_Mathematics_2nd_Ed_TeX_Source_Code
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%% @metafontfile{%%     filename="eusmch.mf",%%     version="2.1",%%     date="30-MAY-1991",%%     filetype="Metafont: driver",%%     copyright="Copyright (C) American Mathematical Society,%%            all rights reserved.  Copying of this file is%%            authorized only if either:%%            (1) you make absolutely no changes to your copy%%                including name; OR%%            (2) if you do make changes, you first rename it to some%%                other name.",%%     author="American Mathematical Society",%%     address="American Mathematical Society,%%            Technical Support Group,%%            P. O. Box 6248,%%            Providence, RI 02940,%%            USA",%%     telephone="401-455-4080 or (in the USA) 800-321-4AMS",%%     email="Internet: Tech-Support@Math.AMS.com",%%     codetable="ISO/ASCII",%%     checksumtype="line count",%%     checksum="3547",%%     keywords="amsfonts, tex, metafont , euler ",%%     abstract="This is the driver file for use with %%            the Euler script medium fonts in AMSFonts 2.1."%%     }%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% Euler Symbol Medium% ----- This font is set up as Math Symbol Font, \textfont2, page 427 of TeXbook% however, there are some alternate characters in nonstandard positionsmode_setup;font_coding_scheme "TeX math symbols subset";%     EULER SCRIPT MEDIUM PARAMETERS%     These all in bitpad numbers (.001"):     programem =      3700;          baseline  =     0;     ascender  =     capheight;     descender =     700;     depthy    =     700;     % depthy   =     500;     capheight =     2600;      lcbody    =     1700;     %1700 for medium, 1800 for bold.     dotheight =     2600;     theight       =     2330;     lfigheight =     capheight;     nfigbody  =     lcbody;     nfigascender =     ascender;     nfigdescender =     descender;input eubase;more_side(100h#); % DEK% information for positioning of math accents --- DEKskewchar=oct"060"; skew#=1/36programem*h#;ligtable "A": skewchar kern 5skew#;ligtable "I": "J": skewchar kern 2skew#;charcode:=skewchar; shipout nullpicture;"aleph";charbegin( 64, 2668h#, capheight*v#, baseline );n := 10;t1 := 0;t2 := 1;t3 := 2;t4 := 4;t5 := 5;t6 := 6;t7 := 7;t8 := 8;t9 := 10;t10 := 11;adj_fill.A()                         % fixed x points     ()                         % fixed y points     ((2,1), (3,2), (7,3), (8,4))          % tied points     ((4,5), (9,10))                    % verticals     ((5,6), (1,10))                    % horizontals     ((2449,529){-321,229}...{-1,1}          % 0      (1915,952){-314,259}...          % 1      (1601,1211){-1.551,1.262}...          % 2      (669,1959){-932,748}...{-63,638}     % 3      (302,2549){-112,0}...{-112,0}          % 4      (190,2549)--                    % 5      (190,1820){1,-1}...{257,-205}          % 6      (699,1347){105,-87}...{105,-87}     % 7      (804,1260){555,-387}...          % 8      (1525,704){998,-815}...{1,-1}          % 9      (2294,2){79,0}...{79,0}          % 10      (2373,2)--cycle);               % 11n := 7;t1 := 0;t2 := 1;t3 := 3;t4 := 4;t5 := 7;t6 := 10;t7 := 11;adj_fill.B(1, 6)                    % fixed x points     ()                         % fixed y points     ((3,3), (4,4))                    % tied points     ((2,5))                         % verticals     ((6,7))                         % horizontals     ((250,5){111,384}...{111,384}          % 0      (361,389){0,1}...               % 1      (426,986){337,550}...{1,1}          % 2      (699,1347)--                    % 3      (804,1260){-31,-7}...               % 4      (773,1253){-580,-590}...          % 5      (614,1051){-215,-375}...          % *6      (558,878){0,-1}...               % 7      (668,550){1,-1}...               % 8      (842,462){448,-119}...{1,0}          % *9      (1116,431){-65,-426}...{-65,-426}     % 10      (1051,5)--cycle);               % 11n := 7;t1 := 1;t2 := 3;t3 := 4;t4 := 7;t5 := 8;t6 := 10;t7 := 12;adj_fill.C()                         % fixed x points     ()                         % fixed y points     ((2,5), (3,6))                    % tied points     ((4,5), (1,7))                    % verticals     ((2,6))                         % horizontals     ((2450,1894){-58,-19}...{-58,-19}     % 0      (2392,1875){-10,14}...               % 1      (2230,1977){-1,0}...{-1,0}          % 2      (2003,1977){-156,-16}...{-156,-16}     % 3      (1847,1961){-1,0}...               % 4      (1593,2001){-1,1}...               % 5      (1536,2157){0,1}...{0,392}          % 6      (1536,2549)--                    % 7      (1625,2549){126,-501}...          % 8      (1684,2439){1,-1}...               % 9      (1843,2406){1,0}...               % 10      (2288,2406){1,0}...{0,-1}          % 11      (2450,2259)--cycle);               % 12n := 6;t1 := 0;t2 := 1;t3 := 2;t4 := 3;t5 := 4;t6 := 7;adj_fill.D()                         % fixed x points     ()                         % fixed y points     ((1,6), (3,2), (4,1), (6,5))          % tied points     ((2,5))                         % verticals     ()                         % horizontals     ((1847,1961){-1,-1}...               % 0      (1601,1300){0,-1}...{0,-1}          % 1      (1601,1211)--                    % 2      (1915,952){-1,1}...               % 3      (1800,1228){0,1}...               % 4      (1855,1732){203,749}...          % *5      (1920,1894){147.8,245.5}...{413,187}     % *6      (2003,1977)--cycle);               % 7endchar(0);% UPPER CASEset_stem_round(230,350,270,270,290,310);"smua";charbegin( "A", 2653h#, capheight*v#, baseline );n := 11;t1 := 0;t2 := 1;t3 := 4;t4 := 5;t5 := 7;t6 := 9;t7 := 11;t8 := 12;t9 := 14;t10 := 18;t11 := 25;adj_fill.A(1)                         % fixed x points     (7, 8)                         % fixed y points     ((1,5), (2,1), (3,2), (4,3), (7,4), (8,4))% tied points     ((6,9))                         % verticals     ((5,10), (1,11))               % horizontals     ((2199,2519){-377,-119}...{-377,-119}     % 0      (1822,2400){-207,-62}...          % 1      (1626,2292){-1,-1}...               % 2      (1382,1870){-527,-1261}...{-126,-432}     % *3      (1099,1031){-78,-158}...{-78,-158}     % 4      (1021,873){-174,-335}...          % 5      (579,139){-1,-1}...               % 6      (200,-36){-1,0}...               % 7      (-32,57){-1,1}...               % 8      (-131,313){0,1}...               % 9      (-74,450){1,1}...{1,0}               % 10      (38,485)--                    % 11      (38,485){1,0}...               % 12      (152,434){1,-1}...               % 13      (177,367){0,-1}...               % 14      (169,307){-100,-540}...          % 15      (158,217){0,-1}...               % 16      (196,151){1,-1}...               % 17      (290,116){1,0}...               % 18      (447,198){1,1}...               % 19      (617,473){478,1040}...{413,1047}     % *20      (925,1238){422,1046}...          % 21      (1243,1937){583,1093}...          % *22      (1508,2331){1,1}...               % 23      (1787,2488){683,212}...{1,0}          % *24      (2191,2543)--cycle);               % 25n := 9;t1 := 0;t2 := 2;t3 := 6;t4 := 7;t5 := 9;t6 := 10;t7 := 13;t8 := 16;t9 := 18;adj_fill.B(1)                         % fixed x points     (9)                         % fixed y points     ((3,6), (4,7), (5,1), (6,5))          % tied points     ((4,7))                         % verticals     ((2,8))                         % horizontals     ((2631,306){-1,-1}...               % 0      (2310,40){-569,-360}...          % *1      (2062,-54){-1,0}...               % 2      (1927,-4){-1,1}...               % 3      (1873,107){-73,291}...               % *4      (1854,287){0,1}...{0,1}          % 5      (1852,873){-3,158}...{-3,158}          % 6      (1849,1031){-10,1338}...{-10,1338}     % 7      (1839,2369){-17,31}...{-17,31}          % 8      (1822,2400)--                    % 9      (2199,2519){-40,-38}...          % 10      (2159,2481){-40,-38}...          % 11      (2106,2371){-54,-763}...          % 12      (2093,1259){0,-1}...               % 13      (2119,476){74,-840}...               % 14      (2205,229){1,-1}...               % 15      (2289,206){1,0}...               % 16      (2425,251){296,172}...{1,1}          % *17      (2585,378)--cycle);               % 18n := 4;t1 := 0;t2 := 1;t3 := 2;t4 := 3;adj_fill.C()                         % fixed x points     ()                         % fixed y points     ((1,7), (2,2), (3,3), (4,6))          % tied points     ()                         % verticals     ((2,3))                         % horizontals     ((1849,1031){-750,0}...{-750,0}          % 0      (1099,1031)--                    % 1      (1021,873){831,0}...{831,0}          % 2      (1852,873)--cycle);               % 3endchar(0);"smub";charbegin( "B", 2618h#, capheight*v#, baseline );n := 7;t1 := 0;t2 := 3;t3 := 4;t4 := 5;t5 := 6;t6 := 7;t7 := 9;adj_fill.A(1)                         % fixed x points     ()                         % fixed y points     ((1,6), (3,1), (4,2), (5,3), (6,4), (7,5))% tied points     ((2,5))                         % verticals     ()                         % horizontals     ((296,180){1,0}...               % 0      (772,407){1,1}...               % 1      (919,739){199,909}...{0,1}          % *2      (971,1316){0,1082}...{0,1082}          % 3      (971,2398)--                    % 4      (1229,2419){0,-964}...{0,-1}          % 5      (1229,1455){-13,-164}...{-13,-164}     % 6      (1216,1291){-99,-787}...          % 7      (1087,712){-213,-507}...{-1,-1}     % 8      (759,180)--cycle);               % 9n := 13;t1 := 0;t2 := 2;t3 := 5;t4 := 6;t5 := 9;t6 := 12;t7 := 13;t8 := 15;t9 := 17;t10 := 18;t11 := 22;t12 := 24;t13 := 25;adj_fill.B(1, 12)                    % fixed x points     (6, 7, 10)                    % fixed y points     ((1,9), (3,2), (4,1), (6,7), (7,7), (13,8))% tied points     ((5,8), (2,11))                    % verticals     ((4,9))                         % horizontals     ((1321,1407){1,0}...               % 0      (1854,1593){1,1}...               % 1      (1995,1950){0,1}...               % 2      (1875,2266){-1,1}...               % 3      (1634,2379){-646,153}...{-1,0}          % *4      (1229,2419){-258,-21}...{-258,-21}     % 5      (971,2398){-1,0}...               % 6      (440,2181){-1,-1}...               % 7      (312,1929){0,-1}...               % 8      (329,1804){88,-417}...               % 9      (353,1702){0,-1}...               % 10      (317,1583){-1,-1}...{-1,0}          % 11      (190,1528)--                    % 12      (190,1528){-1,0}...               % 13      (117,1564){-1,1}...               % 14      (54,1768){0,1}...               % 15      (244,2189){1,1}...{447,68}          % 16      (958,2523){255,121}...{255,121}     % 17      (1213,2644){16,-107}...{16,-107}     % 18      (1229,2537){1,0}...               % 19      (1807,2489){900,-183}...          % *20      (2129,2354){1,-1}...               % 21      (2251,2048){0,-1}...               % 22      (2075,1617){-1,-1}...{-601,-307}     % 23      (1812,1417){11,-26}...{11,-26}          % 24      (1823,1391)--cycle);               % 25n := 10;t1 := 0;t2 := 3;t3 := 5;t4 := 6;t5 := 7;t6 := 8;t7 := 9;t8 := 12;t9 := 16;t10 := 17;adj_fill.C()                         % fixed x points     ()                         % fixed y points     ((3,8), (4,9), (5,3), (6,4), (9,5), (10,6))% tied points     ((2,8))                         % verticals     ((4,7), (1,9))                    % horizontals     ((196,-14){1098,0}...               % 0      (1294,-14){1,0}...               % 1      (2222,352){1,1}...               % 2      (2427,853){0,1}...               % 3      (2269,1230){-1,1}...{-1,0}          % 4      (1823,1391){-502,16}...{-502,16}     % 5      (1321,1407){-1,0}...{0,1}          % 6      (1229,1455)--                    % 7      (1216,1291){660,75}...               % 8      (1466,1303){1,0}...               % 9      (1796,1263){546,-155}...          % *10      (2012,1148){1,-1}...               % 11      (2156,810){0,-1}...               % 12      (2009,351){-1,-1}...               % 13      (1752,222){-667,-174}...          % *14      (1342,177){-1,0}...{-1,0}          % 15      (759,180){-463,0}...{-463,0}          % 16      (296,180)--cycle);               % 17endchar(0);"smuc";charbegin( "C", 2031h#, capheight*v#, baseline );n := 17;t1 := 0;t2 := 1;

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