📄 eufmch.mf
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t2 := 2.4; % DEKt3 := 5;t4 := 6;t5 := 7;t6 := 8;t7 := 12;t8 := 13;adj_fill.A(1, 3, 6) % fixed x points () % fixed y points ((4,1), (5,2), (7,2), (8,1)) % tied points ((2,7)) % verticals () % horizontals ((1225,383){-292,-231}...{-577,-352} % 0 (600,-54){-371,338}...{-505,634} % 1 (179,375){-64,601}...{110,684} % 2 (209,1415){600,373}...{600,373} % 3 (809,1788){296,-372}...{368,-257} % 4 (1248,1385){-203,-191}...{-544,-435} % 5 (459,673)-- % 6 (451,839){597,358}...{319,342} % 7 (945,1219){-402,253}... % 8 (552,1527){-399,397}... % 9 (522,1512){-1.277,-1.371}... % 10 (486,1425){-153,-567}...{0,-1} % 11 (451,839){8,-166}...{8,-166} % 12 (459,673){0,-1}...{26,-342} % 13 (464,572){528,-547}...{227,-108} % 14 (846,284){418,86}... % 15 (898,294){308,148}...{308,148} % 16 (1206,442)--cycle); % 17endchar(lefte#);"fmlf";% I switched this with character 2, for better discrimination with RM --- DEKcharbegin( "f", 1008h#, ascender*v#, descender*v#);n := 10;t1 := 1;t2 := 6;t3 := 7;t4 := 9;t5 := 11;t6 := 12;t7 := 15;t8 := 17;t9 := 18;t10 := 22;adj_fill.A(3, 5, 9) % fixed x points (6) % fixed y points () % tied points ((4,7)) % verticals ((2,3), (1,10), (8,9)) % horizontals ((1018,2508){-325,-210}... % 0 (874,2459){-1,0}...{-581,435} % 1 (615,2581){-386,-410}...{-399,-631} % 2 (241,2115){0,-1}... % 3 (263,1954){135,-626}... % *4 (376,1489){209,-871}...{-237,0} % 5 (139,1489){-128,-129}...{-128,-129} % 6 (11,1360){365,0}...{365,0} % 7 (376,1360){0,-1289}... % 8 (376,71){0,-1}... % 9 (359,-250){-104,-1067}...{-138,-499} % 10 (221,-749)-- % 11 (310,-760){0,6}... % 12 (310,-754){.4624,1.887}...{291,558} % 13 (601,-196){179,596}... % 14 (651,212){0,1}...{0,1} % 15 (651,1360){1,0}...{342,0} % 16 (993,1360){106,129}...{106,129} % 17 (1099,1489){-448,21}... % 18 (651,1510){0,1}... % 19 (539,1917){-249,592}...{0,1} % 20 (457,2269){579,-132}...{1,0} % 21 (819,2225){224,250}...{224,250} % 22 (1043,2475)--cycle); % 23endchar(0);"fmlg";charbegin( "g",1665h#, lcbody*v#, descender*v#);n := 12;t1 := 0;t2 := 1;t3 := 3;t4 := 6;t5 := 7;t6 := 8;t7 := 9;t8 := 10;t9 := 13;t10 := 15;t11 := 16;t12 := 21;adj_fill.A(10, 12) % fixed x points (1, 8) % fixed y points ((1,6), (2,1), (4,2), (5,3), (6,4), (7,5))% tied points ((5,9)) % verticals ((3,11)) % horizontals ((442,-15){7,-136}...{7,-136} % 0 (449,-151){1,-1}... % 1 (729,-365){543,-289}... % *2 (992,-440){1,0}... % 3 (1192,-360){1,1}... % 4 (1250,-143){0,1}...{-161,835} % 5 (1160,405){-3,111}...{-3,111} % 6 (1157,516){1,302}...{62,702} % 7 (1192,1360){59,271}...{59,271} % 8 (1251,1631){267,150}...{267,150} % 9 (1518,1781)-- % 10 (1540,1758){-282,-600}... % 11 (1471,1410){-84,-1142}... % *12 (1456,616){0,-1}... % 13 (1476,462){129,-620}...{107,-468} % *14 (1585,-4){-492,-617}...{-240,-227} % 15 (980,-683){-375,-111}... % 16 (848,-714){-1,0}... % 17 (506,-634){-719,310}...{-321,252} % *18 (129,-404){-129,-69}...{-129,-69} % 19 (0,-473){-39,50}...{-39,50} % 20 (-39,-423)--cycle); % 21n := 8;t1 := 0;t2 := 1;t3 := 2;t4 := 3;t5 := 6;t6 := 7;t7 := 9;t8 := 12;adj_fill.B() % fixed x points () % fixed y points ((1,2), (2,1), (3,6), (5,5), (6,4), (8,3))% tied points ((4,7)) % verticals ((5,6)) % horizontals ((1160,405){-123,-88}...{-491,-428} % 0 (449,-151){-7,136}...{-7,136} % 1 (442,-15){-254,315}...{-254,315} % 2 (188,300){-22,304}...{105,690} % 3 (231,1422){210,148}...{597,345} % 4 (829,1800){295,-197}...{354,-80} % 5 (1251,1631)-- % 6 (1192,1360){-395,49}...{-291,97} % 7 (559,1499){-284,-530}... % 8 (473,1022){0,-1}...{28,-315} % 9 (491,520){376,-454}...{330,-299} % 10 (750,253){407,263}...{407,263} % 11 (1157,516)--cycle); % 12endchar(0);"fmlh";charbegin( "h",1730h#, ascender*v#, descender*v#);n := 5;t1 := 3.406;t2 := 6;t3 := 8;t4 := 9;t5 := 11;adj_fill.A(2, 5) % fixed x points () % fixed y points ((3,1), (4,2)) % tied points ((1,3)) % verticals () % horizontals ((780,2611){-347,-224}...{-446,-328} % 0 (334,2283){-89,282}... % 1 (245,2565){-1.282,.7616}...{-46,-9} % 2 (199,2556){24,-409}...{-34,-581} % 3 (182,302){261,-350}...{182,-317} % 4 (385,-35)-- % 5 (689,243){-248,338}...{-81,162} % 6 (508,509){0,1}...{0,811} % 7 (508,1320){0,114}...{0,114} % 8 (508,1434){0,1}... % 9 (508,1922){0,1}...{267,234} % 10 (843,2568)--cycle); % 11n := 8;t1 := 0;t2 := 3;t3 := 5;t4 := 6;t5 := 7;t6 := 8;t7 := 10;t8 := 14;adj_fill.B(8) % fixed x points (1) % fixed y points ((4,2), (5,1)) % tied points ((2,7)) % verticals ((3,6)) % horizontals ((830,-701){218,220}...{320,430} % 0 (1411,-54){118,405}... % 1 (1484,369){97,1024}... % *2 (1508,970){0,1}...{-46,708} % 3 (1484,1604){-183,57}...{-314,292} % 4 (1055,1830){-160,-113}...{-475,-374} % 5 (508,1434)-- % 6 (508,1320){460,298}... % 7 (854,1504){1,0}...{207,-152} % 8 (1179,1368){63,-834}... % 9 (1216,773){0,-1}... % 10 (1180,102){-141,-1074}... % *11 (1075,-301){-373,-702}... % 12 (982,-419){-246,-201}...{-246,-201} % 13 (736,-620)--cycle); % 14endchar(0);"fmli";charbegin( "i",833h#, dotheight*v#, baseline );n := 4;t1 := 3.948;t2 := 7;t3 := 10.56;t4 := 13;adj_fill.A(2, 4) % fixed x points () % fixed y points () % tied points ((1,3)) % verticals () % horizontals ((867,436){-502,-256}... % 0 (703,358){-164,-78}...{-193,-8} % 1 (671,338){-1,1}... % 2 (560,510){-150,531}... % 3 (517,945){4,1105}...{91,772} % *4 (564,1615){-120,86}...{-259,276} % 5 (342,1816){-192,-174}...{-365,-295} % 6 (-48,1475)-- % 7 (1,1427){486,278}...{228,72} % 8 (155,1505){410,-322}...{113,-133} % 9 (232,1419){74,-746}...{-49,-397} % 10 (238,263){197,-282}...{197,-282} % 11 (435,-19){423,323}...{296,277} % 12 (891,367)--cycle); % 13n := 4;t1 := 0;t2 := 2;t3 := 3;t4 := 5;adj_fill.B() % fixed x points () % fixed y points ((1,2), (2,1), (3,1), (4,2)) % tied points () % verticals () % horizontals ((380,2116){-295,270}...{-368,433} % 0 (165,2344){145,143}...{219,252} % 1 (390,2557)-- % 2 (390,2557){402,-472}...{229,-185} % 3 (592,2340){-212,-224}...{-212,-224} % 4 (380,2116)--cycle); % 5endchar(0);"fmlj";charbegin( "j",840h#, dotheight*v#, baseline );n := 4;t1 := 3;t2 := 5;t3 := 10;t4 := 13;adj_fill.A(2, 4) % fixed x points () % fixed y points () % tied points ((1,3)) % verticals () % horizontals ((-29,-711){551,607}... % 0 (522,-104){551,607}... % 1 (604,157){35,591}...{-10,831} % 2 (624,1623){-191,136}...{-417,431} % 3 (384,1817){-392,-352}...{-392,-352} % 4 (-8,1465)-- % 5 (44,1418){130,84}... % 6 (174,1502){130,84}... % 7 (192,1497){116,-81}... % 8 (299,1362){209,-621}... % 9 (336,812){0,-1}... % 10 (271,-185){-183,-568}... % 11 (175,-358){-281,-283}...{-313,-230} % 12 (-135,-620)--cycle); % 13n := 4;t1 := 0;t2 := 2;t3 := 3;t4 := 5;adj_fill.B() % fixed x points () % fixed y points ((1,2), (2,1), (3,1), (4,2)) % tied points () % verticals () % horizontals ((364,2113){-253,215}...{-321,407} % 0 (163,2340){226,211}...{226,211} % 1 (389,2551)-- % 2 (389,2551){388,-525}...{242,-237} % 3 (576,2334){-212,-221}...{-212,-221} % 4 (364,2113)--cycle); % 5endchar(0);"fmlk";charbegin( "k",1242h#, ascender*v#, baseline );n := 16;t1 := 0;t2 := 1;t3 := 2;t4 := 3;t5 := 4;t6 := 5;t7 := 6;t8 := 7;t9 := 9;t10 := 11;t11 := 12;t12 := 15;t13 := 16;t14 := 17;t15 := 19;t16 := 20;adj_fill.A(6, 10, 13) % fixed x points (1, 9, 11, 15) % fixed y points ((1,5), (2,1), (3,2), (4,3), (5,4), (16,5))% tied points ((8,12)) % verticals ((6,7), (13,14)) % horizontals ((270,2550){90,-269}... % 0 (360,2281){.7074,-1.869}...{161,-380} % 1 (521,1901){0,-572}...{0,-572} % 2 (521,1329){321,0}...{321,0} % 3 (842,1329){340,0}...{340,0} % 4 (1182,1329){-100,-124}...{-100,-124} % 5 (1082,1205){-525,0}...{-525,0} % 6 (557,1205){0,-670}...{0,-670} % 7 (557,535){208,-211}...{278,-201} % 8 (843,283){359,178}...{359,178} % 9 (1202,461)-- % 10 (1242,413){-645,-572}...{-232,-154} % 11 (620,-35){-394,351}...{-394,351} % 12 (226,316){151,551}... % 13 (250,530){20,889}...{0,1} % *14 (246,1205){-258,0}...{-258,0} % 15 (-12,1205){101,124}...{101,124} % 16 (89,1329){157,0}...{157,0} % 17 (246,1329){-29,1213}...{-52,496} % 18 (217,2542){53,8}...{53,8} % 19 (270,2550)--cycle); % 20n := 2;t1 := 1;t2 := 2;adj_fill.B() % fixed x points () % fixed y points ((1,1), (2,2)) % tied points () % verticals () % horizontals ((810,2610){-241,-137}...{-413,-347} % 0 (360,2281)-- % 1 (521,1901){56,694}... % 2 (620,2292){163,285}...{231,211} % 3 (892,2577)--cycle); % 4n := 6;t1 := 0;t2 := 2;t3 := 7;t4 := 8;t5 := 11;t6 := 13;adj_fill.C() % fixed x points () % fixed y points ((1,3), (3,3), (4,2), (6,4)) % tied points ((2,5)) % verticals () % horizontals ((521,1329){1,0}... % 0 (862,1477){282,335}... % 1 (965,1712){0,1}... % 2 (920,1838){-172,265}...{-447,380} % *3 (793,1977){-424,-212}... % 4 (603,1820){-159,-270}... % 5 (542,1627){-82,-491}...{0,-1} % *6 (521,1329)-- % 7 (521,1901){364,282}...{235,158} % 8
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