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FutureWorldMittwoch, 13-Dez-95 20:38:49 Glyph Map Download
The font consists of 607 glyph variants, and here we only display the first 200 simple glyph variants.
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0 .notdef
1 T T 435
2 U U 436
3 ¡ exclamdown 537
4 ¢ cent 534
5 £ sterling 534
6 ¥ yen 534
7 § section 534
8 © copyright 534
9 ª ordfeminine 487
10 « guillemotleft 487
11 ¬ logicalnot 535
12 ® registered 535
13 ° degree 506
14 ± plusminus 491
15 paragraph 488
16 º ordmasculine 488
17 » guillemotright 488
18 ¿ questiondown 536
19 À Agrave 543
20 Á Aacute 544
21 Â Acircumflex 545
22 Ã Atilde 546
23 Ä Adieresis 547
24 Å Aring 548
25 Æ AE 550
26 Ç Ccedilla 550
27 È Egrave 551
28 É Eacute 552
29 Ê Ecircumflex 553
30 Ë Edieresis 554
31 Ì Igrave 555
32 Í Iacute 556
33 Î Icircumflex 557
34 Ï Idieresis 558
35 Ñ Ntilde 560
36 Ò Ograve 561
37 Ó Oacute 562
38 Ô Ocircumflex 563
39 Õ Otilde 564
40 Ö Odieresis 565
41 Ø Oslash 568
42 Ù Ugrave 568
43 Ú Uacute 569
44 Û Ucircumflex 570
45 Ü Udieresis 571
46 ß germandbls 538
47 à agrave 575
48 á aacute 576
49 â acircumflex 577
50 ã atilde 578
51 ä adieresis 579
52 å aring 580
53 æ ae 582
54 ç ccedilla 582
55 è egrave 583
56 é eacute 584
57 ê ecircumflex 585
58 ë edieresis 586
59 ì igrave 587
60 í iacute 588
61 î icircumflex 589
62 ï idieresis 590
63 ñ ntilde 592
64 ò ograve 593
65 ó oacute 594
66 ô ocircumflex 595
67 õ otilde 596
68 ö odieresis 597
69 ÷ divide 490
70 ø oslash 600
71 ù ugrave 600
72 ú uacute 601
73 û ucircumflex 602
74 ü udieresis 603
75 ÿ ydieresis 605
76 ΠOE 573
77 œ oe 573
78 Ÿ Ydieresis 573
79 ƒ florin 480
80 ˉ macron 480
81 ˝ hungarumlaut 447
82 μ mu 447
83 π pi 447
84 – endash 447
85 — emdash 447
86 ‘ quoteleft 447
87 ’ quoteright 390
88 ‚ quotesinglbase 520
89 “ quotedblleft 520
90 ” quotedblright 521
91 „ quotedblbase 526
92 † dagger 526
93 ‡ daggerdbl 526
94 • bullet 526
95 … ellipsis 526
96 ‰ perthousand 503
97 ‹ guilsinglleft 494
98 › guilsinglright 494
99 ⁄ fraction 494
100 ™ trademark 533
101 ∙ periodcentered 395
102 √ radical 395
103 ∞ infinity 395
104 ⋲ approxequal 395
105 ≠ notequal 395
106 ≤ lessequal 395
107 ≥ greaterequal 395
108 , ch44 395
109 6 ch54 405
110 7 ch55 406
111 8 ch56 407
112 : ch58 409
113 = ch61 412
114 J ch74 425
115 W ch87 438
116 p ch112 463
117 u ch117 468
118 v ch118 469
119 w ch119 470
120 y ch121 472
121 z ch122 473
122 { ch123 474
123 | ch124 475
124 } ch125 476
125 ~ ch126 477
126  ch127 418
127 C ch128 418
128 x ch129 471
129 E ch130 420
130 ‐ ch131 396
131 \ ch132 443
132 ] ch133 444
133 2 ch134 401
134 3 ch135 402
135 G ch136 422
136 H ch137 423
137 V ch139 437
138 1 ch140 400
139 B ch141 417
140 Z ch143 441
141 9 ch150 408
142 0 ch151 399
143 d ch152 451
144 5 ch153 404
145 F ch154 421
146 ! ch155 384
147 < ch156 411
148 / ch159 398
149 [ ch160 442
150 4 ch161 403
151 " ch162 385
152 # ch163 386
153 D ch164 419
154 $ ch165 387
155 + ch166 394
156 b ch167 449
157 c ch168 450
158 R ch169 433
159 S ch170 434
160 a ch171 448
161 % ch172 388
162 P ch173 431
163 Q ch174 432
164 I ch175 424
165 ^ ch176 445
166 _ ch177 446
167 ` ch179 447
168 ch180 389
169 & ch181 389
170 * ch182 393
171 ) ch183 392
172 ( ch184 391
173 @ ch185 415
174 A ch186 416
175 ' ch187 390
176 ; ch188 410
177 ? ch191 414
178 K ch192 426
179 g ch193 454
180 e ch194 452
181 L ch195 427
182 . ch198 397
183  uni0002 456
184 i ch200 456
185  uni0003 453
186 f ch202 453
187 h ch203 455
188 m ch204 460
189 j ch205 457
190 k ch206 458
191 l ch207 459
192 q ch210 464
193 n ch211 461
194 o ch212 462
195 M ch213 428
196  whitesmiley 429
197 N ch215 429
198 t ch217 467
199 r ch218 465
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