InfoMagic Source Code 1993 July

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Text File | 1991-04-30 | 5.8 KB | 493 lines

a a b b c c d d e e f f g g h h i i j j k k l l m m n n o o p p q q r r s s t t u u v v w w x x y y z z A A B B C C D D E E F F G G H H I I J J K K L L M M N N O O P P Q Q R R S S T T U U V V W W X X Y Y Z Z AE AE Aacute 'A Acircumflex ^A Adieresis :A Agrave `A Alpha *A Aring oA Atilde ~A Beta *B Cacute 'C Ccedilla ,C Chi *X Delta *D Eacute 'E Ecircumflex ^E Edieresis :E Egrave `E Epsilon *E Eta *Y Eth -D Gamma *G IJ IJ Iacute 'I Icircumflex ^I Idieresis :I Ifraktur Im Igrave `I Iota *I Kappa *K Lambda *L Lslash /L Mu *M Ntilde ~N Nu *N OE OE Oacute 'O Ocircumflex ^O Odieresis :O Ograve `O Omega *W Omicron *O Oslash /O Otilde ~O Phi *F Pi *P Psi *Q Rfraktur Re Rho *R Scaron vS Sigma *S Tau *T Theta *H Thorn TP Uacute 'U Ucircumflex ^U Udieresis :U Ugrave `U Upsilon1 *U Xi *C Yacute 'Y Ydieresis :Y Zcaron vZ Zeta *Z aacute 'a acircumflex ^a acute aa adieresis :a ae ae agrave `a angle /_ angleleft la angleright ra aleph Ah alpha *a ampersand & approxequal ~~ aring oa arrowboth <> arrowdblboth hA arrowdbldown dA arrowdblleft lA arrowdblright rA arrowdblup uA arrowdown da arrowleft <- arrowright -> arrowup ua asciicircum ha asciitilde ti asterisk * asteriskmath ** at @ at at atilde ~a backslash \ backslash rs bar ba bar | bell bs beta *b braceleft lC braceleft { braceright rC braceright } bracketleft [ bracketleft lB bracketright ] bracketright rB breve ab brokenbar bb bullet bu cacute 'c caron ah ccedilla ,c cedilla ac cent ct checkmark OK chi *x circle ci circlemultiply c* circleplus c+ circumflex a^ circumflex ^ colon : comma , congruent =~ copyright co currency Cs dagger dg daggerdbl dd degree de delta *d dieresis ad divide di dollar $ dollar Do dotaccent a. dotlessi .i dotlessj .j dotmath md eacute 'e ecircumflex ^e edieresis :e egrave `e eight 8 element mo emdash em emptyset es endash en epsilon *e equal = equalmath eq equivalence == eta *y eth Sd exclam ! exclamdown r! existential te ff ff ffi Fi ffl Fl fi fi five 5 fl fl four 4 gamma *g germandbls ss gradient gr grave ga greater > greaterequal >= guillemotleft Fo guillemotright Fc guilsinglleft fo guilsinglright fc handleft lh handright rh hbar -h hungarumlaut a" hyphen - hyphen hy iacute 'i icircumflex ^i idieresis :i igrave `i ij ij infinity if integral is intersection ca iota *i kappa *k lambda *l less < lessequal <= logicaland AN logicalnot no logicalor OR lslash /l macron a- minus \- minusplus -+ minute fm mu *m multiply mu nine 9 notelement nm notequal != notequivalence ne notpropersuperset nc ntilde ~n nu *n numbersign # numbersign sh oacute 'o ocircumflex ^o odieresis :o oe oe ogonek ho ograve `o omega *w omicron *o one 1 onehalf 12 onequarter 14 onesuperior S1 ordfeminine Of ordmasculine Om oslash /o otilde ~o paragraph ps parenleft ( parenright ) partialdiff pd percent % period . perthousand %0 perpendicular pp phi *f pi *p plus + plusmath pl plusminus +- propersubset sb propersuperset sp proportional pt psi *q question ? questiondown r? quotedbl " quoteleft ` quoteleft oq quoteright ' reflexsubset ib reflexsuperset ip registered rg rho *r ring ao scaron vs second sd section sc semicolon ; seven 7 sigma *s sigma1 ts similar ap similarequal ~= six 6 slash / slash sl square sq sterling Po tau *t therefore 3d therefore tf theta *h thorn Tp three 3 threequarters 34 threesuperior S3 tilde a~ tilde ~ trademark tm two 2 twosuperior S2 uacute 'u ucircumflex ^u udieresis :u ugrave `u underscore _ union cu universal fa upsilon *u weierstrass wp xi *c yacute 'y ydieresis :y yen Ye zcaron vz zero 0 zeta *z exclamdown char161 cent char162 sterling char163 currency char164 yen char165 brokenbar char166 section char167 dieresis char168 copyright char169 ordfeminine char170 guillemotleft char171 logicalnot char172 hyphen char173 registered char174 macron char175 degree char176 plusminus char177 twosuperior char178 threesuperior char179 acute char180 mu char181 paragraph char182 periodcentered char183 cedilla char184 onesuperior char185 ordmasculine char186 guillemotright char187 onequarter char188 onehalf char189 threequarters char190 questiondown char191 Agrave char192 Aacute char193 Acircumflex char194 Atilde char195 Adieresis char196 Aring char197 AE char198 Ccedilla char199 Egrave char200 Eacute char201 Ecircumflex char202 Edieresis char203 Igrave char204 Iacute char205 Icircumflex char206 Idieresis char207 Eth char208 Ntilde char209 Ograve char210 Oacute char211 Ocircumflex char212 Otilde char213 Odieresis char214 multiply char215 Oslash char216 Ugrave char217 Uacute char218 Ucircumflex char219 Udieresis char220 Yacute char221 Thorn char222 germandbls char223 agrave char224 aacute char225 acircumflex char226 atilde char227 adieresis char228 aring char229 ae char230 ccedilla char231 egrave char232 eacute char233 ecircumflex char234 edieresis char235 igrave char236 iacute char237 icircumflex char238 idieresis char239 eth char240 ntilde char241 ograve char242 oacute char243 ocircumflex char244 otilde char245 odieresis char246 divide char247 oslash char248 ugrave char249 uacute char250 ucircumflex char251 udieresis char252 yacute char253 thorn char254 ydieresis char255 fraction f/ club CL diamond DI heart HE spade SP carriagereturn CR suchthat st bracelefttp bracelefttp braceleftmid braceleftmid braceleftbt braceleftbt braceex braceex braceex bracerightex braceex braceleftex braceex barex bracerighttp bracerighttp bracerightmid bracerightmid bracerightbt bracerightbt parenlefttp parenlefttp parenleftbt parenleftbt parenleftex parenleftex parenrighttp parenrighttp parenrightbt parenrightbt parenrightex parenrightex bracketlefttp bracketlefttp bracketleftbt bracketleftbt bracketleftex bracketleftex bracketrighttp bracketrighttp bracketrightbt bracketrightbt bracketrightex bracketrightex radical sr radicalex rn approxequal ~= bracketlefttp lc bracketleftbt lf bracketrighttp rc bracketrightbt rf bracelefttp lt braceleftmid lk braceleftbt lb braceex bv bracerighttp rt bracerightmid rk bracerightbt rb summation sum product product