Math2 Font
Math2 Encoding
| Font-family: |
Math2 |
Character Map:
|
Screenshot,
and Encoding result generated by encode.pl
|
| Copyright: |
© 1996, 1997
Wolfram Research.
Data © 1996, 1997 Glenda de Guzman.
|
| Availability: |
|
| Issues: |
Remaining uncertainties about the mappings. These
glyphs with '?' are left out.
Some stretchy chars are tuned in the property file:
l/r floor, l/r ceil, and l/r moustache using the parts of lbrace and rbrace
The srqt glyphs need special (i.e., hard-coded) treatment.
Up to a certain size, the sqrt glyphs have a matching bar. It is not clear if
there are implicit assumptions similar to TeX w.r.t. the extensible parts of higher sizes.
|
0x20 0x0020 #Space
0x21 0x221A:? #Square root, radic, Sqrt
0x22 0x221A:? #Square root, radic, Sqrt
0x23 0x221A:? #Square root, radic, Sqrt
0x24 0x221A:? #Square root, radic, Sqrt
0x25 0x221A:? #Square root, radic, Sqrt
0x26 0x221A:? #Square root, radic, Sqrt
0x27 0x221A:? #Square root, radic, Sqrt
0x28 0x221A:? #Square root, radic, Sqrt
0x29 0x221A:? #Square root, radic, Sqrt
0x2A 0x221A:? #Square root, radic, Sqrt
0x2B 0x221A:? #Square root, radic, Sqrt
0x2C 0x221A:? #Square root, radic, Sqrt
0x2D 0x221A:? #Square root, radic, Sqrt
0x2E 0x221A:? #Square root, radic, Sqrt
0x2F 0x221A:? #Square root, radic, Sqrt
0x30 0x221A:0 #Square root, radic, Sqrt
0x31 0x221A:1 #Square root, radic, Sqrt
0x32 0x221A:2 #Square root, radic, Sqrt
0x33 0x221A:3 #Square root, radic, Sqrt
0x34 0x221A:B #Square root, radic, Sqrt
0x35 0x221A:G #Square root, radic, Sqrt
0x36 0x221A:T #Square root, radic, Sqrt
0x37 0x221A:? #Square root, radic, Sqrt
0x38 0x007B:0 #Left curly bracket
0x39 0x007B:1 #Left curly bracket
0x3A 0x007B:2 #Left curly bracket
0x3B 0x007B:3 #Left curly bracket
0x3C 0x007D:0 #Right curly bracket
0x3D 0x007D:1 #Right curly bracket
0x3E 0x007D:2 #Right curly bracket
0x3F 0x007D:3 #Right curly bracket
0x40 0x005B:0 #Left square bracket
0x41 0x005B:1 #Left square bracket
0x42 0x005B:2 #Left square bracket
0x43 0x005B:3 #Left square bracket
0x44 0x005D:0 #Right square bracket
0x45 0x005D:1 #Right square bracket
0x46 0x005D:2 #Right square bracket
0x47 0x005D:3 #Right square bracket
0x48 0x0028:0 #Left parenthesis
0x49 0x0028:1 #Left parenthesis
0x4A 0x0028:2 #Left parenthesis
0x4B 0x0028:3 #Left parenthesis
0x4C 0x0029:0 #Right parenthesis
0x4D 0x0029:1 #Right parenthesis
0x4E 0x0029:2 #Right parenthesis
0x4F 0x0029:3 #Right parenthesis
0x50 0x301A:0 #Left white square bracket
0x51 0x301A:1 #Left white square bracket
0x52 0x301A:2 #Left white square bracket
0x53 0x301A:3 #Left white square bracket
0x54 0x301B:0 #Right white square bracket
0x55 0x301B:1 #Right white square bracket
0x56 0x301B:2 #Right white square bracket
0x57 0x301B:3 #Right white square bracket
0x58 0x2329:0 #Left-pointing angle bracket
0x59 0x2329:1 #Left-pointing angle bracket
0x5A 0x2329:2 #Left-pointing angle bracket
0x5B 0x2329:3 #Left-pointing angle bracket
0x5C 0x232A:0 #Right-pointing angle bracket
0x5D 0x232A:1 #Right-pointing angle bracket
0x5E 0x232A:2 #Right-pointing angle bracket
0x5F 0x232A:3 #Right-pointing angle bracket
0x60 0x2308:0 #Left ceiling
0x61 0x2308:1 #Left ceiling
0x62 0x2308:2 #Left ceiling
0x63 0x2308:3 #Left ceiling [tuning: map this to: 0x2308:T]
0x64 0x230A:0 #Left floor
0x65 0x230A:1 #Left floor
0x66 0x230A:2 #Left floor
0x67 0x230A:3 #Left floor [tuning: map this to: 0x230A:B]
0x68 0x2308:G, 0x230A:G
0x69 0x0028:T #Left parenthesis
0x6A 0x0028:G #Left parenthesis
0x6B 0x0028:B #Left parenthesis
0x6C 0x007B:T #Left curly bracket
0x6D 0x007B:M #Left curly bracket
0x6E 0x007B:B #Left curly bracket
0x6F 0x007B:G, 0x007D:G #curly bracket extender
0x70 0x2309:0 #Right ceiling
0x71 0x2309:1 #Right ceiling
0x72 0x2309:2 #Right ceiling
0x73 0x2309:3 #Right ceiling [tuning: map this to: 0x2309:T]
0x74 0x230B:0 #Right floor
0x75 0x230B:1 #Right floor
0x76 0x230B:2 #Right floor
0x77 0x230B:3 #Right floor [tuning: map this to: 0x230B:B]
0x78 0x2309:G, 0x230B:G
0x79 0x0029:T #Right parenthesis
0x7A 0x0029:G #Right parenthesis
0x7B 0x0029:B #Right parenthesis
0x7C 0x007D:T #Right curly bracket
0x7D 0x007D:M #Right curly bracket
0x7E 0x007D:B #Right curly bracket
0x7F ?nbsp
0x80 0x005B:T #Left square bracket
0x81 0x005B:G #Left square bracket
0x82 0x005B:B #Left square bracket
0x83 0x005D:T #Right square bracket
0x84 0x005D:G #Right square bracket
0x85 0x005D:B #Right square bracket
0x86 0x301A:B #Left white square bracket
0x87 0x301A:G #Left white square bracket
0x88 0x301A:T #Left white square bracket
0x89 0x301B:B #Right white square bracket
0x8A 0x301B:G #Right white square bracket
0x8B 0x301B:T #Right white square bracket
0x8C ? :? #?Left ceiling
0x8D ?
0x8E ? :? #?Right ceiling
0x8F 0x221A:? #Square root, radic, Sqrt
0x90 0x002F:0 #Forward slash (solidus)
0x91 0x002F:1 #Forward slash (solidus)
0x92 0x002F:2 #Forward slash (solidus)
0x93 0x002F:3 #Forward slash (solidus)
0x94 0x2216:0 #Back slash (Set minus)
0x95 0x2216:1 #Back slash (Set minus)
0x96 0x2216:2 #Back slash (Set minus)
0x97 0x2216:3 #Back slash (Set minus)
0x98 0x222E:0 #Contour integral
0x99 0x222F:0 #Surface integral
0x9A 0x2233:0 #Anticlockwise contour integral
0x9B 0x2232:0 #Clockwise contour integral (arrow on right)
0x9C 0x2A16:0 #?QUATERNION INTEGRAL OPERATOR, quatin, [#Integral with square]
0x9D 0x228E:0 #Multiset union
0x9E 0x2293:0 #Square cap
0x9F 0x2294:0 #Square cup
0xA0 0x2223:0 #Left vertical bar
0xA1 0x2223:1 #Left vertical bar
0xA2 0x2223:2 #Left vertical bar
0xA3 0x2223:3 #Left vertical bar
0xA4 ? :? #Right vertical bar
0xA5 ? :? #Right vertical bar
0xA6 ? :? #Right vertical bar
0xA7 ? :? #Right vertical bar
0xA8 0x222E:1 #Contour integral
0xA9 0x222F:1 #Surface integral
0xAA 0x2233:1 #Anticlockwise contour integral
0xAB 0x2232:1 #Clockwise contour integral (arrow on right)
0xAC 0x2A16:1 #?QUATERNION INTEGRAL OPERATOR, quatin, [#Integral with square]
0xAD 0x228E:1 #Multiset union
0xAE 0x2293:1 #Square cap
0xAF 0x2294:1 #Square cup
0xB0 ? :? #Left double vertical bar
0xB1 ? :? #Left double vertical bar
0xB2 ? :? #Left double vertical bar
0xB3 ? :? #Left double vertical bar
0xB4 ? :? #Right double vertical bar
0xB5 ? :? #Right double vertical bar
0xB6 ? :? #Right double vertical bar
0xB7 ? :? #Right double vertical bar
0xB8 0x222E:2 #Contour integral
0xB9 0x222F:2 #Surface integral
0xBA 0x2233:2 #Anticlockwise contour integral
0xBB 0x2232:2 #Clockwise contour integral (arrow on right)
0xBC 0x2A16:2 #?QUATERNION INTEGRAL OPERATOR, quatin, [#Integral with square]
0xBD 0x228E:2 #Multiset union
0xBE 0x2293:2 #Square cap
0xBF 0x2294:2 #Square cup
0xC0 0x2225:0 #?left double vertical bar
0xC1 0x2225:1 #?left double vertical bar
0xC2 0x2225:2 #?left double vertical bar
0xC3 0x2225:3 #?left double vertical bar
0xC4 0x2223:G #?left double vertical bar extender
0xC5 0x2225:G #?left vertical bar extender
0xC6 0x02DA #RING ABOVE, ring
0xC7 0x02C7 #caron, Hacek
0xC8 0x2758:0 #?LIGHT VERTICAL BAR, ❘
0xC9 0x2758:1 #?LIGHT VERTICAL BAR, ❘
0xCA ?nbsp
0xCB 0x2758:2 #?LIGHT VERTICAL BAR, ❘
0xCC 0x2758:3 #?LIGHT VERTICAL BAR, ❘
0xCD 0x2A0D:0 #Finite part integral, fpartint, Integral with slash
0xCE 0x2A0D:1 #Finite part integral, fpartint, Integral with slash
0xCF 0x2A0D:2 #Finite part integral, fpartint, Integral with slash
0xD0 0x0308 #combining diaeresis [#Two dots above]
0xD1 0x20DB #Three dots above embellishment
0xD2 0x21BC, 0x21BC:L, 0x294E:L #Left harpoon (barb up)
0xD3 0x21C0, 0x21C0:R, 0x294E:R #Right harpoon (barb up)
0xD4 0x294E #Left barb up right barb up harpoon, LeftRightVector
0xD5 0x20D6, 0x20D6:L, 0x20E1:L #Left arrow embellishment
0xD6 0x20D6:G, 0x20D7:G, 0x20E1:G, 0x21BC:G, 0x21C0:G, 0x294E:G #Horizontal embellishment extender
0xD7 0x20D7, 0x20D7:R, 0x20E1:R #Right arrow embellishment
0xD8 0x20E1 #Left right arrow embellishment
0xD9 0x222B:0 #Integral
0xDA 0x2211:0 #N-ary summation
0xDB 0x220F:0 #N-ary product
0xDC 0x22C3:0 #N-ary union
0xDD 0x22C2:0 #N-ary intersection
0xDE 0x22C1:0 #N-ary logical or [?0x2228:1 #Logical or]
0xDF 0x22C0:0 #N-ary logical and [?0x2227:1 #Logical and]
0xE0 0x222B:1 #Integral
0xE1 0x222B:2 #Integral
0xE2 0x2211:1 #N-ary summation
0xE3 0x2211:2 #N-ary summation
0xE4 0x220F:1 #N-ary product
0xE5 0x220F:2 #N-ary product
0xE6 0x22C3:1 #N-ary union
0xE7 0x22C3:2 #N-ary union
0xE8 0x22C2:1 #N-ary intersection
0xE9 0x22C2:2 #N-ary intersection
0xEA 0x22C1:1 #N-ary logical or
0xEB 0x22C1:2 #N-ary logical or
0xEC 0x22C0:1 #N-ary logical and
0xED 0x22C0:2 #N-ary logical and
0xEE 0x2228:0 #Logical or
0xEF 0x2227:0 #Logical and
0xF0 0x030F #Double grave accent
0xF1 0x02D8 #Breve
0xF2 0x0311 #Combining inverted breve, DownBreve
0xF3 0x02DC:0 #Small tilde, tilde, DiacriticalTilde
0xF4 0x02DC:1 #Small tilde, tilde, DiacriticalTilde
0xF5 0x02DC:2 #Small tilde, tilde, DiacriticalTilde
0xF6 0x02DC:3 #Small tilde, tilde, DiacriticalTilde
0xF7 0x2032 #Prime
0xF8 0x2033 #Double prime
0xF9 0x2035 #Reversed prime
0xFA 0x2036 #Reversed double prime
0xFB ? :? #?Vertical bar
0xFC ? :? #?Double vertical bar
0xFD ? :? #?Vertical bar
0xFE ? :? #?Double vertical bar
0xFF 0x2210:0 #N-ary coproduct
