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Length: 13312 (0x3400)
Types: Ada Source
Notes: 03_class, FILE, R1k_Segment, e3_tag, package Xlbt_Key_Defs_Greek, seg_004fd6
└─⟦8527c1e9b⟧ Bits:30000544 8mm tape, Rational 1000, Arrival backup of disks in PAM's R1000
└─ ⟦5a81ac88f⟧ »Space Info Vol 1«
└─⟦this⟧
with Xlbt_Key;
use Xlbt_Key;
package Xlbt_Key_Defs_Greek is
------------------------------------------------------------------------------
-- X Library Key Symbol Definitions - Greek
--
-- Xlbt_Key_Defs_Greek - Definitions of the various pre-defined X Key Symbols
------------------------------------------------------------------------------
-- Copyright 1989 - 1991 by Rational, Santa Clara, California.
-- Copyright 1985 - 1989 by the Massachusetts Institute of Technology
--
-- All Rights Reserved.
--
-- Permission to use, copy, modify, and distribute this software and its
-- documentation for any purpose and without fee is hereby granted,
-- provided that the above copyright notice(s) appear in all copies and that
-- both that copyright notice(s) and this permission notice appear in
-- supporting documentation, and that the names of MIT or Rational not be
-- used in advertising or publicity pertaining to distribution of the software
-- without specific, written prior permission.
--
-- MIT and Rational disclaim all warranties with regard to this software,
-- including all implied warranties of merchantability and fitness, in no
-- event shall MIT or Rational be liable for any special, indirect or
-- consequential damages or any damages whatsoever resulting from loss of use,
-- data or profits, whether in an action of contract, negligence or other
-- tortious action, arising out of or in connection with the use or performance
-- of this software.
------------------------------------------------------------------------------
--\x0c
------------------------------------------------------------------------------
-- Greek
-- Byte 3 = 7
------------------------------------------------------------------------------
Xk_Greek_S_Alphaaccent : constant X_Key_Sym := 16#07A1#; -- ALPHA
Xk_Greek_S_Epsilonaccent : constant X_Key_Sym := 16#07A2#; -- EPSILON
Xk_Greek_S_Etaaccent : constant X_Key_Sym := 16#07A3#; -- ETA
Xk_Greek_S_Iotaaccent : constant X_Key_Sym := 16#07A4#; -- IOTA
Xk_Greek_Iotadiaeresis : constant X_Key_Sym := 16#07A5#;
Xk_Greek_S_Omicronaccent : constant X_Key_Sym := 16#07A7#; -- OMICRON
Xk_Greek_S_Upsilonaccent : constant X_Key_Sym := 16#07A8#; -- UPSILON
Xk_Greek_S_Upsilondieresis : constant X_Key_Sym := 16#07A9#; -- UPSILON
Xk_Greek_S_Omegaaccent : constant X_Key_Sym := 16#07AB#; -- OMEGA
Xk_Greek_Accentdieresis : constant X_Key_Sym := 16#07AE#;
Xk_Greek_Horizbar : constant X_Key_Sym := 16#07AF#;
Xk_Greek_Alphaaccent : constant X_Key_Sym := 16#07B1#; -- alpha
Xk_Greek_Epsilonaccent : constant X_Key_Sym := 16#07B2#; -- epsilon
Xk_Greek_Etaaccent : constant X_Key_Sym := 16#07B3#; -- eta
Xk_Greek_Iotaaccent : constant X_Key_Sym := 16#07B4#; -- iota
Xk_Greek_Iotadieresis : constant X_Key_Sym := 16#07B5#;
Xk_Greek_Iotaaccentdieresis : constant X_Key_Sym := 16#07B6#;
Xk_Greek_Omicronaccent : constant X_Key_Sym := 16#07B7#; -- omicron
Xk_Greek_Upsilonaccent : constant X_Key_Sym := 16#07B8#; -- upsilon
Xk_Greek_Upsilondieresis : constant X_Key_Sym := 16#07B9#; -- upsilon
Xk_Greek_Upsilonaccentdieresis
: constant X_Key_Sym := 16#07BA#; -- upsilon
Xk_Greek_Omegaaccent : constant X_Key_Sym := 16#07BB#; -- omega
Xk_Greek_S_Alpha : constant X_Key_Sym := 16#07C1#; -- ALPHA
Xk_Greek_S_Beta : constant X_Key_Sym := 16#07C2#; -- BETA
Xk_Greek_S_Gamma : constant X_Key_Sym := 16#07C3#; -- GAMMA
Xk_Greek_S_Delta : constant X_Key_Sym := 16#07C4#; -- DELTA
Xk_Greek_S_Epsilon : constant X_Key_Sym := 16#07C5#; -- EPSILON
Xk_Greek_S_Zeta : constant X_Key_Sym := 16#07C6#; -- ZETA
Xk_Greek_S_Eta : constant X_Key_Sym := 16#07C7#; -- ETA
Xk_Greek_S_Theta : constant X_Key_Sym := 16#07C8#; -- THETA
Xk_Greek_S_Iota : constant X_Key_Sym := 16#07C9#; -- IOTA
Xk_Greek_S_Kappa : constant X_Key_Sym := 16#07CA#; -- KAPPA
Xk_Greek_S_Lambda : constant X_Key_Sym := 16#07CB#; -- LAMBDA
Xk_Greek_S_Lamda : constant X_Key_Sym := 16#07CB#; -- (alias)
Xk_Greek_S_Mu : constant X_Key_Sym := 16#07CC#; -- MU
Xk_Greek_S_Nu : constant X_Key_Sym := 16#07CD#; -- NU
Xk_Greek_S_Xi : constant X_Key_Sym := 16#07CE#; -- XI
Xk_Greek_S_Omicron : constant X_Key_Sym := 16#07CF#; -- OMICRON
Xk_Greek_S_Pi : constant X_Key_Sym := 16#07D0#; -- PI
Xk_Greek_S_Rho : constant X_Key_Sym := 16#07D1#; -- RHO
Xk_Greek_S_Sigma : constant X_Key_Sym := 16#07D2#; -- SIGMA
Xk_Greek_S_Tau : constant X_Key_Sym := 16#07D4#; -- TAU
Xk_Greek_S_Upsilon : constant X_Key_Sym := 16#07D5#; -- UPSILON
Xk_Greek_S_Phi : constant X_Key_Sym := 16#07D6#; -- PHI
Xk_Greek_S_Chi : constant X_Key_Sym := 16#07D7#; -- CHI
Xk_Greek_S_Psi : constant X_Key_Sym := 16#07D8#; -- PSI
Xk_Greek_S_Omega : constant X_Key_Sym := 16#07D9#; -- OMEGA
Xk_Greek_Alpha : constant X_Key_Sym := 16#07E1#; -- alpha
Xk_Greek_Beta : constant X_Key_Sym := 16#07E2#; -- beta
Xk_Greek_Gamma : constant X_Key_Sym := 16#07E3#; -- gamma
Xk_Greek_Delta : constant X_Key_Sym := 16#07E4#; -- delta
Xk_Greek_Epsilon : constant X_Key_Sym := 16#07E5#; -- epsilon
Xk_Greek_Zeta : constant X_Key_Sym := 16#07E6#; -- zeta
Xk_Greek_Eta : constant X_Key_Sym := 16#07E7#; -- eta
Xk_Greek_Theta : constant X_Key_Sym := 16#07E8#; -- theta
Xk_Greek_Iota : constant X_Key_Sym := 16#07E9#; -- iota
Xk_Greek_Kappa : constant X_Key_Sym := 16#07EA#; -- kappa
Xk_Greek_Lambda : constant X_Key_Sym := 16#07EB#; -- lambda
Xk_Greek_Lamda : constant X_Key_Sym := 16#07EB#; -- (alias)
Xk_Greek_Mu : constant X_Key_Sym := 16#07EC#; -- mu
Xk_Greek_Nu : constant X_Key_Sym := 16#07ED#; -- nu
Xk_Greek_Xi : constant X_Key_Sym := 16#07EE#; -- xi
Xk_Greek_Omicron : constant X_Key_Sym := 16#07EF#; -- omicron
Xk_Greek_Pi : constant X_Key_Sym := 16#07F0#; -- pi
Xk_Greek_Rho : constant X_Key_Sym := 16#07F1#; -- rho
Xk_Greek_Sigma : constant X_Key_Sym := 16#07F2#; -- sigma
Xk_Greek_Finalsmallsigma : constant X_Key_Sym := 16#07F3#;
Xk_Greek_Tau : constant X_Key_Sym := 16#07F4#; -- tau
Xk_Greek_Upsilon : constant X_Key_Sym := 16#07F5#; -- upsilon
Xk_Greek_Phi : constant X_Key_Sym := 16#07F6#; -- phi
Xk_Greek_Chi : constant X_Key_Sym := 16#07F7#; -- chi
Xk_Greek_Psi : constant X_Key_Sym := 16#07F8#; -- psi
Xk_Greek_Omega : constant X_Key_Sym := 16#07F9#; -- omega
Xk_Greek_Switch : constant X_Key_Sym := 16#FF7E#;
-- -- Alias for mode_switch
end Xlbt_Key_Defs_Greek;
nblk1=c
nid=a
hdr6=16
[0x00] rec0=16 rec1=00 rec2=01 rec3=00e
[0x01] rec0=13 rec1=00 rec2=02 rec3=054
[0x02] rec0=00 rec1=00 rec2=0c rec3=01e
[0x03] rec0=0e rec1=00 rec2=03 rec3=02c
[0x04] rec0=0d rec1=00 rec2=0b rec3=090
[0x05] rec0=03 rec1=00 rec2=04 rec3=094
[0x06] rec0=0e rec1=00 rec2=05 rec3=03a
[0x07] rec0=02 rec1=00 rec2=09 rec3=090
[0x08] rec0=0e rec1=00 rec2=06 rec3=022
[0x09] rec0=0d rec1=00 rec2=07 rec3=07a
[0x0a] rec0=03 rec1=00 rec2=08 rec3=000
[0x0b] rec0=dd rec1=00 rec2=00 rec3=000
tail 0x2150096e08197848d9d47 0x42a00088462063203
Free Block Chain:
0xa: 0000 00 00 00 86 80 36 20 20 20 20 20 20 20 20 20 20 ┆ 6 ┆