# Copyright (c) 2012 Igor Bogomazov <
[email protected]>
# Permission is hereby granted, free of charge, to any person obtaining a copy
# of this software and associated documentation files (the "Software"), to deal
# in the Software without restriction, including without limitation the rights
# to use, copy, modify, merge, publish, distribute, sublicense, and/or sell
# copies of the Software, and to permit persons to whom the Software is
# furnished to do so, subject to the following conditions:
# The above copyright notice and this permission notice shall be included in
# all copies or substantial portions of the Software.
# THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
# IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
# FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE
# AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER
# LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,
# OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE
# SOFTWARE.
# revision 2014041100
# don't forget GTK_IM_MODULE=xim for GTK+ applications
include "%L"
<Multi_key> <a> <a> : "α" U03B1 # GREEK SMALL LETTER ALPHA
<Multi_key> <b> <b> : "β" U03B2 # GREEK SMALL LETTER BETA
<Multi_key> <g> <g> : "γ" U03B3 # GREEK SMALL LETTER GAMMA
<Multi_key> <d> <d> : "δ" U03B4 # GREEK SMALL LETTER DELTA
<Multi_key> <e> <p> <s> : "ε" U03B5 # GREEK SMALL LETTER EPSILON
<Multi_key> <z> <e> <t> : "ζ" U03B6 # GREEK SMALL LETTER ZETA
<Multi_key> <l> <a> <m> : "λ" U03BB # GREEK SMALL LETTER LAMBDA
<Multi_key> <n> <u> : "ν" U03BD # GREEK SMALL LETTER NU
<Multi_key> <p> <i> : "π" U03C0 # GREEK SMALL LETTER PI
<Multi_key> <r> <h> <o> : "ρ" U03C1 # GREEK SMALL LETTER RHO
<Multi_key> <s> <i> <g> : "ς" U03C2 # GREEK SMALL LETTER SIGMA
<Multi_key> <S> <I> <G> : "Σ" U03A3 # GREEK CAPITAL LETTER SIGMA
<Multi_key> <s> <u> <m> : "Σ" U03A3 # GREEK CAPITAL LETTER SIGMA
<Multi_key> <x> <i> : "χ" U03C7 # GREEK SMALL LETTER CHI
<Multi_key> <bar> <bar> : "‖" U2016 # DOUBLE VERICAL LINE
<Multi_key> <asciicircum> <bar> : "↑" U2191 # UPWARDS ARROW
<Multi_key> <bar> <asciicircum> : "↑" U2191 # UPWARDS ARROW
<Multi_key> <v> <bar> : "↓" U2193 # DOWNWARDS ARROW
<Multi_key> <bar> <v> : "↓" U2193 # DOWNWARDS ARROW
<Multi_key> <less> <greater> : "↔" U2194 # LEFT RIGHT ARROW
<Multi_key> <asciicircum> <v> : "↕" U2195 # UP DOWN ARROW
<Multi_key> <v> <asciicircum> : "↕" U2195 # UP DOWN ARROW
<Multi_key> <less> <backslash> : "↖" U2196 # NORTH WEST ARROW
<Multi_key> <backslash> <less> : "↖" U2196 # NORTH WEST ARROW
<Multi_key> <greater> <slash> : "↗" U2197 # NORTH EAST ARROW
<Multi_key> <slash> <greater> : "↗" U2197 # NORTH EAST ARROW
<Multi_key> <greater> <backslash> : "↘" U2198 # SOUTH EAST ARROW
<Multi_key> <backslash> <greater> : "↘" U2198 # SOUTH EAST ARROW
<Multi_key> <less> <slash> : "↙" U2199 # SOUTH WEST ARROW
<Multi_key> <slash> <less> : "↙" U2199 # SOUTH WEST ARROW
<Multi_key> <equal> <greater> : "⇒" U21D2 # RIGHTWARDS DOUBLE ARROW
<Multi_key> <C> <minus> : "∈" U2208 # ELEMENT OF
<Multi_key> <asterisk> <asterisk> : "∗" U2217 # ASTERISK OPERATOR
<Multi_key> <v> <3> <slash> : "∛" U221B # CUBE ROOT
<Multi_key> <v> <4> <slash> : "∜" U221C # FOURTH ROOT
<Multi_key> <asciitilde> <asciitilde> : "≈" U2248 # ALMOST EQUAL
<Multi_key> <underscore> <slash> <equal>: "≢" U2262 # NOT IDENTICAL TO
<Multi_key> <C> <bar> : "ℂ" U2102 # DOUBLE-STRUCK CAPITAL C = the set of complex numbers
<Multi_key> <bar> <C> : "ℂ" U2102 # DOUBLE-STRUCK CAPITAL C = the set of complex numbers
<Multi_key> <N> <bar> : "ℕ" U2115 # DOUBLE-STRUCK CAPITAL N = the set of natural numbers
<Multi_key> <bar> <N> : "ℕ" U2115 # DOUBLE-STRUCK CAPITAL N = the set of natural numbers
<Multi_key> <Q> <bar> : "ℚ" U211A # DOUBLE-STRUCK CAPITAL Q = the set of rational numbers
<Multi_key> <bar> <Q> : "ℚ" U211A # DOUBLE-STRUCK CAPITAL Q = the set of rational numbers
<Multi_key> <R> <bar> : "ℝ" U211D # DOUBLE-STRUCK CAPITAL R = the set of real numbers
<Multi_key> <bar> <R> : "ℝ" U211D # DOUBLE-STRUCK CAPITAL R = the set of real numbers
<Multi_key> <Z> <bar> : "ℤ" U2124 # DOUBLE-STRUCK CAPITAL Z = the set of integers
<Multi_key> <bar> <Z> : "ℤ" U2124 # DOUBLE-STRUCK CAPITAL Z = the set of integers