source: src/ASM/CPP2012-asm/lst-grafite.tex @ 3440

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        {λ}{{$\lambda\,$}}1
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        {⇒_\\c3}{{$\,\Rightarrow_3^c\,$}}1
        {⇒_\\obp2}{{$\,\Rightarrow_2^{obp}\,$}}1
        {⇒_\\bp1}{{$\,\Rightarrow_1^{bp}\,$}}1
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        {⇒_\\obt2}{{$\,\Rightarrow_2^{obt}\,$}}1
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        {=_2}{{$=$}}1
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        {⎻*}{{$^{-*}$}}1
        {\\sup\ ⎻}{{$\!^-\,$}}1
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        {F*}{{F$^*$}}1
        {G*}{{G$^*$}}1
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        {Ω^carrbt}{{$\Omega^{\mbox{carrbt}}$}}1
        {Ω^A}{{$\Omega^A$}}1
        {Ω^C}{{$\Omega^C$}}1
        {Ω^U}{{$\Omega^U$}}1
        {Ω^V}{{$\Omega^V$}}1
        {Ω^X}{{$\Omega^X$}}1
        {Ω^s}{{$\Omega^s$}}1
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        {†}{{$\dagger$}}1
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        {\\sup\ (form\ o)}{{$^{o_f}$}}1
        {\\sup\ (concr\ o)}{{$^{o_c}$}}1
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        {(concr\ o)}{{o$_c~$}}2
        {form\ o}{{o$_f~$}}2
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        {◊⎽t}{{$\Diamond_t$}}1
        {□⎽t}{{$\boxempty_t$}}1
        {⎽⇒}{{$_\Rightarrow$}}1
        {o_operator_of_operator}{{o\_op\_of\_op}}2
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        {o_saturation_monotone}{{o\_sat\_monot}}2
        {o_saturation_idempotent}{{o\_sat\_idemp}}2
        {o_continuous_relation_of_continuous_relation}{{ocrel\_of\_crel}}2
        {o_basic_topology_of_basic_topology}{{obtop\_of\_btop}}2
        {basic_topology_of_basic_pair}{{btop\_of\_bp}}2
        {o_basic_topology_of_o_basic_pair}{{o\_bt\_of\_o\_bp}}2
        {^-1}{{$^{-1}$}}1
        {^\ -1}{{$^{-1}$}}1
        {\ \\sup\ -1}{{$^{-1}$}}1
        {\\sup\ -1}{{$^{-1}$}}1
        {\ \\sup-1}{{$^{-1}$}}1
        {\\sup-1}{{$^{-1}$}}1
        {...}{{$\ldots$}}1
        ,
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