diff options
author | Karl Berry <karl@freefriends.org> | 2023-01-03 20:51:57 +0000 |
---|---|---|
committer | Karl Berry <karl@freefriends.org> | 2023-01-03 20:51:57 +0000 |
commit | c9eff6346e304c221ef22dc9f6c7b4aca4116a6f (patch) | |
tree | 9adc56ab59098d9b7db0265262792c5d50536532 /Master/texmf-dist/tex/xetex | |
parent | be2c1281dd10d4812d6224f0aeb1bd42bd9c2539 (diff) |
unimath-plain-xetex (3jan23)
git-svn-id: svn://tug.org/texlive/trunk@65455 c570f23f-e606-0410-a88d-b1316a301751
Diffstat (limited to 'Master/texmf-dist/tex/xetex')
-rw-r--r-- | Master/texmf-dist/tex/xetex/unimath-plain-xetex/unimath-plain-alphabet.tex | 1106 | ||||
-rw-r--r-- | Master/texmf-dist/tex/xetex/unimath-plain-xetex/unimath-plain-xetex.tex | 507 |
2 files changed, 340 insertions, 1273 deletions
diff --git a/Master/texmf-dist/tex/xetex/unimath-plain-xetex/unimath-plain-alphabet.tex b/Master/texmf-dist/tex/xetex/unimath-plain-xetex/unimath-plain-alphabet.tex deleted file mode 100644 index 5841c7acbeb..00000000000 --- a/Master/texmf-dist/tex/xetex/unimath-plain-xetex/unimath-plain-alphabet.tex +++ /dev/null @@ -1,1106 +0,0 @@ -%% <FILE> unimath-plain-xetex-alphabet -%% ****************************************************** -%% * This work may be distributed and/or modified under * -%% * the conditions of the LaTeX Project Public License * -%% * http://www.latex-project.org/lppl.txt * -%% * either version 1.3c of this license or any later * -%% * version. * -%% ****************************************************** -\protected\def\rm{% - \Umathcode `\Α = 0 \normalfam "00391 - \Umathcode `\Β = 0 \normalfam "00392 - \Umathcode `\Γ = 0 \normalfam "00393 - \Umathcode `\Δ = 0 \normalfam "00394 - \Umathcode `\Ε = 0 \normalfam "00395 - \Umathcode `\Ζ = 0 \normalfam "00396 - \Umathcode `\Η = 0 \normalfam "00397 - \Umathcode `\Θ = 0 \normalfam "00398 - \Umathcode `\Ι = 0 \normalfam "00399 - \Umathcode `\Κ = 0 \normalfam "0039A - \Umathcode `\Λ = 0 \normalfam "0039B - \Umathcode `\Μ = 0 \normalfam "0039C - \Umathcode `\Ν = 0 \normalfam "0039D - \Umathcode `\Ξ = 0 \normalfam "0039E - \Umathcode `\Ο = 0 \normalfam "0039F - \Umathcode `\Π = 0 \normalfam "003A0 - \Umathcode `\Ρ = 0 \normalfam "003A1 - \Umathcode `\Σ = 0 \normalfam "003A3 - \Umathcode `\Τ = 0 \normalfam "003A4 - \Umathcode `\Υ = 0 \normalfam "003A5 - \Umathcode `\Φ = 0 \normalfam "003A6 - \Umathcode `\Χ = 0 \normalfam "003A7 - \Umathcode `\Ψ = 0 \normalfam "003A8 - \Umathcode `\Ω = 0 \normalfam "003A9 - \Umathcode `\α = 0 \normalfam "003B1 - \Umathcode `\β = 0 \normalfam "003B2 - \Umathcode `\γ = 0 \normalfam "003B3 - \Umathcode `\δ = 0 \normalfam "003B4 - \Umathcode `\ε = 0 \normalfam "003B5 - \Umathcode `\ζ = 0 \normalfam "003B6 - \Umathcode `\η = 0 \normalfam "003B7 - \Umathcode `\θ = 0 \normalfam "003B8 - \Umathcode `\ι = 0 \normalfam "003B9 - \Umathcode `\κ = 0 \normalfam "003BA - \Umathcode `\λ = 0 \normalfam "003BB - \Umathcode `\μ = 0 \normalfam "003BC - \Umathcode `\ν = 0 \normalfam "003BD - \Umathcode `\ξ = 0 \normalfam "003BE - \Umathcode `\ο = 0 \normalfam "003BF - \Umathcode `\π = 0 \normalfam "003C0 - \Umathcode `\ρ = 0 \normalfam "003C1 - \Umathcode `\ς = 0 \normalfam "003C2 - \Umathcode `\σ = 0 \normalfam "003C3 - \Umathcode `\τ = 0 \normalfam "003C4 - \Umathcode `\υ = 0 \normalfam "003C5 - \Umathcode `\φ = 0 \normalfam "003C6 - \Umathcode `\χ = 0 \normalfam "003C7 - \Umathcode `\ψ = 0 \normalfam "003C8 - \Umathcode `\ω = 0 \normalfam "003C9 - \Umathcode `\ϑ = 0 \normalfam "003D1 - \Umathcode `\ϕ = 0 \normalfam "003D5 - \Umathcode `\ϖ = 0 \normalfam "003D6 - \Umathcode `\ϰ = 0 \normalfam "003F0 - \Umathcode `\ϱ = 0 \normalfam "003F1 - \Umathcode `\ϴ = 0 \normalfam "003F4 - \Umathcode `\ϵ = 0 \normalfam "003F5 -\tenrm}% -\protected\def\it{% - \Umathcode `\A = 0 \normalfam "1D434 - \Umathcode `\B = 0 \normalfam "1D435 - \Umathcode `\C = 0 \normalfam "1D436 - \Umathcode `\D = 0 \normalfam "1D437 - \Umathcode `\E = 0 \normalfam "1D438 - \Umathcode `\F = 0 \normalfam "1D439 - \Umathcode `\G = 0 \normalfam "1D43A - \Umathcode `\H = 0 \normalfam "1D43B - \Umathcode `\I = 0 \normalfam "1D43C - \Umathcode `\J = 0 \normalfam "1D43D - \Umathcode `\K = 0 \normalfam "1D43E - \Umathcode `\L = 0 \normalfam "1D43F - \Umathcode `\M = 0 \normalfam "1D440 - \Umathcode `\N = 0 \normalfam "1D441 - \Umathcode `\O = 0 \normalfam "1D442 - \Umathcode `\P = 0 \normalfam "1D443 - \Umathcode `\Q = 0 \normalfam "1D444 - \Umathcode `\R = 0 \normalfam "1D445 - \Umathcode `\S = 0 \normalfam "1D446 - \Umathcode `\T = 0 \normalfam "1D447 - \Umathcode `\U = 0 \normalfam "1D448 - \Umathcode `\V = 0 \normalfam "1D449 - \Umathcode `\W = 0 \normalfam "1D44A - \Umathcode `\X = 0 \normalfam "1D44B - \Umathcode `\Y = 0 \normalfam "1D44C - \Umathcode `\Z = 0 \normalfam "1D44D - \Umathcode `\a = 0 \normalfam "1D44E - \Umathcode `\b = 0 \normalfam "1D44F - \Umathcode `\c = 0 \normalfam "1D450 - \Umathcode `\d = 0 \normalfam "1D451 - \Umathcode `\e = 0 \normalfam "1D452 - \Umathcode `\f = 0 \normalfam "1D453 - \Umathcode `\g = 0 \normalfam "1D454 - \Umathcode `\i = 0 \normalfam "1D456 - \Umathcode `\j = 0 \normalfam "1D457 - \Umathcode `\k = 0 \normalfam "1D458 - \Umathcode `\l = 0 \normalfam "1D459 - \Umathcode `\m = 0 \normalfam "1D45A - \Umathcode `\n = 0 \normalfam "1D45B - \Umathcode `\o = 0 \normalfam "1D45C - \Umathcode `\p = 0 \normalfam "1D45D - \Umathcode `\q = 0 \normalfam "1D45E - \Umathcode `\r = 0 \normalfam "1D45F - \Umathcode `\s = 0 \normalfam "1D460 - \Umathcode `\t = 0 \normalfam "1D461 - \Umathcode `\u = 0 \normalfam "1D462 - \Umathcode `\v = 0 \normalfam "1D463 - \Umathcode `\w = 0 \normalfam "1D464 - \Umathcode `\x = 0 \normalfam "1D465 - \Umathcode `\y = 0 \normalfam "1D466 - \Umathcode `\z = 0 \normalfam "1D467 - \Umathcode `\Α = 0 \normalfam "1D6E2 - \Umathcode `\Β = 0 \normalfam "1D6E3 - \Umathcode `\Γ = 0 \normalfam "1D6E4 - \Umathcode `\Δ = 0 \normalfam "1D6E5 - \Umathcode `\Ε = 0 \normalfam "1D6E6 - \Umathcode `\Ζ = 0 \normalfam "1D6E7 - \Umathcode `\Η = 0 \normalfam "1D6E8 - \Umathcode `\Θ = 0 \normalfam "1D6E9 - \Umathcode `\Ι = 0 \normalfam "1D6EA - \Umathcode `\Κ = 0 \normalfam "1D6EB - \Umathcode `\Λ = 0 \normalfam "1D6EC - \Umathcode `\Μ = 0 \normalfam "1D6ED - \Umathcode `\Ν = 0 \normalfam "1D6EE - \Umathcode `\Ξ = 0 \normalfam "1D6EF - \Umathcode `\Ο = 0 \normalfam "1D6F0 - \Umathcode `\Π = 0 \normalfam "1D6F1 - \Umathcode `\Ρ = 0 \normalfam "1D6F2 - \Umathcode `\ϴ = 0 \normalfam "1D6F3 - \Umathcode `\Σ = 0 \normalfam "1D6F4 - \Umathcode `\Τ = 0 \normalfam "1D6F5 - \Umathcode `\Υ = 0 \normalfam "1D6F6 - \Umathcode `\Φ = 0 \normalfam "1D6F7 - \Umathcode `\Χ = 0 \normalfam "1D6F8 - \Umathcode `\Ψ = 0 \normalfam "1D6F9 - \Umathcode `\Ω = 0 \normalfam "1D6FA - \Umathcode `\α = 0 \normalfam "1D6FC - \Umathcode `\β = 0 \normalfam "1D6FD - \Umathcode `\γ = 0 \normalfam "1D6FE - \Umathcode `\δ = 0 \normalfam "1D6FF - \Umathcode `\ε = 0 \normalfam "1D700 - \Umathcode `\ζ = 0 \normalfam "1D701 - \Umathcode `\η = 0 \normalfam "1D702 - \Umathcode `\θ = 0 \normalfam "1D703 - \Umathcode `\ι = 0 \normalfam "1D704 - \Umathcode `\κ = 0 \normalfam "1D705 - \Umathcode `\λ = 0 \normalfam "1D706 - \Umathcode `\μ = 0 \normalfam "1D707 - \Umathcode `\ν = 0 \normalfam "1D708 - \Umathcode `\ξ = 0 \normalfam "1D709 - \Umathcode `\ο = 0 \normalfam "1D70A - \Umathcode `\π = 0 \normalfam "1D70B - \Umathcode `\ρ = 0 \normalfam "1D70C - \Umathcode `\ς = 0 \normalfam "1D70D - \Umathcode `\σ = 0 \normalfam "1D70E - \Umathcode `\τ = 0 \normalfam "1D70F - \Umathcode `\υ = 0 \normalfam "1D710 - \Umathcode `\φ = 0 \normalfam "1D711 - \Umathcode `\χ = 0 \normalfam "1D712 - \Umathcode `\ψ = 0 \normalfam "1D713 - \Umathcode `\ω = 0 \normalfam "1D714 - \Umathcode `\ϵ = 0 \normalfam "1D716 - \Umathcode `\ϑ = 0 \normalfam "1D717 - \Umathcode `\ϰ = 0 \normalfam "1D718 - \Umathcode `\ϕ = 0 \normalfam "1D719 - \Umathcode `\ϱ = 0 \normalfam "1D71A - \Umathcode `\ϖ = 0 \normalfam "1D71B - \Umathcode `\∇ = 0 \normalfam "1D6FB - \Umathcode `\∂ = 0 \normalfam "1D715 -\tenit}% -\protected\def\bf{% - \Umathcode `\0 = 0 \normalfam "1D7CE - \Umathcode `\1 = 0 \normalfam "1D7CF - \Umathcode `\2 = 0 \normalfam "1D7D0 - \Umathcode `\3 = 0 \normalfam "1D7D1 - \Umathcode `\4 = 0 \normalfam "1D7D2 - \Umathcode `\5 = 0 \normalfam "1D7D3 - \Umathcode `\6 = 0 \normalfam "1D7D4 - \Umathcode `\7 = 0 \normalfam "1D7D5 - \Umathcode `\8 = 0 \normalfam "1D7D6 - \Umathcode `\9 = 0 \normalfam "1D7D7 - \Umathcode `\A = 0 \normalfam "1D400 - \Umathcode `\B = 0 \normalfam "1D401 - \Umathcode `\C = 0 \normalfam "1D402 - \Umathcode `\D = 0 \normalfam "1D403 - \Umathcode `\E = 0 \normalfam "1D404 - \Umathcode `\F = 0 \normalfam "1D405 - \Umathcode `\G = 0 \normalfam "1D406 - \Umathcode `\H = 0 \normalfam "1D407 - \Umathcode `\I = 0 \normalfam "1D408 - \Umathcode `\J = 0 \normalfam "1D409 - \Umathcode `\K = 0 \normalfam "1D40A - \Umathcode `\L = 0 \normalfam "1D40B - \Umathcode `\M = 0 \normalfam "1D40C - \Umathcode `\N = 0 \normalfam "1D40D - \Umathcode `\O = 0 \normalfam "1D40E - \Umathcode `\P = 0 \normalfam "1D40F - \Umathcode `\Q = 0 \normalfam "1D410 - \Umathcode `\R = 0 \normalfam "1D411 - \Umathcode `\S = 0 \normalfam "1D412 - \Umathcode `\T = 0 \normalfam "1D413 - \Umathcode `\U = 0 \normalfam "1D414 - \Umathcode `\V = 0 \normalfam "1D415 - \Umathcode `\W = 0 \normalfam "1D416 - \Umathcode `\X = 0 \normalfam "1D417 - \Umathcode `\Y = 0 \normalfam "1D418 - \Umathcode `\Z = 0 \normalfam "1D419 - \Umathcode `\a = 0 \normalfam "1D41A - \Umathcode `\b = 0 \normalfam "1D41B - \Umathcode `\c = 0 \normalfam "1D41C - \Umathcode `\d = 0 \normalfam "1D41D - \Umathcode `\e = 0 \normalfam "1D41E - \Umathcode `\f = 0 \normalfam "1D41F - \Umathcode `\g = 0 \normalfam "1D420 - \Umathcode `\h = 0 \normalfam "1D421 - \Umathcode `\i = 0 \normalfam "1D422 - \Umathcode `\j = 0 \normalfam "1D423 - \Umathcode `\k = 0 \normalfam "1D424 - \Umathcode `\l = 0 \normalfam "1D425 - \Umathcode `\m = 0 \normalfam "1D426 - \Umathcode `\n = 0 \normalfam "1D427 - \Umathcode `\o = 0 \normalfam "1D428 - \Umathcode `\p = 0 \normalfam "1D429 - \Umathcode `\q = 0 \normalfam "1D42A - \Umathcode `\r = 0 \normalfam "1D42B - \Umathcode `\s = 0 \normalfam "1D42C - \Umathcode `\t = 0 \normalfam "1D42D - \Umathcode `\u = 0 \normalfam "1D42E - \Umathcode `\v = 0 \normalfam "1D42F - \Umathcode `\w = 0 \normalfam "1D430 - \Umathcode `\x = 0 \normalfam "1D431 - \Umathcode `\y = 0 \normalfam "1D432 - \Umathcode `\z = 0 \normalfam "1D433 - \Umathcode `\Α = 0 \normalfam "1D6A8 - \Umathcode `\Β = 0 \normalfam "1D6A9 - \Umathcode `\Γ = 0 \normalfam "1D6AA - \Umathcode `\Δ = 0 \normalfam "1D6AB - \Umathcode `\Ε = 0 \normalfam "1D6AC - \Umathcode `\Ζ = 0 \normalfam "1D6AD - \Umathcode `\Η = 0 \normalfam "1D6AE - \Umathcode `\Θ = 0 \normalfam "1D6AF - \Umathcode `\Ι = 0 \normalfam "1D6B0 - \Umathcode `\Κ = 0 \normalfam "1D6B1 - \Umathcode `\Λ = 0 \normalfam "1D6B2 - \Umathcode `\Μ = 0 \normalfam "1D6B3 - \Umathcode `\Ν = 0 \normalfam "1D6B4 - \Umathcode `\Ξ = 0 \normalfam "1D6B5 - \Umathcode `\Ο = 0 \normalfam "1D6B6 - \Umathcode `\Π = 0 \normalfam "1D6B7 - \Umathcode `\Ρ = 0 \normalfam "1D6B8 - \Umathcode `\ϴ = 0 \normalfam "1D6B9 - \Umathcode `\Σ = 0 \normalfam "1D6BA - \Umathcode `\Τ = 0 \normalfam "1D6BB - \Umathcode `\Υ = 0 \normalfam "1D6BC - \Umathcode `\Φ = 0 \normalfam "1D6BD - \Umathcode `\Χ = 0 \normalfam "1D6BE - \Umathcode `\Ψ = 0 \normalfam "1D6BF - \Umathcode `\Ω = 0 \normalfam "1D6C0 - \Umathcode `\α = 0 \normalfam "1D6C2 - \Umathcode `\β = 0 \normalfam "1D6C3 - \Umathcode `\γ = 0 \normalfam "1D6C4 - \Umathcode `\δ = 0 \normalfam "1D6C5 - \Umathcode `\ε = 0 \normalfam "1D6C6 - \Umathcode `\ζ = 0 \normalfam "1D6C7 - \Umathcode `\η = 0 \normalfam "1D6C8 - \Umathcode `\θ = 0 \normalfam "1D6C9 - \Umathcode `\ι = 0 \normalfam "1D6CA - \Umathcode `\κ = 0 \normalfam "1D6CB - \Umathcode `\λ = 0 \normalfam "1D6CC - \Umathcode `\μ = 0 \normalfam "1D6CD - \Umathcode `\ν = 0 \normalfam "1D6CE - \Umathcode `\ξ = 0 \normalfam "1D6CF - \Umathcode `\ο = 0 \normalfam "1D6D0 - \Umathcode `\π = 0 \normalfam "1D6D1 - \Umathcode `\ρ = 0 \normalfam "1D6D2 - \Umathcode `\ς = 0 \normalfam "1D6D3 - \Umathcode `\σ = 0 \normalfam "1D6D4 - \Umathcode `\τ = 0 \normalfam "1D6D5 - \Umathcode `\υ = 0 \normalfam "1D6D6 - \Umathcode `\φ = 0 \normalfam "1D6D7 - \Umathcode `\χ = 0 \normalfam "1D6D8 - \Umathcode `\ψ = 0 \normalfam "1D6D9 - \Umathcode `\ω = 0 \normalfam "1D6DA - \Umathcode `\ϵ = 0 \normalfam "1D6DC - \Umathcode `\ϑ = 0 \normalfam "1D6DD - \Umathcode `\ϰ = 0 \normalfam "1D6DE - \Umathcode `\ϕ = 0 \normalfam "1D6DF - \Umathcode `\ϱ = 0 \normalfam "1D6E0 - \Umathcode `\ϖ = 0 \normalfam "1D6E1 - \Umathcode `\∇ = 0 \normalfam "1D6C1 - \Umathcode `\∂ = 0 \normalfam "1D6DB -\tenbf}% -\protected\def\sf{% - \Umathcode `\0 = 0 \normalfam "1D7E2 - \Umathcode `\1 = 0 \normalfam "1D7E3 - \Umathcode `\2 = 0 \normalfam "1D7E4 - \Umathcode `\3 = 0 \normalfam "1D7E5 - \Umathcode `\4 = 0 \normalfam "1D7E6 - \Umathcode `\5 = 0 \normalfam "1D7E7 - \Umathcode `\6 = 0 \normalfam "1D7E8 - \Umathcode `\7 = 0 \normalfam "1D7E9 - \Umathcode `\8 = 0 \normalfam "1D7EA - \Umathcode `\9 = 0 \normalfam "1D7EB - \Umathcode `\A = 0 \normalfam "1D5A0 - \Umathcode `\B = 0 \normalfam "1D5A1 - \Umathcode `\C = 0 \normalfam "1D5A2 - \Umathcode `\D = 0 \normalfam "1D5A3 - \Umathcode `\E = 0 \normalfam "1D5A4 - \Umathcode `\F = 0 \normalfam "1D5A5 - \Umathcode `\G = 0 \normalfam "1D5A6 - \Umathcode `\H = 0 \normalfam "1D5A7 - \Umathcode `\I = 0 \normalfam "1D5A8 - \Umathcode `\J = 0 \normalfam "1D5A9 - \Umathcode `\K = 0 \normalfam "1D5AA - \Umathcode `\L = 0 \normalfam "1D5AB - \Umathcode `\M = 0 \normalfam "1D5AC - \Umathcode `\N = 0 \normalfam "1D5AD - \Umathcode `\O = 0 \normalfam "1D5AE - \Umathcode `\P = 0 \normalfam "1D5AF - \Umathcode `\Q = 0 \normalfam "1D5B0 - \Umathcode `\R = 0 \normalfam "1D5B1 - \Umathcode `\S = 0 \normalfam "1D5B2 - \Umathcode `\T = 0 \normalfam "1D5B3 - \Umathcode `\U = 0 \normalfam "1D5B4 - \Umathcode `\V = 0 \normalfam "1D5B5 - \Umathcode `\W = 0 \normalfam "1D5B6 - \Umathcode `\X = 0 \normalfam "1D5B7 - \Umathcode `\Y = 0 \normalfam "1D5B8 - \Umathcode `\Z = 0 \normalfam "1D5B9 - \Umathcode `\a = 0 \normalfam "1D5BA - \Umathcode `\b = 0 \normalfam "1D5BB - \Umathcode `\c = 0 \normalfam "1D5BC - \Umathcode `\d = 0 \normalfam "1D5BD - \Umathcode `\e = 0 \normalfam "1D5BE - \Umathcode `\f = 0 \normalfam "1D5BF - \Umathcode `\g = 0 \normalfam "1D5C0 - \Umathcode `\h = 0 \normalfam "1D5C1 - \Umathcode `\i = 0 \normalfam "1D5C2 - \Umathcode `\j = 0 \normalfam "1D5C3 - \Umathcode `\k = 0 \normalfam "1D5C4 - \Umathcode `\l = 0 \normalfam "1D5C5 - \Umathcode `\m = 0 \normalfam "1D5C6 - \Umathcode `\n = 0 \normalfam "1D5C7 - \Umathcode `\o = 0 \normalfam "1D5C8 - \Umathcode `\p = 0 \normalfam "1D5C9 - \Umathcode `\q = 0 \normalfam "1D5CA - \Umathcode `\r = 0 \normalfam "1D5CB - \Umathcode `\s = 0 \normalfam "1D5CC - \Umathcode `\t = 0 \normalfam "1D5CD - \Umathcode `\u = 0 \normalfam "1D5CE - \Umathcode `\v = 0 \normalfam "1D5CF - \Umathcode `\w = 0 \normalfam "1D5D0 - \Umathcode `\x = 0 \normalfam "1D5D1 - \Umathcode `\y = 0 \normalfam "1D5D2 - \Umathcode `\z = 0 \normalfam "1D5D3 -\tensf}% -\protected\def\tt{% - \Umathcode `\0 = 0 \normalfam "1D7F6 - \Umathcode `\1 = 0 \normalfam "1D7F7 - \Umathcode `\2 = 0 \normalfam "1D7F8 - \Umathcode `\3 = 0 \normalfam "1D7F9 - \Umathcode `\4 = 0 \normalfam "1D7FA - \Umathcode `\5 = 0 \normalfam "1D7FB - \Umathcode `\6 = 0 \normalfam "1D7FC - \Umathcode `\7 = 0 \normalfam "1D7FD - \Umathcode `\8 = 0 \normalfam "1D7FE - \Umathcode `\9 = 0 \normalfam "1D7FF - \Umathcode `\A = 0 \normalfam "1D670 - \Umathcode `\B = 0 \normalfam "1D671 - \Umathcode `\C = 0 \normalfam "1D672 - \Umathcode `\D = 0 \normalfam "1D673 - \Umathcode `\E = 0 \normalfam "1D674 - \Umathcode `\F = 0 \normalfam "1D675 - \Umathcode `\G = 0 \normalfam "1D676 - \Umathcode `\H = 0 \normalfam "1D677 - \Umathcode `\I = 0 \normalfam "1D678 - \Umathcode `\J = 0 \normalfam "1D679 - \Umathcode `\K = 0 \normalfam "1D67A - \Umathcode `\L = 0 \normalfam "1D67B - \Umathcode `\M = 0 \normalfam "1D67C - \Umathcode `\N = 0 \normalfam "1D67D - \Umathcode `\O = 0 \normalfam "1D67E - \Umathcode `\P = 0 \normalfam "1D67F - \Umathcode `\Q = 0 \normalfam "1D680 - \Umathcode `\R = 0 \normalfam "1D681 - \Umathcode `\S = 0 \normalfam "1D682 - \Umathcode `\T = 0 \normalfam "1D683 - \Umathcode `\U = 0 \normalfam "1D684 - \Umathcode `\V = 0 \normalfam "1D685 - \Umathcode `\W = 0 \normalfam "1D686 - \Umathcode `\X = 0 \normalfam "1D687 - \Umathcode `\Y = 0 \normalfam "1D688 - \Umathcode `\Z = 0 \normalfam "1D689 - \Umathcode `\a = 0 \normalfam "1D68A - \Umathcode `\b = 0 \normalfam "1D68B - \Umathcode `\c = 0 \normalfam "1D68C - \Umathcode `\d = 0 \normalfam "1D68D - \Umathcode `\e = 0 \normalfam "1D68E - \Umathcode `\f = 0 \normalfam "1D68F - \Umathcode `\g = 0 \normalfam "1D690 - \Umathcode `\h = 0 \normalfam "1D691 - \Umathcode `\i = 0 \normalfam "1D692 - \Umathcode `\j = 0 \normalfam "1D693 - \Umathcode `\k = 0 \normalfam "1D694 - \Umathcode `\l = 0 \normalfam "1D695 - \Umathcode `\m = 0 \normalfam "1D696 - \Umathcode `\n = 0 \normalfam "1D697 - \Umathcode `\o = 0 \normalfam "1D698 - \Umathcode `\p = 0 \normalfam "1D699 - \Umathcode `\q = 0 \normalfam "1D69A - \Umathcode `\r = 0 \normalfam "1D69B - \Umathcode `\s = 0 \normalfam "1D69C - \Umathcode `\t = 0 \normalfam "1D69D - \Umathcode `\u = 0 \normalfam "1D69E - \Umathcode `\v = 0 \normalfam "1D69F - \Umathcode `\w = 0 \normalfam "1D6A0 - \Umathcode `\x = 0 \normalfam "1D6A1 - \Umathcode `\y = 0 \normalfam "1D6A2 - \Umathcode `\z = 0 \normalfam "1D6A3 -\tentt}% -\protected\def\bfit{% - \Umathcode `\A = 0 \normalfam "1D468 - \Umathcode `\B = 0 \normalfam "1D469 - \Umathcode `\C = 0 \normalfam "1D46A - \Umathcode `\D = 0 \normalfam "1D46B - \Umathcode `\E = 0 \normalfam "1D46C - \Umathcode `\F = 0 \normalfam "1D46D - \Umathcode `\G = 0 \normalfam "1D46E - \Umathcode `\H = 0 \normalfam "1D46F - \Umathcode `\I = 0 \normalfam "1D470 - \Umathcode `\J = 0 \normalfam "1D471 - \Umathcode `\K = 0 \normalfam "1D472 - \Umathcode `\L = 0 \normalfam "1D473 - \Umathcode `\M = 0 \normalfam "1D474 - \Umathcode `\N = 0 \normalfam "1D475 - \Umathcode `\O = 0 \normalfam "1D476 - \Umathcode `\P = 0 \normalfam "1D477 - \Umathcode `\Q = 0 \normalfam "1D478 - \Umathcode `\R = 0 \normalfam "1D479 - \Umathcode `\S = 0 \normalfam "1D47A - \Umathcode `\T = 0 \normalfam "1D47B - \Umathcode `\U = 0 \normalfam "1D47C - \Umathcode `\V = 0 \normalfam "1D47D - \Umathcode `\W = 0 \normalfam "1D47E - \Umathcode `\X = 0 \normalfam "1D47F - \Umathcode `\Y = 0 \normalfam "1D480 - \Umathcode `\Z = 0 \normalfam "1D481 - \Umathcode `\a = 0 \normalfam "1D482 - \Umathcode `\b = 0 \normalfam "1D483 - \Umathcode `\c = 0 \normalfam "1D484 - \Umathcode `\d = 0 \normalfam "1D485 - \Umathcode `\e = 0 \normalfam "1D486 - \Umathcode `\f = 0 \normalfam "1D487 - \Umathcode `\g = 0 \normalfam "1D488 - \Umathcode `\h = 0 \normalfam "1D489 - \Umathcode `\i = 0 \normalfam "1D48A - \Umathcode `\j = 0 \normalfam "1D48B - \Umathcode `\k = 0 \normalfam "1D48C - \Umathcode `\l = 0 \normalfam "1D48D - \Umathcode `\m = 0 \normalfam "1D48E - \Umathcode `\n = 0 \normalfam "1D48F - \Umathcode `\o = 0 \normalfam "1D490 - \Umathcode `\p = 0 \normalfam "1D491 - \Umathcode `\q = 0 \normalfam "1D492 - \Umathcode `\r = 0 \normalfam "1D493 - \Umathcode `\s = 0 \normalfam "1D494 - \Umathcode `\t = 0 \normalfam "1D495 - \Umathcode `\u = 0 \normalfam "1D496 - \Umathcode `\v = 0 \normalfam "1D497 - \Umathcode `\w = 0 \normalfam "1D498 - \Umathcode `\x = 0 \normalfam "1D499 - \Umathcode `\y = 0 \normalfam "1D49A - \Umathcode `\z = 0 \normalfam "1D49B - \Umathcode `\Α = 0 \normalfam "1D71C - \Umathcode `\Β = 0 \normalfam "1D71D - \Umathcode `\Γ = 0 \normalfam "1D71E - \Umathcode `\Δ = 0 \normalfam "1D71F - \Umathcode `\Ε = 0 \normalfam "1D720 - \Umathcode `\Ζ = 0 \normalfam "1D721 - \Umathcode `\Η = 0 \normalfam "1D722 - \Umathcode `\Θ = 0 \normalfam "1D723 - \Umathcode `\Ι = 0 \normalfam "1D724 - \Umathcode `\Κ = 0 \normalfam "1D725 - \Umathcode `\Λ = 0 \normalfam "1D726 - \Umathcode `\Μ = 0 \normalfam "1D727 - \Umathcode `\Ν = 0 \normalfam "1D728 - \Umathcode `\Ξ = 0 \normalfam "1D729 - \Umathcode `\Ο = 0 \normalfam "1D72A - \Umathcode `\Π = 0 \normalfam "1D72B - \Umathcode `\Ρ = 0 \normalfam "1D72C - \Umathcode `\ϴ = 0 \normalfam "1D72D - \Umathcode `\Σ = 0 \normalfam "1D72E - \Umathcode `\Τ = 0 \normalfam "1D72F - \Umathcode `\Υ = 0 \normalfam "1D730 - \Umathcode `\Φ = 0 \normalfam "1D731 - \Umathcode `\Χ = 0 \normalfam "1D732 - \Umathcode `\Ψ = 0 \normalfam "1D733 - \Umathcode `\Ω = 0 \normalfam "1D734 - \Umathcode `\α = 0 \normalfam "1D736 - \Umathcode `\β = 0 \normalfam "1D737 - \Umathcode `\γ = 0 \normalfam "1D738 - \Umathcode `\δ = 0 \normalfam "1D739 - \Umathcode `\ε = 0 \normalfam "1D73A - \Umathcode `\ζ = 0 \normalfam "1D73B - \Umathcode `\η = 0 \normalfam "1D73C - \Umathcode `\θ = 0 \normalfam "1D73D - \Umathcode `\ι = 0 \normalfam "1D73E - \Umathcode `\κ = 0 \normalfam "1D73F - \Umathcode `\λ = 0 \normalfam "1D740 - \Umathcode `\μ = 0 \normalfam "1D741 - \Umathcode `\ν = 0 \normalfam "1D742 - \Umathcode `\ξ = 0 \normalfam "1D743 - \Umathcode `\ο = 0 \normalfam "1D744 - \Umathcode `\π = 0 \normalfam "1D745 - \Umathcode `\ρ = 0 \normalfam "1D746 - \Umathcode `\ς = 0 \normalfam "1D747 - \Umathcode `\σ = 0 \normalfam "1D748 - \Umathcode `\τ = 0 \normalfam "1D749 - \Umathcode `\υ = 0 \normalfam "1D74A - \Umathcode `\φ = 0 \normalfam "1D74B - \Umathcode `\χ = 0 \normalfam "1D74C - \Umathcode `\ψ = 0 \normalfam "1D74D - \Umathcode `\ω = 0 \normalfam "1D74E - \Umathcode `\ϵ = 0 \normalfam "1D750 - \Umathcode `\ϑ = 0 \normalfam "1D751 - \Umathcode `\ϰ = 0 \normalfam "1D752 - \Umathcode `\ϕ = 0 \normalfam "1D753 - \Umathcode `\ϱ = 0 \normalfam "1D754 - \Umathcode `\ϖ = 0 \normalfam "1D755 - \Umathcode `\∇ = 0 \normalfam "1D735 - \Umathcode `\∂ = 0 \normalfam "1D74F -\tenbfit}% -\protected\def\sfit{% - \Umathcode `\A = 0 \normalfam "1D608 - \Umathcode `\B = 0 \normalfam "1D609 - \Umathcode `\C = 0 \normalfam "1D60A - \Umathcode `\D = 0 \normalfam "1D60B - \Umathcode `\E = 0 \normalfam "1D60C - \Umathcode `\F = 0 \normalfam "1D60D - \Umathcode `\G = 0 \normalfam "1D60E - \Umathcode `\H = 0 \normalfam "1D60F - \Umathcode `\I = 0 \normalfam "1D610 - \Umathcode `\J = 0 \normalfam "1D611 - \Umathcode `\K = 0 \normalfam "1D612 - \Umathcode `\L = 0 \normalfam "1D613 - \Umathcode `\M = 0 \normalfam "1D614 - \Umathcode `\N = 0 \normalfam "1D615 - \Umathcode `\O = 0 \normalfam "1D616 - \Umathcode `\P = 0 \normalfam "1D617 - \Umathcode `\Q = 0 \normalfam "1D618 - \Umathcode `\R = 0 \normalfam "1D619 - \Umathcode `\S = 0 \normalfam "1D61A - \Umathcode `\T = 0 \normalfam "1D61B - \Umathcode `\U = 0 \normalfam "1D61C - \Umathcode `\V = 0 \normalfam "1D61D - \Umathcode `\W = 0 \normalfam "1D61E - \Umathcode `\X = 0 \normalfam "1D61F - \Umathcode `\Y = 0 \normalfam "1D620 - \Umathcode `\Z = 0 \normalfam "1D621 - \Umathcode `\a = 0 \normalfam "1D622 - \Umathcode `\b = 0 \normalfam "1D623 - \Umathcode `\c = 0 \normalfam "1D624 - \Umathcode `\d = 0 \normalfam "1D625 - \Umathcode `\e = 0 \normalfam "1D626 - \Umathcode `\f = 0 \normalfam "1D627 - \Umathcode `\g = 0 \normalfam "1D628 - \Umathcode `\h = 0 \normalfam "1D629 - \Umathcode `\i = 0 \normalfam "1D62A - \Umathcode `\j = 0 \normalfam "1D62B - \Umathcode `\k = 0 \normalfam "1D62C - \Umathcode `\l = 0 \normalfam "1D62D - \Umathcode `\m = 0 \normalfam "1D62E - \Umathcode `\n = 0 \normalfam "1D62F - \Umathcode `\o = 0 \normalfam "1D630 - \Umathcode `\p = 0 \normalfam "1D631 - \Umathcode `\q = 0 \normalfam "1D632 - \Umathcode `\r = 0 \normalfam "1D633 - \Umathcode `\s = 0 \normalfam "1D634 - \Umathcode `\t = 0 \normalfam "1D635 - \Umathcode `\u = 0 \normalfam "1D636 - \Umathcode `\v = 0 \normalfam "1D637 - \Umathcode `\w = 0 \normalfam "1D638 - \Umathcode `\x = 0 \normalfam "1D639 - \Umathcode `\y = 0 \normalfam "1D63A - \Umathcode `\z = 0 \normalfam "1D63B -\tensfit}% -\protected\def\sfbf{% - \Umathcode `\0 = 0 \normalfam "1D7EC - \Umathcode `\1 = 0 \normalfam "1D7ED - \Umathcode `\2 = 0 \normalfam "1D7EE - \Umathcode `\3 = 0 \normalfam "1D7EF - \Umathcode `\4 = 0 \normalfam "1D7F0 - \Umathcode `\5 = 0 \normalfam "1D7F1 - \Umathcode `\6 = 0 \normalfam "1D7F2 - \Umathcode `\7 = 0 \normalfam "1D7F3 - \Umathcode `\8 = 0 \normalfam "1D7F4 - \Umathcode `\9 = 0 \normalfam "1D7F5 - \Umathcode `\A = 0 \normalfam "1D5D4 - \Umathcode `\B = 0 \normalfam "1D5D5 - \Umathcode `\C = 0 \normalfam "1D5D6 - \Umathcode `\D = 0 \normalfam "1D5D7 - \Umathcode `\E = 0 \normalfam "1D5D8 - \Umathcode `\F = 0 \normalfam "1D5D9 - \Umathcode `\G = 0 \normalfam "1D5DA - \Umathcode `\H = 0 \normalfam "1D5DB - \Umathcode `\I = 0 \normalfam "1D5DC - \Umathcode `\J = 0 \normalfam "1D5DD - \Umathcode `\K = 0 \normalfam "1D5DE - \Umathcode `\L = 0 \normalfam "1D5DF - \Umathcode `\M = 0 \normalfam "1D5E0 - \Umathcode `\N = 0 \normalfam "1D5E1 - \Umathcode `\O = 0 \normalfam "1D5E2 - \Umathcode `\P = 0 \normalfam "1D5E3 - \Umathcode `\Q = 0 \normalfam "1D5E4 - \Umathcode `\R = 0 \normalfam "1D5E5 - \Umathcode `\S = 0 \normalfam "1D5E6 - \Umathcode `\T = 0 \normalfam "1D5E7 - \Umathcode `\U = 0 \normalfam "1D5E8 - \Umathcode `\V = 0 \normalfam "1D5E9 - \Umathcode `\W = 0 \normalfam "1D5EA - \Umathcode `\X = 0 \normalfam "1D5EB - \Umathcode `\Y = 0 \normalfam "1D5EC - \Umathcode `\Z = 0 \normalfam "1D5ED - \Umathcode `\a = 0 \normalfam "1D5EE - \Umathcode `\b = 0 \normalfam "1D5EF - \Umathcode `\c = 0 \normalfam "1D5F0 - \Umathcode `\d = 0 \normalfam "1D5F1 - \Umathcode `\e = 0 \normalfam "1D5F2 - \Umathcode `\f = 0 \normalfam "1D5F3 - \Umathcode `\g = 0 \normalfam "1D5F4 - \Umathcode `\h = 0 \normalfam "1D5F5 - \Umathcode `\i = 0 \normalfam "1D5F6 - \Umathcode `\j = 0 \normalfam "1D5F7 - \Umathcode `\k = 0 \normalfam "1D5F8 - \Umathcode `\l = 0 \normalfam "1D5F9 - \Umathcode `\m = 0 \normalfam "1D5FA - \Umathcode `\n = 0 \normalfam "1D5FB - \Umathcode `\o = 0 \normalfam "1D5FC - \Umathcode `\p = 0 \normalfam "1D5FD - \Umathcode `\q = 0 \normalfam "1D5FE - \Umathcode `\r = 0 \normalfam "1D5FF - \Umathcode `\s = 0 \normalfam "1D600 - \Umathcode `\t = 0 \normalfam "1D601 - \Umathcode `\u = 0 \normalfam "1D602 - \Umathcode `\v = 0 \normalfam "1D603 - \Umathcode `\w = 0 \normalfam "1D604 - \Umathcode `\x = 0 \normalfam "1D605 - \Umathcode `\y = 0 \normalfam "1D606 - \Umathcode `\z = 0 \normalfam "1D607 - \Umathcode `\Α = 0 \normalfam "1D756 - \Umathcode `\Β = 0 \normalfam "1D757 - \Umathcode `\Γ = 0 \normalfam "1D758 - \Umathcode `\Δ = 0 \normalfam "1D759 - \Umathcode `\Ε = 0 \normalfam "1D75A - \Umathcode `\Ζ = 0 \normalfam "1D75B - \Umathcode `\Η = 0 \normalfam "1D75C - \Umathcode `\Θ = 0 \normalfam "1D75D - \Umathcode `\Ι = 0 \normalfam "1D75E - \Umathcode `\Κ = 0 \normalfam "1D75F - \Umathcode `\Λ = 0 \normalfam "1D760 - \Umathcode `\Μ = 0 \normalfam "1D761 - \Umathcode `\Ν = 0 \normalfam "1D762 - \Umathcode `\Ξ = 0 \normalfam "1D763 - \Umathcode `\Ο = 0 \normalfam "1D764 - \Umathcode `\Π = 0 \normalfam "1D765 - \Umathcode `\Ρ = 0 \normalfam "1D766 - \Umathcode `\ϴ = 0 \normalfam "1D767 - \Umathcode `\Σ = 0 \normalfam "1D768 - \Umathcode `\Τ = 0 \normalfam "1D769 - \Umathcode `\Υ = 0 \normalfam "1D76A - \Umathcode `\Φ = 0 \normalfam "1D76B - \Umathcode `\Χ = 0 \normalfam "1D76C - \Umathcode `\Ψ = 0 \normalfam "1D76D - \Umathcode `\Ω = 0 \normalfam "1D76E - \Umathcode `\α = 0 \normalfam "1D770 - \Umathcode `\β = 0 \normalfam "1D771 - \Umathcode `\γ = 0 \normalfam "1D772 - \Umathcode `\δ = 0 \normalfam "1D773 - \Umathcode `\ε = 0 \normalfam "1D774 - \Umathcode `\ζ = 0 \normalfam "1D775 - \Umathcode `\η = 0 \normalfam "1D776 - \Umathcode `\θ = 0 \normalfam "1D777 - \Umathcode `\ι = 0 \normalfam "1D778 - \Umathcode `\κ = 0 \normalfam "1D779 - \Umathcode `\λ = 0 \normalfam "1D77A - \Umathcode `\μ = 0 \normalfam "1D77B - \Umathcode `\ν = 0 \normalfam "1D77C - \Umathcode `\ξ = 0 \normalfam "1D77D - \Umathcode `\ο = 0 \normalfam "1D77E - \Umathcode `\π = 0 \normalfam "1D77F - \Umathcode `\ρ = 0 \normalfam "1D780 - \Umathcode `\ς = 0 \normalfam "1D781 - \Umathcode `\σ = 0 \normalfam "1D782 - \Umathcode `\τ = 0 \normalfam "1D783 - \Umathcode `\υ = 0 \normalfam "1D784 - \Umathcode `\φ = 0 \normalfam "1D785 - \Umathcode `\χ = 0 \normalfam "1D786 - \Umathcode `\ψ = 0 \normalfam "1D787 - \Umathcode `\ω = 0 \normalfam "1D788 - \Umathcode `\ϵ = 0 \normalfam "1D78A - \Umathcode `\ϑ = 0 \normalfam "1D78B - \Umathcode `\ϰ = 0 \normalfam "1D78C - \Umathcode `\ϕ = 0 \normalfam "1D78D - \Umathcode `\ϱ = 0 \normalfam "1D78E - \Umathcode `\ϖ = 0 \normalfam "1D78F - \Umathcode `\∇ = 0 \normalfam "1D76F - \Umathcode `\∂ = 0 \normalfam "1D789 -\tensfbf}% -\protected\def\sfbfit{% - \Umathcode `\A = 0 \normalfam "1D63C - \Umathcode `\B = 0 \normalfam "1D63D - \Umathcode `\C = 0 \normalfam "1D63E - \Umathcode `\D = 0 \normalfam "1D63F - \Umathcode `\E = 0 \normalfam "1D640 - \Umathcode `\F = 0 \normalfam "1D641 - \Umathcode `\G = 0 \normalfam "1D642 - \Umathcode `\H = 0 \normalfam "1D643 - \Umathcode `\I = 0 \normalfam "1D644 - \Umathcode `\J = 0 \normalfam "1D645 - \Umathcode `\K = 0 \normalfam "1D646 - \Umathcode `\L = 0 \normalfam "1D647 - \Umathcode `\M = 0 \normalfam "1D648 - \Umathcode `\N = 0 \normalfam "1D649 - \Umathcode `\O = 0 \normalfam "1D64A - \Umathcode `\P = 0 \normalfam "1D64B - \Umathcode `\Q = 0 \normalfam "1D64C - \Umathcode `\R = 0 \normalfam "1D64D - \Umathcode `\S = 0 \normalfam "1D64E - \Umathcode `\T = 0 \normalfam "1D64F - \Umathcode `\U = 0 \normalfam "1D650 - \Umathcode `\V = 0 \normalfam "1D651 - \Umathcode `\W = 0 \normalfam "1D652 - \Umathcode `\X = 0 \normalfam "1D653 - \Umathcode `\Y = 0 \normalfam "1D654 - \Umathcode `\Z = 0 \normalfam "1D655 - \Umathcode `\a = 0 \normalfam "1D656 - \Umathcode `\b = 0 \normalfam "1D657 - \Umathcode `\c = 0 \normalfam "1D658 - \Umathcode `\d = 0 \normalfam "1D659 - \Umathcode `\e = 0 \normalfam "1D65A - \Umathcode `\f = 0 \normalfam "1D65B - \Umathcode `\g = 0 \normalfam "1D65C - \Umathcode `\h = 0 \normalfam "1D65D - \Umathcode `\i = 0 \normalfam "1D65E - \Umathcode `\j = 0 \normalfam "1D65F - \Umathcode `\k = 0 \normalfam "1D660 - \Umathcode `\l = 0 \normalfam "1D661 - \Umathcode `\m = 0 \normalfam "1D662 - \Umathcode `\n = 0 \normalfam "1D663 - \Umathcode `\o = 0 \normalfam "1D664 - \Umathcode `\p = 0 \normalfam "1D665 - \Umathcode `\q = 0 \normalfam "1D666 - \Umathcode `\r = 0 \normalfam "1D667 - \Umathcode `\s = 0 \normalfam "1D668 - \Umathcode `\t = 0 \normalfam "1D669 - \Umathcode `\u = 0 \normalfam "1D66A - \Umathcode `\v = 0 \normalfam "1D66B - \Umathcode `\w = 0 \normalfam "1D66C - \Umathcode `\x = 0 \normalfam "1D66D - \Umathcode `\y = 0 \normalfam "1D66E - \Umathcode `\z = 0 \normalfam "1D66F - \Umathcode `\Α = 0 \normalfam "1D790 - \Umathcode `\Β = 0 \normalfam "1D791 - \Umathcode `\Γ = 0 \normalfam "1D792 - \Umathcode `\Δ = 0 \normalfam "1D793 - \Umathcode `\Ε = 0 \normalfam "1D794 - \Umathcode `\Ζ = 0 \normalfam "1D795 - \Umathcode `\Η = 0 \normalfam "1D796 - \Umathcode `\Θ = 0 \normalfam "1D797 - \Umathcode `\Ι = 0 \normalfam "1D798 - \Umathcode `\Κ = 0 \normalfam "1D799 - \Umathcode `\Λ = 0 \normalfam "1D79A - \Umathcode `\Μ = 0 \normalfam "1D79B - \Umathcode `\Ν = 0 \normalfam "1D79C - \Umathcode `\Ξ = 0 \normalfam "1D79D - \Umathcode `\Ο = 0 \normalfam "1D79E - \Umathcode `\Π = 0 \normalfam "1D79F - \Umathcode `\Ρ = 0 \normalfam "1D7A0 - \Umathcode `\ϴ = 0 \normalfam "1D7A1 - \Umathcode `\Σ = 0 \normalfam "1D7A2 - \Umathcode `\Τ = 0 \normalfam "1D7A3 - \Umathcode `\Υ = 0 \normalfam "1D7A4 - \Umathcode `\Φ = 0 \normalfam "1D7A5 - \Umathcode `\Χ = 0 \normalfam "1D7A6 - \Umathcode `\Ψ = 0 \normalfam "1D7A7 - \Umathcode `\Ω = 0 \normalfam "1D7A8 - \Umathcode `\α = 0 \normalfam "1D7AA - \Umathcode `\β = 0 \normalfam "1D7AB - \Umathcode `\γ = 0 \normalfam "1D7AC - \Umathcode `\δ = 0 \normalfam "1D7AD - \Umathcode `\ε = 0 \normalfam "1D7AE - \Umathcode `\ζ = 0 \normalfam "1D7AF - \Umathcode `\η = 0 \normalfam "1D7B0 - \Umathcode `\θ = 0 \normalfam "1D7B1 - \Umathcode `\ι = 0 \normalfam "1D7B2 - \Umathcode `\κ = 0 \normalfam "1D7B3 - \Umathcode `\λ = 0 \normalfam "1D7B4 - \Umathcode `\μ = 0 \normalfam "1D7B5 - \Umathcode `\ν = 0 \normalfam "1D7B6 - \Umathcode `\ξ = 0 \normalfam "1D7B7 - \Umathcode `\ο = 0 \normalfam "1D7B8 - \Umathcode `\π = 0 \normalfam "1D7B9 - \Umathcode `\ρ = 0 \normalfam "1D7BA - \Umathcode `\ς = 0 \normalfam "1D7BB - \Umathcode `\σ = 0 \normalfam "1D7BC - \Umathcode `\τ = 0 \normalfam "1D7BD - \Umathcode `\υ = 0 \normalfam "1D7BE - \Umathcode `\φ = 0 \normalfam "1D7BF - \Umathcode `\χ = 0 \normalfam "1D7C0 - \Umathcode `\ψ = 0 \normalfam "1D7C1 - \Umathcode `\ω = 0 \normalfam "1D7C2 - \Umathcode `\ϵ = 0 \normalfam "1D7C4 - \Umathcode `\ϑ = 0 \normalfam "1D7C5 - \Umathcode `\ϰ = 0 \normalfam "1D7C6 - \Umathcode `\ϕ = 0 \normalfam "1D7C7 - \Umathcode `\ϱ = 0 \normalfam "1D7C8 - \Umathcode `\ϖ = 0 \normalfam "1D7C9 - \Umathcode `\∇ = 0 \normalfam "1D7A9 - \Umathcode `\∂ = 0 \normalfam "1D7C3 -\tensfbfit}% -\protected\def\scr{% - \Umathcode `\g = 0 \normalfam "0210A - \Umathcode `\H = 0 \normalfam "0210B - \Umathcode `\I = 0 \normalfam "02110 - \Umathcode `\L = 0 \normalfam "02112 - \Umathcode `\R = 0 \normalfam "0211B - \Umathcode `\B = 0 \normalfam "0212C - \Umathcode `\e = 0 \normalfam "0212F - \Umathcode `\E = 0 \normalfam "02130 - \Umathcode `\F = 0 \normalfam "02131 - \Umathcode `\M = 0 \normalfam "02133 - \Umathcode `\o = 0 \normalfam "02134 - \Umathcode `\A = 0 \normalfam "1D49C - \Umathcode `\C = 0 \normalfam "1D49E - \Umathcode `\D = 0 \normalfam "1D49F - \Umathcode `\G = 0 \normalfam "1D4A2 - \Umathcode `\J = 0 \normalfam "1D4A5 - \Umathcode `\K = 0 \normalfam "1D4A6 - \Umathcode `\N = 0 \normalfam "1D4A9 - \Umathcode `\O = 0 \normalfam "1D4AA - \Umathcode `\P = 0 \normalfam "1D4AB - \Umathcode `\Q = 0 \normalfam "1D4AC - \Umathcode `\S = 0 \normalfam "1D4AE - \Umathcode `\T = 0 \normalfam "1D4AF - \Umathcode `\U = 0 \normalfam "1D4B0 - \Umathcode `\V = 0 \normalfam "1D4B1 - \Umathcode `\W = 0 \normalfam "1D4B2 - \Umathcode `\X = 0 \normalfam "1D4B3 - \Umathcode `\Y = 0 \normalfam "1D4B4 - \Umathcode `\Z = 0 \normalfam "1D4B5 - \Umathcode `\a = 0 \normalfam "1D4B6 - \Umathcode `\b = 0 \normalfam "1D4B7 - \Umathcode `\c = 0 \normalfam "1D4B8 - \Umathcode `\d = 0 \normalfam "1D4B9 - \Umathcode `\f = 0 \normalfam "1D4BB - \Umathcode `\h = 0 \normalfam "1D4BD - \Umathcode `\i = 0 \normalfam "1D4BE - \Umathcode `\j = 0 \normalfam "1D4BF - \Umathcode `\k = 0 \normalfam "1D4C0 - \Umathcode `\l = 0 \normalfam "1D4C1 - \Umathcode `\m = 0 \normalfam "1D4C2 - \Umathcode `\n = 0 \normalfam "1D4C3 - \Umathcode `\p = 0 \normalfam "1D4C5 - \Umathcode `\q = 0 \normalfam "1D4C6 - \Umathcode `\r = 0 \normalfam "1D4C7 - \Umathcode `\s = 0 \normalfam "1D4C8 - \Umathcode `\t = 0 \normalfam "1D4C9 - \Umathcode `\u = 0 \normalfam "1D4CA - \Umathcode `\v = 0 \normalfam "1D4CB - \Umathcode `\w = 0 \normalfam "1D4CC - \Umathcode `\x = 0 \normalfam "1D4CD - \Umathcode `\y = 0 \normalfam "1D4CE - \Umathcode `\z = 0 \normalfam "1D4CF -}% -\protected\def\bb{% - \Umathcode `\C = 0 \normalfam "02102 - \Umathcode `\H = 0 \normalfam "0210D - \Umathcode `\N = 0 \normalfam "02115 - \Umathcode `\P = 0 \normalfam "02119 - \Umathcode `\Q = 0 \normalfam "0211A - \Umathcode `\R = 0 \normalfam "0211D - \Umathcode `\Z = 0 \normalfam "02124 - \Umathcode `\A = 0 \normalfam "1D538 - \Umathcode `\B = 0 \normalfam "1D539 - \Umathcode `\D = 0 \normalfam "1D53B - \Umathcode `\E = 0 \normalfam "1D53C - \Umathcode `\F = 0 \normalfam "1D53D - \Umathcode `\G = 0 \normalfam "1D53E - \Umathcode `\I = 0 \normalfam "1D540 - \Umathcode `\J = 0 \normalfam "1D541 - \Umathcode `\K = 0 \normalfam "1D542 - \Umathcode `\L = 0 \normalfam "1D543 - \Umathcode `\M = 0 \normalfam "1D544 - \Umathcode `\O = 0 \normalfam "1D546 - \Umathcode `\S = 0 \normalfam "1D54A - \Umathcode `\T = 0 \normalfam "1D54B - \Umathcode `\U = 0 \normalfam "1D54C - \Umathcode `\V = 0 \normalfam "1D54D - \Umathcode `\W = 0 \normalfam "1D54E - \Umathcode `\X = 0 \normalfam "1D54F - \Umathcode `\Y = 0 \normalfam "1D550 - \Umathcode `\a = 0 \normalfam "1D552 - \Umathcode `\b = 0 \normalfam "1D553 - \Umathcode `\c = 0 \normalfam "1D554 - \Umathcode `\d = 0 \normalfam "1D555 - \Umathcode `\e = 0 \normalfam "1D556 - \Umathcode `\f = 0 \normalfam "1D557 - \Umathcode `\g = 0 \normalfam "1D558 - \Umathcode `\h = 0 \normalfam "1D559 - \Umathcode `\i = 0 \normalfam "1D55A - \Umathcode `\j = 0 \normalfam "1D55B - \Umathcode `\k = 0 \normalfam "1D55C - \Umathcode `\l = 0 \normalfam "1D55D - \Umathcode `\m = 0 \normalfam "1D55E - \Umathcode `\n = 0 \normalfam "1D55F - \Umathcode `\o = 0 \normalfam "1D560 - \Umathcode `\p = 0 \normalfam "1D561 - \Umathcode `\q = 0 \normalfam "1D562 - \Umathcode `\r = 0 \normalfam "1D563 - \Umathcode `\s = 0 \normalfam "1D564 - \Umathcode `\t = 0 \normalfam "1D565 - \Umathcode `\u = 0 \normalfam "1D566 - \Umathcode `\v = 0 \normalfam "1D567 - \Umathcode `\w = 0 \normalfam "1D568 - \Umathcode `\x = 0 \normalfam "1D569 - \Umathcode `\y = 0 \normalfam "1D56A - \Umathcode `\z = 0 \normalfam "1D56B - \Umathcode `\γ = 0 \normalfam "0213D - \Umathcode `\Γ = 0 \normalfam "0213E - \Umathcode `\Π = 0 \normalfam "0213F -}% -\protected\def\frak{% - \Umathcode `\H = 0 \normalfam "0210C - \Umathcode `\Z = 0 \normalfam "02128 - \Umathcode `\C = 0 \normalfam "0212D - \Umathcode `\A = 0 \normalfam "1D504 - \Umathcode `\B = 0 \normalfam "1D505 - \Umathcode `\D = 0 \normalfam "1D507 - \Umathcode `\E = 0 \normalfam "1D508 - \Umathcode `\F = 0 \normalfam "1D509 - \Umathcode `\G = 0 \normalfam "1D50A - \Umathcode `\J = 0 \normalfam "1D50D - \Umathcode `\K = 0 \normalfam "1D50E - \Umathcode `\L = 0 \normalfam "1D50F - \Umathcode `\M = 0 \normalfam "1D510 - \Umathcode `\N = 0 \normalfam "1D511 - \Umathcode `\O = 0 \normalfam "1D512 - \Umathcode `\P = 0 \normalfam "1D513 - \Umathcode `\Q = 0 \normalfam "1D514 - \Umathcode `\S = 0 \normalfam "1D516 - \Umathcode `\T = 0 \normalfam "1D517 - \Umathcode `\U = 0 \normalfam "1D518 - \Umathcode `\V = 0 \normalfam "1D519 - \Umathcode `\W = 0 \normalfam "1D51A - \Umathcode `\X = 0 \normalfam "1D51B - \Umathcode `\Y = 0 \normalfam "1D51C - \Umathcode `\a = 0 \normalfam "1D51E - \Umathcode `\b = 0 \normalfam "1D51F - \Umathcode `\c = 0 \normalfam "1D520 - \Umathcode `\d = 0 \normalfam "1D521 - \Umathcode `\e = 0 \normalfam "1D522 - \Umathcode `\f = 0 \normalfam "1D523 - \Umathcode `\g = 0 \normalfam "1D524 - \Umathcode `\h = 0 \normalfam "1D525 - \Umathcode `\i = 0 \normalfam "1D526 - \Umathcode `\j = 0 \normalfam "1D527 - \Umathcode `\k = 0 \normalfam "1D528 - \Umathcode `\l = 0 \normalfam "1D529 - \Umathcode `\m = 0 \normalfam "1D52A - \Umathcode `\n = 0 \normalfam "1D52B - \Umathcode `\o = 0 \normalfam "1D52C - \Umathcode `\p = 0 \normalfam "1D52D - \Umathcode `\q = 0 \normalfam "1D52E - \Umathcode `\r = 0 \normalfam "1D52F - \Umathcode `\s = 0 \normalfam "1D530 - \Umathcode `\t = 0 \normalfam "1D531 - \Umathcode `\u = 0 \normalfam "1D532 - \Umathcode `\v = 0 \normalfam "1D533 - \Umathcode `\w = 0 \normalfam "1D534 - \Umathcode `\x = 0 \normalfam "1D535 - \Umathcode `\y = 0 \normalfam "1D536 - \Umathcode `\z = 0 \normalfam "1D537 -}% -\protected\def\scrbf{% - \Umathcode `\A = 0 \normalfam "1D4D0 - \Umathcode `\B = 0 \normalfam "1D4D1 - \Umathcode `\C = 0 \normalfam "1D4D2 - \Umathcode `\D = 0 \normalfam "1D4D3 - \Umathcode `\E = 0 \normalfam "1D4D4 - \Umathcode `\F = 0 \normalfam "1D4D5 - \Umathcode `\G = 0 \normalfam "1D4D6 - \Umathcode `\H = 0 \normalfam "1D4D7 - \Umathcode `\I = 0 \normalfam "1D4D8 - \Umathcode `\J = 0 \normalfam "1D4D9 - \Umathcode `\K = 0 \normalfam "1D4DA - \Umathcode `\L = 0 \normalfam "1D4DB - \Umathcode `\M = 0 \normalfam "1D4DC - \Umathcode `\N = 0 \normalfam "1D4DD - \Umathcode `\O = 0 \normalfam "1D4DE - \Umathcode `\P = 0 \normalfam "1D4DF - \Umathcode `\Q = 0 \normalfam "1D4E0 - \Umathcode `\R = 0 \normalfam "1D4E1 - \Umathcode `\S = 0 \normalfam "1D4E2 - \Umathcode `\T = 0 \normalfam "1D4E3 - \Umathcode `\U = 0 \normalfam "1D4E4 - \Umathcode `\V = 0 \normalfam "1D4E5 - \Umathcode `\W = 0 \normalfam "1D4E6 - \Umathcode `\X = 0 \normalfam "1D4E7 - \Umathcode `\Y = 0 \normalfam "1D4E8 - \Umathcode `\Z = 0 \normalfam "1D4E9 - \Umathcode `\a = 0 \normalfam "1D4EA - \Umathcode `\b = 0 \normalfam "1D4EB - \Umathcode `\c = 0 \normalfam "1D4EC - \Umathcode `\d = 0 \normalfam "1D4ED - \Umathcode `\e = 0 \normalfam "1D4EE - \Umathcode `\f = 0 \normalfam "1D4EF - \Umathcode `\g = 0 \normalfam "1D4F0 - \Umathcode `\h = 0 \normalfam "1D4F1 - \Umathcode `\i = 0 \normalfam "1D4F2 - \Umathcode `\j = 0 \normalfam "1D4F3 - \Umathcode `\k = 0 \normalfam "1D4F4 - \Umathcode `\l = 0 \normalfam "1D4F5 - \Umathcode `\m = 0 \normalfam "1D4F6 - \Umathcode `\n = 0 \normalfam "1D4F7 - \Umathcode `\o = 0 \normalfam "1D4F8 - \Umathcode `\p = 0 \normalfam "1D4F9 - \Umathcode `\q = 0 \normalfam "1D4FA - \Umathcode `\r = 0 \normalfam "1D4FB - \Umathcode `\s = 0 \normalfam "1D4FC - \Umathcode `\t = 0 \normalfam "1D4FD - \Umathcode `\u = 0 \normalfam "1D4FE - \Umathcode `\v = 0 \normalfam "1D4FF - \Umathcode `\w = 0 \normalfam "1D500 - \Umathcode `\x = 0 \normalfam "1D501 - \Umathcode `\y = 0 \normalfam "1D502 - \Umathcode `\z = 0 \normalfam "1D503 -}% -\protected\def\frakbf{% - \Umathcode `\A = 0 \normalfam "1D56C - \Umathcode `\B = 0 \normalfam "1D56D - \Umathcode `\C = 0 \normalfam "1D56E - \Umathcode `\D = 0 \normalfam "1D56F - \Umathcode `\E = 0 \normalfam "1D570 - \Umathcode `\F = 0 \normalfam "1D571 - \Umathcode `\G = 0 \normalfam "1D572 - \Umathcode `\H = 0 \normalfam "1D573 - \Umathcode `\I = 0 \normalfam "1D574 - \Umathcode `\J = 0 \normalfam "1D575 - \Umathcode `\K = 0 \normalfam "1D576 - \Umathcode `\L = 0 \normalfam "1D577 - \Umathcode `\M = 0 \normalfam "1D578 - \Umathcode `\N = 0 \normalfam "1D579 - \Umathcode `\O = 0 \normalfam "1D57A - \Umathcode `\P = 0 \normalfam "1D57B - \Umathcode `\Q = 0 \normalfam "1D57C - \Umathcode `\R = 0 \normalfam "1D57D - \Umathcode `\S = 0 \normalfam "1D57E - \Umathcode `\T = 0 \normalfam "1D57F - \Umathcode `\U = 0 \normalfam "1D580 - \Umathcode `\V = 0 \normalfam "1D581 - \Umathcode `\W = 0 \normalfam "1D582 - \Umathcode `\X = 0 \normalfam "1D583 - \Umathcode `\Y = 0 \normalfam "1D584 - \Umathcode `\Z = 0 \normalfam "1D585 - \Umathcode `\a = 0 \normalfam "1D586 - \Umathcode `\b = 0 \normalfam "1D587 - \Umathcode `\c = 0 \normalfam "1D588 - \Umathcode `\d = 0 \normalfam "1D589 - \Umathcode `\e = 0 \normalfam "1D58A - \Umathcode `\f = 0 \normalfam "1D58B - \Umathcode `\g = 0 \normalfam "1D58C - \Umathcode `\h = 0 \normalfam "1D58D - \Umathcode `\i = 0 \normalfam "1D58E - \Umathcode `\j = 0 \normalfam "1D58F - \Umathcode `\k = 0 \normalfam "1D590 - \Umathcode `\l = 0 \normalfam "1D591 - \Umathcode `\m = 0 \normalfam "1D592 - \Umathcode `\n = 0 \normalfam "1D593 - \Umathcode `\o = 0 \normalfam "1D594 - \Umathcode `\p = 0 \normalfam "1D595 - \Umathcode `\q = 0 \normalfam "1D596 - \Umathcode `\r = 0 \normalfam "1D597 - \Umathcode `\s = 0 \normalfam "1D598 - \Umathcode `\t = 0 \normalfam "1D599 - \Umathcode `\u = 0 \normalfam "1D59A - \Umathcode `\v = 0 \normalfam "1D59B - \Umathcode `\w = 0 \normalfam "1D59C - \Umathcode `\x = 0 \normalfam "1D59D - \Umathcode `\y = 0 \normalfam "1D59E - \Umathcode `\z = 0 \normalfam "1D59F -}% -\protected\def\bbit{% - \Umathcode `\D = 0 \normalfam "02145 - \Umathcode `\d = 0 \normalfam "02146 - \Umathcode `\e = 0 \normalfam "02147 - \Umathcode `\i = 0 \normalfam "02148 - \Umathcode `\j = 0 \normalfam "02149 -}% -\endinput
\ No newline at end of file diff --git a/Master/texmf-dist/tex/xetex/unimath-plain-xetex/unimath-plain-xetex.tex b/Master/texmf-dist/tex/xetex/unimath-plain-xetex/unimath-plain-xetex.tex index 97b96852432..47da54ce41c 100644 --- a/Master/texmf-dist/tex/xetex/unimath-plain-xetex/unimath-plain-xetex.tex +++ b/Master/texmf-dist/tex/xetex/unimath-plain-xetex/unimath-plain-xetex.tex @@ -7,7 +7,6 @@ %% * version. * %% ****************************************************** \catcode`\@=11 - \ifcsname XeTeXversion\endcsname \ifdefined\textfontopt\else\def\textfontopt{mapping=tex-text}\fi \else @@ -21,7 +20,7 @@ \newdimen\um@tempdimc \newdimen\um@tempdimd -% text font +% text font and font sizes \ifdefined\mainfontname\else \gdef\mainfontname{Latin Modern Roman} \fi @@ -121,23 +120,9 @@ \scriptfont \unimathfam = \sevenmath \scriptscriptfont \unimathfam = \fivemath -% math alpha, using OpenType Math font -\ifdefined\mathalphafontname - \chardef\normalfam = 1 % `math alphabet' or `variable class' - \font \tenalpha = "\mathalphafontname:script=math" at 10pt - \font \sevenalpha = "\mathalphafontname:script=math,+ssty=0" at 7pt - \font \fivealpha = "\mathalphafontname:script=math,+ssty=1" at 5pt - \textfont \normalfam = \tenalpha - \scriptfont \normalfam = \sevenalpha - \scriptscriptfont \normalfam = \fivealpha -\else \let\normalfam=\unimathfam - \let\tenalpha=\tenmath - \let\sevenalpha=\sevenmath - \let\fivealpha=\fivemath -\fi % delimiter, influencing \mathopen, \mathclose, \mathfence, \mathover(under) \ifdefined\mathdelimiterfontname - \chardef\delimiterfam = 2 + \chardef\delimiterfam = 1 \font \tendelimiter = "\mathdelimiterfontname:script=math" at 10pt \font \sevendelimiter = "\mathdelimiterfontname:script=math,+ssty=0" at 7pt \font \fivedelimiter = "\mathdelimiterfontname:script=math,+ssty=1" at 5pt @@ -147,7 +132,7 @@ \else \let\delimiterfam=\unimathfam \fi % ordinary, influencing \mathord, \mathpunct and `!' \ifdefined\mathordfontname - \chardef\ordfam = 3 + \chardef\ordfam = 2 \font \tenord = "\mathordfontname:script=math" at 10pt \font \sevenord = "\mathordfontname:script=math,+ssty=0" at 7pt \font \fiveord = "\mathordfontname:script=math,+ssty=1" at 5pt @@ -157,7 +142,7 @@ \else \let\ordfam=\unimathfam \fi % large operator, influencing \mathop \ifdefined\mathopfontname - \chardef\opfam = 4 + \chardef\opfam = 3 \font \tenop = "\mathopfontname:script=math" at 10pt \font \sevenop = "\mathopfontname:script=math,+ssty=0" at 7pt \font \fiveop = "\mathopfontname:script=math,+ssty=1" at 5pt @@ -167,7 +152,7 @@ \else \let\opfam=\unimathfam \fi % binary, influencing \mathbin and \mathrel \ifdefined\mathbinfontname - \chardef\binfam = 5 + \chardef\binfam = 4 \font \tenbin = "\mathbinfontname:script=math" at 10pt \font \sevenbin = "\mathbinfontname:script=math,+ssty=0" at 7pt \font \fivebin = "\mathbinfontname:script=math,+ssty=1" at 5pt @@ -177,7 +162,7 @@ \else \let\binfam=\unimathfam \fi % accent, influencing all the accents except \mathover(close) \ifdefined\mathaccentfontname - \chardef\accentfam = 6 + \chardef\accentfam = 5 \font \tenaccent = "\mathaccentfontname:script=math" at 10pt \font \sevenaccent = "\mathaccentfontname:script=math,+ssty=0" at 7pt \font \fiveaccent = "\mathaccentfontname:script=math,+ssty=1" at 5pt @@ -185,15 +170,217 @@ \scriptfont \accentfam = \sevenaccent \scriptscriptfont \accentfam = \fiveaccent \else \let\accentfam=\unimathfam \fi -% These will be the features in the `long' future: -%\chardef\romanfam=10 -%\chardef\sansfam=11 -%\chardef\ttfam=12 -%\chardef\calfam=13 -%\chardef\bbfam=14 -%\chardef\frakfam=15 -% In the short future, this package will support user-defined fams. - +% +% ---------------------------------------------------------------------- % +% +% math alphabet, using OpenType Math font +\ifdefined\mathalphafontname\else\let\mathalphafontname\mathfontname\fi +% \mrm, uses math font +\newfam\mrmfam +\font \tenmrm = "\mathalphafontname:script=math" at 10pt +\font\sevenmrm = "\mathalphafontname:script=math,+ssty=0" at 7pt +\font \fivemrm = "\mathalphafontname:script=math,+ssty=1" at 5pt +\textfont \mrmfam = \tenmrm +\scriptfont \mrmfam = \sevenmrm +\scriptscriptfont \mrmfam = \fivemrm +\def\mrm{\fam\mrmfam} +% \rm, uses text font +\newfam\textrmfam +\textfont \textrmfam = \tenrm +\scriptfont \textrmfam = \sevenrm +\scriptscriptfont \textrmfam = \fiverm +\def\rm{\fam\textrmfam\tenrm} +% \mit, redefined +\newfam\mitfam +\font \tenmit = "\mathalphafontname:script=math,mapping=unimath-it" at 10pt +\font\sevenmit = "\mathalphafontname:script=math,mapping=unimath-it,+ssty=0" at 7pt +\font \fivemit = "\mathalphafontname:script=math,mapping=unimath-it,+ssty=1" at 5pt +\textfont \mitfam = \tenmit +\scriptfont \mitfam = \sevenmit +\scriptscriptfont \mitfam = \fivemit +\def\mit{\fam\mitfam} +% \it +\newfam\textitfam +\textfont \textitfam = \tenit +\scriptfont \textitfam = \sevenit +\scriptscriptfont \textitfam = \fiveit +\def\it{\fam\textitfam\tenit} +% \mbf +\newfam\mbffam +\font \tenmbf = "\mathalphafontname:script=math,mapping=unimath-bf" at 10pt +\font\sevenmbf = "\mathalphafontname:script=math,mapping=unimath-bf,+ssty=0" at 7pt +\font \fivembf = "\mathalphafontname:script=math,mapping=unimath-bf,+ssty=1" at 5pt +\textfont \mbffam = \tenmbf +\scriptfont \mbffam = \sevenmbf +\scriptscriptfont \mbffam = \fivembf +\def\mbf{\fam\mbffam} +% \bf +\newfam\textbffam +\textfont \textbffam = \tenbf +\scriptfont \textbffam = \sevenbf +\scriptscriptfont \textbffam = \fivebf +\def\bf{\fam\textbffam\tenbf} +% \msf +\newfam\msffam +\font \tenmsf = "\mathalphafontname:script=math,mapping=unimath-sf" at 10pt +\font\sevenmsf = "\mathalphafontname:script=math,mapping=unimath-sf,+ssty=0" at 7pt +\font \fivemsf = "\mathalphafontname:script=math,mapping=unimath-sf,+ssty=1" at 5pt +\textfont \msffam = \tenmsf +\scriptfont \msffam = \sevenmsf +\scriptscriptfont \msffam = \fivemsf +\def\msf{\fam\msffam} +% \sf +\newfam\textsffam +\textfont \textsffam = \tensf +\scriptfont \textsffam = \sevensf +\scriptscriptfont \textsffam = \fivesf +\def\sf{\fam\textsffam\tensf} +% \mtt +\newfam\mttfam +\font \tenmtt = "\mathalphafontname:script=math,mapping=unimath-tt" at 10pt +\font\sevenmtt = "\mathalphafontname:script=math,mapping=unimath-tt,+ssty=0" at 7pt +\font \fivemtt = "\mathalphafontname:script=math,mapping=unimath-tt,+ssty=1" at 5pt +\textfont \mttfam = \tenmtt +\scriptfont \mttfam = \sevenmtt +\scriptscriptfont \mttfam = \fivemtt +\def\mtt{\fam\mttfam} +% \tt +\newfam\textttfam +\textfont \textttfam = \tentt +\scriptfont \textttfam = \seventt +\scriptscriptfont \textttfam = \fivett +\def\tt{\fam\textttfam\tentt} +% \mbfit +\newfam\mbfitfam +\font \tenmbfit = "\mathalphafontname:script=math,mapping=unimath-bfit" at 10pt +\font\sevenmbfit = "\mathalphafontname:script=math,mapping=unimath-bfit,+ssty=0" at 7pt +\font \fivembfit = "\mathalphafontname:script=math,mapping=unimath-bfit,+ssty=1" at 5pt +\textfont \mbfitfam = \tenmbfit +\scriptfont \mbfitfam = \sevenmbfit +\scriptscriptfont \mbfitfam = \fivembfit +\def\mbfit{\fam\mbfitfam} +% \bfit +\newfam\textbfitfam +\textfont \textbfitfam = \tenbfit +\scriptfont \textbfitfam = \sevenbfit +\scriptscriptfont \textbfitfam = \fivebfit +\def\bfit{\fam\textbfitfam\tenbfit} +% \msfbf +\newfam\msfbffam +\font \tenmsfbf = "\mathalphafontname:script=math,mapping=unimath-sfbf" at 10pt +\font\sevenmsfbf = "\mathalphafontname:script=math,mapping=unimath-sfbf,+ssty=0" at 7pt +\font \fivemsfbf = "\mathalphafontname:script=math,mapping=unimath-sfbf,+ssty=1" at 5pt +\textfont \msfbffam = \tenmsfbf +\scriptfont \msfbffam = \sevenmsfbf +\scriptscriptfont \msfbffam = \fivemsfbf +\def\msfbf{\fam\msfbffam} +% \sfbf +\newfam\textsfbffam +\textfont \textsfbffam = \tensfbf +\scriptfont \textsfbffam = \sevensfbf +\scriptscriptfont \textsfbffam = \fivesfbf +\def\sfbf{\fam\textsfbffam\tensfbf} +% \msfit +\newfam\msfitfam +\font \tenmsfit = "\mathalphafontname:script=math,mapping=unimath-sfit" at 10pt +\font\sevenmsfit = "\mathalphafontname:script=math,mapping=unimath-sfit,+ssty=0" at 7pt +\font \fivemsfit = "\mathalphafontname:script=math,mapping=unimath-sfit,+ssty=1" at 5pt +\textfont \msfitfam = \tenmsfit +\scriptfont \msfitfam = \sevenmsfit +\scriptscriptfont \msfitfam = \fivemsfit +\def\msfit{\fam\msfitfam} +% \sfit +\newfam\textsfitfam +\textfont \textsfitfam = \tensfit +\scriptfont \textsfitfam = \sevensfit +\scriptscriptfont \textsfitfam = \fivesfit +\def\sfit{\fam\textsfitfam\tensfit} +% \msfbfit +\newfam\msfbfitfam +\font \tenmsfbfit = "\mathalphafontname:script=math,mapping=unimath-sfbfit" at 10pt +\font\sevenmsfbfit = "\mathalphafontname:script=math,mapping=unimath-sfbfit,+ssty=0" at 7pt +\font \fivemsfbfit = "\mathalphafontname:script=math,mapping=unimath-sfbfit,+ssty=1" at 5pt +\textfont \msfbfitfam = \tenmsfbfit +\scriptfont \msfbfitfam = \sevenmsfbfit +\scriptscriptfont \msfbfitfam = \fivemsfbfit +\def\msfbfit{\fam\msfbfitfam} +% \sfbfit +\newfam\textsfbfitfam +\textfont \textsfbfitfam = \tensfbfit +\scriptfont \textsfbfitfam = \sevensfbfit +\scriptscriptfont \textsfbfitfam = \fivesfbfit +\def\sfbfit{\fam\textsfbfitfam\tensfbfit} +% ----------------- math only ----------------- % +% \scr +\newfam\scrfam +\font \tenscr = "\mathalphafontname:script=math,mapping=unimath-scr" at 10pt +\font\sevenscr = "\mathalphafontname:script=math,mapping=unimath-scr,+ssty=0" at 7pt +\font \fivescr = "\mathalphafontname:script=math,mapping=unimath-scr,+ssty=1" at 5pt +\textfont \scrfam = \tenscr +\scriptfont \scrfam = \sevenscr +\scriptscriptfont \scrfam = \fivescr +\def\scr{\fam\scrfam} +% \bb +\newfam\bbfam +\font \tenbb = "\mathalphafontname:script=math,mapping=unimath-bb" at 10pt +\font\sevenbb = "\mathalphafontname:script=math,mapping=unimath-bb,+ssty=0" at 7pt +\font \fivebb = "\mathalphafontname:script=math,mapping=unimath-bb,+ssty=1" at 5pt +\textfont \bbfam = \tenbb +\scriptfont \bbfam = \sevenbb +\scriptscriptfont \bbfam = \fivebb +\def\bb{\fam\bbfam} +% \frak +\newfam\frakfam +\font \tenfrak = "\mathalphafontname:script=math,mapping=unimath-frak" at 10pt +\font\sevenfrak = "\mathalphafontname:script=math,mapping=unimath-frak,+ssty=0" at 7pt +\font \fivefrak = "\mathalphafontname:script=math,mapping=unimath-frak,+ssty=1" at 5pt +\textfont \frakfam = \tenfrak +\scriptfont \frakfam = \sevenfrak +\scriptscriptfont \frakfam = \fivefrak +\def\frak{\fam\frakfam} +% \scrbf +\newfam\scrbffam +\font \tenscrbf = "\mathalphafontname:script=math,mapping=unimath-scrbf" at 10pt +\font\sevenscrbf = "\mathalphafontname:script=math,mapping=unimath-scrbf,+ssty=0" at 7pt +\font \fivescrbf = "\mathalphafontname:script=math,mapping=unimath-scrbf,+ssty=1" at 5pt +\textfont \scrbffam = \tenscrbf +\scriptfont \scrbffam = \sevenscrbf +\scriptscriptfont \scrbffam = \fivescrbf +\def\scrbf{\fam\scrbffam} +% \frakbf +\newfam\frakbffam +\font \tenfrakbf = "\mathalphafontname:script=math,mapping=unimath-frakbf" at 10pt +\font\sevenfrakbf = "\mathalphafontname:script=math,mapping=unimath-frakbf,+ssty=0" at 7pt +\font \fivefrakbf = "\mathalphafontname:script=math,mapping=unimath-frakbf,+ssty=1" at 5pt +\textfont \frakbffam = \tenfrakbf +\scriptfont \frakbffam = \sevenfrakbf +\scriptscriptfont \frakbffam = \fivefrakbf +\def\frakbf{\fam\frakbffam} +% \bbit +\newfam\bbitfam +\font \tenbbit = "\mathalphafontname:script=math,mapping=unimath-bbit" at 10pt +\font\sevenbbit = "\mathalphafontname:script=math,mapping=unimath-bbit,+ssty=0" at 7pt +\font \fivebbit = "\mathalphafontname:script=math,mapping=unimath-bbit,+ssty=1" at 5pt +\textfont \bbitfam = \tenbbit +\scriptfont \bbitfam = \sevenbbit +\scriptscriptfont \bbitfam = \fivebbit +\def\bbit{\fam\bbitfam} +% equivalent commands +\let\mitbf=\mbfit \let\mitsf=\msfit \let\mbfsf=\msfbf +\let\msfitbf=\msfbfit \let\mbfsfit=\msfbfit \let\mbfitsf=\msfbfit +\let\mitsfbf=\msfbfit \let\mitbfsf=\msfbfit +\let\itbf=\bfit \let\itsf=\sfit \let\bfsf=\sfbf +\let\sfitbf=\sfbfit \let\bfsfit=\sfbfit \let\bfitsf=\sfbfit +\let\itsfbf=\sfbfit \let\itbfsf=\sfbfit +\let\mscr=\scr \let\mcal=\scr \let\cal=\scr +\let\calbf=\scrbf \let\bfcal=\scrbf \let\mcalbf=\scrbf +\let\mbfcal=\scrbf \let\mscrbf=\scrbf \let\mbfscr=\scrbf +\let\bfscr=\scrbf +\let\bffrak=\frakbf \let\mfrakbf=\frakbf \let\mbffrak=\frakbf +\let\itbb=\bbit \let\mbbit=\bbit \let\mitbb=\bbit +% +% ---------------------------------------------------------------------- % +% \ifdefined\unimathsettings \unimathsettings \fi @@ -222,8 +409,8 @@ \Umathchardef #2 = 0 \ordfam #1 \Umathcode #1 = 0 \ordfam #1 \else\ifx#3\mathalpha - \Umathchardef #2 = 0 \normalfam #1 - \Umathcode #1 = 0 \normalfam #1 + \Umathchardef #2 = 0 \ordfam #1 + \Umathcode #1 = 0 \ordfam #1 \else\ifx#3\mathop \Umathchardef #2 = 1 \opfam #1 \Umathcode #1 = 1 \opfam #1 @@ -314,142 +501,128 @@ %\Umathcode `\{ = 4 \delimiterfam `\{ %\Umathcode `\} = 5 \delimiterfam `\} -\Umathcode `\0 = 0 \normalfam "30 -\Umathcode `\1 = 0 \normalfam "31 -\Umathcode `\2 = 0 \normalfam "32 -\Umathcode `\3 = 0 \normalfam "33 -\Umathcode `\4 = 0 \normalfam "34 -\Umathcode `\5 = 0 \normalfam "35 -\Umathcode `\6 = 0 \normalfam "36 -\Umathcode `\7 = 0 \normalfam "37 -\Umathcode `\8 = 0 \normalfam "38 -\Umathcode `\9 = 0 \normalfam "39 -\Umathcode `\A = 0 \normalfam "1D434 -\Umathcode `\B = 0 \normalfam "1D435 -\Umathcode `\C = 0 \normalfam "1D436 -\Umathcode `\D = 0 \normalfam "1D437 -\Umathcode `\E = 0 \normalfam "1D438 -\Umathcode `\F = 0 \normalfam "1D439 -\Umathcode `\G = 0 \normalfam "1D43A -\Umathcode `\H = 0 \normalfam "1D43B -\Umathcode `\I = 0 \normalfam "1D43C -\Umathcode `\J = 0 \normalfam "1D43D -\Umathcode `\K = 0 \normalfam "1D43E -\Umathcode `\L = 0 \normalfam "1D43F -\Umathcode `\M = 0 \normalfam "1D440 -\Umathcode `\N = 0 \normalfam "1D441 -\Umathcode `\O = 0 \normalfam "1D442 -\Umathcode `\P = 0 \normalfam "1D443 -\Umathcode `\Q = 0 \normalfam "1D444 -\Umathcode `\R = 0 \normalfam "1D445 -\Umathcode `\S = 0 \normalfam "1D446 -\Umathcode `\T = 0 \normalfam "1D447 -\Umathcode `\U = 0 \normalfam "1D448 -\Umathcode `\V = 0 \normalfam "1D449 -\Umathcode `\W = 0 \normalfam "1D44A -\Umathcode `\X = 0 \normalfam "1D44B -\Umathcode `\Y = 0 \normalfam "1D44C -\Umathcode `\Z = 0 \normalfam "1D44D -\Umathcode `\a = 0 \normalfam "1D44E -\Umathcode `\b = 0 \normalfam "1D44F -\Umathcode `\c = 0 \normalfam "1D450 -\Umathcode `\d = 0 \normalfam "1D451 -\Umathcode `\e = 0 \normalfam "1D452 -\Umathcode `\f = 0 \normalfam "1D453 -\Umathcode `\g = 0 \normalfam "1D454 -\Umathcode `\h = 0 \normalfam "0210E % Planck constant -\Umathcode `\i = 0 \normalfam "1D456 -\Umathcode `\j = 0 \normalfam "1D457 -\Umathcode `\k = 0 \normalfam "1D458 -\Umathcode `\l = 0 \normalfam "1D459 -\Umathcode `\m = 0 \normalfam "1D45A -\Umathcode `\n = 0 \normalfam "1D45B -\Umathcode `\o = 0 \normalfam "1D45C -\Umathcode `\p = 0 \normalfam "1D45D -\Umathcode `\q = 0 \normalfam "1D45E -\Umathcode `\r = 0 \normalfam "1D45F -\Umathcode `\s = 0 \normalfam "1D460 -\Umathcode `\t = 0 \normalfam "1D461 -\Umathcode `\u = 0 \normalfam "1D462 -\Umathcode `\v = 0 \normalfam "1D463 -\Umathcode `\w = 0 \normalfam "1D464 -\Umathcode `\x = 0 \normalfam "1D465 -\Umathcode `\y = 0 \normalfam "1D466 -\Umathcode `\z = 0 \normalfam "1D467 -\Umathcode `\Α = 0 \normalfam "1D6E2 -\Umathcode `\Β = 0 \normalfam "1D6E3 -\Umathcode `\Γ = 0 \normalfam "1D6E4 -\Umathcode `\Δ = 0 \normalfam "1D6E5 -\Umathcode `\Ε = 0 \normalfam "1D6E6 -\Umathcode `\Ζ = 0 \normalfam "1D6E7 -\Umathcode `\Η = 0 \normalfam "1D6E8 -\Umathcode `\Θ = 0 \normalfam "1D6E9 -\Umathcode `\Ι = 0 \normalfam "1D6EA -\Umathcode `\Κ = 0 \normalfam "1D6EB -\Umathcode `\Λ = 0 \normalfam "1D6EC -\Umathcode `\Μ = 0 \normalfam "1D6ED -\Umathcode `\Ν = 0 \normalfam "1D6EE -\Umathcode `\Ξ = 0 \normalfam "1D6EF -\Umathcode `\Ο = 0 \normalfam "1D6F0 -\Umathcode `\Π = 0 \normalfam "1D6F1 -\Umathcode `\Ρ = 0 \normalfam "1D6F2 -\Umathcode `\Σ = 0 \normalfam "1D6F4 -\Umathcode `\Τ = 0 \normalfam "1D6F5 -\Umathcode `\Υ = 0 \normalfam "1D6F6 -\Umathcode `\Φ = 0 \normalfam "1D6F7 -\Umathcode `\Χ = 0 \normalfam "1D6F8 -\Umathcode `\Ψ = 0 \normalfam "1D6F9 -\Umathcode `\Ω = 0 \normalfam "1D6FA -\Umathcode `\α = 0 \normalfam "1D6FC -\Umathcode `\β = 0 \normalfam "1D6FD -\Umathcode `\γ = 0 \normalfam "1D6FE -\Umathcode `\δ = 0 \normalfam "1D6FF -\Umathcode `\ε = 0 \normalfam "1D700 -\Umathcode `\ζ = 0 \normalfam "1D701 -\Umathcode `\η = 0 \normalfam "1D702 -\Umathcode `\θ = 0 \normalfam "1D703 -\Umathcode `\ι = 0 \normalfam "1D704 -\Umathcode `\κ = 0 \normalfam "1D705 -\Umathcode `\λ = 0 \normalfam "1D706 -\Umathcode `\μ = 0 \normalfam "1D707 -\Umathcode `\ν = 0 \normalfam "1D708 -\Umathcode `\ξ = 0 \normalfam "1D709 -\Umathcode `\ο = 0 \normalfam "1D70A -\Umathcode `\π = 0 \normalfam "1D70B -\Umathcode `\ρ = 0 \normalfam "1D70C -\Umathcode `\ς = 0 \normalfam "1D70D -\Umathcode `\σ = 0 \normalfam "1D70E -\Umathcode `\τ = 0 \normalfam "1D70F -\Umathcode `\υ = 0 \normalfam "1D710 -\Umathcode `\φ = 0 \normalfam "1D719 -\Umathcode `\χ = 0 \normalfam "1D712 -\Umathcode `\ψ = 0 \normalfam "1D713 -\Umathcode `\ω = 0 \normalfam "1D714 -\Umathcode `\ϑ = 0 \normalfam "1D717 -\Umathcode `\ϕ = 0 \normalfam "1D711 -\Umathcode `\ϖ = 0 \normalfam "1D71B -\Umathcode `\ϰ = 0 \normalfam "1D718 -\Umathcode `\ϱ = 0 \normalfam "1D71A -\Umathcode `\ϴ = 0 \normalfam "1D6F3 -\Umathcode `\ϵ = 0 \normalfam "1D716 +\Umathcode `\0 = 7 \mrmfam `\0 %"30 +\Umathcode `\1 = 7 \mrmfam `\1 %"31 +\Umathcode `\2 = 7 \mrmfam `\2 %"32 +\Umathcode `\3 = 7 \mrmfam `\3 %"33 +\Umathcode `\4 = 7 \mrmfam `\4 %"34 +\Umathcode `\5 = 7 \mrmfam `\5 %"35 +\Umathcode `\6 = 7 \mrmfam `\6 %"36 +\Umathcode `\7 = 7 \mrmfam `\7 %"37 +\Umathcode `\8 = 7 \mrmfam `\8 %"38 +\Umathcode `\9 = 7 \mrmfam `\9 %"39 +\Umathcode `\A = 7 \mitfam `\A %"1D434 +\Umathcode `\B = 7 \mitfam `\B %"1D435 +\Umathcode `\C = 7 \mitfam `\C %"1D436 +\Umathcode `\D = 7 \mitfam `\D %"1D437 +\Umathcode `\E = 7 \mitfam `\E %"1D438 +\Umathcode `\F = 7 \mitfam `\F %"1D439 +\Umathcode `\G = 7 \mitfam `\G %"1D43A +\Umathcode `\H = 7 \mitfam `\H %"1D43B +\Umathcode `\I = 7 \mitfam `\I %"1D43C +\Umathcode `\J = 7 \mitfam `\J %"1D43D +\Umathcode `\K = 7 \mitfam `\K %"1D43E +\Umathcode `\L = 7 \mitfam `\L %"1D43F +\Umathcode `\M = 7 \mitfam `\M %"1D440 +\Umathcode `\N = 7 \mitfam `\N %"1D441 +\Umathcode `\O = 7 \mitfam `\O %"1D442 +\Umathcode `\P = 7 \mitfam `\P %"1D443 +\Umathcode `\Q = 7 \mitfam `\Q %"1D444 +\Umathcode `\R = 7 \mitfam `\R %"1D445 +\Umathcode `\S = 7 \mitfam `\S %"1D446 +\Umathcode `\T = 7 \mitfam `\T %"1D447 +\Umathcode `\U = 7 \mitfam `\U %"1D448 +\Umathcode `\V = 7 \mitfam `\V %"1D449 +\Umathcode `\W = 7 \mitfam `\W %"1D44A +\Umathcode `\X = 7 \mitfam `\X %"1D44B +\Umathcode `\Y = 7 \mitfam `\Y %"1D44C +\Umathcode `\Z = 7 \mitfam `\Z %"1D44D +\Umathcode `\a = 7 \mitfam `\a %"1D44E +\Umathcode `\b = 7 \mitfam `\b %"1D44F +\Umathcode `\c = 7 \mitfam `\c %"1D450 +\Umathcode `\d = 7 \mitfam `\d %"1D451 +\Umathcode `\e = 7 \mitfam `\e %"1D452 +\Umathcode `\f = 7 \mitfam `\f %"1D453 +\Umathcode `\g = 7 \mitfam `\g %"1D454 +\Umathcode `\h = 7 \mitfam `\h %"0210E % Planck constant +\Umathcode `\i = 7 \mitfam `\i %"1D456 +\Umathcode `\j = 7 \mitfam `\j %"1D457 +\Umathcode `\k = 7 \mitfam `\k %"1D458 +\Umathcode `\l = 7 \mitfam `\l %"1D459 +\Umathcode `\m = 7 \mitfam `\m %"1D45A +\Umathcode `\n = 7 \mitfam `\n %"1D45B +\Umathcode `\o = 7 \mitfam `\o %"1D45C +\Umathcode `\p = 7 \mitfam `\p %"1D45D +\Umathcode `\q = 7 \mitfam `\q %"1D45E +\Umathcode `\r = 7 \mitfam `\r %"1D45F +\Umathcode `\s = 7 \mitfam `\s %"1D460 +\Umathcode `\t = 7 \mitfam `\t %"1D461 +\Umathcode `\u = 7 \mitfam `\u %"1D462 +\Umathcode `\v = 7 \mitfam `\v %"1D463 +\Umathcode `\w = 7 \mitfam `\w %"1D464 +\Umathcode `\x = 7 \mitfam `\x %"1D465 +\Umathcode `\y = 7 \mitfam `\y %"1D466 +\Umathcode `\z = 7 \mitfam `\z %"1D467 +\Umathcode `\Α = 7 \mrmfam `\Α %"1D6E2 +\Umathcode `\Β = 7 \mrmfam `\Β %"1D6E3 +\Umathcode `\Γ = 7 \mrmfam `\Γ %"1D6E4 +\Umathcode `\Δ = 7 \mrmfam `\Δ %"1D6E5 +\Umathcode `\Ε = 7 \mrmfam `\Ε %"1D6E6 +\Umathcode `\Ζ = 7 \mrmfam `\Ζ %"1D6E7 +\Umathcode `\Η = 7 \mrmfam `\Η %"1D6E8 +\Umathcode `\Θ = 7 \mrmfam `\Θ %"1D6E9 +\Umathcode `\Ι = 7 \mrmfam `\Ι %"1D6EA +\Umathcode `\Κ = 7 \mrmfam `\Κ %"1D6EB +\Umathcode `\Λ = 7 \mrmfam `\Λ %"1D6EC +\Umathcode `\Μ = 7 \mrmfam `\Μ %"1D6ED +\Umathcode `\Ν = 7 \mrmfam `\Ν %"1D6EE +\Umathcode `\Ξ = 7 \mrmfam `\Ξ %"1D6EF +\Umathcode `\Ο = 7 \mrmfam `\Ο %"1D6F0 +\Umathcode `\Π = 7 \mrmfam `\Π %"1D6F1 +\Umathcode `\Ρ = 7 \mrmfam `\Ρ %"1D6F2 +\Umathcode `\Σ = 7 \mrmfam `\Σ %"1D6F4 +\Umathcode `\Τ = 7 \mrmfam `\Τ %"1D6F5 +\Umathcode `\Υ = 7 \mrmfam `\Υ %"1D6F6 +\Umathcode `\Φ = 7 \mrmfam `\Φ %"1D6F7 +\Umathcode `\Χ = 7 \mrmfam `\Χ %"1D6F8 +\Umathcode `\Ψ = 7 \mrmfam `\Ψ %"1D6F9 +\Umathcode `\Ω = 7 \mrmfam `\Ω %"1D6FA +\Umathcode `\α = 7 \mitfam `\α %"1D6FC +\Umathcode `\β = 7 \mitfam `\β %"1D6FD +\Umathcode `\γ = 7 \mitfam `\γ %"1D6FE +\Umathcode `\δ = 7 \mitfam `\δ %"1D6FF +\Umathcode `\ε = 7 \mitfam `\ε %"1D700 +\Umathcode `\ζ = 7 \mitfam `\ζ %"1D701 +\Umathcode `\η = 7 \mitfam `\η %"1D702 +\Umathcode `\θ = 7 \mitfam `\θ %"1D703 +\Umathcode `\ι = 7 \mitfam `\ι %"1D704 +\Umathcode `\κ = 7 \mitfam `\κ %"1D705 +\Umathcode `\λ = 7 \mitfam `\λ %"1D706 +\Umathcode `\μ = 7 \mitfam `\μ %"1D707 +\Umathcode `\ν = 7 \mitfam `\ν %"1D708 +\Umathcode `\ξ = 7 \mitfam `\ξ %"1D709 +\Umathcode `\ο = 7 \mitfam `\ο %"1D70A +\Umathcode `\π = 7 \mitfam `\π %"1D70B +\Umathcode `\ρ = 7 \mitfam `\ρ %"1D70C +\Umathcode `\ς = 7 \mitfam `\ς %"1D70D +\Umathcode `\σ = 7 \mitfam `\σ %"1D70E +\Umathcode `\τ = 7 \mitfam `\τ %"1D70F +\Umathcode `\υ = 7 \mitfam `\υ %"1D710 +\Umathcode `\φ = 7 \mitfam `\φ %"1D719 +\Umathcode `\χ = 7 \mitfam `\χ %"1D712 +\Umathcode `\ψ = 7 \mitfam `\ψ %"1D713 +\Umathcode `\ω = 7 \mitfam `\ω %"1D714 +\Umathcode `\ϑ = 7 \mitfam `\ϑ %"1D717 +\Umathcode `\ϕ = 7 \mitfam `\ϕ %"1D711 +\Umathcode `\ϖ = 7 \mitfam `\ϖ %"1D71B +\Umathcode `\ϰ = 7 \mitfam `\ϰ %"1D718 +\Umathcode `\ϱ = 7 \mitfam `\ϱ %"1D71A +\Umathcode `\ϴ = 7 \mrmfam `\ϴ %"1D6F3 +\Umathcode `\ϵ = 7 \mitfam `\ϵ %"1D716 % Some rarely-used Greek letters -\Umathcode `\Ϝ = 0 \normalfam "003DC -\Umathcode `\ϝ = 0 \normalfam "003DD -\Umathcode `\϶ = 0 \normalfam "003F6 - -\input unimath-plain-alphabet -\let\itbf=\bfit -\let\itsf=\sfit -\let\bfsf=\sfbf -\let\sfitbf=\sfbfit -\let\bfsfit=\sfbfit -\let\bfitsf=\sfbfit -\let\itsfbf=\sfbfit -\let\itbfsf=\sfbfit -\let\cal=\scr -\let\bfscr=\scrbf -\let\bffrak=\frakbf -\let\itbb=\bbit +\Umathcode `\Ϝ = 0 \ordfam "003DC +\Umathcode `\ϝ = 0 \ordfam "003DD +\Umathcode `\϶ = 0 \ordfam "003F6 % Greek letter command \let\Alpha=Α \let\Beta=Β \let\Gamma=Γ \let\Delta=Δ |