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89d185fa3e0d3620703ad4b723ef85695ce427da6235fe91d74fc22d1ffcfd5d coq-8.3pl5.tar.gz | |
f46ae5b6f0bea9dc299de6f3c020ee75c40581e32a1832e9a290d098a6a2424d coq-8.4.tar.gz | |
5d0e4553ab50677a94b4d5ca1650a90718e9362082a649ba95be4010390a0f80 coq-8.4pl1.tar.gz | |
fb719a38f613b01861e3b251e745a5c8ef395a26ce7029668e85ac75fcbca2d8 coq-8.4pl2.tar.gz | |
97583d637f981c5554007f4e99ce6420ebc737186b1d021bd71766fd891cfb38 coq-8.4pl3.tar.gz | |
85a728e28346dec378d5437f7c409eab20bd42aa528b5f873cb0c9827d5baaa3 mathcomp-1.5rc1.tar.gz | |
5d0769c1639dcccbfe57407591ddfc12dee163c46fc012b307f17aedb5ab4d1d ssreflect-1.4-coq8.3pl4.tar.gz | |
f044de8f75008000caf0ad61829f936384ee2d4b5fa40630352826c07b125dfb ssreflect-1.4-coq8.4.tar.gz | |
f85d8ced769b6c38a499681a52480f2e0b9b7a0a8f028a3d35ecd1794ae64fc2 ssreflect-1.5rc1.tar.gz |
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/switch { % key cases otherwise <switch> any | |
2 index null eq { | |
exch pop exch pop | |
} { | |
1 index 3 index known { | |
pop exch get | |
} { | |
exch pop exch pop | |
} ifelse | |
} ifelse |
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\def\lst@Init#1{% | |
\begingroup | |
\ifx\lst@float\relax\else | |
\edef\@tempa{\noexpand\lst@beginfloat{lstlisting}[\lst@float]}% | |
\expandafter\@tempa | |
\fi | |
\ifx\lst@multicols\@empty\else | |
\edef\lst@next{\noexpand\multicols{\lst@multicols}} | |
\expandafter\lst@next | |
\fi |
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zero = lambda f: lambda x: x | |
succn = lambda n: lambda f: lambda x: f(n(f)(x)) | |
true = lambda x: lambda y: x | |
false = lambda x: lambda y: y | |
negb = lambda b: lambda x: lambda y: b(y)(x) | |
iszero = lambda n: n(lambda x: false)(true) | |
predn = lambda n: n(lambda p: lambda f: f(p(false))(succn(p(false))))(lambda f: f(zero)(zero))(true) | |
subn = lambda n: lambda m: m(predn)(n) | |
leq = lambda n: lambda m: negb(iszero(subn(m)(n))) | |
modn = lambda n: lambda m: n(lambda n: leq(m)(n)(subn(n)(m))(n))(n) |
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Require Import | |
Ssreflect.ssreflect Ssreflect.ssrfun Ssreflect.ssrbool Ssreflect.eqtype | |
Ssreflect.ssrnat Ssreflect.seq | |
Coq.Logic.JMeq Coq.Bool.Bvector Coq.PArith.BinPosDef Coq.NArith.BinNat. | |
Set Implicit Arguments. | |
Axiom (PrintAxiom : forall (T : Type), T -> Prop). | |
Theorem minn_idPr' m n : n <= m -> minn m n = n. |
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* 1日目西 | |
あ-16a「となりのチベくん」 | |
- 接触編 |
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#!/bin/sh | |
# ~/.ssh/key-manager-config | |
# $1 に鍵の名前を取り、それが正しい名前であれば、1行目にその秘密鍵を持って良い計 | |
# 算機のリストを、2行目にその鍵で入れるようにする計算機のリストを出力する。 | |
case "$1" in | |
master) | |
echo | |
echo hostA hostB www.coins.tsukuba.ac.jp |
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* 1日目西 | |
れ-72a となりのチベくん | |
- となりの801ちゃん発動編。 (1000円) | |
* 3日目東 | |
A-42a KEI画廊 | |
- 画vol.11 | |
A-80ab むてけいファイヤー/ロマンス |
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#!/bin/bash | |
usage_exit(){ | |
echo "usage: pagenum [-o offset] file.pdf" 1>&2 | |
exit 1 | |
} | |
pagenum_ps(){ | |
cat <<EOT | |
/input (%stdin) (r) file def |