Luamplib et animate

diff --git a/luamplibAnimate/LISTE.txt b/luamplibAnimate/LISTE.txt
new file mode 100644 (file)
index 0000000..914f4d4
--- /dev/null
+++ b/luamplibAnimate/LISTE.txt
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+== Sources et pdf produit
+mplibanimate.pdf
+mplibanimate.tex

diff --git a/luamplibAnimate/Makefile b/luamplibAnimate/Makefile
new file mode 100644 (file)
index 0000000..e554521
--- /dev/null
+++ b/luamplibAnimate/Makefile
@@ -0,0 +1,7 @@
+TXT = $(wildcard *.md)
+HTM = $(patsubst %.md,%.html,$(TXT))
+TEX = $(patsubst %.text,%.tex,$(TXT))
+
+html: $(HTM)
+$(HTM) : %.html : %.md
+       pandoc -s  --template page-html.tmpl --email-obfuscation=references -f markdown -t html $< > $@

diff --git a/luamplibAnimate/index.xml b/luamplibAnimate/index.xml
new file mode 100644 (file)
index 0000000..c762cdb
--- /dev/null
+++ b/luamplibAnimate/index.xml
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+<page encoding="UTF-8">
+  <titre>
+    Animation avec luamplib et animate
+  </titre>
+  <contenu date="fichier" f="page.html"/>
+  <auteur>Maxime Chupin</auteur>
+</page>

diff --git a/luamplibAnimate/mplibanimate.pdf b/luamplibAnimate/mplibanimate.pdf
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+stream
+%!PS-AdobeFont-1.0: CMMI10 003.002
+%%Title: CMMI10
+%Version: 003.002
+%%CreationDate: Mon Jul 13 16:17:00 2009
+%%Creator: David M. Jones
+%Copyright: Copyright (c) 1997, 2009 American Mathematical Society
+%Copyright: (<http://www.ams.org>), with Reserved Font Name CMMI10.
+% This Font Software is licensed under the SIL Open Font License, Version 1.1.
+% This license is in the accompanying file OFL.txt, and is also
+% available with a FAQ at: http://scripts.sil.org/OFL.
+%%EndComments
+FontDirectory/CMMI10 known{/CMMI10 findfont dup/UniqueID known{dup
+/UniqueID get 5087385 eq exch/FontType get 1 eq and}{pop false}ifelse
+{save true}{false}ifelse}{false}ifelse
+11 dict begin
+/FontType 1 def
+/FontMatrix [0.001 0 0 0.001 0 0 ]readonly def
+/FontName /QDPNUG+CMMI10 def
+/FontBBox {-32 -250 1048 750 }readonly def
+/UniqueID 5087385 def
+/PaintType 0 def
+/FontInfo 10 dict dup begin
+/version (003.002) readonly def
+/Notice (Copyright \050c\051 1997, 2009 American Mathematical Society \050<http://www.ams.org>\051, with Reserved Font Name CMMI10.) readonly def
+/FullName (CMMI10) readonly def
+/FamilyName (Computer Modern) readonly def
+/Weight (Medium) readonly def
+/ItalicAngle -14.04 def
+/isFixedPitch false def
+/UnderlinePosition -100 def
+/UnderlineThickness 50 def
+/ascent 750 def
+end readonly def
+/Encoding 256 array
+0 1 255 {1 index exch /.notdef put} for
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+dup 79 /O put
+dup 80 /P put
+dup 81 /Q put
+dup 82 /R put
+dup 97 /a put
+dup 120 /x put
+dup 121 /y put
+readonly def
+currentdict end
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+%%Title: CMR10
+%Version: 003.002
+%%CreationDate: Mon Jul 13 16:17:00 2009
+%%Creator: David M. Jones
+%Copyright: Copyright (c) 1997, 2009 American Mathematical Society
+%Copyright: (<http://www.ams.org>), with Reserved Font Name CMR10.
+% This Font Software is licensed under the SIL Open Font License, Version 1.1.
+% This license is in the accompanying file OFL.txt, and is also
+% available with a FAQ at: http://scripts.sil.org/OFL.
+%%EndComments
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+%!PS-AdobeFont-1.0: CMR7 003.002
+%%Title: CMR7
+%Version: 003.002
+%%CreationDate: Mon Jul 13 16:17:00 2009
+%%Creator: David M. Jones
+%Copyright: Copyright (c) 1997, 2009 American Mathematical Society
+%Copyright: (<http://www.ams.org>), with Reserved Font Name CMR7.
+% This Font Software is licensed under the SIL Open Font License, Version 1.1.
+% This license is in the accompanying file OFL.txt, and is also
+% available with a FAQ at: http://scripts.sil.org/OFL.
+%%EndComments
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+/UniqueID 5000790 def
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+/Notice (Copyright \050c\051 1997, 2009 American Mathematical Society \050<http://www.ams.org>\051, with Reserved Font Name CMR7.) readonly def
+/FullName (CMR7) readonly def
+/FamilyName (Computer Modern) readonly def
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+/isFixedPitch false def
+/UnderlinePosition -100 def
+/UnderlineThickness 50 def
+end readonly def
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+%%Title: CMSY10
+%Version: 003.002
+%%CreationDate: Mon Jul 13 16:17:00 2009
+%%Creator: David M. Jones
+%Copyright: Copyright (c) 1997, 2009 American Mathematical Society
+%Copyright: (<http://www.ams.org>), with Reserved Font Name CMSY10.
+% This Font Software is licensed under the SIL Open Font License, Version 1.1.
+% This license is in the accompanying file OFL.txt, and is also
+% available with a FAQ at: http://scripts.sil.org/OFL.
+%%EndComments
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+/UnderlinePosition -100 def
+/UnderlineThickness 50 def
+end readonly def
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+%%Title: CMTI10
+%Version: 003.002
+%%CreationDate: Mon Jul 13 16:17:00 2009
+%%Creator: David M. Jones
+%Copyright: Copyright (c) 1997, 2009 American Mathematical Society
+%Copyright: (<http://www.ams.org>), with Reserved Font Name CMTI10.
+% This Font Software is licensed under the SIL Open Font License, Version 1.1.
+% This license is in the accompanying file OFL.txt, and is also
+% available with a FAQ at: http://scripts.sil.org/OFL.
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+\ 2\0\ 6ò\1c\ 1\0\93ð\0\ 1\0\937\0\ 2\0\0\15\r\ 2\0\0\15\f\ 2\0\ 6ò\1d\ 1\0ª¸\0\ 1\0©ÿ\0\ 2\0\0\15\ f\ 2\0\0\15\ e\ 2\0\ 6ò\1e\ 1\0Á\97\0\ 1\0ÀÞ\0\ 2\0\0\15\11\ 2\0\0\15\10\ 2\0\ 6ò\1f\ 1\0Ø\8d\0\ 1\0×Ô\0\ 2\0\0\15\13\ 2\0\0\15\12\ 2\0\ 6ò \ 1\0ï\9c\0\ 1\0îã\0\ 2\0\0\15\15\ 2\0\0\15\14\ 2\0\ 6ò!\ 1\ 1\ 6Â\0\ 1\ 1\ 6     \0\ 2\0\0\15\17\ 2\0\0\15\16\ 2\0\ 6ò"\ 1\ 1\1dÿ\0\ 1\ 1\1dF\0\ 2\0\0\15\19\ 2\0\0\15\18\ 2\0\ 6ò#\ 1\ 15S\0\ 1\ 14\9a\0\ 2\0\0\15\e\ 2\0\0\15\1a\ 2\0\ 6ò$\ 1\ 1L½\0\ 1\ 1L\ 4\0\ 2\0\0\15\1d\ 2\0\0\15\1c\ 2\0\ 6ò%\ 1\ 1d=\0\ 1\ 1c\84\0\ 2\0\0\15\1f\ 2\0\0\15\1e\ 2\0\ 6ò&\ 1\ 1{Õ\0\ 1\ 1{\e\0\ 2\0\0\15!\ 2\0\0\15 \ 2\0\ 6ò'\ 1\ 1\93\86\0\ 1\ 1\92Ë\0\ 2\0\0\15#\ 2\0\0\15"\ 2\0\ 6ò(\ 1\ 1«J\0\ 1\ 1ª\8f\0\ 2\0\0\15%\ 2\0\0\15$\ 2\0\ 6ò)\ 1\ 1Ã#\0\ 1\ 1Âh\0\ 2\0\0\15'\ 2\0\0\15&\ 2\0\ 6ò*\ 1\ 1Û\13\0\ 1\ 1ÚX\0\ 2\0\0\15)\ 2\0\0\15(\ 2\0\ 6ò+\ 1\ 1ó\1a\0\ 1\ 1ò_\0\ 2\0\0\15+\ 2\0\0\15*\ 2\0\ 6ò,\ 1\ 2\v6\0\ 1\ 2
+{\0\ 2\0\0\15-\ 2\0\0\15,\ 2\0\ 6ò-\ 1\ 2#i\0\ 1\ 2"®\0\ 2\0\0\15/\ 2\0\0\15.\ 2\0\ 6ò.\ 1\ 2;³\0\ 1\ 2:ø\0\ 2\0\0\151\ 2\0\0\150\ 2\0\ 6ò/\ 1\ 2T\14\0\ 1\ 2SY\0\ 2\0\0\153\ 2\0\0\152\ 2\0\ 6ò0\ 1\ 2l\8c\0\ 1\ 2kÑ\0\ 2\0\0\155\ 2\0\0\154\ 2\0\ 6ò1\ 1\ 2\85\e\0\ 1\ 2\84`\0\ 2\0\0\157\ 2\0\0\156\ 2\0\ 6ò2\ 1\ 2\9dÁ\0\ 1\ 2\9d\ 6\0\ 2\0\0\159\ 2\0\0\158\ 2\0\ 6ò3\ 1\ 2¶~\0\ 1\ 2µÃ\0\ 2\0\0\15;\ 2\0\0\15:\ 2\0\ 6ò4\ 1\ 2ÏC\0\ 1\ 2Î\88\0\ 2\0\0\15=\ 2\0\0\15<\ 2\0\ 6ò5\ 1\ 2è\1e\0\ 1\ 2çc\0\ 2\0\0\15?\ 2\0\0\15>\ 2\0\ 6ò6\ 1\ 3\ 1\f\0\ 1\ 3\0Q\0\ 2\0\0\15A\ 2\0\0\15@\ 2\0\ 6ò7\ 1\ 3\1a\10\0\ 1\ 3\19U\0\ 2\0\0\15C\ 2\0\0\15B\ 2\0\ 6ò8\ 1\ 33*\0\ 1\ 32o\0\ 2\0\0\15E\ 2\0\0\15D\ 2\0\ 6ò9\ 1\ 3LZ\0\ 1\ 3K\9f\0\ 2\0\0\15G\ 2\0\0\15F\ 2\0\ 6ò:\ 1\ 3e \0\ 1\ 3då\0\ 2\0\0\15I\ 2\0\0\15H\ 2\0\ 6ò;\ 1\ 3~ü\0\ 1\ 3~A\0\ 2\0\0\15K\ 2\0\0\15J\ 2\0\ 6ò<\ 1\ 3\98n\0\ 1\ 3\97³\0\ 2\0\0\15M\ 2\0\0\15L\ 2\0\ 6ò=\ 1\ 3±ö\0\ 1\ 3±;\0\ 2\0\0\15O\ 2\0\0\15N\ 2\0\ 6ò>\ 1\ 3Ë\94\0\ 1\ 3ÊÙ\0\ 2\0\0\15Q\ 2\0\0\15P\ 2\0\ 6ò?\ 1\ 3åH\0\ 1\ 3ä\8d\0\ 2\0\0\15S\ 2\0\0\15R\ 2\0\ 6ò@\ 1\ 3ÿ\12\0\ 1\ 3þW\0\ 2\0\0\15U\ 2\0\0\15T\ 2\0\ 6òA\ 1\ 4\18ò\0\ 1\ 4\187\0\ 2\0\0\15W\ 2\0\0\15V\ 2\0\ 6òB\ 1\ 42è\0\ 1\ 42-\0\ 2\0\0\15Y\ 2\0\0\15X\ 2\0\ 6òC\ 1\ 4Lô\0\ 1\ 4L9\0\ 2\0\0\15[\ 2\0\0\15Z\ 2\0\ 6òD\ 1\ 4g\16\0\ 1\ 4f[\0\ 2\0\0\15]\ 2\0\0\15\\ 2\0\ 6òE\ 1\ 4\81N\0\ 1\ 4\80\93\0\ 2\0\0\15_\ 2\0\0\15^\ 2\0\ 6òF\ 1\ 4\9b\9c\0\ 1\ 4\9aá\0\ 2\0\0\15a\ 2\0\0\15`\ 2\0\ 6òG\ 1\ 4¶\0\0\ 1\ 4µE\0\ 2\0\0\15c\ 2\0\0\15b\ 2\0\ 6òH\ 1\ 4òe\0\ 1\ 4ñ©\0\ 2\0\ 1\10\ 1\ 2\0\ 1\10\0\ 1
+\89J\0\ 2\0\ 6òI\ 1\ 5\fö\0\ 1\ 5\f:\0\ 2\0\ 1\10\ 3\ 2\0\ 1\10\ 2\ 2\0\ 6òJ\ 1\ 5'\9d\0\ 1\ 5&á\0\ 2\0\ 1\10\ 5\ 2\0\ 1\10\ 4\ 2\0\ 6òK\ 1\ 5BZ\0\ 1\ 5A\9e\0\ 2\0\ 1\10\a\ 2\0\ 1\10\ 6\ 2\0\ 6òL\ 1\ 5]-\0\ 1\ 5\q\0\ 2\0\ 1\10      \ 2\0\ 1\10\b\ 2\0\ 6òM\ 1\ 5x\16\0\ 1\ 5wZ\0\ 2\0\ 1\10\v\ 2\0\ 1\10
+\ 2\0\ 6òN\ 1\ 5\93\15\0\ 1\ 5\92Y\0\ 2\0\ 1\10\r\ 2\0\ 1\10\f\ 2\0\ 6òO\ 1\ 5®*\0\ 1\ 5­n\0\ 2\0\ 1\10\ f\ 2\0\ 1\10\ e\ 2\0\ 6òP\ 1\ 5ÉU\0\ 1\ 5È\99\0\ 2\0\ 1\10\11\ 2\0\ 1\10\10\ 2\0\ 6òQ\ 1\ 5ä\96\0\ 1\ 5ãÚ\0\ 2\0\ 1\10\13\ 2\0\ 1\10\12\ 2\0\ 6òR\ 1\ 5ÿí\0\ 1\ 5ÿ1\0\ 2\0\ 1\10\15\ 2\0\ 1\10\14\ 2\0\ 6òS\ 1\ 6\e[\0\ 1\ 6\1a\9f\0\ 2\0\ 1\10\17\ 2\0\ 1\10\16\ 2\0\ 6òT\ 1\ 66ß\0\ 1\ 66#\0\ 2\0\ 1\10\19\ 2\0\ 1\10\18\ 2\0\ 6òU\ 1\ 6R|\0\ 1\ 6QÀ\0\ 2\0\ 1\10\e\ 2\0\ 1\10\1a\ 2\0\ 6òV\ 1\ 6n/\0\ 1\ 6ms\0\ 2\0\ 1\10\1d\ 2\0\ 1\10\1c\ 2\0\ 6òW\ 1\ 6\89ó\0\ 1\ 6\897\0\ 2\0\ 1\10\1f\ 2\0\ 1\10\1e\ 2\0\ 6òX\ 1\ 6¥Í\0\ 1\ 6¥\11\0\ 2\0\ 1\10!\ 2\0\ 1\10 \ 2\0\ 6òY\ 1\ 6Á»\0\ 1\ 6Àÿ\0\ 2\0\ 1\10#\ 2\0\ 1\10"\ 2\0\ 6òZ\ 1\ 6ݾ\0\ 1\ 6Ý\ 2\0\ 2\0\ 1\10%\ 2\0\ 1\10$\ 2\0\ 6ò[\ 1\ 6ùÖ\0\ 1\ 6ù\1a\0\ 2\0\ 1\10'\ 2\0\ 1\10&\ 2\0\ 6ò\\ 1\a\16\ 4\0\ 1\a\15H\0\ 2\0\ 1\10)\ 2\0\ 1\10(\ 2\0\ 6ò]\ 1\a2H\0\ 1\a1\8c\0\ 2\0\ 1\10+\ 2\0\ 1\10*\ 2\0\ 6ò^\ 1\aN \0\ 1\aMä\0\ 2\0\ 1\10-\ 2\0\ 1\10,\ 2\0\ 6ò_\ 1\ak\ e\0\ 1\ajR\0\ 2\0\ 1\10/\ 2\0\ 1\10.\ 2\0\ 6ò`\ 1\a\87\8d\0\ 1\a\86Ñ\0\ 2\0\ 1\101\ 2\0\ 1\100\ 2\0\ 6òa\ 1\a¤"\0\ 1\a£f\0\ 2\0\ 1\103\ 2\0\ 1\102\ 2\0\ 6òb\ 1\aÀÍ\0\ 1\aÀ\11\0\ 2\0\ 1\105\ 2\0\ 1\104\ 2\0\ 6òc\ 1\aÝ\8e\0\ 1\aÜÒ\0\ 2\0\ 1\107\ 2\0\ 1\106\ 2\0\a9\0\ 1\aúg\0\ 1\aù«\0\ 2\0\ 1\109\ 2\0\ 1\108\ 2\0\a9\ 1\ 1\b\17V\0\ 1\b\16\9a\0\ 2\0\ 1\10;\ 2\0\ 1\10:\ 2\0\a9\ 2\ 1\b4[\0\ 1\b3\9f\0\ 2\0\ 1\10=\ 2\0\ 1\10<\ 2\0\a9\ 3\ 1\bQv\0\ 1\bPº\0\ 2\0\ 1\10?\ 2\0\ 1\10>\ 2\0\a9\ 4\ 1\bn§\0\ 1\bmë\0\ 2\0\ 1\10A\ 2\0\ 1\10@\ 2\0\a9\ 5\ 1\b\8bì\0\ 1\b\8b0\0\ 2\0\ 1\10C\ 2\0\ 1\10B\ 2\0\a9\ 6\ 1\b©G\0\ 1\b¨\8b\0\ 2\0\ 1\10E\ 2\0\ 1\10D\ 2\0\a9\a\ 1\bƸ\0\ 1\bÅü\0\ 2\0\ 1\10G\ 2\0\ 1\10F\ 2\0\a9\b\ 1\bä,\0\ 1\bãp\0\ 2\0\ 1\10I\ 2\0\ 1\10H\ 2\0\a9    \ 1       \ 1³\0\ 1    \0÷\0\ 2\0\ 1\10K\ 2\0\ 1\10J\ 2\0\a9
+\ 1      \1fN\0\ 1    \1e\92\0\ 2\0\ 1\10M\ 2\0\ 1\10L\ 2\0\a9\v\ 1     <ý\0\ 1    <A\0\ 2\0\ 1\10O\ 2\0\ 1\10N\ 2\0\a9\f\ 1     ZÀ\0\ 1    Z\ 4\0\ 2\0\ 1\10Q\ 2\0\ 1\10P\ 2\0\a9\r\ 1     x\95\0\ 1    wÙ\0\ 2\0\ 1\10S\ 2\0\ 1\10R\ 2\0\a9\ e\ 1     \96\94\0\ 1    \95Ø\0\ 2\0\ 1\10U\ 2\0\ 1\10T\ 2\0\a9\ f\ 1     ´«\0\ 1    ³ï\0\ 2\0\ 1\10W\ 2\0\ 1\10V\ 2\0\a9\10\ 1     ÒÙ\0\ 1    Ò\1d\0\ 2\0\ 1\10Y\ 2\0\ 1\10X\ 2\0\a9\11\ 1     ñ\e\0\ 1    ð_\0\ 2\0\ 1\10[\ 2\0\ 1\10Z\ 2\0\a9\12\ 1
+\ fs\0\ 1
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+ËY\0\ 1
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+\ 2\0\a9\1c\ 1\vg\14\0\ 1\vfX\0\ 2\0\ 2\v\r\ 2\0\ 2\v\f\ 2\0\a9\1d\ 1\v\86\81\0\ 1\v\85Å\0\ 2\0\ 2\v\ f\ 2\0\ 2\v\ e\ 2\0\a9\1e\ 1\v¦\ 6\0\ 1\v¥J\0\ 2\0\ 2\v\11\ 2\0\ 2\v\10\ 2\0\a9\1f\ 1\vŧ\0\ 1\vÄë\0\ 2\0\ 2\v\13\ 2\0\ 2\v\12\ 2\0\a9 \ 1\vå_\0\ 1\vä£\0\ 2\0\ 2\v\15\ 2\0\ 2\v\14\ 2\0\a9!\ 1\f\ 50\0\ 1\f\ 4t\0\ 2\0\ 2\v\17\ 2\0\ 2\v\16\ 2\0\a9"\ 1\f%\18\0\ 1\f$\\0\ 2\0\ 2\v\19\ 2\0\ 2\v\18\ 2\0\a9#\ 1\fE\17\0\ 1\fD[\0\ 2\0\ 2\v\e\ 2\0\ 2\v\1a\ 2\0\a9$\ 1\fe-\0\ 1\fdq\0\ 2\0\ 2\v\1d\ 2\0\ 2\v\1c\ 2\0\a9%\ 1\f\85[\0\ 1\f\84\9f\0\ 2\0\ 2\v\1f\ 2\0\ 2\v\1e\ 2\0\a9&\ 1\f¥ \0\ 1\f¤ä\0\ 2\0\ 2\v!\ 2\0\ 2\v \ 2\0\a9'\ 1\fÅü\0\ 1\fÅ@\0\ 2\0\ 2\v#\ 2\0\ 2\v"\ 2\0\a9(\ 1\fæt\0\ 1\få¸\0\ 2\0\ 2\v%\ 2\0\ 2\v$\ 2\0\a9)\ 1\r\a\ 3\0\ 1\r\ 6G\0\ 2\0\ 2\v'\ 2\0\ 2\v&\ 2\0\a9*\ 1\r'¦\0\ 1\r&ê\0\ 2\0\ 2\v)\ 2\0\ 2\v(\ 2\0\a9+\ 1\rH`\0\ 1\rG¤\0\ 2\0\ 2\v+\ 2\0\ 2\v*\ 2\0\a9,\ 1\ri0\0\ 1\rht\0\ 2\0\ 2\v-\ 2\0\ 2\v,\ 2\0\a9-\ 1\r\8a\17\0\ 1\r\89[\0\ 2\0\ 2\v/\ 2\0\ 2\v.\ 2\0\a9.\ 1\r«\15\0\ 1\rªY\0\ 2\0\ 2\v1\ 2\0\ 2\v0\ 2\0\a9/\ 1\rÌ*\0\ 1\rËn\0\ 2\0\ 2\v3\ 2\0\ 2\v2\ 2\0\a90\ 1\ríV\0\ 1\rì\9a\0\ 2\0\ 2\v5\ 2\0\ 2\v4\ 2\0\a91\ 1\ e\ e\99\0\ 1\ e\rÝ\0\ 2\0\ 2\v7\ 2\0\ 2\v6\ 2\0\a92\ 1\ e/ó\0\ 1\ e/7\0\ 2\0\ 2\v9\ 2\0\ 2\v8\ 2\0\a93\ 1\ eQd\0\ 1\ eP¨\0\ 2\0\ 2\v;\ 2\0\ 2\v:\ 2\0\a94\ 1\ erì\0\ 1\ er0\0\ 2\0\ 2\v=\ 2\0\ 2\v<\ 2\0\a95\ 1\ e\94\8b\0\ 1\ e\93Ï\0\ 2\0\ 2\v?\ 2\0\ 2\v>\ 2\0\a96\ 1\ e¶A\0\ 1\ eµ\85\0\ 2\0\ 2\vA\ 2\0\ 2\v@\ 2\0\a97\ 1\ eØ\ e\0\ 1\ e×R\0\ 2\0\ 2\vC\ 2\0\ 2\vB\ 2\0\a98\ 1\ eùò\0\ 1\ eù6\0\ 2\0\ 2\vE\ 2\0\ 2\vD\ 2\0\a99\ 1\ f\eí\0\ 1\ f\e1\0\ 2\0\ 2\vG\ 2\0\ 2\vF\ 2\0\a9:\ 1\ f=ÿ\0\ 1\ f=C\0\ 2\0\ 2\vI\ 2\0\ 2\vH\ 2\0\a9;\ 1\ f`(\0\ 1\ f_l\0\ 2\0\ 2\vK\ 2\0\ 2\vJ\ 2\0\a9<\ 1\ f\82h\0\ 1\ f\81¬\0\ 2\0\ 2\vM\ 2\0\ 2\vL\ 2\0\a9=\ 1\ f¤¿\0\ 1\ f¤\ 3\0\ 2\0\ 2\vO\ 2\0\ 2\vN\ 2\0\a9>\ 1\ fÇ-\0\ 1\ fÆq\0\ 2\0\ 2\vQ\ 2\0\ 2\vP\ 2\0\a9?\ 1\ fé²\0\ 1\ fèö\0\ 2\0\ 2\vS\ 2\0\ 2\vR\ 2\0\a9@\ 1\10\fN\0\ 1\10\v\92\0\ 2\0\ 2\vU\ 2\0\ 2\vT\ 2\0\a9A\ 1\10/\ 1\0\ 1\10.E\0\ 2\0\ 2\vW\ 2\0\ 2\vV\ 2\0\a9B\ 1\10QË\0\ 1\10Q\ f\0\ 2\0\ 2\vY\ 2\0\ 2\vX\ 2\0\a9C\ 1\10t¬\0\ 1\10sð\0\ 2\0\ 2\v[\ 2\0\ 2\vZ\ 2\0\a9D\ 1\10\97¤\0\ 1\10\96è\0\ 2\0\ 2\v]\ 2\0\ 2\v\\ 2\0\a9E\ 1\10ºµ\0\ 1\10¹ù\0\ 2\0\ 2\v_\ 2\0\ 2\v^\ 2\0\a9F\ 1\10ÝÝ\0\ 1\10Ý!\0\ 2\0\ 2\va\ 2\0\ 2\v`\ 2\0\a9G\ 1\11\ 1\1c\0\ 1\11\0`\0\ 2\0\ 2\vc\ 2\0\ 2\vb\ 2\0\a9H\ 1\11Fæ\0\ 1\11F*\0\ 2\0\ 3\ 6\ 1\ 2\0\ 3\ 6\0\ 1\18§\9e\0\ 2\0\a9I\ 1\11jS\0\ 1\11i\97\0\ 2\0\ 3\ 6\ 3\ 2\0\ 3\ 6\ 2\ 2\0\a9J\ 1\11\8d×\0\ 1\11\8d\e\0\ 2\0\ 3\ 6\ 5\ 2\0\ 3\ 6\ 4\ 2\0\a9K\ 1\11±\81\0\ 1\11°Å\0\ 2\0\ 3\ 6\a\ 2\0\ 3\ 6\ 6\ 2\0\a9L\ 1\11ÕC\0\ 1\11Ô\87\0\ 2\0\ 3\ 6       \ 2\0\ 3\ 6\b\ 2\0\a9M\ 1\11ù\1d\0\ 1\11øa\0\ 2\0\ 3\ 6\v\ 2\0\ 3\ 6
+\ 2\0\a9N\ 1\12\1d\12\0\ 1\12\1cV\0\ 2\0\ 3\ 6\r\ 2\0\ 3\ 6\f\ 2\0\a9O\ 1\12A\1f\0\ 1\12@c\0\ 2\0\ 3\ 6\ f\ 2\0\ 3\ 6\ e\ 2\0\a9P\ 1\12eD\0\ 1\12d\88\0\ 2\0\ 3\ 6\11\ 2\0\ 3\ 6\10\ 2\0\a9Q\ 1\12\89\81\0\ 1\12\88Å\0\ 2\0\ 3\ 6\13\ 2\0\ 3\ 6\12\ 2\0\a9R\ 1\12­×\0\ 1\12­\e\0\ 2\0\ 3\ 6\15\ 2\0\ 3\ 6\14\ 2\0\a9S\ 1\12ÒE\0\ 1\12Ñ\89\0\ 2\0\ 3\ 6\17\ 2\0\ 3\ 6\16\ 2\0\a9T\ 1\12öÌ\0\ 1\12ö\10\0\ 2\0\ 3\ 6\19\ 2\0\ 3\ 6\18\ 2\0\a9U\ 1\13\ek\0\ 1\13\1a¯\0\ 2\0\ 3\ 6\e\ 2\0\ 3\ 6\1a\ 2\0\a9V\ 1\13@#\0\ 1\13?g\0\ 2\0\ 3\ 6\1d\ 2\0\ 3\ 6\1c\ 2\0\a9W\ 1\13dø\0\ 1\13d<\0\ 2\0\ 3\ 6\1f\ 2\0\ 3\ 6\1e\ 2\0\a9X\ 1\13\89æ\0\ 1\13\89*\0\ 2\0\ 3\ 6!\ 2\0\ 3\ 6 \ 2\0\a9Y\ 1\13®ì\0\ 1\13®0\0\ 2\0\ 3\ 6#\ 2\0\ 3\ 6"\ 2\0\a9Z\ 1\13Ô
+\0\ 1\13ÓN\0\ 2\0\ 3\ 6%\ 2\0\ 3\ 6$\ 2\0\a9[\ 1\13ù@\0\ 1\13ø\84\0\ 2\0\ 3\ 6'\ 2\0\ 3\ 6&\ 2\0\a9\\ 1\14\1e\8e\0\ 1\14\1dÒ\0\ 2\0\ 3\ 6)\ 2\0\ 3\ 6(\ 2\0\a9]\ 1\14Cô\0\ 1\14C8\0\ 2\0\ 3\ 6+\ 2\0\ 3\ 6*\ 2\0\a9^\ 1\14ir\0\ 1\14h¶\0\ 2\0\ 3\ 6-\ 2\0\ 3\ 6,\ 2\0\a9_\ 1\14\8f\a\0\ 1\14\8eK\0\ 2\0\ 3\ 6/\ 2\0\ 3\ 6.\ 2\0\a9`\ 1\14´³\0\ 1\14³÷\0\ 2\0\ 3\ 61\ 2\0\ 3\ 60\ 2\0\a9a\ 1\14Úw\0\ 1\14Ù»\0\ 2\0\ 3\ 63\ 2\0\ 3\ 62\ 2\0\a9b\ 1\15\0F\0\ 1\14ÿ\8a\0\ 2\0\ 3\ 65\ 2\0\ 3\ 64\ 2\0\a9c\ 1\15&)\0\ 1\15%m\0\ 2\0\ 3\ 67\ 2\0\ 3\ 66\ 2\0\a:\0\ 1\15L#\0\ 1\15Kg\0\ 2\0\ 3\ 69\ 2\0\ 3\ 68\ 2\0\a:\ 1\ 1\15r5\0\ 1\15qy\0\ 2\0\ 3\ 6;\ 2\0\ 3\ 6:\ 2\0\a:\ 2\ 1\15\98^\0\ 1\15\97¢\0\ 2\0\ 3\ 6=\ 2\0\ 3\ 6<\ 2\0\a:\ 3\ 1\15½3\0\ 1\15¼w\0\ 2\0\ 3\ 6?\ 2\0\ 3\ 6>\ 2\0\a:\ 4\ 1\15ã\98\0\ 1\15âÜ\0\ 2\0\ 3\ 6A\ 2\0\ 3\ 6@\ 2\0\a:\ 5\ 1\16
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+\ 2\0\a:\1c\ 1\19¾%\0\ 1\19½g\0\ 2\0\ 4\ 1\r\ 2\0\ 4\ 1\f\ 2\0\a:\1d\ 1\19ç\ 4\0\ 1\19æF\0\ 2\0\ 4\ 1\ f\ 2\0\ 4\ 1\ e\ 2\0\a:\1e\ 1\1a\ fü\0\ 1\1a\ f>\0\ 2\0\ 4\ 1\11\ 2\0\ 4\ 1\10\ 2\0\a:\1f\ 1\1a9\r\0\ 1\1a8O\0\ 2\0\ 4\ 1\13\ 2\0\ 4\ 1\12\ 2\0\a: \ 1\1ab(\0\ 1\1aaj\0\ 2\0\ 4\ 1\15\ 2\0\ 4\ 1\14\ 2\0\a:!\ 1\1a\8b[\0\ 1\1a\8a\9d\0\ 2\0\ 4\ 1\17\ 2\0\ 4\ 1\16\ 2\0\a:"\ 1\1a´¦\0\ 1\1a³è\0\ 2\0\ 4\ 1\19\ 2\0\ 4\ 1\18\ 2\0\a:#\ 1\1aÞ        \0\ 1\1aÝK\0\ 2\0\ 4\ 1\e\ 2\0\ 4\ 1\1a\ 2\0\a:$\ 1\e\a\84\0\ 1\e\ 6Æ\0\ 2\0\ 4\ 1\1d\ 2\0\ 4\ 1\1c\ 2\0\a:%\ 1\e1\17\0\ 1\e0Y\0\ 2\0\ 4\ 1\1f\ 2\0\ 4\ 1\1e\ 2\0\a:&\ 1\eZÂ\0\ 1\eZ\ 4\0\ 2\0\ 4\ 1!\ 2\0\ 4\ 1 \ 2\0\a:'\ 1\e\84\85\0\ 1\e\83Ç\0\ 2\0\ 4\ 1#\ 2\0\ 4\ 1"\ 2\0\a:(\ 1\e®`\0\ 1\e­¢\0\ 2\0\ 4\ 1%\ 2\0\ 4\ 1$\ 2\0\a:)\ 1\eØS\0\ 1\e×\95\0\ 2\0\ 4\ 1'\ 2\0\ 4\ 1&\ 2\0\a:*\ 1\1c\ 2^\0\ 1\1c\ 1 \0\ 2\0\ 4\ 1)\ 2\0\ 4\ 1(\ 2\0\a:+\ 1\1c,\81\0\ 1\1c+Ã\0\ 2\0\ 4\ 1+\ 2\0\ 4\ 1*\ 2\0\a:,\ 1\1cV¼\0\ 1\1cUþ\0\ 2\0\ 4\ 1-\ 2\0\ 4\ 1,\ 2\0\a:-\ 1\1c\81\ f\0\ 1\1c\80Q\0\ 2\0\ 4\ 1/\ 2\0\ 4\ 1.\ 2\0\a:.\ 1\1c«z\0\ 1\1cª¼\0\ 2\0\ 4\ 11\ 2\0\ 4\ 10\ 2\0\a:/\ 1\1cÕý\0\ 1\1cÕ?\0\ 2\0\ 4\ 13\ 2\0\ 4\ 12\ 2\0\a:0\ 1\1d\0\98\0\ 1\1cÿÚ\0\ 2\0\ 4\ 15\ 2\0\ 4\ 14\ 2\0\a:1\ 1\1d+K\0\ 1\1d*\8d\0\ 2\0\ 4\ 17\ 2\0\ 4\ 16\ 2\0\a:2\ 1\1dV\16\0\ 1\1dUX\0\ 2\0\ 4\ 19\ 2\0\ 4\ 18\ 2\0\a:3\ 1\1d\80ù\0\ 1\1d\80;\0\ 2\0\ 4\ 1;\ 2\0\ 4\ 1:\ 2\0\a:4\ 1\1d«ô\0\ 1\1d«6\0\ 2\0\ 4\ 1=\ 2\0\ 4\ 1<\ 2\0\a:5\ 1\1d×\a\0\ 1\1dÖI\0\ 2\0\ 4\ 1?\ 2\0\ 4\ 1>\ 2\0\a:6\ 1\1e\ 22\0\ 1\1e\ 1t\0\ 2\0\ 4\ 1A\ 2\0\ 4\ 1@\ 2\0\a:7\ 1\1e-u\0\ 1\1e,·\0\ 2\0\ 4\ 1C\ 2\0\ 4\ 1B\ 2\0\a:8\ 1\1eXÐ\0\ 1\1eX\12\0\ 2\0\ 4\ 1E\ 2\0\ 4\ 1D\ 2\0\a:9\ 1\1e\84C\0\ 1\1e\83\85\0\ 2\0\ 4\ 1G\ 2\0\ 4\ 1F\ 2\0\a::\ 1\1e¯Î\0\ 1\1e¯\10\0\ 2\0\ 4\ 1I\ 2\0\ 4\ 1H\ 2\0\a:;\ 1\1eÛq\0\ 1\1eÚ³\0\ 2\0\ 4\ 1K\ 2\0\ 4\ 1J\ 2\0\a:<\ 1\1f\a,\0\ 1\1f\ 6n\0\ 2\0\ 4\ 1M\ 2\0\ 4\ 1L\ 2\0\a:=\ 1\1f2ÿ\0\ 1\1f2A\0\ 2\0\ 4\ 1O\ 2\0\ 4\ 1N\ 2\0\a:>\ 1\1f^ê\0\ 1\1f^,\0\ 2\0\ 4\ 1Q\ 2\0\ 4\ 1P\ 2\0\a:?\ 1\1f\8aí\0\ 1\1f\8a/\0\ 2\0\ 4\ 1S\ 2\0\ 4\ 1R\ 2\0\a:@\ 1\1f·\b\0\ 1\1f¶J\0\ 2\0\ 4\ 1U\ 2\0\ 4\ 1T\ 2\0\a:A\ 1\1fã=\0\ 1\1fâ\7f\0\ 2\0\ 4\ 1W\ 2\0\ 4\ 1V\ 2\0\a:B\ 1 \ f\8a\0\ 1 \ eÌ\0\ 2\0\ 4\ 1Y\ 2\0\ 4\ 1X\ 2\0\a:C\ 1 ;ê\0\ 1 ;,\0\ 2\0\ 4\ 1[\ 2\0\ 4\ 1Z\ 2\0\a:D\ 1 hc\0\ 1 g¥\0\ 2\0\ 4\ 1]\ 2\0\ 4\ 1\\ 2\0\a:E\ 1 \94ó\0\ 1 \945\0\ 2\0\ 4\ 1_\ 2\0\ 4\ 1^\ 2\0\a:F\ 1 Á\9a\0\ 1 ÀÜ\0\ 2\0\ 4\ 1a\ 2\0\ 4\ 1`\ 2\0\a:G\ 1 îX\0\ 1 í\9a\0\ 2\0\ 4\ 1c\ 2\0\ 4\ 1b\ 2\0\a:H\ 1!>\9d\0\ 1!=ß\0\ 2\0\ 4ü\ 1\ 2\0\ 4ü\0\ 1*m(\0\ 2\0\a:I\ 1!k\8b\0\ 1!jÍ\0\ 2\0\ 4ü\ 3\ 2\0\ 4ü\ 2\ 2\0\a:J\ 1!\98\8e\0\ 1!\97Ð\0\ 2\0\ 4ü\ 5\ 2\0\ 4ü\ 4\ 2\0\a:K\ 1!Å©\0\ 1!Äë\0\ 2\0\ 4ü\a\ 2\0\ 4ü\ 6\ 2\0\a:L\ 1!ò×\0\ 1!ò\19\0\ 2\0\ 4ü        \ 2\0\ 4ü\b\ 2\0\a:M\ 1" \1d\0\ 1"\1f_\0\ 2\0\ 4ü\v\ 2\0\ 4ü
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+\0\ 1$ÿL\0\ 2\0\ 4ü+\ 2\0\ 4ü*\ 2\0\a:^\ 1%.¡\0\ 1%-ã\0\ 2\0\ 4ü-\ 2\0\ 4ü,\ 2\0\a:_\ 1%]N\0\ 1%\\90\0\ 2\0\ 4ü/\ 2\0\ 4ü.\ 2\0\a:`\ 1%\8c\12\0\ 1%\8bT\0\ 2\0\ 4ü1\ 2\0\ 4ü0\ 2\0\a:a\ 1%ºï\0\ 1%º1\0\ 2\0\ 4ü3\ 2\0\ 4ü2\ 2\0\a:b\ 1%éá\0\ 1%é#\0\ 2\0\ 4ü5\ 2\0\ 4ü4\ 2\0\a:c\ 1&\18û\0\ 1&\18=\0\ 2\0\ 4ü7\ 2\0\ 4ü6\ 2\0\a;\0\ 1&H-\0\ 1&Go\0\ 2\0\ 4ü9\ 2\0\ 4ü8\ 2\0\a;\ 1\ 1&ww\0\ 1&v¹\0\ 2\0\ 4ü;\ 2\0\ 4ü:\ 2\0\a;\ 2\ 1&¦Ø\0\ 1&¦\1a\0\ 2\0\ 4ü=\ 2\0\ 4ü<\ 2\0\a;\ 3\ 1&ÖP\0\ 1&Õ\92\0\ 2\0\ 4ü?\ 2\0\ 4ü>\ 2\0\a;\ 4\ 1'\ 5ß\0\ 1'\ 5!\0\ 2\0\ 4üA\ 2\0\ 4ü@\ 2\0\a;\ 5\ 1'5\86\0\ 1'4È\0\ 2\0\ 4üC\ 2\0\ 4üB\ 2\0\a;\ 6\ 1'eE\0\ 1'd\87\0\ 2\0\ 4üE\ 2\0\ 4üD\ 2\0\a;\a\ 1'\95\e\0\ 1'\94]\0\ 2\0\ 4üG\ 2\0\ 4üF\ 2\0\a;\b\ 1'Å\b\0\ 1'ÄJ\0\ 2\0\ 4üI\ 2\0\ 4üH\ 2\0\a;    \ 1'õ\f\0\ 1'ôN\0\ 2\0\ 4üK\ 2\0\ 4üJ\ 2\0\a;
+\ 1(%(\0\ 1($j\0\ 2\0\ 4üM\ 2\0\ 4üL\ 2\0\a;\v\ 1(U`\0\ 1(T¢\0\ 2\0\ 4üO\ 2\0\ 4üN\ 2\0\a;\f\ 1(\85¯\0\ 1(\84ñ\0\ 2\0\ 4üQ\ 2\0\ 4üP\ 2\0\a;\r\ 1(¶\18\0\ 1(µZ\0\ 2\0\ 4üS\ 2\0\ 4üR\ 2\0\a;\ e\ 1(æ\98\0\ 1(åÚ\0\ 2\0\ 4üU\ 2\0\ 4üT\ 2\0\a;\ f\ 1)\17/\0\ 1)\16q\0\ 2\0\ 4üW\ 2\0\ 4üV\ 2\0\a;\10\ 1)GÝ\0\ 1)G\1f\0\ 2\0\ 4üY\ 2\0\ 4üX\ 2\0\a;\11\ 1)x£\0\ 1)wå\0\ 2\0\ 4ü[\ 2\0\ 4üZ\ 2\0\a;\12\ 1)©\81\0\ 1)¨Ã\0\ 2\0\ 4ü]\ 2\0\ 4ü\\ 2\0\a;\13\ 1)Úu\0\ 1)Ù·\0\ 2\0\ 4ü_\ 2\0\ 4ü^\ 2\0\a;\14\ 1*\v\85\0\ 1*
+Ç\0\ 2\0\ 4üa\ 2\0\ 4ü`\ 2\0\a;\15\ 1*<¬\0\ 1*;î\0\ 2\0\ 4üc\ 2\0\ 4üb\ 2\0\a;\16\ 1*\91U\0\ 1*\90\97\0\ 2\0\ 5÷\ 1\ 2\0\ 5÷\0\ 14¢Ë\0\ 2\0\a;\17\ 1*¦\0\ 1*Áè\0\ 2\0\ 5÷\ 3\ 2\0\ 5÷\ 2\ 2\0\a;\18\ 1*ô\ e\0\ 1*óP\0\ 2\0\ 5÷\ 5\ 2\0\ 5÷\ 4\ 2\0\a;\19\ 1+%\8d\0\ 1+$Ï\0\ 2\0\ 5÷\a\ 2\0\ 5÷\ 6\ 2\0\a;\1a\ 1+W#\0\ 1+Ve\0\ 2\0\ 5÷      \ 2\0\ 5÷\b\ 2\0\a;\e\ 1+\88Ð\0\ 1+\88\12\0\ 2\0\ 5÷\v\ 2\0\ 5÷
+\ 2\0\a;\1c\ 1+º\94\0\ 1+¹Ö\0\ 2\0\ 5÷\r\ 2\0\ 5÷\f\ 2\0\a;\1d\ 1+ìo\0\ 1+ë±\0\ 2\0\ 5÷\ f\ 2\0\ 5÷\ e\ 2\0\a;\1e\ 1,\1ea\0\ 1,\1d£\0\ 2\0\ 5÷\11\ 2\0\ 5÷\10\ 2\0\a;\1f\ 1,Pj\0\ 1,O¬\0\ 2\0\ 5÷\13\ 2\0\ 5÷\12\ 2\0\a; \ 1,\82\8a\0\ 1,\81Ì\0\ 2\0\ 5÷\15\ 2\0\ 5÷\14\ 2\0\a;!\ 1,´Á\0\ 1,´\ 3\0\ 2\0\ 5÷\17\ 2\0\ 5÷\16\ 2\0\a;"\ 1,ç\ f\0\ 1,æQ\0\ 2\0\ 5÷\19\ 2\0\ 5÷\18\ 2\0\a;#\ 1-\19t\0\ 1-\18¶\0\ 2\0\ 5÷\e\ 2\0\ 5÷\1a\ 2\0\a;$\ 1-Kð\0\ 1-K2\0\ 2\0\ 5÷\1d\ 2\0\ 5÷\1c\ 2\0\a;%\ 1-~\83\0\ 1-}Å\0\ 2\0\ 5÷\1f\ 2\0\ 5÷\1e\ 2\0\a;&\ 1-±-\0\ 1-°o\0\ 2\0\ 5÷!\ 2\0\ 5÷ \ 2\0\a;'\ 1-ãî\0\ 1-ã0\0\ 2\0\ 5÷#\ 2\0\ 5÷"\ 2\0\a;(\ 1.\16Æ\0\ 1.\16\b\0\ 2\0\ 5÷%\ 2\0\ 5÷$\ 2\0\a;)\ 1.Iµ\0\ 1.H÷\0\ 2\0\ 5÷'\ 2\0\ 5÷&\ 2\0\a;*\ 1.|»\0\ 1.{ý\0\ 2\0\ 5÷)\ 2\0\ 5÷(\ 2\0\a;+\ 1.¯Ø\0\ 1.¯\1a\0\ 2\0\ 5÷+\ 2\0\ 5÷*\ 2\0\a;,\ 1.ã\f\0\ 1.âN\0\ 2\0\ 5÷-\ 2\0\ 5÷,\ 2\0\a;-\ 1/\16W\0\ 1/\15\99\0\ 2\0\ 5÷/\ 2\0\ 5÷.\ 2\0\a;.\ 1/I¹\0\ 1/Hû\0\ 2\0\ 5÷1\ 2\0\ 5÷0\ 2\0\a;/\ 1/}2\0\ 1/|t\0\ 2\0\ 5÷3\ 2\0\ 5÷2\ 2\0\a;0\ 1/°Â\0\ 1/°\ 4\0\ 2\0\ 5÷5\ 2\0\ 5÷4\ 2\0\a;1\ 1/äk\0\ 1/ã­\0\ 2\0\ 5÷7\ 2\0\ 5÷6\ 2\0\a;2\ 10\18+\0\ 10\17m\0\ 2\0\ 5÷9\ 2\0\ 5÷8\ 2\0\a;3\ 10L\ 2\0\ 10KD\0\ 2\0\ 5÷;\ 2\0\ 5÷:\ 2\0\a;4\ 10\7fð\0\ 10\7f2\0\ 2\0\ 5÷=\ 2\0\ 5÷<\ 2\0\a;5\ 10³ø\0\ 10³:\0\ 2\0\ 5÷?\ 2\0\ 5÷>\ 2\0\a;6\ 10è\17\0\ 10çY\0\ 2\0\ 5÷A\ 2\0\ 5÷@\ 2\0\a;7\ 11\1c\\0\ 11\e\9e\0\ 2\0\ 5÷C\ 2\0\ 5÷B\ 2\0\a;8\ 11P¹\0\ 11Oû\0\ 2\0\ 5÷E\ 2\0\ 5÷D\ 2\0\a;9\ 11\85.\0\ 11\84p\0\ 2\0\ 5÷G\ 2\0\ 5÷F\ 2\0\a;:\ 11¹»\0\ 11¸ý\0\ 2\0\ 5÷I\ 2\0\ 5÷H\ 2\0\a;;\ 11î`\0\ 11í¢\0\ 2\0\ 5÷K\ 2\0\ 5÷J\ 2\0\a;<\ 12#\1d\0\ 12"_\0\ 2\0\ 5÷M\ 2\0\ 5÷L\ 2\0\a;=\ 12Wò\0\ 12W4\0\ 2\0\ 5÷O\ 2\0\ 5÷N\ 2\0\a;>\ 12\8cà\0\ 12\8c"\0\ 2\0\ 5÷Q\ 2\0\ 5÷P\ 2\0\a;?\ 12Áæ\0\ 12Á(\0\ 2\0\ 5÷S\ 2\0\ 5÷R\ 2\0\a;@\ 12÷\ 5\0\ 12öG\0\ 2\0\ 5÷U\ 2\0\ 5÷T\ 2\0\a;A\ 13,<\0\ 13+~\0\ 2\0\ 5÷W\ 2\0\ 5÷V\ 2\0\a;B\ 13a\8d\0\ 13`Ï\0\ 2\0\ 5÷Y\ 2\0\ 5÷X\ 2\0\a;C\ 13\96û\0\ 13\96=\0\ 2\0\ 5÷[\ 2\0\ 5÷Z\ 2\0\a;D\ 13Ì\81\0\ 13ËÃ\0\ 2\0\ 5÷]\ 2\0\ 5÷\\ 2\0\a;E\ 14\ 2\1f\0\ 14\ 1a\0\ 2\0\ 5÷_\ 2\0\ 5÷^\ 2\0\a;F\ 147Õ\0\ 147\17\0\ 2\0\ 5÷a\ 2\0\ 5÷`\ 2\0\a;G\ 14m£\0\ 14lå\0\ 2\0\ 5÷c\ 2\0\ 5÷b\ 2\0\a;H\ 14Æø\0\ 14Æ:\0\ 2\0\ 6ò\ 1\ 2\0\ 6ò\0\ 16ñ\98\0\ 2\0\a;I\ 14üö\0\ 14ü8\0\ 2\0\ 6ò\ 3\ 2\0\ 6ò\ 2\ 2\0\a;J\ 153\f\0\ 152N\0\ 2\0\ 6ò\ 5\ 2\0\ 6ò\ 4\ 2\0\a;K\ 15i9\0\ 15h{\0\ 2\0\ 6ò\a\ 2\0\ 6ò\ 6\ 2\0\a;L\ 15\9f}\0\ 15\9e¿\0\ 2\0\ 6ò       \ 2\0\ 6ò\b\ 2\0\a;M\ 15ÕÖ\0\ 15Õ\18\0\ 2\0\ 6ò\v\ 2\0\ 6ò
+\ 2\0\a;N\ 16\f:\0\ 16\v|\0\ 2\0\ 6ò\r\ 2\0\ 6ò\f\ 2\0\a;O\ 16B´\0\ 16Aö\0\ 2\0\ 6ò\ f\ 2\0\ 6ò\ e\ 2\0\a;P\ 16yD\0\ 16x\86\0\ 2\0\ 6ò\11\ 2\0\ 6ò\10\ 2\0\a;Q\ 16¯ê\0\ 16¯,\0\ 2\0\ 6ò\13\ 2\0\ 6ò\12\ 2\0\a;R\ 16åæ\0\ 16ði\0\ 2\0\a;S\ 2\0\a;T\ 2\0\a;U\ 2\0\a;V\ 2\0\a;W\ 2\0\a;X\0\0\0\0ÿ\ 2\0\a;Y\ 2\0\a;Z\ 2\0\a;[\ 2\0\a;\\ 2\0\a;]\ 2\0\a;^\ 2\0\a;_\ 2\0\a;`\ 2\0\a;a\ 2\0\ 6ò\14\ 2\0\a;b\ 2\0\ 6ò\15\ 16ñ%\0\ 2\0\a>\ e\ 2\0\ 6ò\16\ 17L\0\0\ 17\97È\0\ 17äï\0\ 2\0\a;c\ 2\0\a>\0\ 18ßã\0\ 2\0\a>\ 1\ 2\0\a>\ 2\ 2\0\a>\ 3\ 186&\0\ 2\0\a>\ 4\ 18Zµ\0\ 2\0\a>\ 5\ 18yU\0\ 2\0\a>\ 6\ 18\97\ 4\0\ 2\0\a>\a\ 18³ê\0\ 2\0\a>\b\ 2\0\a>\ f\ 18ß\r\0\ 18é\9b\0
+endstream
+endobj
+startxref
+3729819
+%%EOF

diff --git a/luamplibAnimate/mplibanimate.tex b/luamplibAnimate/mplibanimate.tex
new file mode 100644 (file)
index 0000000..41a0278
--- /dev/null
+++ b/luamplibAnimate/mplibanimate.tex
@@ -0,0 +1,92 @@
+\documentclass{article}
+\usepackage{animate}
+\usepackage{luamplib}
+
+\begin{document}
+
+
+\mplibcodeinherit{enable} % pour permettre la mémoire entre les
+                          % biginfig(i) produites
+\newcommand{\lemniscate}[1]{% #1: l'angle en degres
+  \begin{mplibcode}
+    if(#1=0):
+    u:=4cm;%
+    a:=2u;%
+    h:=a/4;%
+    s:=1.3;%
+    path lemn;%
+    path carre;%
+    carre = (0,0)--(1,0)--(1,1)--(0,1)--cycle;
+    fi;
+    beginfig(#1);
+    pickup pencircle scaled 0.6pt;
+    drawarrow (0,-s*u)--(0,s*u);
+    drawarrow (-s*u,0)--(s*u,0);
+    path cercle,hori,verti;
+    pair O,P,Q,R,M;
+    O:=(0,0);
+    cercle := fullcircle scaled (a);
+    pickup pencircle scaled 0.4pt;
+    draw cercle dashed evenly withcolor blue;
+    P:=(a/2*cosd(#1),a/2*sind(#1)); % chemin qui parcourt le cercle
+    Q:=(a/2*cosd(#1),0); %projection sur (Ox)
+    % projection de Q sur [O,P]
+    R = cosd(#1)*cosd(#1)*(a/2*cosd(#1),a/2*sind(#1));
+    % M sur [PQ] tel que QM = QR
+    QR := abs(R-Q);
+    if(sind(#1)>0.0):
+    M = Q + (0,QR);
+    else:
+    M = Q - (0,QR);
+    fi;
+
+    if #1=0:
+    lemn:=M;
+    else:
+    lemn:= lemn--M;
+    fi;
+
+    if ((#1>0) and (#1<90)) or ((#1>180) and (#1<270)):
+    draw carre scaled 6 rotated (angle(Q-P)+180) shifted Q;
+    draw carre scaled 6 rotated (angle(R-P)) shifted R;
+    fi;
+    if((#1>=90) and (#1<180)) or ((#1>=270) and (#1<360)):
+    draw carre scaled 6 rotated (angle(Q-P)+180) shifted Q;
+    draw carre scaled 6 rotated (angle(R-P)+180) shifted R;
+    fi;
+
+    draw O--P dashed evenly withcolor blue;
+    draw P--Q dashed evenly withcolor blue;
+    draw R--Q--M withcolor green;
+
+    label.lrt(btex $a$ etex, (a/2,0));
+    label.llft(btex $x$ etex, (s*u,0));
+    label.llft(btex $y$ etex, (0,s*u));
+    label(btex \itshape Lemniscate \par de Gerono etex, (-0.7u,1.15u));
+    label(btex $x^4=a^2(x^2-y^2)$ etex, (0.7u,-1.15u));
+
+
+    dotlabel.llft(btex $O$ etex, O);
+    dotlabel.urt(btex $M$ etex, M);
+    dotlabel.urt(btex $P$ etex, P);
+    dotlabel.urt(btex $Q$ etex, Q);
+    dotlabel.urt(btex $R$ etex, R);
+
+    pickup pencircle scaled 1pt;
+    draw lemn withcolor red;
+
+    clip currentpicture to (-s*u,-s*u)--(s*u,-s*u)--(s*u,s*u)--(-s*u,s*u)--cycle;
+    endfig;
+  \end{mplibcode}
+}
+
+
+\begin{center}
+  \begin{animateinline}[poster=last, controls]{24}
+    %
+    \multiframe{360}{i=0+1}{\lemniscate{\i}}
+  \end{animateinline}
+\end{center}
+
+Le PDF produit est à télécharger dans la liste plus haut.
+\end{document}

diff --git a/luamplibAnimate/page-html.tmpl b/luamplibAnimate/page-html.tmpl
new file mode 100644 (file)
index 0000000..288cc6e
--- /dev/null
+++ b/luamplibAnimate/page-html.tmpl
@@ -0,0 +1,12 @@
+<div>
+$body$
+</div>
+$if(toc)$
+<div id="TDM" class="tdm">
+<div style="text-align:center">
+  <a href="javascript:tdmgauche();">&larr;</a>&nbsp;<b>Sections</b>&nbsp;<a href="javascript:tdmdroite();">&rarr;</a>
+</div>
+ $toc$
+</div>
+$endif$
+<div style="clear:both"></div>
\ No newline at end of file

diff --git a/luamplibAnimate/page.html b/luamplibAnimate/page.html
new file mode 100644 (file)
index 0000000..b7a74e6
--- /dev/null
+++ b/luamplibAnimate/page.html
@@ -0,0 +1,102 @@
+<div>
+<div class="alert alert-info">
+<p>
+<p>Grâce à l'extension <code>luamplib</code> pour Lua(La)TeX et l'extension <code>animate</code>, on peut réaliser très facilement des animations avec MetaPost, lisibles dans an PDF avec <em>Acrobat Reader</em>. En effet, <code>luamplib</code> nous permet de créer des figures avec l'environnement <code>mplibcode</code> qu'on anime avec l'environnement <code>animateinline</code>.</p>
+<p>Les documentations des deux extensions utilisées :</p>
+<ul>
+<li><a href="http://mirror.hmc.edu/ctan/macros/luatex/generic/luamplib/luamplib.pdf%20%22lien%20vers%20le%20pdf%22"><code>luamplib</code></a></li>
+<li><a href="http://distrib-coffee.ipsl.jussieu.fr/pub/mirrors/ctan/macros/latex/contrib/animate/animate.pdf%20%22lien%20vers%20le%20pdf%22"><code>animate</code></a>.</li>
+</ul>
+</div>
+<ul>
+<li>La compilation se fait avec : <code>lualatex mplibanimate.tex</code>.</li>
+<li>Le code MetaPost est extrait de l'<a href="http://melusine.eu.org/syracuse/metapost/animations/gerono/" class="uri">http://melusine.eu.org/syracuse/metapost/animations/gerono/</a></li>
+</ul>
+<h2 id="explications">Explications</h2>
+<p>L’extension animate permet de générer des animations lisibles dans un PDF par le lecteur <em>Acrobat Reader</em>. Plusieurs options sont envisageables : soit produire l’animation à partir d’une séquence d’images pré-construites (sous différents formats, JPEG, ps, pdf, etc.), soit à partir d’image généré par du code LaTeX comme tikz , pstricks , etc. et... MetaPost ! C’est ce que nous présentons ici à partir de l'exemple d'<a href="http://melusine.eu.org/syracuse/metapost/animations/gerono/" class="uri">http://melusine.eu.org/syracuse/metapost/animations/gerono/</a>.</p>
+<p>Dans cet exemple, on paramétrise un certain point (P = (, )) à l’aide du paramètre d’angel () qui permet de construire le lemniscate de Gerono grâce à la recette suivante :</p>
+<div class="alert alert-info">
+<p>Soit (P) un point décrivant un cercle de centre (O) et de rayon (a). On projette (P) en (Q) sur l’axe ((Ox)), puis (Q) en (R) sur le segment ([OP]). Le lemniscate de Gerono est alors le lieu du point (M) de ([PQ]) tel que (QM = QN).</p>
+</div>
+<p>À partir de là, on construit la commande qui prend pour argument la valeur de l’angle, et qui construit l’image correspondante. On va ici utiliser l’<em>héritage</em> qui permet de garder en mémoire les unités et la courbe construite au fur et à mesure, à partir des étapes précédentes.</p>
+<p>On encapsule le code MetaPost dans un <em>macro</em> LaTeX grâce à l'environnement <code>mplibcode</code> de <code>luamplib</code>.</p>
+<div class="sourceCode"><pre class="sourceCode latex"><code class="sourceCode latex">\mplibcodeinherit{enable} <span class="co">% l&#39;héritage pour la mémoire entre les figures</span>
+\newcommand{\lemniscate}[1]{<span class="co">% #1: l&#39;angle en degres</span>
+  \begin{mplibcode}
+    if(#1=0):
+    u:=3cm;<span class="co">%</span>
+    a:=2u;<span class="co">%</span>
+    h:=a/4;<span class="co">%</span>
+    s:=1.3;<span class="co">%</span>
+    path lemn;<span class="co">%</span>
+    path carre;<span class="co">%</span>
+    carre = (0,0)--(1,0)--(1,1)--(0,1)--cycle;
+    fi;
+    beginfig(#1);
+    pickup pencircle scaled 0.6pt;
+    drawarrow (0,-s*u)--(0,s*u);
+    drawarrow (-s*u,0)--(s*u,0);
+    path cercle,hori,verti;
+    pair O,P,Q,R,M;
+    O:=(0,0);
+    cercle := fullcircle scaled (a);
+    pickup pencircle scaled 0.4pt;
+    draw cercle dashed evenly withcolor blue;
+    P:=(a/2*cosd(#1),a/2*sind(#1)); <span class="co">% chemin qui parcourt le cercle</span>
+    Q:=(a/2*cosd(#1),0); <span class="co">%projection sur (Ox)</span>
+    <span class="co">% projection de Q sur [O,P]</span>
+    R = cosd(#1)*cosd(#1)*(a/2*cosd(#1),a/2*sind(#1));
+    <span class="co">% M sur [PQ] tel que QM = QR</span>
+    QR := abs(R-Q);
+    if(sind(#1)&gt;0.0):
+    M = Q + (0,QR);
+    else:
+    M = Q - (0,QR);
+    fi;
+
+    if #1=0:
+    lemn:=M;
+    else:
+    lemn:= lemn--M;
+    fi;
+
+    if ((#1&gt;0) and (#1&lt;90)) or ((#1&gt;180) and (#1&lt;270)):
+    draw carre scaled 6 rotated (angle(Q-P)+180) shifted Q;
+    draw carre scaled 6 rotated (angle(R-P)) shifted R;
+    fi;
+    if((#1&gt;=90) and (#1&lt;180)) or ((#1&gt;=270) and (#1&lt;360)):
+    draw carre scaled 6 rotated (angle(Q-P)+180) shifted Q;
+    draw carre scaled 6 rotated (angle(R-P)+180) shifted R;
+    fi;
+
+    draw O--P dashed evenly withcolor blue;
+    draw P--Q dashed evenly withcolor blue;
+    draw R--Q--M withcolor green;
+
+    label.lrt(btex $a$ etex, (a/2,0));
+    label.llft(btex $x$ etex, (s*u,0));
+    label.llft(btex $y$ etex, (0,s*u));
+    label(btex \itshape Lemniscate \par de Gerono etex, (-0.7u,1.15u));
+    label(btex $x^4=a^2(x^2-y^2)$ etex, (0.7u,-1.15u));
+
+    dotlabel.llft(btex $O$ etex, O);
+    dotlabel.urt(btex $M$ etex, M);
+    dotlabel.urt(btex $P$ etex, P);
+    dotlabel.urt(btex $Q$ etex, Q);
+    dotlabel.urt(btex $R$ etex, R);
+
+    pickup pencircle scaled 1pt;
+    draw lemn withcolor red;
+
+    clip currentpicture to (-s*u,-s*u)--(s*u,-s*u)--(s*u,s*u)--(-s*u,s*u)--cycle;
+    endfig;
+  \end{mplibcode}
+}</code></pre></div>
+<p>Il suffit alors de construire l'animation avec l'extension <code>animate</code> et son environnement <code>animateinline</code>.</p>
+<div class="sourceCode"><pre class="sourceCode latex"><code class="sourceCode latex">\begin{center}
+\begin{animateinline}[poster=230, controls]{24}
+  \multiframe{360}{ii=0+1}{\lemniscate{\ii}}
+\end{animateinline}
+\end{center}</code></pre></div>
+</div>
+<div style="clear:both"></div>
\ No newline at end of file

diff --git a/luamplibAnimate/page.md b/luamplibAnimate/page.md
new file mode 100644 (file)
index 0000000..5be9269
--- /dev/null
+++ b/luamplibAnimate/page.md
@@ -0,0 +1,138 @@
+<div class="alert alert-info">
+<p>Grâce à l'extension `luamplib` pour Lua(La)TeX et
+l'extension `animate`, on peut réaliser très facilement des
+animations avec MetaPost, lisibles dans an PDF avec *Acrobat
+Reader*. En effet, `luamplib` nous permet de créer des
+figures avec l'environnement `mplibcode` qu'on anime avec
+l'environnement `animateinline`.
+
+Les documentations des deux
+extensions utilisées  :
+
+* [`luamplib`](http://mirror.hmc.edu/ctan/macros/luatex/generic/luamplib/luamplib.pdf
+"lien vers le pdf")
+* [`animate`](http://distrib-coffee.ipsl.jussieu.fr/pub/mirrors/ctan/macros/latex/contrib/animate/animate.pdf
+"lien vers le pdf").
+
+</div>
+
+* La compilation se fait avec : `lualatex mplibanimate.tex`.
+* Le code MetaPost est extrait de l'<http://melusine.eu.org/syracuse/metapost/animations/gerono/>
+
+## Explications
+
+L’extension animate permet de générer des animations lisibles dans un
+PDF par le lecteur *Acrobat Reader*. Plusieurs options sont
+envisageables : soit produire l’animation à partir d’une séquence
+d’images pré-construites (sous différents formats, JPEG, ps, pdf,
+etc.), soit à partir d’image généré par du code LaTeX comme tikz ,
+pstricks , etc. et... MetaPost ! C’est ce que nous présentons ici à
+partir de l'exemple
+d'<http://melusine.eu.org/syracuse/metapost/animations/gerono/>.
+
+Dans cet exemple, on paramétrise un certain point \(P = (\cos \theta,
+\sin \theta)\) à l’aide du paramètre d’angel \(\theta\) qui permet de
+construire le lemniscate de Gerono grâce à la recette suivante :
+
+
+<div class="alert alert-info">
+Soit \(P\) un point décrivant un cercle de centre \(O\) et de rayon
+\(a\). On projette \(P\) en \(Q\) sur l’axe \((Ox)\), puis \(Q\) en
+\(R\) sur le segment \([OP]\). Le lemniscate de Gerono est alors le
+lieu du point \(M\) de \([PQ]\) tel que \(QM = QN\).
+</div>
+
+À partir de là, on construit la commande qui prend pour argument la
+valeur de l’angle, et qui construit l’image correspondante. On va ici
+utiliser l’*héritage* qui permet de garder en mémoire les
+unités et la courbe construite au fur et à mesure, à partir des étapes
+précédentes.
+
+On encapsule le code MetaPost dans un *macro* LaTeX grâce à
+l'environnement `mplibcode` de `luamplib`.
+
+~~~~~~~ { .latex }
+\mplibcodeinherit{enable} % l'héritage pour la mémoire entre les figures
+\newcommand{\lemniscate}[1]{% #1: l'angle en degres
+  \begin{mplibcode}
+    if(#1=0):
+    u:=3cm;%
+    a:=2u;%
+    h:=a/4;%
+    s:=1.3;%
+    path lemn;%
+    path carre;%
+    carre = (0,0)--(1,0)--(1,1)--(0,1)--cycle;
+    fi;
+    beginfig(#1);
+    pickup pencircle scaled 0.6pt;
+    drawarrow (0,-s*u)--(0,s*u);
+    drawarrow (-s*u,0)--(s*u,0);
+    path cercle,hori,verti;
+    pair O,P,Q,R,M;
+    O:=(0,0);
+    cercle := fullcircle scaled (a);
+    pickup pencircle scaled 0.4pt;
+    draw cercle dashed evenly withcolor blue;
+    P:=(a/2*cosd(#1),a/2*sind(#1)); % chemin qui parcourt le cercle
+    Q:=(a/2*cosd(#1),0); %projection sur (Ox)
+    % projection de Q sur [O,P]
+    R = cosd(#1)*cosd(#1)*(a/2*cosd(#1),a/2*sind(#1));
+    % M sur [PQ] tel que QM = QR
+    QR := abs(R-Q);
+    if(sind(#1)>0.0):
+    M = Q + (0,QR);
+    else:
+    M = Q - (0,QR);
+    fi;
+
+    if #1=0:
+    lemn:=M;
+    else:
+    lemn:= lemn--M;
+    fi;
+
+    if ((#1>0) and (#1<90)) or ((#1>180) and (#1<270)):
+    draw carre scaled 6 rotated (angle(Q-P)+180) shifted Q;
+    draw carre scaled 6 rotated (angle(R-P)) shifted R;
+    fi;
+    if((#1>=90) and (#1<180)) or ((#1>=270) and (#1<360)):
+    draw carre scaled 6 rotated (angle(Q-P)+180) shifted Q;
+    draw carre scaled 6 rotated (angle(R-P)+180) shifted R;
+    fi;
+
+    draw O--P dashed evenly withcolor blue;
+    draw P--Q dashed evenly withcolor blue;
+    draw R--Q--M withcolor green;
+
+    label.lrt(btex $a$ etex, (a/2,0));
+    label.llft(btex $x$ etex, (s*u,0));
+    label.llft(btex $y$ etex, (0,s*u));
+    label(btex \itshape Lemniscate \par de Gerono etex, (-0.7u,1.15u));
+    label(btex $x^4=a^2(x^2-y^2)$ etex, (0.7u,-1.15u));
+
+    dotlabel.llft(btex $O$ etex, O);
+    dotlabel.urt(btex $M$ etex, M);
+    dotlabel.urt(btex $P$ etex, P);
+    dotlabel.urt(btex $Q$ etex, Q);
+    dotlabel.urt(btex $R$ etex, R);
+
+    pickup pencircle scaled 1pt;
+    draw lemn withcolor red;
+
+    clip currentpicture to (-s*u,-s*u)--(s*u,-s*u)--(s*u,s*u)--(-s*u,s*u)--cycle;
+    endfig;
+  \end{mplibcode}
+}
+~~~~~~~
+
+Il suffit alors de construire l'animation avec l'extension `animate`
+et son  environnement `animateinline`.
+
+~~~~~~~ { .latex }
+\begin{center}
+\begin{animateinline}[poster=230, controls]{24}
+  \multiframe{360}{ii=0+1}{\lemniscate{\ii}}
+\end{animateinline}
+\end{center}
+~~~~~~~