%!PS-Adobe-2.0 %%Creator: dvips(k) 5.86 Copyright 1999 Radical Eye Software %%Title: Euler-BGRS.dvi %%CreationDate: Wed Mar 12 09:18:15 2003 %%Pages: 29 %%PageOrder: Ascend %%BoundingBox: 0 0 596 842 %%DocumentFonts: CMR17 CMR12 CMR10 CMTI12 CMCSC10 CMBX12 CMR7 CMTI10 %%+ CMMI12 MSBM10 CMR8 CMSY10 CMMI8 CMSY8 CMR6 CMMI6 CMSY6 CMEX10 MSBM7 %%+ EUFM10 EUFM7 Times-Italic %%DocumentPaperSizes: a4 %%EndComments %DVIPSWebPage: (www.radicaleye.com) %DVIPSCommandLine: D:\PROGRA~1\MIKTEX\MIKTEX\BIN\DVIPS.EXE -P pdf %+ Euler-BGRS %DVIPSParameters: dpi=8000, compressed %DVIPSSource: TeX output 2003.03.12:0918 %%BeginProcSet: tex.pro %! /TeXDict 300 dict def TeXDict begin/N{def}def/B{bind def}N/S{exch}N/X{S N}B/A{dup}B/TR{translate}N/isls false N/vsize 11 72 mul N/hsize 8.5 72 mul N/landplus90{false}def/@rigin{isls{[0 landplus90{1 -1}{-1 1}ifelse 0 0 0]concat}if 72 Resolution div 72 VResolution div neg scale isls{ landplus90{VResolution 72 div vsize mul 0 exch}{Resolution -72 div hsize mul 0}ifelse TR}if Resolution VResolution vsize -72 div 1 add mul TR[ matrix currentmatrix{A A round sub abs 0.00001 lt{round}if}forall round exch round exch]setmatrix}N/@landscape{/isls true N}B/@manualfeed{ statusdict/manualfeed true put}B/@copies{/#copies X}B/FMat[1 0 0 -1 0 0] N/FBB[0 0 0 0]N/nn 0 N/IEn 0 N/ctr 0 N/df-tail{/nn 8 dict N nn begin /FontType 3 N/FontMatrix fntrx N/FontBBox FBB N string/base X array /BitMaps X/BuildChar{CharBuilder}N/Encoding IEn N end A{/foo setfont}2 array copy cvx N load 0 nn put/ctr 0 N[}B/sf 0 N/df{/sf 1 N/fntrx FMat N df-tail}B/dfs{div/sf X/fntrx[sf 0 0 sf neg 0 0]N df-tail}B/E{pop nn A definefont setfont}B/Cw{Cd A length 5 sub get}B/Ch{Cd A length 4 sub get }B/Cx{128 Cd A length 3 sub get sub}B/Cy{Cd A length 2 sub get 127 sub} B/Cdx{Cd A length 1 sub get}B/Ci{Cd A type/stringtype ne{ctr get/ctr ctr 1 add N}if}B/CharBuilder{save 3 1 roll S A/base get 2 index get S /BitMaps get S get/Cd X pop/ctr 0 N Cdx 0 Cx Cy Ch sub Cx Cw add Cy setcachedevice Cw Ch true[1 0 0 -1 -.1 Cx sub Cy .1 sub]{Ci}imagemask restore}B/D{/cc X A type/stringtype ne{]}if nn/base get cc ctr put nn /BitMaps get S ctr S sf 1 ne{A A length 1 sub A 2 index S get sf div put }if put/ctr ctr 1 add N}B/I{cc 1 add D}B/bop{userdict/bop-hook known{ bop-hook}if/SI save N @rigin 0 0 moveto/V matrix currentmatrix A 1 get A mul exch 0 get A mul add .99 lt{/QV}{/RV}ifelse load def pop pop}N/eop{ SI restore userdict/eop-hook known{eop-hook}if showpage}N/@start{ userdict/start-hook known{start-hook}if pop/VResolution X/Resolution X 1000 div/DVImag X/IEn 256 array N 2 string 0 1 255{IEn S A 360 add 36 4 index cvrs cvn put}for pop 65781.76 div/vsize X 65781.76 div/hsize X}N /p{show}N/RMat[1 0 0 -1 0 0]N/BDot 260 string N/Rx 0 N/Ry 0 N/V{}B/RV/v{ /Ry X/Rx X V}B statusdict begin/product where{pop false[(Display)(NeXT) (LaserWriter 16/600)]{A length product length le{A length product exch 0 exch getinterval eq{pop true exit}if}{pop}ifelse}forall}{false}ifelse end{{gsave TR -.1 .1 TR 1 1 scale Rx Ry false RMat{BDot}imagemask grestore}}{{gsave TR -.1 .1 TR Rx Ry scale 1 1 false RMat{BDot} imagemask grestore}}ifelse B/QV{gsave newpath transform round exch round exch itransform moveto Rx 0 rlineto 0 Ry neg rlineto Rx neg 0 rlineto fill grestore}B/a{moveto}B/delta 0 N/tail{A/delta X 0 rmoveto}B/M{S p delta add tail}B/b{S p tail}B/c{-4 M}B/d{-3 M}B/e{-2 M}B/f{-1 M}B/g{0 M} B/h{1 M}B/i{2 M}B/j{3 M}B/k{4 M}B/w{0 rmoveto}B/l{p -4 w}B/m{p -3 w}B/n{ p -2 w}B/o{p -1 w}B/q{p 1 w}B/r{p 2 w}B/s{p 3 w}B/t{p 4 w}B/x{0 S rmoveto}B/y{3 2 roll p a}B/bos{/SS save N}B/eos{SS restore}B end %%EndProcSet %%BeginProcSet: alt-rule.pro %! % Patch by TVZ % Makes dvips files draw rules with stroke rather than fill. % Makes narrow rules more predictable at low resolutions % after distilling to PDF. % May have unknown consequences for very thick rules. % Tested only with dvips 5.85(k). 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All Rights Reserved) readonly def /FullName (EUFM7) readonly def /FamilyName (Euler) readonly def /Weight (Medium) readonly def /ItalicAngle 0 def /isFixedPitch false def end readonly def /FontName /EUFM7 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 65 /A put dup 68 /D put readonly def /FontBBox{0 -250 1193 750}readonly def /UniqueXX 5031992 def currentdict end currentfile eexec 80347982ab3942d930e069a70d0d48311d7190fa2d133a583138f76695558e7a e9348d37cac6651806d08527c1bb4a062a4835ac37784cc39ad8841404e438b4 d52d3901e47a1de4f7924e0fb3daf442499175bab1226edf692a4956739f8828 e80592f450c5d5c22ac88bcfbe9748f61d18243a16f4a4467f084e8e2be46ef4 7fc51c3a8199e3cda62ff9c4fb73956dab8b6683d2156377808cb35026073e80 523f59a30d195fcf9b9fce4ffafc6f33457e320fe93acc64a4016412366d1ad2 8776cfdce37d3a89b95e5bb9373a99730cba9c11192589e22438b44f4ecc6a8d 1f72a7ea6a698d9580bcafcc2366c5964e5d3094b67d86eec82e16761e4b6f4d fd245d33c9b9c2e5efaf6b70fc1b26729242663b094e125b63b03099ae89aef3 960574bed8d38d9a5871585daeef1a4fee999d512520a302e184ec3fc9a08570 7c490d9d92ba9e23eb831c6f0d09095f97e570e19fbc20e2a04ae15de9836754 0071fa98cd0a687c158288903e7daecf04f31701e4e2f9e7f89f9444063548bf 107761142c46af966926ad8888abae91da9af232c3560a8f044ec566f2797b20 4c66aab3d13785980b5f6cd6edc225a2d939b5e3c6c2dcf7e85c911ec4be45fd ecf273f14f93bc789e2d567f6413fa3c0d46239dee0c7e98faaeb9643481b0de dc7821817e01bb2c4d14d6eb348422a86e7168ca0b0783312dd2c985805b1cf8 3048b9b127262460901ff6291c5c8540daaf8d3e370c1e1580a2eaee60acd2f2 20843291cf3bc3c8fbc397444ce5651559001ebd115ece976b74f40d75ac9a0e be0b5a33d5fb7a5ad3888af240cec5b189aa907095f26a83f21347a20dc6a274 070b50b813f007bd6ec6bf3dc7e6ca22e2b334770791a822f530efca26ae1d67 72f29c2372bcca17e57f13d88cdaa448255f9160bb173dbae40a205e7e4ea2e5 eae10ae90a9d46855cbc2e3a8fee8ae0a6d9c193b8223a89d6d64acf98a0f30d da3e845f80654229284286633e0a99290ca56f27900ecdf0e3e671a8bb4effd9 4ae4a57bdb1959d1e466e7071b2059e1e153939897702414815d1aaea56b2a71 7f464f4344355e9ce5c38746dd5439241f72ebbf2c6528bb5b7a31b72467edcd 835a91658b27b76237aa3a20ffad24b7ce6b10bcb41c5838a06a617a232df600 dc459b39f079b632fa6dab3dc65ba165dbdb0d528c6b4249c34f3522bf9653aa 4017352145c8a4b4c0545dcbd3e5e7f565c0b3533fbeef2c2a2d8f754cd9e4a3 525d2103e731cb96718ce7fc5e1ad3f34e0b718e8c6dfe74f0c8e5eff5a8780f 980939b9c831efe1b50c8332738f959e6f28cb6727a6f8256f6c8a054ab47d8e 2dca637f8c299505a03f82b22d6ad7ed526dbc8c7ab885503cec25fbb4872d65 2e9dbf2aded880287864c335d4a31be16ac6ca48928ba63133ae04e6ceeec197 9cae2b38b3c347035cc6409419f8465b6a877cd3f18a9c5e365eca8d652e6535 32d1271dad2a6b97b034485699ce22c94ebad8b0fe45c66bd29a2935889132c1 f8b79c545cdcca82c1bd2778ee54288f9d564ca42de318cbe390c0d7323136e1 19829ff65d9af902dc1a946df3a940145530e7dfc69913a91820832090c80e21 5d23276f66972521736e2601845d95e937e857b6ced5e450d83523ee9681c131 8fc5dbb772cb81c0608660ad9663cd939b1b8f93d6ef78f877d05a73c578f2ce d7a1a0a401030cff5d49fb84a43b66114980b3c4042f14aefd483b9fdda117c4 015adbfbaffc67bb515c77234c8d6a0f7d158fae85542c5cf1ea02259f3f04ea 8c1a8cda2c53804d9ccf4ed5cf67da3b0949291025d44b28b3954e5ff162077f 0ae4fcd53afecc4a7e108cd0a602ea3674174412f68dad1c530ccb9ade8922f7 046b32292e8a0f3e05a14f481d1eb66cd91b631c3de6c5a053067d0b12da2182 01f0810e1c8608c70f018c64de9cc96c04c5d7324559750afc5ff01a537ebe89 7eeda2f35ca3fb64f962f9feeb3a42c7e8146bc5e38559872481e39d8bc1ada0 a29cc89a40b53d1fc40359edbb2f665f3b9be344b0db1a75d29fb4c704000ed7 ee2dec3062742620f6b54bda9e67dbf33cc3b97eb60ad1e2497a97e648034e0f 8ae0fac2b89a9b958b51781ba74675657575c2f7a9c5abcdf8d953827a57efdd 5a0b0bd846bc69f72d2b35662102ad13f06eb33f219d47c43c5db6040f7d7307 2f009b6ddd7546e1083f95a2c8a48033dce9e0c3e52f4c47c9f816a61898ebbe 883dcfc719b88a8ca678421f0fd2f28fdfb9771b91642b3b55fd731d9e97ae37 5e43ef3fa49ff6a900fe41b230830f69e83a 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: EUFM10 %!PS-AdobeFont-1.1: EUFM10 2.1 %%CreationDate: 1992 Nov 20 17:36:20 % Euler fonts were designed by Hermann Zapf. % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (2.1) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (EUFM10) readonly def /FamilyName (Euler) readonly def /Weight (Medium) readonly def /ItalicAngle 0 def /isFixedPitch false def end readonly def /FontName /EUFM10 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 68 /D put readonly def /FontBBox{-26 -224 1055 741}readonly def /UniqueXX 5031986 def currentdict end currentfile eexec 80347982ab3942d930e069a70d0d48311d7190fa2d133a583138f76695558e7a e9348d37cac6651806d08527c1bb4a062a4835ac37784cc39ad8841404e438b4 d52d3901e47a1de4f7924e0fb3daf442499175bab1226edf692a4956739f8828 e80592f450c5d5c22ac88bcfbe9748f61d18243a16f4a4467f084e8e2be46ef4 7fc51c3a8199e3cda62ff9c4fb73956dab8b6683d2156377808cb35026073e80 523f59a30d195fcf9b9fce4ffafc6f33457e320fe93acc64a4016412366d1ad2 8776cfdce37d3a89b95e5bb9373a99730cba9c11192589e22438b44f4ecc6a8d 1f72a7ea6a698d9580bcafcc2366c5964e5d3094b67d86eec82e16761e4b6f4d fd245d3c0b4188a0543ee88fa787fb10793268e415e389ff071cdd46bf6b260e 1e9c9ac037edba327c6379836655308ddf35e4a4488ad32d3ab301c67a2fa71e 8ae00daeead4271df276f5ce395a57e414f85237cf8f1be070309ed5c3078506 c9d38c2adeeac618d04c0be2ff891dcfc9ada7588efb91f739188a933e1d37bf 632cf042106df1bae0cdfb79c578e565014cead123bf856cc0c14983f5548a20 c0d45446e0dd2b017f528e46d394a88a2d5f86fc669ac7d489f1851c100b29a0 ee3ec82faf87eba944a57dc14ebc94f2445a8a21ee68eef1848d534bdd192ea1 181220351ff93c51e53fcd5ee6ec92bd644d121eac52bc163acb6948a7a4c256 7243c7113b1b5650aeeedb14ffd9b6ce33605907595230a06db01bfb510a460e 76598fb2bb67498f79f0f5b5c5fdb5515cf2257aad324ef1a877a296e2851d38 f8995123e527c4956247fc8ab910206a9ce8736563ff0d4cd5d00579d60bca51 650af348ac4d6422c4cd74d924b532d4a28ba95eff24aca4b3cd1d28e207c7f8 906f8dd99aa04c135fe46c1dc8ee89bd768df17240a70f1a96382defcc180b9a f1b6fa57a9b0a2440bae0797790f91733970b16e742e6341d95faa40c583dac5 13a84eb181d2946b5d0075f71db8a991dc1a809cd3cfec573514392567a82e75 946ccf6e14f4a968313b3b6d727c83018ed58b882b96db208ebd27f7d30ffbc8 ab11e10a0f81425a62bdf7eed9f618c746103dc2d1c3e1f37d27083f4068a30e 099c92685e320266ff8047e81140658a63a6b52e4cd63e95d1b83fde2655d8b5 7dc0c494c0f8ff83dcb15d08b02c5f6af9338399283c6bc73cd64f826da7a87f 8a27b340dee6d87ccd664367f53c737a26135fe1ebda0282d88ede4bc6b6db3a 711428c74f0bc03eda8f435e48e44ebde8cdefc80812f05c4246759f1245ba24 45af89235700329844783cf68893567d7519a4dc2e42e4790e415510b2ba020d 7df36b08b8d08ac396d61b2f93b3f7ce4cd8cd36c3756d99bb14dc2709614957 1b38c17906fdbfff747bf04a2b2ff00cfd51283c90f8261966ce2595d5e53268 ea879a08e97e26b3b133de0cd1ae243845755c821d535f67c0779cae09c14733 317c89e1aa7ff948b2b1f8c9a163cb722c392bab34dd202372866729c5243674 cb23c016826e0ad3d98db8cac290f571d2b6d8f3b595f61f4591e3060ee34291 8cd6a07382d548032d4d3c1c13d8667b98d989ff89a64277157073c72e54d7d8 6034eac2118c5715ead81ff4c83df94c42fef2843099ddcec3192b3fccd458d9 a9f4b15e0409808a388e82a0635a9f5e2d88d774875625c47bb1032b2f7507b4 3ca2dc7cab156c2c3d5da4c0a2e9b7c9ceed805929c78660364dae637e493d2c 8489954fc399c65204f8940059f2027f37afcb86b575464e380b96cc79bb4475 4b896f9dcf4e7ca87b9d1536289ed684c76b367bd29d507989 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: MSBM7 %!PS-AdobeFont-1.1: MSBM7 2.1 %%CreationDate: 1992 Oct 17 08:30:50 % Math Symbol fonts were designed by the American Mathematical Society. % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (2.1) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (MSBM7) readonly def /FamilyName (Euler) readonly def /Weight (Medium) readonly def /ItalicAngle 0 def /isFixedPitch false def end readonly def /FontName /MSBM7 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 76 /L put dup 86 /V put readonly def /FontBBox{0 -504 2615 1004}readonly def /UniqueXX 5032014 def currentdict end currentfile eexec b5e2457af4a6caaa4536453c498a618ecdce7b5f6f2d5944265309f833bd3d50 3df8bd14c071f404d2177500681a801856cb8c9c9cf0112c9bd17ccba9ab8944 1759a320b2078df0fafdd3e357994bd81740d1a7522ddfafb75d58f5def046f7 084d10fa2f702e570b09a7073d70efe37b48c355a7089772238b7b4538c4912f cf6703a14fa416057ea2e1b94455913dd271b42846ee10d78270a8118e7e4bcb 8deb048bb280c240d59409d47046c890e5f79e5dd4b0be65a28a77aeb53dd33e ac506a6da87bb55e329f433627e06c3c94b078838b908538d93f888e504e25e0 3a8ccf7d2c02122ab3d485525564295390d1154e15fee35edff4eb016fadd32c 26d1b4c09de87943780954cebc4965aa890fe1f80b03eb07103e13d468245c7b c26455f229e8859585c6eeafd9474acdb27290fd62950dc52f893c99a2a614d4 2a7e3618266f3fb0c68a01a30373e048385ffe7dd5844e208a55d1a9263ab2db cb9b19038724f95af00349840157be45cb337871b55a304b87ade64b10ff0eba 21aa0eaeef74aa01f049303a8b25de0acc26bb3a33fcf267f479a2a73f7dece3 2aa23083687322b417fe86e8f5afc2136d045ad6b392364811a17630a94ff097 038eedeedb8da4ebf8fa5a96ce27a2ebf771d14f4a11fb1f9f48cdd207209934 885ef9118463552984b0fd3cf15d55de967fbb051549dd65f60dfe07f299690e 58252f032bca78935b7d2df852ed688bd13dd171b91cf7bd46d5433aef9f50f1 41a2517c4912b837793f84ddcf1116f70f7e9b1e6ec752dbc9183d4791d92602 397bafe29ac6f879ceb72c673c8a1aa0135d6f92d0db7791f9a2f1a5b55347e0 3e63723efd258754f5f4a9ad35873a98d54b6c54b17a39892dc1d38660597448 fdba9258493a0db0d560c01d49f2d889a99eaa8a5b5919cbd33f6b3d97bf27b3 e0b94b48d5d21d6c29aee4faca71bd775bb9defa37ff627f1e4926f10d59313e 77d81a511027ef9a8ed5b7fa9b5bd67758cd13bab6ac18411c974a65d0c90085 67bf5860d0930d7f43e557ee45e76ecb2806d21f4732bb282ac8b591f2b8775d 4b3ce2a37ebb371cb74a3cc513bdd70a0115de4760c21f034f5080d769f7ff83 554af524184702a02f6172e26f9b180f2de3cccd3ed216085ce7348f2beabcc1 26073e37cf2c3d328d2bff447dd429fe9a2af34ce43b158f7cf90067a4444e2e 2046e7e712d2634e60b30732a6dcaa2a794834d5c97ad52a82593a4fbc45e284 cf0b8b919b6fbdd358925985f9977c502d9545103190544b35a9886e225b901c 9c2b10d8314acaf48156b1487aae1bbe2c55bd5325022f7045f7ec5da01bf79d 175ed2dd7f58da1bc8cd6e77155e2c6a9f37a3c32d7b2f950ab8e7e71d7d7aa4 c856336d0b29530135fcf1de112fe6dc116ea5878b995682dbe6b79503fd128a 8ef5097ba2367e3ea0b1c22fa11627b877666b3e63307c805986ca0c69284aa1 fd9bd4ec5d2ea95e3fa80ebfc78affd6196885825e052fa4d687ab71ce7d3c2d dbf1fab07a954eea337b2e47cb59d072cb6a2212205f4a4ddd0435349960bd42 23237ca254dd5ee76f213f614a7504a7d02ac902e2c5b0aa271f92b5f5feb6b1 3a891212908e0ef3f334253de44cd29a6ff5ceb2ea364255402a8a16b6a3ec64 72f44203ca5d106158b4b5b5ef9d48e50ef4efdf5762a9c2187144528d27b72c 2c2813e04d0b741ef7918d1578d319f3a4ddb4cb5db1fc0b8a61d9c6a07615a3 95f9be4320ad1bc98655bf9f74df1b44b141ca598120ba2b2233a67dd0954803 7a9e32bc48e7ac9328909744b9862aee54d0062cdc5e1e635d91955037c1dab5 ff73be6343c5562b6df64413443b2c0d829921fe01caca5d378a213040e40d3b 7cdc1e8df47455c09d391e54ca02ab3c55adcd1ae651822ce1b7ffa8874b9246 96b0a70dd6cf092946576c605ead55adcf5980ab6dc7755a5ba84f93 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMR17 %!PS-AdobeFont-1.1: CMR17 1.0 %%CreationDate: 1991 Aug 20 16:38:24 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.0) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMR17) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle 0 def /isFixedPitch false def end readonly def /FontName /CMR17 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 182 /acute put dup 51 /three put dup 67 /C put dup 69 /E put dup 77 /M put dup 79 /O put dup 80 /P put dup 82 /R put dup 97 /a put dup 99 /c put dup 100 /d put dup 101 /e put dup 102 /f put dup 104 /h put dup 105 /i put dup 108 /l put dup 109 /m put dup 110 /n put dup 111 /o put dup 114 /r put dup 115 /s put dup 116 /t put dup 117 /u put dup 123 /endash put readonly def /FontBBox{-33 -250 945 749}readonly def /UniqueXX 5000795 def currentdict end currentfile eexec 9b9c1569015f2c1d2bf560f4c0d52257bacdd6500abda5ed9835f6a016cfc8f0 0b6c052ed76a87856b50f4d80dfaeb508c97f8281f3f88b17e4d3b90c0f65ec3 79791aacdc162a66cbbc5be2f53aad8de72dd113b55a022fbfee658cb95f5bb3 2ba0357b5e050fddf264a07470bef1c52119b6fbd5c77ebed964ac5a2bbec9d8 b3e48ae5bb003a63d545774b922b9d5ff6b0066ece43645a131879b032137d6d 823385fe55f3402d557fd3b4486be356c29c3aec91ef17f5d31183b1e489f1fa 559a6693fbdd04d4f7e99886d8cb7cca13d4aa9ceb34a708af22e69ccef0e504 c3997075243585edf60b6447c8d01cffb04b6e3ddbaa7da5891286861322a795 e9d990fd56af2f5c2b35801a0b07874e4ac3170481d232e150443253c92a8b05 513d4a4154a99d91f629ccd30376500f5d16aaa9b203bad6350e4b19424c0e33 75f2949bc1927a6f6221252f8a96618e646aa1b0810753c98becc26b37837775 24bca72b818d314074c1c91f4e1f4148d3d703d12d179ee6970bd55d04aa9a9d 97f63f2c7dbd129ec2ed3ba5f8080270ea5854ea165dbcc061e2f47f1aaf0997 2ac9a689a2a9620b91b53f6b5092884372f5f7afca495f331138d85a97c5bb83 d8072dc88010fc89108b60bc06d4f93c722e8908d7ce3c1ea3c70e9e65edd769 7db17ce0e012ad37d4030f33d30a73fd655b7a2e572f3378ac933dd75082f2f1 68702be19bc60cef6bd5f0ada180d21408c04b7f7db9b6dbaefe09e809a80ddf 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45aff981e094b2d4cd52c5e493a757443a88152969f2ff762290f378d86334af b00222e42e126a8284ce954d7bc87dce9f7a86ce583d1be6ce3447d186611658 866d1359b44a1cd6357fb69f27dbfb3910cfba1e9f12c5c92dfa5b593d46e2d4 e5f90f244dc0a5bbd2f1126fdbaf4b3676aa7bf3060f77dd92b6c5b099024df2 95fbe8bc5111afc759ee5e60d51a4e97377008e2a4 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMSY10 %!PS-AdobeFont-1.1: CMSY10 1.0 %%CreationDate: 1991 Aug 15 07:20:57 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.0) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMSY10) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle -14.035 def /isFixedPitch false def end readonly def /FontName /CMSY10 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 161 /minus put dup 162 /periodcentered put dup 167 /plusminus put dup 180 /equivalence put dup 182 /reflexsuperset put dup 183 /lessequal put dup 184 /greaterequal put dup 188 /approxequal put dup 189 /propersubset put dup 194 /follows put dup 195 /arrowleft put dup 33 /arrowright put dup 41 /arrowdblright put dup 49 /infinity put dup 50 /element put dup 51 /owner put dup 54 /negationslash put dup 57 /existential put dup 59 /emptyset put dup 78 /N put dup 90 /Z put dup 91 /union put dup 92 /intersection put dup 102 /braceleft put dup 103 /braceright put dup 104 /angbracketleft put dup 105 /angbracketright put dup 106 /bar put dup 107 /bardbl put dup 110 /backslash put dup 112 /radical put readonly def /FontBBox{-29 -960 1116 775}readonly def /UniqueXX 5000820 def currentdict end currentfile eexec 9b9c1569015f2c1d2bf560f4c0d52257bac8ced9b09a275ab231194ecf829352 05826f4e975dcecec72b2cf3a18899ccde1fd935d09d813b096cc6b83cdf4f23 b9a60db41f9976ac333263c908dcefcdbd4c8402ed00a36e7487634d089fd45a f4a38a56a4412c3b0baffaeb717bf0de9ffb7a8460bf475a6718b0c73c571145 d026957276530530a2fbefc6c8f67052788e6703bb5ee49533870bca1f113ad8 3750d597b842d8d96c423ba1273ddd32f3a54a912a443fcd44f7c3a6fe3956b0 aa1e784aaec6fce08dae0c76da9d0a3eba57b98a6233d9e9f0c3f00fcc6b2c6a 9ba23af389e6dfff4efec3de05d6276c6be417703ce508377f25960ef4ed83b4 9b01b873f3a639ce00f356229b6477a081933fef3bb80e2b9dffa7f75567b1fa 4d739b772f8d674e567534c6c5bbf1cf615372be20b18472f7aa58be8c216dbd df81cc0a86b6d8318ca68fe22c8af13b54d7576fe4ca5a7af9005ea5cc4edb79 c0ab668e4fec4b7f5a9eb5f0e4c088cd818ecc4feb4b40ec8bd2981bf2336074 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0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMMI12 %!PS-AdobeFont-1.1: CMMI12 1.100 %%CreationDate: 1996 Jul 27 08:57:55 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.100) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMMI12) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle -14.04 def /isFixedPitch false def end readonly def /FontName /CMMI12 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 161 /Gamma put dup 162 /Delta put dup 167 /Sigma put dup 174 /alpha put dup 175 /beta put dup 176 /gamma put dup 177 /delta put dup 180 /eta put dup 182 /iota put dup 183 /kappa put dup 184 /lambda put dup 185 /mu put dup 186 /nu put dup 188 /pi put dup 189 /rho put dup 190 /sigma put dup 193 /phi put dup 194 /chi put dup 195 /psi put dup 39 /phi1 put dup 58 /period put dup 59 /comma put dup 60 /less put dup 61 /slash put dup 64 /partialdiff put dup 66 /B put dup 67 /C put dup 69 /E put dup 71 /G put dup 76 /L put dup 78 /N put dup 79 /O put dup 80 /P put dup 82 /R put dup 83 /S put dup 86 /V put dup 88 /X put dup 90 /Z put dup 97 /a put dup 98 /b put dup 99 /c put dup 100 /d put dup 101 /e put dup 102 /f put dup 103 /g put dup 105 /i put dup 109 /m put dup 110 /n put dup 112 /p put dup 113 /q put dup 115 /s put dup 116 /t put dup 120 /x put dup 121 /y put dup 122 /z put readonly def /FontBBox{-30 -250 1026 750}readonly def /UniqueXX 5087386 def currentdict end currentfile eexec 80347982ab3942d930e069a70d0d48311d725e830d1c76fba12e12486e989c98 74c2b527f0925722787027f44470d484262c360cdfdddf3657533a57bb16f730 48bfbbfcb73a650484015441fdc837add94ac8fbd2022e3ec8f115d4b4bb7b7f 15388f22cc6198efe768bd9fceb3446ee4a8dc27d6cd152485384ef5f59381ff da43f2d20c8fb08aa27ab2015b774db10dacfdcd33e60f178c461553146ab427 bdd7da12534ba078ad3d780414930e72218b3075925ce1192f11fc8530fcd5e3 038e3a6a6db2dcfbae3b4653e7e02730314e02b54a1e296d2bef8a79411d9225 dad7b4e6d6f9cf0688b69ba21193bf1495807e7bcb09b7064e91fa0ded228e42 09aae407a7aaca60b1076299ac4abd23ef02f108765f0e3d91f92f3afbfded37 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c337676ba8d6037196d47405c4b4b440c9ae0205f8fbb8a48a92d8f28845c286 df190559f926660883cdbf1e3ed4c7aa3e3c9efdfeb64f2791f416dc6660199b e44411f0458c439e5b2a26bf54c09412e826bf801af5223a907c36e9f3ca41e6 0f0c241d3c2055df4489d49035093ed3 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMEX10 %!PS-AdobeFont-1.1: CMEX10 1.00 %%CreationDate: 1992 Jul 23 21:22:48 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.00) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMEX10) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle 0 def /isFixedPitch false def end readonly def /FontName /CMEX10 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 161 /parenleftbig put dup 162 /parenrightbig put dup 163 /bracketleftbig put dup 164 /bracketrightbig put dup 167 /ceilingleftbig put dup 169 /braceleftbig put dup 170 /bracerightbig put dup 174 /angbracketrightbig put dup 175 /vextendsingle put dup 176 /vextenddouble put dup 177 /slashbig put dup 179 /parenleftBig put dup 180 /parenrightBig put dup 181 /parenleftbigg put dup 182 /parenrightbigg put dup 183 /bracketleftbigg put dup 184 /bracketrightbigg put dup 185 /floorleftbigg put dup 186 /floorrightbigg put dup 188 /ceilingrightbigg put dup 189 /braceleftbigg put dup 190 /bracerightbigg put dup 191 /angbracketleftbigg put dup 192 /angbracketrightbigg put dup 193 /slashbigg put dup 194 /backslashbigg put dup 195 /parenleftBigg put dup 56 /bracelefttp put dup 57 /bracerighttp put dup 58 /braceleftbt put dup 59 /bracerightbt put dup 60 /braceleftmid put dup 61 /bracerightmid put dup 62 /braceex put dup 63 /arrowvertex put dup 80 /summationtext put dup 81 /producttext put dup 88 /summationdisplay put dup 89 /productdisplay put dup 98 /hatwide put dup 121 /arrowbt put readonly def /FontBBox{-24 -2960 1454 772}readonly def /UniqueXX 5000774 def currentdict end currentfile eexec 80347982ab3942d930e069a70d0d48311d7190fa2d133a583138f76695558e7a e9348d37cac6651806d08527c1bb4a062a4835ac37784cc39ad8841404e438b4 d52d3901e47a1de4f7924e0fb3daf442499175bab1226edf692a4956739f8828 e80592f450c5d5c22ac88bcfbe9748f61d18243a16f4a4467f084e8e2be46ef4 7fc51c3a8199e3cda62ff9c4fb73956dab8b6683d2156377808cb35026073e80 523f59a30d195fcf9b9fce4ffafc6d5649664203ab24acb938d58d246707ffe7 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CMBX12 %!PS-AdobeFont-1.1: CMBX12 1.0 %%CreationDate: 1991 Aug 20 16:34:54 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.0) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMBX12) readonly def /FamilyName (Computer Modern) readonly def /Weight (Bold) readonly def /ItalicAngle 0 def /isFixedPitch false def end readonly def /FontName /CMBX12 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 161 /Gamma put dup 162 /Delta put dup 163 /Theta put dup 164 /Lambda put dup 167 /Sigma put dup 169 /Phi put dup 170 /Psi put dup 174 /ff put dup 175 /fi put dup 176 /fl put dup 177 /ffi put dup 179 /dotlessi put dup 180 /dotlessj put dup 181 /grave put dup 182 /acute put dup 183 /caron put dup 184 /breve put dup 185 /macron put dup 186 /ring put dup 188 /germandbls put dup 189 /ae put dup 190 /oe put dup 191 /oslash put dup 192 /AE put dup 193 /OE put dup 194 /Oslash put dup 195 /suppress put dup 46 /period put dup 48 /zero put dup 49 /one put dup 50 /two put dup 51 /three put dup 52 /four put dup 53 /five put dup 54 /six put dup 55 /seven put dup 56 /eight put dup 57 /nine put dup 65 /A put dup 67 /C put dup 68 /D put dup 69 /E put dup 73 /I put dup 80 /P put dup 82 /R put dup 84 /T put dup 97 /a put dup 99 /c put dup 100 /d put dup 101 /e put dup 102 /f put dup 103 /g put dup 104 /h put dup 105 /i put dup 107 /k put dup 108 /l put dup 109 /m put dup 110 /n put dup 111 /o put dup 114 /r put dup 115 /s put dup 116 /t put dup 117 /u put dup 119 /w put readonly def /FontBBox{-53 -251 1139 750}readonly def /UniqueXX 5000769 def currentdict end currentfile eexec 9b9c1569015f2c1d2bf560f4c0d52257bacdd6500abda5ed9835f6a016cfc8f0 0b6c052ed76a87856b50f4d80dfaeb508c97f8281f3f88b17e4d3b90c0f65ec3 79791aacdc162a66cbbc5be2f53aad8de72dd113b55a022fbfee658cb95f5bb3 2ba0357b5e050fddf264a07470bef1c52119b6fbd5c77ebed964ac5a2bbec9d8 b3e48ae5bb003a63d545774b922b9d5ff6b0066ece43645a131879b032137d6d 823385fe55f3402d557fd3b4486be79011d1f5bfae5c1f476ee6f05eb1d2caeb 269958b194521197b312fcced4867f3c8fbd030bd715d8ffda1dcd454b174e7a 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0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: MSBM10 %!PS-AdobeFont-1.1: MSBM10 2.1 %%CreationDate: 1993 Sep 17 11:10:37 % Math Symbol fonts were designed by the American Mathematical Society. % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (2.1) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (MSBM10) readonly def /FamilyName (Euler) readonly def /Weight (Medium) readonly def /ItalicAngle 0 def /isFixedPitch false def end readonly def /FontName /MSBM10 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 161 /lessornotequal put dup 162 /greaterornotequal put dup 163 /notlessequal put dup 164 /notgreaterequal put dup 167 /notprecedes put dup 169 /lessornotdbleql put dup 170 /greaterornotdbleql put dup 174 /notgreaterorslnteql put dup 175 /lessnotequal put dup 176 /greaternotequal put dup 177 /notprecedesoreql put dup 179 /precedeornoteqvlnt put dup 180 /followornoteqvlnt put dup 181 /lessornotsimilar put dup 182 /greaterornotsimilar put dup 183 /notlessdblequal put dup 184 /notgreaterdblequal put dup 185 /precedenotslnteql put dup 186 /follownotslnteql put dup 188 /follownotdbleqv put dup 189 /lessnotdblequal put dup 190 /greaternotdblequal put dup 191 /notsimilar put dup 192 /notapproxequal put dup 193 /upslope put dup 194 /downslope put dup 195 /notsubsetoreql put dup 76 /L put dup 82 /R put dup 86 /V put dup 90 /Z put readonly def /FontBBox{-55 -420 2343 920}readonly def /UniqueXX 5031982 def currentdict end currentfile eexec 80347982ab3942d930e069a70d0d48311d7190fa2d133a583138f76695558e7a e9348d37cac6651806d08527c1bb4a062a4835ac37784cc39ad8841404e438b4 d52d3901e47a1de4f7924e0fb3daf442499175bab1226edf692a4956739f8828 e80592f450c5d5c22ac88bcfbe9748f61d18243a16f4a4467f084e8e2be46ef4 7fc51c3a8199e3cda62ff9c4fb73956dab8b6683d2156377808cb35026073e80 523f59a30d195fcf9b9fce4ffafc6d56491bdecdcafdc988206c5a457a19270b 37d0ab776e03eaa7eb568eeab6b5e79dec03b0dcbf923a2aa8e4f4deda2cb043 858d8b430efef0ed914a80ffc9818aba0fb30dae3694e5b31df3855892d59b89 7f82ff79fce8444c7926ffc4ea008e63bc518936c9098afc2d1c14030a2c15bc c9285c1b57e80570d2f6301009e63d9ddeba44e3251c75ca9616a2c5de9ade66 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6493304d2f8d6923091869c1d664811dc9799698df729300986859d5e406c805 3cc8abd02c2a4eb55003b6c6bbb5c30fb530203024e769fbcb177b276b651768 f96cb0e3b249e318301af4aaaa2d5871392f8c0e51819b144771f291ccc328d4 79f5c2b72dd11b672225cab61bf149af9b3f6eda9cdddf613012e6536e3bc51a ec6b72d0f3930058ebac944ffb6977e850298e24dbb75815186def89f31c99c0 d99d85e0af7b28dd0afa980788994c9db689fbdf24021ddef310088f0468cb 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMSY6 %!PS-AdobeFont-1.1: CMSY6 1.0 %%CreationDate: 1991 Aug 15 07:21:34 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.0) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMSY6) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle -14.035 def /isFixedPitch false def end readonly def /FontName /CMSY6 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 161 /minus put dup 162 /periodcentered put dup 163 /multiply put dup 164 /asteriskmath put dup 167 /plusminus put dup 169 /circleplus put dup 170 /circleminus put dup 174 /circledivide put dup 175 /circledot put dup 176 /circlecopyrt put dup 177 /openbullet put dup 179 /equivasymptotic put dup 180 /equivalence put dup 181 /reflexsubset put dup 182 /reflexsuperset put dup 183 /lessequal put dup 184 /greaterequal put dup 185 /precedesequal put dup 186 /followsequal put dup 188 /approxequal put dup 189 /propersubset put dup 190 /propersuperset put dup 191 /lessmuch put dup 192 /greatermuch put dup 193 /precedes put dup 194 /follows put dup 195 /arrowleft put dup 48 /prime put dup 107 /bardbl put readonly def /FontBBox{-4 -948 1329 786}readonly def /UniqueXX 5000816 def currentdict end currentfile eexec 9b9c1569015f2c1d2bf560f4c0d52257bac8ced9b09a275ab231194ecf829352 05826f4e975dcecec72b2cf3a18899ccde1fd935d09d813b096cc6b83cdf4f23 b9a60db41f9976ac333263c908dcefcdbd4c8402ed00a36e7487634d089fd45a f4a38a56a4412c3b0baffaeb717bf0de9ffb7a8460bf475a6718b0c73c571145 d026957276530530a2fbefc6c8f059084178f5ab59e11b6a18979f258b8c6ed3 ccafbc21aca420c9c83eea371adc20e038b4d7b8ac303004b0aa205f04135140 76407216032fdd22e6219da8f16b28ca12524deb7bca073cc5eba65c102a5e85 fd48e6d062cd4283ee570a7774597e5bf0e3400b6be72db0115f3cb12db70ce0 83722870cddfadee715f10f1fcaf20e06f3c54afe5ca238539bfe2b596116e83 f5371ff18fa5003d8543226cfd4025f9940365b392a858d27f078d3abcffe4a1 54e78c7692d1a32bf935967c64f01b24788ff8325d61145e2d4a489fd986fb77 38e6b254522c77ca2797a504a9ce4676a77ebacb026eca94dde5922c936f8e90 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0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMMI6 %!PS-AdobeFont-1.1: CMMI6 1.100 %%CreationDate: 1996 Jul 23 07:53:52 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.100) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMMI6) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle -14.04 def /isFixedPitch false def end readonly def /FontName /CMMI6 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 161 /Gamma put dup 162 /Delta put dup 163 /Theta put dup 164 /Lambda put dup 167 /Sigma put dup 169 /Phi put dup 170 /Psi put dup 174 /alpha put dup 175 /beta put dup 176 /gamma put dup 177 /delta put dup 179 /zeta put dup 180 /eta put dup 181 /theta put dup 182 /iota put dup 183 /kappa put dup 184 /lambda put dup 185 /mu put dup 186 /nu put dup 188 /pi put dup 189 /rho put dup 190 /sigma put dup 191 /tau put dup 192 /upsilon put dup 193 /phi put dup 194 /chi put dup 195 /psi put dup 86 /V put dup 100 /d put dup 105 /i put dup 110 /n put dup 112 /p put dup 116 /t put readonly def /FontBBox{11 -250 1241 750}readonly def 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872b80a3242a4ac15ba88d551c698c1f 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMR6 %!PS-AdobeFont-1.1: CMR6 1.0 %%CreationDate: 1991 Aug 20 16:39:02 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.0) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMR6) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle 0 def /isFixedPitch false def end readonly def /FontName /CMR6 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 161 /Gamma put dup 162 /Delta put dup 163 /Theta put dup 164 /Lambda put dup 167 /Sigma put dup 169 /Phi put dup 170 /Psi put dup 174 /ff put dup 175 /fi put dup 176 /fl put dup 177 /ffi put dup 179 /dotlessi put dup 180 /dotlessj put dup 181 /grave put dup 182 /acute put dup 183 /caron put dup 184 /breve put dup 185 /macron put dup 186 /ring put dup 188 /germandbls put dup 189 /ae put dup 190 /oe put dup 191 /oslash put dup 192 /AE put dup 193 /OE put dup 194 /Oslash put dup 195 /suppress put dup 40 /parenleft put dup 41 /parenright put dup 48 /zero put dup 49 /one put dup 50 /two put dup 51 /three put dup 52 /four put readonly def /FontBBox{-20 -250 1193 750}readonly def /UniqueXX 5000789 def currentdict end currentfile eexec 9b9c1569015f2c1d2bf560f4c0d52257bacdd6500abda5ed9835f6a016cfc8f0 0b6c052ed76a87856b50f4d80dfaeb508c97f8281f3f88b17e4d3b90c0f65ec3 79791aacdc162a66cbbc5be2f53aad8de72dd113b55a022fbfee658cb95f5bb3 2ba0357b5e050fddf264a07470bef1c52119b6fbd5c77ebed964ac5a2bbec9d8 b3e48ae5bb003a63d545774b922b9d5ff6b0066ece43645a131879b032137d6d 823385fe55f3402d557fd3b4486858b2a4b5a0cc2e1bf4e2a4a0e748483c3bcf 5de47cc5260a3a967cac70a7a35b88b54315191d0423b4065c7a432987938c6b edad3b72ad63c2918b6e5a2017457e0d4ebc204b031f3fc6c13d7da7277a94ba 018e9998b3dd888011a5d7c4204989f30f908b95533bda845746b673ab71ea57 65a0d14f4350707e47c8276305b28513cbe1bb0dbd269a53719bda46e536685d df78ca0146b6b93e760256b74d939d4e35b5e77238f04c92298dfdd188feea30 e053eefbcbb52f2011772b3aae39f5805597bbc1e8bb75a446ce014030f4f2f0 f49f9e962ee4a1024a746fa92a3628db5270732b54e43fe5ecfa524f127e5fcc 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b764c39430a58a12a8eeb4dbe389a4a564e0b81de9176e477320caa0cec53197 21527e0d1a110406ae9ac4415dfab59b3c1b2e788c56e4d1bd376e8c9201e4af 9a0a231eb6a23790f2e1a12c183cf3118e16e84710e0681b7a0c139cb0f0e7c1 1ff75b1badcc860ddff6a20fe1abc254442e71 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMSY8 %!PS-AdobeFont-1.1: CMSY8 1.0 %%CreationDate: 1991 Aug 15 07:22:10 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.0) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMSY8) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle -14.035 def /isFixedPitch false def end readonly def /FontName /CMSY8 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 161 /minus put dup 162 /periodcentered put dup 163 /multiply put dup 164 /asteriskmath put dup 167 /plusminus put dup 169 /circleplus put dup 170 /circleminus put dup 174 /circledivide put dup 175 /circledot put dup 176 /circlecopyrt put dup 177 /openbullet put dup 179 /equivasymptotic put dup 180 /equivalence put dup 181 /reflexsubset put dup 182 /reflexsuperset put dup 183 /lessequal put dup 184 /greaterequal put dup 185 /precedesequal put dup 186 /followsequal put dup 188 /approxequal put dup 189 /propersubset put dup 190 /propersuperset put dup 191 /lessmuch put dup 192 /greatermuch put dup 193 /precedes put dup 194 /follows put dup 195 /arrowleft put dup 33 /arrowright put dup 48 /prime put dup 50 /element put dup 51 /owner put dup 54 /negationslash put dup 59 /emptyset put dup 91 /union put dup 92 /intersection put dup 102 /braceleft put dup 103 /braceright put dup 106 /bar put dup 107 /bardbl put readonly def /FontBBox{-30 -955 1185 779}readonly def /UniqueXX 5000818 def currentdict end currentfile eexec 9b9c1569015f2c1d2bf560f4c0d52257bac8ced9b09a275ab231194ecf829352 05826f4e975dcecec72b2cf3a18899ccde1fd935d09d813b096cc6b83cdf4f23 b9a60db41f9976ac333263c908dcefcdbd4c8402ed00a36e7487634d089fd45a f4a38a56a4412c3b0baffaeb717bf0de9ffb7a8460bf475a6718b0c73c571145 d026957276530530a2fbefc6c8f059084178f5ab59e11b66566ca5ba42b1911a 5d7f1bf343015eece988b7a93bce0c7aa61344d48aed9c92c8698d4b7c9951c8 7d103f2414b39e1437f9d2e50c4ee5f218f2e6716926a79ea978f13b1f855345 191dd7d31d8f82c2e3343c7a5894d95bdc492c28226834efcb5c12fea36ac5cc 430e0aa604961e34888adf6c1f3954cbc2498e225d953cf5685852162346f474 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0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMMI8 %!PS-AdobeFont-1.1: CMMI8 1.100 %%CreationDate: 1996 Jul 23 07:53:54 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.100) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMMI8) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle -14.04 def /isFixedPitch false def end readonly def /FontName /CMMI8 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 161 /Gamma put dup 162 /Delta put dup 163 /Theta put dup 164 /Lambda put dup 167 /Sigma put dup 169 /Phi put dup 170 /Psi put dup 174 /alpha put dup 175 /beta put dup 176 /gamma put dup 177 /delta put dup 179 /zeta put dup 180 /eta put dup 181 /theta put dup 182 /iota put dup 183 /kappa put dup 184 /lambda put dup 185 /mu put dup 186 /nu put dup 188 /pi put dup 189 /rho put dup 190 /sigma put dup 191 /tau put dup 192 /upsilon put dup 193 /phi put dup 194 /chi put dup 195 /psi put dup 58 /period put dup 59 /comma put dup 61 /slash put dup 64 /partialdiff put dup 65 /A put dup 66 /B put dup 67 /C put dup 69 /E put dup 78 /N put dup 80 /P put dup 83 /S put dup 84 /T put dup 86 /V put dup 88 /X put dup 98 /b put dup 99 /c put dup 100 /d put dup 101 /e put dup 102 /f put dup 105 /i put dup 106 /j put dup 109 /m put dup 110 /n put dup 112 /p put dup 113 /q put dup 115 /s put dup 116 /t put dup 119 /w put dup 120 /x put dup 122 /z put readonly def /FontBBox{-24 -250 1110 750}readonly def /UniqueXX 5087383 def currentdict end currentfile eexec 80347982ab3942d930e069a70d0d48311d725e830d1c76fba12e12486e989c98 74c2b527f0925722787027f44470d484262c360cdfdddf3657533a57bb16f730 48bfbbfcb73a650484015441fdc837add94ac8fbd2022e3ec8f115d4b4bb7b7f 15388f22cc6198efe768bd9fceb3446ee4a8dc27d6cd152485384ef5f59381ff da43f2d20c8fb08aa27ab2015b774db10dacfdcd33e60f178c461553146ab427 bdd7da12534ba078ad3d780414930e72218b3075925ce1192f11fc8530fcd5e3 038e3a6a6db2dcfbae3b4653e7e02730314e02b54a1e296d2bef8a79411d9225 dad7b4e6d6f9cf0688b69ba21193bf1495807e7a196cf14c95a4e02f9cd2da8c 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57abf7bd034613f727c99628a27fc7702cee9a8561625735f639db6375c05de1 292fd10766c6ad4021f32a2ce170fdf37e382e 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMR8 %!PS-AdobeFont-1.1: CMR8 1.0 %%CreationDate: 1991 Aug 20 16:39:40 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.0) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMR8) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle 0 def /isFixedPitch false def end readonly def /FontName /CMR8 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 161 /Gamma put dup 162 /Delta put dup 163 /Theta put dup 164 /Lambda put dup 167 /Sigma put dup 169 /Phi put dup 170 /Psi put dup 174 /ff put dup 175 /fi put dup 176 /fl put dup 177 /ffi put dup 179 /dotlessi put dup 180 /dotlessj put dup 181 /grave put dup 182 /acute put dup 183 /caron put dup 184 /breve put dup 185 /macron put dup 186 /ring put dup 188 /germandbls put dup 189 /ae put dup 190 /oe put dup 191 /oslash put dup 192 /AE put dup 193 /OE put dup 194 /Oslash put dup 195 /suppress put dup 40 /parenleft put dup 41 /parenright put dup 43 /plus put dup 48 /zero put dup 49 /one put dup 50 /two put dup 51 /three put dup 52 /four put dup 53 /five put dup 54 /six put dup 55 /seven put dup 56 /eight put dup 57 /nine put dup 58 /colon put dup 59 /semicolon put dup 61 /equal put dup 73 /I put dup 83 /S put dup 91 /bracketleft put dup 93 /bracketright put dup 98 /b put dup 99 /c put dup 102 /f put dup 110 /n put dup 112 /p put dup 116 /t put dup 117 /u put dup 119 /w put dup 126 /tilde put readonly def /FontBBox{-36 -250 1070 750}readonly def /UniqueXX 5000791 def currentdict end currentfile eexec 9b9c1569015f2c1d2bf560f4c0d52257bacdd6500abda5ed9835f6a016cfc8f0 0b6c052ed76a87856b50f4d80dfaeb508c97f8281f3f88b17e4d3b90c0f65ec3 79791aacdc162a66cbbc5be2f53aad8de72dd113b55a022fbfee658cb95f5bb3 2ba0357b5e050fddf264a07470bef1c52119b6fbd5c77ebed964ac5a2bbec9d8 b3e48ae5bb003a63d545774b922b9d5ff6b0066ece43645a131879b032137d6d 823385fe55f3402d557fd3b4486858b2a4b5a0cc2e1bf4e2a4a0e748483c3bcf 5de47cc5260a3a967cac70a7a35b88b54315191d0423b4065c7a432987938c6b edad3b72ad63c2918b6e5a2017457e0d4ebc204b094541f345ec367ae85ca9bd 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ab735059075cd79fa3cecf7e59e74c02fd16a33232905f7ae3c1 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMTI10 %!PS-AdobeFont-1.1: CMTI10 1.00B %%CreationDate: 1992 Feb 19 19:56:16 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.00B) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMTI10) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle -14.04 def /isFixedPitch false def end readonly def /FontName /CMTI10 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 161 /Gamma put dup 162 /Delta put dup 163 /Theta put dup 164 /Lambda put dup 167 /Sigma put dup 169 /Phi put dup 170 /Psi put dup 174 /ff put dup 175 /fi put dup 176 /fl put dup 177 /ffi put dup 179 /dotlessi put dup 180 /dotlessj put dup 181 /grave put dup 182 /acute put dup 183 /caron put dup 184 /breve put dup 185 /macron put dup 186 /ring put dup 188 /germandbls put dup 189 /ae put dup 190 /oe put dup 191 /oslash put dup 192 /AE put dup 193 /OE put dup 194 /Oslash put dup 195 /suppress put dup 45 /hyphen put dup 46 /period put dup 64 /at put dup 97 /a put dup 98 /b put dup 99 /c put dup 100 /d put dup 101 /e put dup 102 /f put dup 103 /g put dup 104 /h put dup 105 /i put dup 107 /k put dup 108 /l put dup 109 /m put dup 110 /n put dup 111 /o put dup 112 /p put dup 114 /r put dup 115 /s put dup 116 /t put dup 117 /u put dup 118 /v put dup 121 /y put dup 122 /z put readonly def /FontBBox{-163 -250 1146 969}readonly def /UniqueXX 5000828 def currentdict end currentfile eexec 8053514d28ec28da1630165fab262882d3ffd20326947b1065649b533eb5e9e3 a88a87fe987918a687950b26f647d6e08bf14d983ed1d4a8ca1e2da8d985f944 2eb916f5b6ed0697ac7c33e1e36a3bf460d34ce45f1631871097cb04f18e3889 4cf4ac1538eb19481311d24fe3be7beaa4a3730e8b4831fe59d6d9ce2e46116b 629c7ba2f9ce3ecba2f43bc162a5a077ca1b2882a42afdcec3f4b75b5d63e0bc 8e5dc95257766d8ea467ad9cbaf47be60f797580cced6884b3a68f70c91f4fdf 80fd00ed9139e7f480dc3a76af72ad9b434187730bdfaefe4cbfe5c7edcaaf24 9204fd703011932e5a3c27be468b7dab69daa18dbbb6335ab8ddfdc607961c7c 02582763fa069d43563ba17704029945cf42fcb19cf78c51df0ec4d851086d43 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0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMR7 %!PS-AdobeFont-1.1: CMR7 1.0 %%CreationDate: 1991 Aug 20 16:39:21 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.0) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMR7) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle 0 def /isFixedPitch false def end readonly def /FontName /CMR7 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 161 /Gamma put dup 162 /Delta put dup 163 /Theta put dup 164 /Lambda put dup 167 /Sigma put dup 169 /Phi put dup 170 /Psi put dup 174 /ff put dup 175 /fi put dup 176 /fl put dup 177 /ffi put dup 179 /dotlessi put dup 180 /dotlessj put dup 181 /grave put dup 182 /acute put dup 183 /caron put dup 184 /breve put dup 185 /macron put dup 186 /ring put dup 188 /germandbls put dup 189 /ae put dup 190 /oe put dup 191 /oslash put dup 192 /AE put dup 193 /OE put dup 194 /Oslash put dup 195 /suppress put dup 49 /one put dup 50 /two put dup 51 /three put dup 52 /four put readonly def /FontBBox{-27 -250 1122 750}readonly def /UniqueXX 5000790 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Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.0) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMR12) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle 0 def /isFixedPitch false def end readonly def /FontName /CMR12 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 161 /Gamma put dup 162 /Delta put dup 163 /Theta put dup 164 /Lambda put dup 165 /Xi put dup 167 /Sigma put dup 169 /Phi put dup 170 /Psi put dup 173 /Omega put dup 174 /ff put dup 175 /fi put dup 176 /fl put dup 177 /ffi put dup 179 /dotlessi put dup 180 /dotlessj put dup 181 /grave put dup 182 /acute put dup 183 /caron put dup 184 /breve put dup 185 /macron put dup 186 /ring put dup 188 /germandbls put dup 189 /ae put dup 190 /oe put dup 191 /oslash put dup 192 /AE put dup 193 /OE put dup 194 /Oslash put dup 195 /suppress put dup 33 /exclam put dup 34 /quotedblright put dup 39 /quoteright put dup 40 /parenleft put dup 41 /parenright put dup 43 /plus put dup 44 /comma put dup 45 /hyphen put dup 46 /period put dup 48 /zero put dup 49 /one put dup 50 /two put dup 51 /three put dup 52 /four put dup 53 /five put dup 54 /six put dup 55 /seven put dup 56 /eight put dup 57 /nine put dup 58 /colon put dup 59 /semicolon put dup 61 /equal put dup 65 /A put dup 66 /B put dup 67 /C put dup 68 /D put dup 69 /E put dup 70 /F put dup 71 /G put dup 72 /H put dup 73 /I put dup 74 /J put dup 75 /K put dup 76 /L put dup 77 /M put dup 78 /N put dup 79 /O put dup 80 /P put dup 82 /R put dup 83 /S put dup 84 /T put dup 85 /U put dup 86 /V put dup 87 /W put dup 89 /Y put dup 91 /bracketleft put dup 92 /quotedblleft put dup 93 /bracketright put dup 97 /a put dup 98 /b put dup 99 /c put dup 100 /d put dup 101 /e put dup 102 /f put dup 103 /g put dup 104 /h put dup 105 /i put dup 106 /j put dup 107 /k put dup 108 /l put dup 109 /m put dup 110 /n put dup 111 /o put dup 112 /p put dup 113 /q put dup 114 /r put dup 115 /s put dup 116 /t put dup 117 /u put dup 118 /v put dup 119 /w put dup 120 /x put dup 121 /y put dup 122 /z put dup 123 /endash put dup 126 /tilde put dup 196 /dieresis put readonly def /FontBBox{-34 -251 988 750}readonly def /UniqueXX 5000794 def currentdict end currentfile eexec 9b9c1569015f2c1d2bf560f4c0d52257bacdd6500abda5ed9835f6a016cfc8f0 0b6c052ed76a87856b50f4d80dfaeb508c97f8281f3f88b17e4d3b90c0f65ec3 79791aacdc162a66cbbc5be2f53aad8de72dd113b55a022fbfee658cb95f5bb3 2ba0357b5e050fddf264a07470bef1c52119b6fbd5c77ebed964ac5a2bbec9d8 b3e48ae5bb003a63d545774b922b9d5ff6b0066ece43645a131879b032137d6d 823385fe55f3402d557fd3b4486858b2a4b5a0cc2e1bf4e2a4a0e748483c3bcf 5de47cc5260a3a967cac70a7a35b88b54315191d0423b4065c7a432987938c6b edad3b72ad63c2918b6e5a2017457e0d4ebc204a520640fd7c4d05e35ea5486f a43d0e970787203855daccb1ed0b16325828b13b7c767a1a58c87902f0546ea5 404440fa6526975783c2d7a9572b8e5d5176bac598b8960609f49016aebf3763 89c1adfe6a1ffc0c53b3acd9d168ec3a278fd4f1d9b085dc2df701346c9d0887 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c4e5fcd0af7607437ab02399412dc4dfb3fc62eab7e4487c12a49718be6b4ff1 207524f3fd4da1064ea63e972ab3cbb75f19a703f5270c47b9389ea188d46c9f e581002bf268933a981d43450b88346490cd2e000c9f7a95c6e9fd0d15743ca7 d35b814250f7a947b630d352fba806aef5ff9ad868a66adc48bd0d67c001f283 2d0bbe0a65cd6c07c70a497cd5459cf66b87992cdd7330f2208b2396552b1c3d 60cc9808fc102cca2fd88d073ff94cb1ab5bad09bf30c3c85751c252f20e5d94 90821fc525eec885e4b21b88b26d029b831550bd2766b24bcde06aa1de1541b1 3ff1f662252c272f99fbb5b3aa3a5d2e15b95b447366097fb64fa7bcbbdf69e1 a92fbd077f197fc6e875832fdc247551fee326e2d933a6dce78d2b918471e812 714d1fbc4a98a969eec12e8f7bfd1eaead6a79d3c6dbbb287306b5b10a3240f8 1598e3a85a64a9f74d532c8d2d933280df559db61d0037d3cb02e01d3423e073 224c272071712c673f5c69ea75982f6523ce914e6683d7b49a0ee9a1d17effc9 6809bcd2fd3499f6a96b36b298ae2f53e878f1620dc992909581345226769136 cbd0b623ee1268d2598d9a61aa7f871499d4823d86376aea800543ed1d1448ce aacf2f8172a4394e66251f987d1ffe03c209787b3bab9adf514ed02a37bfb1c7 7890c8348eb697f49cbea255ddd0a45a034d335879bd0de3ad587d0e130bb178 853eab5a1e71dc064cd32203591f44a023ea64b6be66da889f236d8d7079fc7b c3b2042bb0edc633b9aa4e5f3da5a874dd9d4127536ac992c051c1b057792bb4 730d3126895d1240135cc103f93bb5e5fc6be717d4573e8886401d 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMCSC10 %!PS-AdobeFont-1.1: CMCSC10 1.0 %%CreationDate: 1991 Aug 18 17:46:49 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.0) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMCSC10) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle 0 def /isFixedPitch false def end readonly def /FontName /CMCSC10 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 161 /Gamma put dup 162 /Delta put dup 163 /Theta put dup 164 /Lambda put dup 165 /Xi put dup 167 /Sigma put dup 169 /Phi put dup 170 /Psi put dup 173 /Omega put dup 174 /arrowup put dup 175 /arrowdown put dup 176 /quotesingle put dup 177 /exclamdown put dup 179 /dotlessi put dup 180 /dotlessj put dup 181 /grave put dup 182 /acute put dup 183 /caron put dup 184 /breve put dup 185 /macron put dup 186 /ring put dup 188 /germandbls put dup 189 /ae put dup 190 /oe put dup 191 /oslash put dup 192 /AE put dup 193 /OE put dup 194 /Oslash put dup 195 /suppress put dup 58 /colon put dup 65 /A put dup 75 /K put dup 97 /a put dup 98 /b 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926f3405f2d0d97065c58a996fd3f3b0534451aea5c9f8d3b65f8f037a15d090 ec28b4007f10d622e40a7ea7708c55406fc735698d5c69eebffb083cb809496c f8f54d160b3b33c52a69b6f9e2f58f2b0c17496c6c4c0113109efdb835f0100c e1ca8aea19a849b4eab2ec08ed6e9d2a12034d4f8e662c912c9fb9d75fb43eb0 3c6874ef8a5c47d25d1c3cd7823b3b92f0a1eac186746e749225f3d03b78a6e6 a23ac881c889a8dd437f58258c57ce1f6c2ea8776c6ba3 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMTI12 %!PS-AdobeFont-1.1: CMTI12 1.0 %%CreationDate: 1991 Aug 18 21:06:53 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.0) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMTI12) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle -14.04 def /isFixedPitch false def end readonly def /FontName /CMTI12 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 161 /Gamma put dup 162 /Delta put dup 163 /Theta put dup 164 /Lambda put dup 165 /Xi put dup 167 /Sigma put dup 169 /Phi put dup 170 /Psi put dup 173 /Omega put dup 174 /ff put dup 175 /fi put dup 176 /fl put dup 177 /ffi put dup 179 /dotlessi put dup 180 /dotlessj put dup 181 /grave put dup 182 /acute put dup 183 /caron put dup 184 /breve put dup 185 /macron put dup 186 /ring put dup 188 /germandbls put dup 189 /ae put dup 190 /oe put dup 191 /oslash put dup 192 /AE put dup 193 /OE put dup 194 /Oslash put dup 195 /suppress put dup 40 /parenleft put dup 41 /parenright put dup 44 /comma put dup 45 /hyphen put dup 46 /period put dup 48 /zero put dup 49 /one put dup 52 /four put dup 53 /five put dup 54 /six put dup 58 /colon put dup 65 /A put dup 66 /B put dup 67 /C put dup 68 /D put dup 69 /E put dup 70 /F put dup 71 /G put dup 73 /I put dup 75 /K put dup 76 /L put dup 77 /M put dup 79 /O put dup 80 /P put dup 82 /R put dup 83 /S put dup 84 /T put dup 86 /V put dup 87 /W put dup 97 /a put dup 98 /b put dup 99 /c put dup 100 /d put dup 101 /e put dup 102 /f put dup 103 /g put dup 104 /h put dup 105 /i put dup 107 /k put dup 108 /l put dup 109 /m put dup 110 /n put dup 111 /o put dup 112 /p put dup 113 /q put dup 114 /r put dup 115 /s put dup 116 /t put dup 117 /u put dup 118 /v put dup 119 /w put dup 120 /x put dup 121 /y put dup 122 /z put dup 123 /endash put dup 196 /dieresis put readonly def /FontBBox{-36 -251 1103 750}readonly def /UniqueXX 5000829 def currentdict end currentfile eexec 9b9c1569015f2c1d2bf560f4c0d52257bacee583a5c939393e012707b47e0c1f 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7d78408ccda44db9e1ddd0018a05c8f7d487042ed559d26e6bed690712d3ca3d f61b35874febb7eccef05e5627066c5febf5a4eebd9843c662cc8759f662187c a902be1c 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMR10 %!PS-AdobeFont-1.1: CMR10 1.00B %%CreationDate: 1992 Feb 19 19:54:52 % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (1.00B) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMR10) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle 0 def /isFixedPitch false def end readonly def /FontName /CMR10 def /PaintType 0 def /FontType 1 def /FontMatrix [0.001 0 0 0.001 0 0] readonly def /Encoding 256 array 0 1 255 {1 index exch /.notdef put} for dup 161 /Gamma put dup 162 /Delta put dup 163 /Theta put dup 164 /Lambda put dup 165 /Xi put dup 167 /Sigma put dup 169 /Phi put dup 170 /Psi put dup 173 /Omega put dup 174 /ff put dup 175 /fi put dup 176 /fl put dup 177 /ffi put dup 179 /dotlessi put dup 180 /dotlessj put dup 181 /grave put dup 182 /acute put dup 183 /caron put dup 184 /breve put dup 185 /macron put dup 186 /ring put dup 188 /germandbls put dup 189 /ae put dup 190 /oe put dup 191 /oslash put dup 192 /AE put dup 193 /OE put dup 194 /Oslash put dup 195 /suppress put dup 38 /ampersand put dup 40 /parenleft put dup 41 /parenright put dup 44 /comma put dup 45 /hyphen put dup 46 /period put dup 48 /zero put dup 49 /one put dup 50 /two put dup 51 /three put dup 52 /four put dup 53 /five put dup 54 /six put dup 55 /seven put dup 56 /eight put dup 57 /nine put dup 58 /colon put dup 65 /A put dup 66 /B put dup 67 /C put dup 68 /D put dup 69 /E put dup 70 /F put dup 71 /G put dup 75 /K put dup 76 /L put dup 77 /M put dup 78 /N put dup 80 /P put dup 82 /R put dup 83 /S put dup 84 /T put dup 85 /U put dup 86 /V put dup 87 /W put dup 97 /a put dup 98 /b put dup 99 /c put dup 100 /d put dup 101 /e put dup 102 /f put dup 103 /g put dup 104 /h put dup 105 /i put dup 107 /k put dup 108 /l put dup 109 /m put dup 110 /n put dup 111 /o put dup 112 /p put dup 113 /q put dup 114 /r put dup 115 /s put dup 116 /t put dup 117 /u put dup 118 /v put dup 119 /w put dup 120 /x put dup 121 /y put dup 123 /endash put dup 196 /dieresis put readonly def /FontBBox{-251 -250 1009 969}readonly def /UniqueXX 5000793 def currentdict end currentfile eexec 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0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont TeXDict begin 39158280 55380996 1000 8000 8000 (Euler-BGRS.dvi) @start /Fa 187[765 2[660 65[{}2 885.568 /EUFM7 rf /Fb 187[1105 68[{}1 1328.35 /EUFM10 rf /Fc 169[480 86[{}1 664.176 /MSBM7 rf /Fd 204[877 51[{}1 1912.83 /CMR17 rf /Fe 234[1488 21[{}1 1912.83 /CMSY10 rf /Ff 155[973 40[520 59[{}2 1912.83 /CMMI12 rf /Fg 157[523 98[{}1 885.568 /CMEX10 rf /Fh 141[610 2[747 1[1245 1[789 2[830 1[457 682 3[726 12[1039 1[1115 1[1021 14[1128 7[747 747 747 747 747 747 747 747 747 747 1[415 46[{}23 1328.35 /CMBX12 rf /Fi 179[590 76[{}1 885.568 /MSBM7 rf /Fj 134[886 22[738 8[1697 1919 6[1255 1402 16[886 1181 1181 1181 1181 1181 1181 1181 26[996 996 1[996 6[978 978 793 793 3[443 2[775 775 4[553 553 609 609{}28 1328.35 /CMEX10 rf /Fk 136[1295 1[996 697 707 3[897 996 1494 498 946 1[498 1[897 1[818 996 797 16[1338 13[1374 2[1354 13[897 897 897 2[498 33[996 12[{}22 1594.02 /CMBX12 rf /Fl 165[1275 90[{}1 1912.83 /MSBM10 rf /Fm 148[424 58[243 44[424 2[640{}4 664.176 /CMSY6 rf /Fn 139[317 3[427 1[511 4[296 4[427 13[485 72[433 464 12[{}8 664.176 /CMMI6 rf /Fo 203[406 406 406 406 406 6[320 320 17[406 22[{}8 664.176 /CMR6 rf /Fp 148[470 261 2[470 470 9[627 627 31[470 4[0 2[627 627 1[255 14[941 5[732 732 4[732 17[470 2[732{}17 885.568 /CMSY8 rf /Fq 133[438 1[530 675 2[340 435 1[420 474 1[571 832 2[381 320 2[452 436 484 408 403 9[774 1[548 1[548 572 2[597 1[747 8[690 1[671 710 705 496 2[470 1[261 261 32[540 3[549 6[416 485 528 604 11[{}36 885.568 /CMMI8 rf /Fr 143[1107 1[664 2[664 369 517 517 664 664 9[886 886 963 11[1090 18[664 1[738 2[0 2[886 886 1328 7[1328 7[1328 1328 1033 4[1033 1033 3[1033 1033 2[1033 10[1033 4[369 1033{}30 1328.35 /CMSY10 rf /Fs 129[470 6[680 1[523 366 3[523 1[523 7[288 2[418 523 4[261 1[261 7[523 9[339 11[732 1[261 261 470 470 470 470 470 470 470 470 470 470 4[732 1[366 366 17[470 18[653 1[784 1[{}32 885.568 /CMR8 rf /Ft 165[886 3[959 3[959 5[886 76[{}4 1328.35 /MSBM10 rf /Fu 133[604 634 739 3[470 613 1[577 653 1[776 1138 3[444 1[623 641 603 676 560 553 683 6[890 1[1079 1[758 2[800 990 1[838 994 1042 1[885 4[1026 1[963 1[931 988 1[687 2[650 1012 361 361 18[852 7[815 770 2[739 1[738 1[643 783 759 749 5[576 675 734 827 11[{}48 1328.35 /CMMI12 rf /Fv 133[453 537 2[509 594 368 453 467 1[566 566 622 905 283 509 1[339 566 509 339 509 566 509 509 566 32[849 17[339 396 45[{}25 1106.96 /CMTI10 rf /Fw 203[441 441 441 441 49[{}4 774.872 /CMR7 rf /Fx 128[650 650 2[650 578 686 686 939 686 723 506 513 506 686 723 650 723 1084 361 686 397 361 723 650 397 578 723 578 723 650 3[361 650 361 1[975 1[1336 975 975 939 723 957 1[885 1012 975 1192 813 1011 668 469 975 1021 849 885 993 939 921 975 3[1012 1[361 361 650 650 650 650 650 650 650 650 650 650 1[361 434 361 1012 1[506 506 361 4[650 361 10[650 2[650 650 3[1084 1[723 759 939 5[867 903 1[1084 1[{}87 1328.35 /CMR12 rf /Fy 138[1196 837 849 879 2[1076 1196 1[598 1136 1[598 1196 1[658 982 1196 956 1[1046 14[1605 8[801 3[1412 1[1554 14[1076 1076 1076 1076 49[{}23 1912.83 /CMBX12 rf /Fz 134[679 1[925 2[654 507 667 2[704 9[617 691 654 642 679 21[933 9[901 6[354 58[{}14 1106.96 /CMCSC10 rf /FA 128[664 3[664 531 631 598 863 598 697 432 531 548 598 664 664 731 1063 332 598 1[399 664 598 399 598 664 598 598 664 9[1298 966 1[930 731 948 1[881 996 1[1165 815 999 1[501 1[1005 848 881 981 930 914 966 6[399 3[664 664 664 2[664 664 1[399 465 399 2[531 531 20[664 2[399 2[764 731 12[{}60 1328.35 /CMTI12 rf /FB 128[553 3[553 1[584 584 799 584 615 430 437 434 584 615 553 615 922 307 584 1[307 615 553 338 492 615 492 615 553 9[1138 830 830 799 615 815 1[753 1[830 1015 692 861 3[869 723 753 846 799 784 830 6[307 553 553 553 553 553 553 553 553 553 553 1[307 369 307 2[430 430 1[861 18[553 19[{}62 1106.96 /CMR10 rf /FC 133[694 4[867 1[616 607 2[780 867 1301 434 2[434 867 1[477 1[867 694 1[780 13[867 1149 1[1062 5[802 2[1225 2[1192 1[1105 19[434 1[434 44[{}23 1594.02 /CMR12 rf /FD 132[1053 5[1173 813 825 813 2[1053 1173 1773 573 2[573 1173 1[633 933 1173 933 1[1053 14[1562 1[1442 1653 1[1952 7[1442 1[1533 47[1053 19[{}23 2295.84 /CMR17 rf end %%EndProlog %%BeginSetup %%Feature: *Resolution 8000dpi TeXDict begin %%BeginPaperSize: a4 a4 %%EndPaperSize %%EndSetup %%Page: 1 1 1 0 bop 8624 12675 a FD(On)693 b(the)g(Euler{P)-60 b(oincar)g(\266)-993 b(e)693 b(Characteristic)12118 15442 y(of)g(the)g(Random)f(Cluster)h (Mo)60 b(del)5936 19386 y FC(Ph.)693 b(Blanc)-43 b(hard)15950 18807 y FB(1)16559 19386 y FC(,)520 b(D.)g(Gandolfo)25869 18807 y FB(2)26478 19386 y FC(,)g(J.)g(Ruiz)32332 18807 y FB(3)32939 19386 y FC(,)g(and)h(S.)f(Shlosman)45261 18807 y FB(4)6962 24381 y FA(De)-66 b(dic)g(ate)g(d)463 b(to)i(L)-66 b(e)g(onid)463 b(A.)h(Pastur)i(on)e(the)h(o)-66 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b(mo)36 b(dels)325 b(of)h(con)-36 b(tin)g(uum)323 b(p)36 b(ercolation)325 b(has)g(led)g(to)g(conjectured)4317 26032 y(new)516 b(b)36 b(ounds)514 b(for)i(the)f(critical)i(v)-72 b(alue)516 b(of)g(the)g(con)-36 b(tin)g(uum)514 b(p)36 b(ercolation)516 b(densit)-36 b(y)-108 b(.)824 b(In)4317 27637 y([MW)q(],)586 b(an)555 b(exact)h(calculation)h(sho)-36 b(ws)555 b(that)g(a)h(close)g(relation)g(exists)g(b)36 b(et)-36 b(w)g(een)555 b(the)4317 29242 y(v)-72 b(alue)403 b(where)g(Euler-P)-36 b(oincar)g(\266)-614 b(e)402 b(c)-36 b(haracteristic)402 b(v)-72 b(anishes)403 b(and)f(the)g(critical)h (threshold)4317 30847 y(for)434 b(con)-36 b(tin)g(uum)432 b(p)36 b(ercolation)435 b(in)e(dimensions)g(2)h(and)f(3.)6268 32987 y(Of)426 b(similar)h(in)-36 b(terest)425 b(in)h(the)g(same)g (domain,)i(w)-36 b(e)426 b(recall)h(that)e(for)i(the)e(problem)h(of) 4317 34592 y(b)36 b(ond)523 b(p)36 b(ercolation)523 b(on)h(regular)f (lattices,)547 b(Syk)-36 b(es)523 b(and)g(Essam)h([SyEs])g(w)-36 b(ere)523 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y(sho)-36 b(w)g(ed)406 b(that)g(a)h(close)g(connection)f(exists)h(b)36 b(et)-36 b(w)g(een)406 b(the)g(threshold)f(for)i(site)f(p)36 b(ercola-)4317 47968 y(tion)467 b(on)h(these)e(lattices)i(and)f(the)g (p)36 b(oin)-36 b(t)467 b(where)g(the)f(Euler-P)-36 b(oincar)g(\266) -614 b(e)467 b(c)-36 b(haracteristic)4317 49573 y(\(expressed)433 b(as)h(a)g(function)f(of)i Fu(p)p Fx(\))e(c)-36 b(hanges)433 b(sign.)6268 51713 y(The)536 b(aim)h(of)g(this)f(w)-36 b(ork,)562 b(motiv)-72 b(ated)537 b(b)-36 b(y)536 b(discussions)g(with) g(H.)h(W)-108 b(agner)536 b(ab)36 b(out)4317 53319 y(his)511 b(recen)-36 b(t)509 b(results,)530 b(is)511 b(to)f(presen)-36 b(t)510 b(new)g(ones)h(ab)36 b(out)510 b(the)g(b)36 b(eha)-36 b(viour)511 b(of)g(the)f(Euler)4317 54924 y(c)-36 b(haracteristic)527 b(in)g(statistical)h(mec)-36 b(hanics)526 b(in)h(the)f(case)i(of)f(the) g(F)-108 b(ortuin{Kasteleyn)4317 56529 y(represen)-36 b(tation)322 b(of)i(the)f Fu(q)48 b Fx({state)323 b(P)-36 b(otts)323 b(mo)36 b(del)323 b(on)h Ft(Z)30241 56047 y Fq(d)30780 56529 y Fx(.)541 b(This)324 b(represen)-36 b(tation)322 b(includes)4317 58134 y(the)368 b(w)-36 b(ell)368 b(kno)-36 b(wn)368 b(Ising)h(mo)36 b(del)368 b(\()p Fu(q)416 b Fx(=)369 b(2\))f(and)f(the)h(lattice)g(b)36 b(ond)367 b(p)36 b(ercolation)369 b(problem)4317 59739 y(\()p Fu(q)416 b Fx(=)369 b(1\),)434 b(see)g([FK].)6268 61879 y(Our)496 b(\257rst)h(result)g(relies)h(on)f(existence)h(prop)36 b(erties)497 b(of)h(the)f(mean)g(Euler)g(c)-36 b(harac-)4317 63484 y(teristic)367 b(with)f(resp)36 b(ect)366 b(to)h(the)e(F)-108 b(ortuin{Kasteleyn)367 b(measure.)556 b(W)-108 b(e)366 b(in)-36 b(tro)36 b(duce)365 b(a)i(lo)36 b(cal)4317 65089 y(Euler)490 b(c)-36 b(haracteristic)490 b(and)f(sho)-36 b(w)490 b(that)f(its)h(mean)g(coincides)g(with)g(the)f(mean)h(Euler) 4317 66694 y(c)-36 b(haracteristic)542 b(p)36 b(er)541 b(site.)902 b(Denote)542 b(this)f(limiting)h(quan)-36 b(tit)g(y)542 b(b)-36 b(y)541 b Fu(\302)38225 66212 y Fs(b)26 b(c)39247 66694 y Fx(\()p Fu(\257)74 b(;)221 b(q)48 b Fx(\))541 b(where)h Fu(\257)25578 70015 y Fx(2)p eop %%Page: 3 3 3 2 bop 4317 7306 a Fx(is)516 b(the)f(\(in)-36 b(v)g(erse\))515 b(temp)36 b(erature)514 b(and)h(the)g(sup)36 b(erscript)514 b(b)36 b(c)515 b(refers)h(to)f(the)g(b)36 b(oundary)4317 8911 y(conditions.)559 b(W)-108 b(e)376 b(then)f(sho)-36 b(w)376 b(that,)387 b(in)375 b(dimension)h(2,)388 b Fu(\302)32175 8429 y Fs(b)26 b(c)33197 8911 y Fx(\()p Fu(\257)74 b(;)221 b(q)48 b Fx(\))375 b(satis\257es)h(the)f(dualit)-36 b(y)4317 10516 y(prop)36 b(ert)-36 b(y)497 b Fu(\302)10507 10034 y Fs(f)10850 10516 y Fx(\()p Fu(\257)74 b(;)221 b(q)48 b Fx(\))476 b(=)h Fr(\241)p Fu(\302)17690 10034 y Fs(w)18425 10516 y Fx(\()p Fu(\257)19739 10034 y Fp(\244)20265 10516 y Fu(;)221 b(q)48 b Fx(\),)513 b(where)497 b Fu(\257)27481 10034 y Fp(\244)28504 10516 y Fx(is)h(the)f(dual)g(\(in)-36 b(v)g(erse\))497 b(temp)36 b(erature)4317 12121 y(and)552 b(f)h(and)f(w)h(refer)g(resp)36 b(ectiv)-36 b(ely)553 b(to)g(the)f(free)h(and)f(wired)g(b)36 b(oundary)552 b(conditions.)4317 13726 y(This)574 b(implies)h(that)e(the)h(mean)f(lo) 36 b(cal)576 b(Euler)d(c)-36 b(haracteristic)574 b(is)h(either)e(zero)h (or)h(ex-)4317 15331 y(hibits)457 b(a)h(jump)f(at)h(the)f(self)i(dual)e (temp)36 b(erature.)650 b(It)457 b(v)-72 b(anishes)458 b(when)f Fu(q)g Fx(=)410 b(1,)464 b(and)457 b(w)-36 b(e)4317 16936 y(pro)g(v)g(e)475 b(that)f(a)h(jump)f(actually)i(o)36 b(ccurs)474 b(for)h Fu(q)522 b Fx(large)476 b(enough.)701 b(This)474 b(jump)g(turns)g(out)4317 18542 y(to)434 b(b)36 b(e)433 b(of)i(order)e Fu(q)13180 18060 y Fp(\241)p Fs(1)p Fq(=)p Fs(2)15378 18542 y Fx(.)6268 20744 y(Similar)349 b(results)e(hold)h(in)g(higher)g(dimensions)g Fu(d)p Fx(.)550 b(Namely)-108 b(,)366 b(for)348 b Fu(q)396 b Fx(large,)366 b(the)348 b(mean)4317 22350 y(lo)36 b(cal)448 b(Euler)f(c)-36 b(haracteristic)447 b(exhibits)g(a)g(jump,)j(with)d(c) -36 b(hange)446 b(of)i(sign,)j(of)c(order)g Fu(q)46010 21859 y Fp(\241)46885 21497 y Fo(1)p 46874 21658 427 40 v 46874 22207 a Fn(d)4317 23955 y Fx(when)503 b Fu(d)g Fx(is)h(ev)-36 b(en,)521 b(while)504 b(when)e Fu(d)h Fx(is)h(o)36 b(dd)503 b(it)g(exhibits)h(a)f(jump,)521 b(without)503 b(c)-36 b(hange)503 b(of)4317 25560 y(sign,)434 b(of)h(order)e Fu(q)12862 25069 y Fp(\241)13727 24696 y Fn(d)p Fm(\241)p Fo(1)p 13726 24868 1473 40 v 14248 25417 a Fn(d)15820 25560 y Fx(.)6268 27763 y(Let)489 b(us)g(men)-36 b(tion)489 b(that)g(this)g(w)-36 b(ork)491 b(relates)e(on)h(the)f(large)h Fu(q)537 b Fx(analysis)491 b(of)f(the)f(FK)4317 29368 y(represen)-36 b(tation)433 b(of)h(the)f Fu(q)48 b Fx({states)434 b(P)-36 b(otts)433 b(mo)36 b(del)434 b(giv)-36 b(en)434 b(in)f([LMMRS].)6268 31570 y(The)536 b(pap)36 b(er)535 b(will)h(b)36 b(e)536 b(organized)f(as)h(follo)-36 b(ws.)886 b(Section)536 b(2)f(is)h(dev)-36 b(oted)535 b(to)h(the)f(2{)4317 33176 y(dimensional)452 b(case.)632 b(In)451 b(Section)g(3,)457 b(w)-36 b(e)451 b(presen)-36 b(t)451 b(the)f(results)h(in)h(higher)f 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14297 y Fx(\()p Fu(X)104 b Fx(\))295 b Fr([)g Fx(\244)23881 14496 y Fs(2)24407 14297 y Fx(\()p Fu(X)104 b Fx(\))434 b(where)22624 17039 y(\244)23527 17238 y Fs(1)24053 17039 y Fx(\()p Fu(X)104 b Fx(\))369 b(=)g Fu(X)4317 19782 y Fx(is)434 b(the)f(set)h(of)g(b)36 b(onds)433 b(itself,)17209 22524 y(\244)18112 22723 y Fs(0)18637 22524 y Fx(\()p Fu(X)104 b Fx(\))370 b(=)f Fr(f)p Fu(x)g Fr(2)f Ft(L)26495 22723 y Fs(0)27390 22524 y Fx(:)h Fu(x)295 b Fr(\\)g Fu(X)474 b Fr(6)p Fx(=)369 b Fr(;g)4317 25267 y Fx(is)434 b(the)f(set)h(of)g(sites)g(whic)-36 b(h)433 b(are)h(endp)36 b(oin)-36 b(ts)432 b(of)j(b)36 b(onds)432 b(of)j Fu(X)104 b Fx(,)434 b(and)9873 28009 y(\244)10776 28208 y Fs(2)11302 28009 y Fx(\()p Fu(X)104 b Fx(\))369 b(=)g Fr(f)p Fu(p)g Fx(=)f([)p Fu(x;)221 b(y)48 b(;)221 b(z)59 b(;)221 b(t)p Fx(])372 b Fr(2)d Ft(L)25848 28208 y Fs(2)26742 28009 y Fx(:)g Fr(h)p Fu(xy)48 b Fr(i)p Fu(;)221 b Fr(h)p Fu(y)48 b(z)59 b Fr(i)p Fu(;)221 b Fr(h)p Fu(z)59 b(t)p Fr(i)p Fu(;)221 b Fr(h)p Fu(tx)p Fr(i)368 b(2)h Fu(X)104 b Fr(g)4317 30752 y Fx(is)486 b(the)f(set)h(of)g(plaquettes)f(whose)h(all)h(four)f(b)36 b(ounds)484 b(in)h(their)h(b)36 b(oundary)485 b(b)36 b(elongs)485 b(to)4317 32357 y Fu(X)104 b Fx(.)760 b(Figure)494 b(1)g(sho)-36 b(ws)494 b(a)g(cell)h(complex)f(\244\()p Fu(X)104 b Fx(\))495 b(asso)36 b(ciated)494 b(to)g(a)h(giv)-36 b(en)494 b(set)g(of)g(b)36 b(onds)4317 33962 y Fu(X)104 b Fx(.)4317 53342 y @beginspecial 59 @llx 535 @lly 552 @urx 769 @ury 3401 @rwi @setspecial %%BeginDocument: config.eps %!PS-Adobe-3.0 %%Creator: Adobe Illustrator(TM) 7.0 %%For: (--- - cpt) (cnrs) %%Title: (config.eps) %%CreationDate: (4/19/02) (3:53 PM) %%BoundingBox: 59 535 552 769 %%HiResBoundingBox: 59.005 535.1883 551.1486 768.3935 %%DocumentProcessColors: Cyan Magenta Black %%DocumentSuppliedResources: procset Adobe_level2_AI5 1.2 0 %%+ procset Adobe_ColorImage_AI6 1.1 0 %%+ procset Adobe_Illustrator_AI5 1.2 0 %%+ procset Adobe_cshow 2.0 8 %AI5_FileFormat 3.0 %AI3_ColorUsage: Color 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%F8FD09FFF8FD08FFF8FD09FFF8FD09FFF8F8FD08FFF8FD08FFF8FD09FFF8 %FFFD3BF8FD09FFFD3BF8FD61FFF8F8F8FDFCFFFDA0FFFF %%EndData %%EndComments %%BeginProlog %%BeginResource: procset Adobe_level2_AI5 1.2 0 %%Title: (Adobe Illustrator (R) Version 5.0 Level 2 Emulation) %%Version: 1.2 0 %%CreationDate: (04/10/93) () %%Copyright: ((C) 1987-1996 Adobe Systems Incorporated All Rights Reserved) userdict /Adobe_level2_AI5 25 dict dup begin put /packedarray where not { userdict begin /packedarray { array astore readonly } bind def /setpacking /pop load def /currentpacking false def end 0 } if pop userdict /defaultpacking currentpacking put true setpacking /initialize { Adobe_level2_AI5 begin } bind def /terminate { currentdict Adobe_level2_AI5 eq { end } if } bind def mark /setcustomcolor where not { /findcmykcustomcolor { 0 6 packedarray } bind def /findrgbcustomcolor { 1 5 packedarray } bind def /setcustomcolor { exch aload pop 0 eq { pop 4 { 4 index mul 4 1 roll } repeat 5 -1 roll pop setcmykcolor } { pop 3 { 1 exch sub 3 index mul 1 exch sub 3 1 roll } repeat 4 -1 roll pop setrgbcolor } ifelse } def } if /gt38? mark {version cvr cvx exec} stopped {cleartomark true} {38 gt exch pop} ifelse def userdict /deviceDPI 72 0 matrix defaultmatrix dtransform dup mul exch dup mul add sqrt put userdict /level2? systemdict /languagelevel known dup { pop systemdict /languagelevel get 2 ge } if put /level2ScreenFreq { begin 60 HalftoneType 1 eq { pop Frequency } if HalftoneType 2 eq { pop GrayFrequency } if HalftoneType 5 eq { pop Default level2ScreenFreq } if end } bind def userdict /currentScreenFreq level2? {currenthalftone level2ScreenFreq} {currentscreen pop pop} ifelse put level2? not { /setcmykcolor where not { /setcmykcolor { exch .11 mul add exch .59 mul add exch .3 mul add 1 exch sub setgray } def } if /currentcmykcolor where not { /currentcmykcolor { 0 0 0 1 currentgray sub } def } if /setoverprint where not { /setoverprint /pop load def } if /selectfont where not { /selectfont { exch findfont exch dup type /arraytype eq { makefont } { scalefont } ifelse setfont } bind def } if /cshow where not { /cshow { [ 0 0 5 -1 roll aload pop ] cvx bind forall } bind def } if } if cleartomark /anyColor? { add add add 0 ne } bind def /testColor { gsave setcmykcolor currentcmykcolor grestore } bind def /testCMYKColorThrough { testColor anyColor? } bind def userdict /composite? level2? { gsave 1 1 1 1 setcmykcolor currentcmykcolor grestore add add add 4 eq } { 1 0 0 0 testCMYKColorThrough 0 1 0 0 testCMYKColorThrough 0 0 1 0 testCMYKColorThrough 0 0 0 1 testCMYKColorThrough and and and } ifelse put composite? not { userdict begin gsave /cyan? 1 0 0 0 testCMYKColorThrough def /magenta? 0 1 0 0 testCMYKColorThrough def /yellow? 0 0 1 0 testCMYKColorThrough def /black? 0 0 0 1 testCMYKColorThrough def grestore /isCMYKSep? cyan? magenta? yellow? black? or or or def /customColor? isCMYKSep? not def end } if end defaultpacking setpacking %%EndResource %%BeginProcSet: Adobe_ColorImage_AI6 1.1 0 userdict /Adobe_ColorImage_AI6 known not { userdict /Adobe_ColorImage_AI6 24 dict put } if userdict /Adobe_ColorImage_AI6 get begin /initialize { Adobe_ColorImage_AI6 begin Adobe_ColorImage_AI6 { dup type /arraytype eq { dup xcheck { bind } if } if pop pop } forall } def /terminate { end } def currentdict /Adobe_ColorImage_AI6_Vars known not { /Adobe_ColorImage_AI6_Vars 15 dict def } if Adobe_ColorImage_AI6_Vars begin /channelcount 0 def /sourcecount 0 def /sourcearray 4 array def /plateindex -1 def /XIMask 0 def /XIBinary 0 def /XIChannelCount 0 def /XIBitsPerPixel 0 def /XIImageHeight 0 def /XIImageWidth 0 def /XIImageMatrix null def /XIBuffer null def /XIDataProc null def /XIVersion 6 def end /WalkRGBString null def /WalkCMYKString null def /StuffRGBIntoGrayString null def /RGBToGrayImageProc null def /StuffCMYKIntoGrayString null def /CMYKToGrayImageProc null def /ColorImageCompositeEmulator null def /SeparateCMYKImageProc null def /FourEqual null def /TestPlateIndex null def currentdict /_colorimage known not { /colorimage where { /colorimage get /_colorimage exch def } { /_colorimage null def } ifelse } if /_currenttransfer systemdict /currenttransfer get def /colorimage null def /XI null def /WalkRGBString { 0 3 index dup length 1 sub 0 3 3 -1 roll { 3 getinterval { } forall 5 index exec 3 index } for 5 { pop } repeat } def /WalkCMYKString { 0 3 index dup length 1 sub 0 4 3 -1 roll { 4 getinterval { } forall 6 index exec 3 index } for 5 { pop } repeat } def /StuffRGBIntoGrayString { .11 mul exch .59 mul add exch .3 mul add cvi 3 copy put pop 1 add } def /RGBToGrayImageProc { Adobe_ColorImage_AI6_Vars begin sourcearray 0 get exec dup length 3 idiv string dup 3 1 roll /StuffRGBIntoGrayString load exch WalkRGBString end } def /StuffCMYKIntoGrayString { exch .11 mul add exch .59 mul add exch .3 mul add dup 255 gt { pop 255 } if 255 exch sub cvi 3 copy put pop 1 add } def /CMYKToGrayImageProc { Adobe_ColorImage_AI6_Vars begin sourcearray 0 get exec dup length 4 idiv string dup 3 1 roll /StuffCMYKIntoGrayString load exch WalkCMYKString end } def /ColorImageCompositeEmulator { pop true eq { Adobe_ColorImage_AI6_Vars /sourcecount get 5 add { pop } repeat } { Adobe_ColorImage_AI6_Vars /channelcount get 1 ne { Adobe_ColorImage_AI6_Vars begin sourcearray 0 3 -1 roll put channelcount 3 eq { /RGBToGrayImageProc } { /CMYKToGrayImageProc } ifelse load end } if image } ifelse } def /SeparateCMYKImageProc { Adobe_ColorImage_AI6_Vars begin sourcecount 0 ne { sourcearray plateindex get exec } { sourcearray 0 get exec dup length 4 idiv string 0 2 index plateindex 4 2 index length 1 sub { get 255 exch sub 3 copy put pop 1 add 2 index } for pop pop exch pop } ifelse end } def /FourEqual { 4 index ne { pop pop pop false } { 4 index ne { pop pop false } { 4 index ne { pop false } { 4 index eq } ifelse } ifelse } ifelse } def /TestPlateIndex { Adobe_ColorImage_AI6_Vars begin /plateindex -1 def /setcmykcolor where { pop gsave 1 0 0 0 setcmykcolor systemdict /currentgray get exec 1 exch sub 0 1 0 0 setcmykcolor systemdict /currentgray get exec 1 exch sub 0 0 1 0 setcmykcolor systemdict /currentgray get exec 1 exch sub 0 0 0 1 setcmykcolor systemdict /currentgray get exec 1 exch sub grestore 1 0 0 0 FourEqual { /plateindex 0 def } { 0 1 0 0 FourEqual { /plateindex 1 def } { 0 0 1 0 FourEqual { /plateindex 2 def } { 0 0 0 1 FourEqual { /plateindex 3 def } { 0 0 0 0 FourEqual { /plateindex 5 def } if } ifelse } ifelse } ifelse } ifelse pop pop pop pop } if plateindex end } def /colorimage { Adobe_ColorImage_AI6_Vars begin /channelcount 1 index def /sourcecount 2 index 1 eq { channelcount 1 sub } { 0 } ifelse def 4 sourcecount add index dup 8 eq exch 1 eq or not end { /_colorimage load null ne { _colorimage } { Adobe_ColorImage_AI6_Vars /sourcecount get 7 add { pop } repeat } ifelse } { dup 3 eq TestPlateIndex dup -1 eq exch 5 eq or or { /_colorimage load null eq { ColorImageCompositeEmulator } { dup 1 eq { pop pop image } { Adobe_ColorImage_AI6_Vars /plateindex get 5 eq { gsave 0 _currenttransfer exec 1 _currenttransfer exec eq { 0 _currenttransfer exec 0.5 lt } { 0 _currenttransfer exec 1 _currenttransfer exec gt } ifelse { { pop 0 } } { { pop 1 } } ifelse systemdict /settransfer get exec } if _colorimage Adobe_ColorImage_AI6_Vars /plateindex get 5 eq { grestore } if } ifelse } ifelse } { dup 1 eq { pop pop image } { pop pop Adobe_ColorImage_AI6_Vars begin sourcecount -1 0 { exch sourcearray 3 1 roll put } for /SeparateCMYKImageProc load end systemdict /image get exec } ifelse } ifelse } ifelse } def /XG { pop pop } def /XF { 13 {pop} repeat } def /Xh { Adobe_ColorImage_AI6_Vars begin gsave /XIMask exch 0 ne def /XIImageHeight exch def /XIImageWidth exch def /XIImageMatrix exch def 0 0 moveto XIImageMatrix concat XIImageWidth XIImageHeight scale XIMask { /_lp /null ddef _fc /_lp /imagemask ddef } if /XIVersion 7 def end } def /XH { Adobe_ColorImage_AI6_Vars begin /XIVersion 6 def grestore end } def /XI { Adobe_ColorImage_AI6_Vars begin gsave /XIMask exch 0 ne def /XIBinary exch 0 ne def pop pop /XIChannelCount exch def /XIBitsPerPixel exch def /XIImageHeight exch def /XIImageWidth exch def pop pop pop pop /XIImageMatrix exch def XIBitsPerPixel 1 eq { XIImageWidth 8 div ceiling cvi } { XIImageWidth XIChannelCount mul } ifelse /XIBuffer exch string def XIBinary { /XIDataProc { currentfile XIBuffer readstring pop } def XIVersion 6 le { currentfile 128 string readline pop pop } if } { /XIDataProc { currentfile XIBuffer readhexstring pop } def } ifelse XIVersion 6 le { 0 0 moveto XIImageMatrix concat XIImageWidth XIImageHeight scale XIMask { /_lp /null ddef _fc /_lp /imagemask ddef } if } if XIMask { XIImageWidth XIImageHeight false [ XIImageWidth 0 0 XIImageHeight neg 0 0 ] /XIDataProc load imagemask } { XIImageWidth XIImageHeight XIBitsPerPixel [ XIImageWidth 0 0 XIImageHeight neg 0 0 ] /XIDataProc load XIChannelCount 1 eq { gsave 0 setgray image grestore } { false XIChannelCount colorimage } ifelse } ifelse grestore end } def end %%EndProcSet %%BeginResource: procset Adobe_Illustrator_AI5 1.2 0 %%Title: (Adobe Illustrator (R) Version 7.0 Full Prolog) %%Version: 1.2 0 %%CreationDate: (3/7/1994) () %%Copyright: ((C) 1987-1996 Adobe Systems Incorporated All Rights Reserved) currentpacking true setpacking userdict /Adobe_Illustrator_AI5_vars 107 dict dup begin put /_eo false def /_lp /none def /_pf { } def /_ps { } def /_psf { } def /_pss { } def /_pjsf { } def /_pjss { } def /_pola 0 def /_doClip 0 def /cf currentflat def /_lineorientation 0 def /_charorientation 0 def /_yokoorientation 0 def /_tm matrix def /_renderStart [ /e0 /r0 /a0 /o0 /e1 /r1 /a1 /i0 ] def /_renderEnd [ null null null null /i1 /i1 /i1 /i1 ] def /_render -1 def /_shift [0 0] def /_ax 0 def /_ay 0 def /_cx 0 def /_cy 0 def /_leading [ 0 0 ] def /_ctm matrix def /_mtx matrix def /_sp 16#020 def /_hyphen (-) def /_fontSize 0 def /_fontAscent 0 def /_fontDescent 0 def /_fontHeight 0 def /_fontRotateAdjust 0 def /Ss 256 string def Ss 0 (fonts/) putinterval /_cnt 0 def /_scale [1 1] def /_nativeEncoding 0 def /_useNativeEncoding 0 def /_tempEncode 0 def /_pntr 0 def /_tDict 2 dict def /_hfname 100 string def /_hffound false def /Tx { } def /Tj { } def /CRender { } def /_AI3_savepage { } def /_gf null def /_cf 4 array def /_rgbf 3 array def /_if null def /_of false def /_fc { } def /_gs null def /_cs 4 array def /_rgbs 3 array def /_is null def /_os false def /_sc { } def /_pd 1 dict def /_ed 15 dict def /_pm matrix def /_fm null def /_fd null def /_fdd null def /_sm null def /_sd null def /_sdd null def /_i null def /_lobyte 0 def /_hibyte 0 def /_cproc null def /_cscript 0 def /_hvax 0 def /_hvay 0 def /_hvwb 0 def /_hvcx 0 def /_hvcy 0 def /_bitfont null def /_bitlobyte 0 def /_bithibyte 0 def /_bitkey null def /_bitdata null def /_bitindex 0 def /discardSave null def /buffer 256 string def /beginString null def /endString null def /endStringLength null def /layerCnt 1 def /layerCount 1 def /perCent (%) 0 get def /perCentSeen? false def /newBuff null def /newBuffButFirst null def /newBuffLast null def /clipForward? false def end userdict /Adobe_Illustrator_AI5 known not { userdict /Adobe_Illustrator_AI5 95 dict put } if userdict /Adobe_Illustrator_AI5 get begin /initialize { Adobe_Illustrator_AI5 dup begin Adobe_Illustrator_AI5_vars begin discardDict { bind pop pop } forall dup /nc get begin { dup xcheck 1 index type /operatortype ne and { bind } if pop pop } forall end newpath } def /terminate { end end } def /_ null def /ddef { Adobe_Illustrator_AI5_vars 3 1 roll put } def /xput { dup load dup length exch maxlength eq { dup dup load dup length 2 mul dict copy def } if load begin def end } def /npop { { pop } repeat } def /hswj { dup stringwidth 3 2 roll { _hvwb eq { exch _hvcx add exch _hvcy add } if exch _hvax add exch _hvay add } cforall } def /vswj { 0 0 3 -1 roll { dup 255 le _charorientation 1 eq and { dup cstring stringwidth 5 2 roll _hvwb eq { exch _hvcy sub exch _hvcx sub } if exch _hvay sub exch _hvax sub 4 -1 roll sub exch 3 -1 roll sub exch } { _hvwb eq { exch _hvcy sub exch _hvcx sub } if exch _hvay sub exch _hvax sub _fontHeight sub } ifelse } cforall } def /swj { 6 1 roll /_hvay exch ddef /_hvax exch ddef /_hvwb exch ddef /_hvcy exch ddef /_hvcx exch ddef _lineorientation 0 eq { hswj } { vswj } ifelse } def /sw { 0 0 0 6 3 roll swj } def /vjss { 4 1 roll { dup cstring dup length 1 eq _charorientation 1 eq and { -90 rotate currentpoint _fontRotateAdjust add moveto gsave false charpath currentpoint 5 index setmatrix stroke grestore _fontRotateAdjust sub moveto _sp eq { 5 index 5 index rmoveto } if 2 copy rmoveto 90 rotate } { currentpoint _fontHeight sub 5 index sub 3 index _sp eq { 9 index sub } if currentpoint exch 4 index stringwidth pop 2 div sub exch _fontAscent sub moveto gsave 2 index false charpath 6 index setmatrix stroke grestore moveto pop pop } ifelse } cforall 6 npop } def /hjss { 4 1 roll { dup cstring gsave false charpath currentpoint 5 index setmatrix stroke grestore moveto _sp eq { 5 index 5 index rmoveto } if 2 copy rmoveto } cforall 6 npop } def /jss { _lineorientation 0 eq { hjss } { vjss } ifelse } def /ss { 0 0 0 7 3 roll jss } def /vjsp { 4 1 roll { dup cstring dup length 1 eq _charorientation 1 eq and { -90 rotate currentpoint _fontRotateAdjust add moveto false charpath currentpoint _fontRotateAdjust sub moveto _sp eq { 5 index 5 index rmoveto } if 2 copy rmoveto 90 rotate } { currentpoint _fontHeight sub 5 index sub 3 index _sp eq { 9 index sub } if currentpoint exch 4 index stringwidth pop 2 div sub exch _fontAscent sub moveto 2 index false charpath moveto pop pop } ifelse } cforall 6 npop } def /hjsp { 4 1 roll { dup cstring false charpath _sp eq { 5 index 5 index rmoveto } if 2 copy rmoveto } cforall 6 npop } def /jsp { matrix currentmatrix _lineorientation 0 eq {hjsp} {vjsp} ifelse } def /sp { matrix currentmatrix 0 0 0 7 3 roll _lineorientation 0 eq {hjsp} {vjsp} ifelse } def /pl { transform 0.25 sub round 0.25 add exch 0.25 sub round 0.25 add exch itransform } def /setstrokeadjust where { pop true setstrokeadjust /c { curveto } def /C /c load def /v { currentpoint 6 2 roll curveto } def /V /v load def /y { 2 copy curveto } def /Y /y load def /l { lineto } def /L /l load def /m { moveto } def } { /c { pl curveto } def /C /c load def /v { currentpoint 6 2 roll pl curveto } def /V /v load def /y { pl 2 copy curveto } def /Y /y load def /l { pl lineto } def /L /l load def /m { pl moveto } def } ifelse /d { setdash } def /cf { } def /i { dup 0 eq { pop cf } if setflat } def /j { setlinejoin } def /J { setlinecap } def /M { setmiterlimit } def /w { setlinewidth } def /XR { 0 ne /_eo exch ddef } def /H { } def /h { closepath } def /N { _pola 0 eq { _doClip 1 eq { _eo {eoclip} {clip} ifelse /_doClip 0 ddef } if newpath } { /CRender { N } ddef } ifelse } def /n { N } def /F { _pola 0 eq { _doClip 1 eq { gsave _pf grestore _eo {eoclip} {clip} ifelse newpath /_lp /none ddef _fc /_doClip 0 ddef } { _pf } ifelse } { /CRender { F } ddef } ifelse } def /f { closepath F } def /S { _pola 0 eq { _doClip 1 eq { gsave _ps grestore _eo {eoclip} {clip} ifelse newpath /_lp /none ddef _sc /_doClip 0 ddef } { _ps } ifelse } { /CRender { S } ddef } ifelse } def /s { closepath S } def /B { _pola 0 eq { _doClip 1 eq gsave F grestore { gsave S grestore _eo {eoclip} {clip} ifelse newpath /_lp /none ddef _sc /_doClip 0 ddef } { S } ifelse } { /CRender { B } ddef } ifelse } def /b { closepath B } def /W { /_doClip 1 ddef } def /* { count 0 ne { dup type /stringtype eq { pop } if } if newpath } def /u { } def /U { } def /q { _pola 0 eq { gsave } if } def /Q { _pola 0 eq { grestore } if } def /*u { _pola 1 add /_pola exch ddef } def /*U { _pola 1 sub /_pola exch ddef _pola 0 eq { CRender } if } def /D { pop } def /*w { } def /*W { } def /` { /_i save ddef clipForward? { nulldevice } if 6 1 roll 4 npop concat pop userdict begin /showpage { } def 0 setgray 0 setlinecap 1 setlinewidth 0 setlinejoin 10 setmiterlimit [] 0 setdash /setstrokeadjust where {pop false setstrokeadjust} if newpath 0 setgray false setoverprint } def /~ { end _i restore } def /O { 0 ne /_of exch ddef /_lp /none ddef } def /R { 0 ne /_os exch ddef /_lp /none ddef } def /g { /_gf exch ddef /_fc { _lp /fill ne { _of setoverprint _gf setgray /_lp /fill ddef } if } ddef /_pf { _fc _eo {eofill} {fill} ifelse } ddef /_psf { _fc hvashow } ddef /_pjsf { _fc hvawidthshow } ddef /_lp /none ddef } def /G { /_gs exch ddef /_sc { _lp /stroke ne { _os setoverprint _gs setgray /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /k { _cf astore pop /_fc { _lp /fill ne { _of setoverprint _cf aload pop setcmykcolor /_lp /fill ddef } if } ddef /_pf { _fc _eo {eofill} {fill} ifelse } ddef /_psf { _fc hvashow } ddef /_pjsf { _fc hvawidthshow } ddef /_lp /none ddef } def /K { _cs astore pop /_sc { _lp /stroke ne { _os setoverprint _cs aload pop setcmykcolor /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /Xa { _rgbf astore pop /_fc { _lp /fill ne { _of setoverprint _rgbf aload pop setrgbcolor /_lp /fill ddef } if } ddef /_pf { _fc _eo {eofill} {fill} ifelse } ddef /_psf { _fc hvashow } ddef /_pjsf { _fc hvawidthshow } ddef /_lp /none ddef } def /XA { _rgbs astore pop /_sc { _lp /stroke ne { _os setoverprint _rgbs aload pop setrgbcolor /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /_rgbtocmyk { 3 { 1 exch sub 3 1 roll } repeat 3 copy 1 4 1 roll 3 { 3 index 2 copy gt { exch } if pop 4 1 roll } repeat pop pop pop 4 1 roll 3 { 3 index sub 3 1 roll } repeat 4 -1 roll } def /Xx { exch /_gf exch ddef 0 eq { findcmykcustomcolor } { /findrgbcustomcolor where not { 4 1 roll _rgbtocmyk 5 -1 roll findcmykcustomcolor } { pop findrgbcustomcolor } ifelse } ifelse /_if exch ddef /_fc { _lp /fill ne { _of setoverprint _if _gf 1 exch sub setcustomcolor /_lp /fill ddef } if } ddef /_pf { _fc _eo {eofill} {fill} ifelse } ddef /_psf { _fc hvashow } ddef /_pjsf { _fc hvawidthshow } ddef /_lp /none ddef } def /XX { exch /_gs exch ddef 0 eq { findcmykcustomcolor } { /findrgbcustomcolor where not { 4 1 roll _rgbtocmyk 5 -1 roll findcmykcustomcolor } { pop findrgbcustomcolor } ifelse } ifelse /_is exch ddef /_sc { _lp /stroke ne { _os setoverprint _is _gs 1 exch sub setcustomcolor /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /x { /_gf exch ddef findcmykcustomcolor /_if exch ddef /_fc { _lp /fill ne { _of setoverprint _if _gf 1 exch sub setcustomcolor /_lp /fill ddef } if } ddef /_pf { _fc _eo {eofill} {fill} ifelse } ddef /_psf { _fc hvashow } ddef /_pjsf { _fc hvawidthshow } ddef /_lp /none ddef } def /X { /_gs exch ddef findcmykcustomcolor /_is exch ddef /_sc { _lp /stroke ne { _os setoverprint _is _gs 1 exch sub setcustomcolor /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /A { pop } def /annotatepage { userdict /annotatepage 2 copy known {get exec} {pop pop} ifelse } def /XT { pop pop } def /discard { save /discardSave exch store discardDict begin /endString exch store gt38? { 2 add } if load stopped pop end discardSave restore } bind def userdict /discardDict 7 dict dup begin put /pre38Initialize { /endStringLength endString length store /newBuff buffer 0 endStringLength getinterval store /newBuffButFirst newBuff 1 endStringLength 1 sub getinterval store /newBuffLast newBuff endStringLength 1 sub 1 getinterval store } def /shiftBuffer { newBuff 0 newBuffButFirst putinterval newBuffLast 0 currentfile read not { stop } if put } def 0 { pre38Initialize mark currentfile newBuff readstring exch pop { { newBuff endString eq { cleartomark stop } if shiftBuffer } loop } { stop } ifelse } def 1 { pre38Initialize /beginString exch store mark currentfile newBuff readstring exch pop { { newBuff beginString eq { /layerCount dup load 1 add store } { newBuff endString eq { /layerCount dup load 1 sub store layerCount 0 eq { cleartomark stop } if } if } ifelse shiftBuffer } loop } if } def 2 { mark { currentfile buffer readline not { stop } if endString eq { cleartomark stop } if } loop } def 3 { /beginString exch store /layerCnt 1 store mark { currentfile buffer readline not { stop } if dup beginString eq { pop /layerCnt dup load 1 add store } { endString eq { layerCnt 1 eq { cleartomark stop } { /layerCnt dup load 1 sub store } ifelse } if } ifelse } loop } def end userdict /clipRenderOff 15 dict dup begin put { /n /N /s /S /f /F /b /B } { { _doClip 1 eq { /_doClip 0 ddef _eo {eoclip} {clip} ifelse } if newpath } def } forall /Tr /pop load def /Bb {} def /BB /pop load def /Bg {12 npop} def /Bm {6 npop} def /Bc /Bm load def /Bh {4 npop} def end /Lb { 4 npop 6 1 roll pop 4 1 roll pop pop pop 0 eq { 0 eq { (%AI5_BeginLayer) 1 (%AI5_EndLayer--) discard } { /clipForward? true def /Tx /pop load def /Tj /pop load def currentdict end clipRenderOff begin begin } ifelse } { 0 eq { save /discardSave exch store } if } ifelse } bind def /LB { discardSave dup null ne { restore } { pop clipForward? { currentdict end end begin /clipForward? false ddef } if } ifelse } bind def /Pb { pop pop 0 (%AI5_EndPalette) discard } bind def /Np { 0 (%AI5_End_NonPrinting--) discard } bind def /Ln /pop load def /Ap /pop load def /Ar { 72 exch div 0 dtransform dup mul exch dup mul add sqrt dup 1 lt { pop 1 } if setflat } def /Mb { q } def /Md { } def /MB { Q } def /nc 4 dict def nc begin /setgray { pop } bind def /setcmykcolor { 4 npop } bind def /setrgbcolor { 3 npop } bind def /setcustomcolor { 2 npop } bind def currentdict readonly pop end end setpacking %%EndResource %%BeginResource: procset Adobe_cshow 2.0 8 %%Title: (Writing System Operators) %%Version: 2.0 8 %%CreationDate: (1/23/89) () %%Copyright: ((C) 1992-1996 Adobe Systems Incorporated All Rights Reserved) currentpacking true setpacking userdict /Adobe_cshow 14 dict dup begin put /initialize { Adobe_cshow begin Adobe_cshow { dup xcheck { bind } if pop pop } forall end Adobe_cshow begin } def /terminate { currentdict Adobe_cshow eq { end } if } def /cforall { /_lobyte 0 ddef /_hibyte 0 ddef /_cproc exch ddef /_cscript currentfont /FontScript known { currentfont /FontScript get } { -1 } ifelse ddef { /_lobyte exch ddef _hibyte 0 eq _cscript 1 eq _lobyte 129 ge _lobyte 159 le and _lobyte 224 ge _lobyte 252 le and or and _cscript 2 eq _lobyte 161 ge _lobyte 254 le and and _cscript 3 eq _lobyte 161 ge _lobyte 254 le and and _cscript 25 eq _lobyte 161 ge _lobyte 254 le and and _cscript -1 eq or or or or and { /_hibyte _lobyte ddef } { _hibyte 256 mul _lobyte add _cproc /_hibyte 0 ddef } ifelse } forall } def /cstring { dup 256 lt { (s) dup 0 4 3 roll put } { dup 256 idiv exch 256 mod (hl) dup dup 0 6 5 roll put 1 4 3 roll put } ifelse } def /clength { 0 exch { 256 lt { 1 } { 2 } ifelse add } cforall } def /hawidthshow { { dup cstring show _hvax _hvay rmoveto _hvwb eq { _hvcx _hvcy rmoveto } if } cforall } def /vawidthshow { { dup 255 le _charorientation 1 eq and { -90 rotate 0 _fontRotateAdjust rmoveto cstring _hvcx _hvcy _hvwb _hvax _hvay 6 -1 roll awidthshow 0 _fontRotateAdjust neg rmoveto 90 rotate } { currentpoint _fontHeight sub exch _hvay sub exch _hvax sub 2 index _hvwb eq { exch _hvcy sub exch _hvcx sub } if 3 2 roll cstring dup stringwidth pop 2 div neg _fontAscent neg rmoveto show moveto } ifelse } cforall } def /hvawidthshow { 6 1 roll /_hvay exch ddef /_hvax exch ddef /_hvwb exch ddef /_hvcy exch ddef /_hvcx exch ddef _lineorientation 0 eq { hawidthshow } { vawidthshow } ifelse } def /hvwidthshow { 0 0 3 -1 roll hvawidthshow } def /hvashow { 0 0 0 6 -3 roll hvawidthshow } def /hvshow { 0 0 0 0 0 6 -1 roll hvawidthshow } def currentdict readonly pop end setpacking %%EndResource %%EndProlog %%BeginSetup Adobe_level2_AI5 /initialize get exec Adobe_cshow /initialize get exec Adobe_ColorImage_AI6 /initialize get exec Adobe_Illustrator_AI5 /initialize get exec %AI5_Begin_NonPrinting Np %AI3_BeginPattern: (Acailles) (Acailles) 1.6 9.3475 48.088 55.8355 [ %AI3_Tile (0 O 0 R 1 g 1 G ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 1.6 9.3475 m 1.6 55.8355 L 48.088 55.8355 L 48.088 9.3475 L 1.6 9.3475 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 g 0 G ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 17.0956 9.3475 m 12.8162 9.3475 9.3475 5.8787 9.3475 1.6 C 9.3475 5.8787 5.8787 9.3475 1.6 9.3475 C 1.6 13.6262 5.0687 17.095 9.3475 17.095 c 13.6268 17.095 17.0956 13.6262 17.0956 9.3475 C s 32.5918 9.3475 m 28.3125 9.3475 24.8437 5.8787 24.8437 1.6 C 24.8437 5.8787 21.3743 9.3475 17.0956 9.3475 C 17.0956 13.6262 20.5644 17.095 24.8437 17.095 c 29.1224 17.095 32.5918 13.6262 32.5918 9.3475 C s 48.088 9.3475 m 43.8087 9.3475 40.3399 5.8787 40.3399 1.6 C 40.3399 5.8787 36.8705 9.3475 32.5918 9.3475 C 32.5918 13.6262 36.0606 17.095 40.3399 17.095 c 44.6186 17.095 48.088 13.6262 48.088 9.3475 C s 17.0956 40.3393 m 12.8162 40.3393 9.3475 36.8699 9.3475 32.5912 C 9.3475 36.8699 5.8787 40.3393 1.6 40.3393 C 1.6 44.6181 5.0687 48.0874 9.3475 48.0874 c 13.6268 48.0874 17.0956 44.6181 17.0956 40.3393 C s 17.0956 24.8431 m 12.8162 24.8431 9.3475 21.3743 9.3475 17.095 C 9.3475 21.3743 5.8787 24.8431 1.6 24.8431 C 1.6 29.1218 5.0687 32.5912 9.3475 32.5912 c 13.6268 32.5912 17.0956 29.1218 17.0956 24.8431 C s 32.5918 24.8431 m 28.3125 24.8431 24.8437 21.3743 24.8437 17.095 C 24.8437 21.3743 21.3743 24.8431 17.0956 24.8431 C 17.0956 29.1218 20.5644 32.5912 24.8437 32.5912 c 29.1224 32.5912 32.5918 29.1218 32.5918 24.8431 C s 48.088 24.8431 m 43.8087 24.8431 40.3399 21.3743 40.3399 17.095 C 40.3399 21.3743 36.8705 24.8431 32.5918 24.8431 C 32.5918 29.1218 36.0606 32.5912 40.3399 32.5912 c 44.6186 32.5912 48.088 29.1218 48.088 24.8431 C s 32.5918 40.3393 m 28.3125 40.3393 24.8437 36.8699 24.8437 32.5912 C 24.8437 36.8699 21.3743 40.3393 17.0956 40.3393 C 17.0956 44.6181 20.5644 48.0874 24.8437 48.0874 c 29.1224 48.0874 32.5918 44.6181 32.5918 40.3393 C s 48.088 40.3393 m 43.8087 40.3393 40.3399 36.8699 40.3399 32.5912 C 40.3399 36.8699 36.8705 40.3393 32.5918 40.3393 C 32.5918 44.6181 36.0606 48.0874 40.3399 48.0874 c 44.6186 48.0874 48.088 44.6181 48.088 40.3393 C s 17.0956 55.8355 m 12.8162 55.8355 9.3475 52.3662 9.3475 48.0874 C 9.3475 52.3662 5.8787 55.8355 1.6 55.8355 C 1.6 60.1143 5.0687 63.5836 9.3475 63.5836 c 13.6268 63.5836 17.0956 60.1143 17.0956 55.8355 C s 32.5918 55.8355 m 28.3125 55.8355 24.8437 52.3662 24.8437 48.0874 C 24.8437 52.3662 21.3743 55.8355 17.0956 55.8355 C 17.0956 60.1143 20.5644 63.5836 24.8437 63.5836 c 29.1224 63.5836 32.5918 60.1143 32.5918 55.8355 C s 48.088 55.8355 m 43.8087 55.8355 40.3399 52.3662 40.3399 48.0874 C 40.3399 52.3662 36.8705 55.8355 32.5918 55.8355 C 32.5918 60.1143 36.0606 63.5836 40.3399 63.5836 c 44.6186 63.5836 48.088 60.1143 48.088 55.8355 C s %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Bandes transparentes) (Bandes transparentes) 8.45 4.6001 80.45 76.6001 [ %AI3_Tile (0 O 0 R 1 0.07 1 0 k 1 0.07 1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 3.6 w 4 M []0 d %AI3_Note: 0 D 0 XR 8.2 8.2 m 80.7 8.2 L S 8.2 22.6001 m 80.7 22.6001 L S 8.2 37.0002 m 80.7 37.0002 L S 8.2 51.4 m 80.7 51.4 L S 8.2 65.8001 m 80.7 65.8001 L S 8.2 15.4 m 80.7 15.4 L S 8.2 29.8001 m 80.7 29.8001 L S 8.2 44.2 m 80.7 44.2 L S 8.2 58.6001 m 80.7 58.6001 L S 8.2 73.0002 m 80.7 73.0002 L S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Briques) (Briques) 1.6 1.6 73.6 73.6 [ %AI3_Tile (0 O 0 R 0.3 0.85 0.85 0 k 0.3 0.85 0.85 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 1.6 1.6 m 1.6 73.6 L 73.6 73.6 L 73.6 1.6 L 1.6 1.6 L f %AI6_EndPatternLayer ) & (0 O 0 R 1 g 1 G ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 1.6 70.01 m 73.6 70.01 l S 1.6 62.809 m 73.6 62.809 L S 1.6 55.609 m 73.6 55.609 L S 1.6 48.408 m 73.6 48.408 L S 1.6 41.208 m 73.6 41.208 L S 1.6 34.007 m 73.6 34.007 L S 1.6 26.807 m 73.6 26.807 L S 1.6 19.606 m 73.6 19.606 L S 1.6 12.406 m 73.6 12.406 L S 1.6 5.206 m 73.6 5.206 L S 70.01 70.01 m 70.01 62.822 l S 55.61 70.01 m 55.61 62.822 L S 41.21 70.01 m 41.21 62.822 L S 26.81 70.01 m 26.81 62.822 L S 12.41 70.01 m 12.41 62.822 L S 70.01 55.572 m 70.01 48.385 l S 55.61 55.572 m 55.61 48.385 L S 41.21 55.572 m 41.21 48.385 L S 26.81 55.572 m 26.81 48.385 L S 12.41 55.572 m 12.41 48.385 L S 70.01 41.197 m 70.01 34.01 l S 55.61 41.197 m 55.61 34.01 L S 41.21 41.197 m 41.21 34.01 L S 26.81 41.197 m 26.81 34.01 L S 12.41 41.197 m 12.41 34.01 L S 70.01 26.822 m 70.01 19.635 l S 55.61 26.822 m 55.61 19.635 L S 41.21 26.822 m 41.21 19.635 L S 26.81 26.822 m 26.81 19.635 L S 12.41 26.822 m 12.41 19.635 L S 70.01 12.385 m 70.01 5.197 l S 55.61 12.385 m 55.61 5.197 L S 41.21 12.385 m 41.21 5.197 L S 26.81 12.385 m 26.81 5.197 L S 12.41 12.385 m 12.41 5.197 L S 62.797 5.197 m 62.797 1.6 L S 48.397 5.197 m 48.397 1.6 L S 33.997 5.197 m 33.997 1.6 L S 19.597 5.197 m 19.597 1.6 L S 5.197 5.197 m 5.197 1.6 l S 62.797 19.635 m 62.797 12.447 L S 48.397 19.635 m 48.397 12.447 L S 33.997 19.635 m 33.997 12.447 L S 19.597 19.635 m 19.597 12.447 L S 5.197 19.635 m 5.197 12.447 l S 62.797 34.01 m 62.797 26.822 L S 48.397 34.01 m 48.397 26.822 L S 19.597 34.01 m 19.597 26.822 L S 5.197 34.01 m 5.197 26.822 l S 62.797 48.385 m 62.797 41.197 L S 48.397 48.385 m 48.397 41.197 L S 33.997 48.385 m 33.997 41.197 L S 19.597 48.385 m 19.597 41.197 L S 5.197 48.385 m 5.197 41.197 l S 62.797 62.822 m 62.797 55.635 L S 48.397 62.822 m 48.397 55.635 L S 33.997 62.822 m 33.997 55.635 L S 19.597 62.822 m 19.597 55.635 L S 5.197 62.822 m 5.197 55.635 l S 62.797 73.5589 m 62.797 70.072 L S 48.397 73.5589 m 48.397 70.072 L S 33.997 73.5589 m 33.997 70.072 L S 19.597 73.5589 m 19.597 70.072 L S 5.197 73.5589 m 5.197 70.072 l S 33.997 34.01 m 33.997 26.822 L S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Cercles al\216atoires) (Cercles al\216atoires) 4.365 3.849 51.13 57.85 [ %AI3_Tile (0 O 0 R 0 0.1125 0.45 0 k 0 0.1125 0.45 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 4.365 3.849 m 4.365 57.85 L 51.13 57.85 L 51.13 3.849 L 4.365 3.849 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.41 0.7 1 0 k 0.41 0.7 1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 45.429 36.274 m 45.843 36.991 45.598 37.908 44.88 38.323 c 44.163 38.737 43.245 38.491 42.831 37.774 c 42.417 37.056 42.663 36.139 43.38 35.725 c 44.098 35.31 45.015 35.556 45.429 36.274 c s 44.179 27.926 m 43.765 28.643 42.848 28.889 42.13 28.475 c 41.413 28.06 41.167 27.143 41.581 26.425 c 41.995 25.708 42.913 25.462 43.63 25.876 c 44.348 26.291 44.593 27.208 44.179 27.926 c s 35.929 41.024 m 35.515 41.741 34.598 41.987 33.88 41.573 c 33.163 41.158 32.917 40.241 33.331 39.524 c 33.745 38.806 34.663 38.56 35.38 38.975 c 36.098 39.389 36.343 40.306 35.929 41.024 c s 28.38 34.225 m 28.794 34.942 28.549 35.859 27.831 36.274 c 27.114 36.688 26.196 36.442 25.782 35.725 c 25.368 35.007 25.614 34.09 26.331 33.675 c 27.049 33.261 27.966 33.507 28.38 34.225 c s 31.179 28.024 m 30.765 28.741 29.848 28.987 29.13 28.573 c 28.413 28.158 28.167 27.241 28.581 26.524 c 28.995 25.806 29.913 25.56 30.63 25.975 c 31.348 26.389 31.593 27.306 31.179 28.024 c s 36.792 23.349 m 35.963 23.349 35.292 22.678 35.292 21.849 c 35.292 21.021 35.963 20.349 36.792 20.349 c 37.62 20.349 38.292 21.021 38.292 21.849 c 38.292 22.678 37.62 23.349 36.792 23.349 c s 10.888 34.175 m 10.474 34.893 10.72 35.81 11.437 36.225 c 12.155 36.639 13.072 36.393 13.486 35.675 c 13.901 34.958 13.655 34.041 12.937 33.626 c 12.22 33.212 11.303 33.458 10.888 34.175 c s 11.517 26.601 m 11.931 27.318 12.848 27.564 13.566 27.15 c 14.283 26.735 14.529 25.818 14.115 25.1 c 13.701 24.383 12.783 24.137 12.066 24.551 c 11.348 24.966 11.103 25.883 11.517 26.601 c s 16.782 41.426 m 17.196 42.143 18.114 42.389 18.831 41.975 c 19.549 41.56 19.794 40.643 19.38 39.926 c 18.966 39.208 18.049 38.962 17.331 39.377 c 16.614 39.791 16.368 40.708 16.782 41.426 c s 22.365 24.35 m 23.194 24.35 23.865 23.678 23.865 22.85 c 23.865 22.021 23.194 21.35 22.365 21.35 c 21.537 21.35 20.865 22.021 20.865 22.85 c 20.865 23.678 21.537 24.35 22.365 24.35 c s 45.385 7.849 m 44.971 7.132 44.053 6.886 43.336 7.3 c 42.619 7.714 42.373 8.632 42.787 9.349 c 43.201 10.067 44.119 10.312 44.836 9.898 c 45.553 9.484 45.799 8.567 45.385 7.849 c s 29.679 7.774 m 29.265 7.056 28.348 6.81 27.63 7.225 c 26.913 7.639 26.667 8.556 27.081 9.274 c 27.495 9.991 28.413 10.237 29.13 9.823 c 29.848 9.408 30.093 8.491 29.679 7.774 c s 35.542 11.349 m 34.713 11.349 34.042 12.021 34.042 12.849 c 34.042 13.678 34.713 14.349 35.542 14.349 c 36.37 14.349 37.042 13.678 37.042 12.849 c 37.042 12.021 36.37 11.349 35.542 11.349 c s 10.13 7.475 m 10.544 6.757 11.462 6.511 12.179 6.926 c 12.897 7.34 13.142 8.257 12.728 8.975 c 12.314 9.692 11.397 9.938 10.679 9.524 c 9.962 9.109 9.716 8.192 10.13 7.475 c s 20.203 13.349 m 21.031 13.349 21.703 14.021 21.703 14.849 c 21.703 15.678 21.031 16.349 20.203 16.349 c 19.375 16.349 18.703 15.678 18.703 14.849 c 18.703 14.021 19.375 13.349 20.203 13.349 c s 44.635 54.1 m 45.049 53.382 44.803 52.465 44.086 52.051 c 43.369 51.636 42.451 51.882 42.037 52.6 c 41.623 53.317 41.869 54.234 42.586 54.649 c 43.303 55.063 44.221 54.817 44.635 54.1 c s 36.841 48.1 m 36.427 47.382 35.509 47.136 34.792 47.551 c 34.074 47.965 33.828 48.882 34.243 49.6 c 34.657 50.317 35.574 50.563 36.292 50.149 c 37.009 49.734 37.255 48.817 36.841 48.1 c s 29.728 54.725 m 30.143 54.007 29.897 53.09 29.179 52.675 c 28.462 52.261 27.544 52.507 27.13 53.225 c 26.716 53.942 26.962 54.859 27.679 55.274 c 28.397 55.688 29.314 55.442 29.728 54.725 c s 10.86 54.1 m 10.446 53.382 10.691 52.465 11.409 52.051 c 12.126 51.636 13.044 51.882 13.458 52.6 c 13.872 53.317 13.626 54.234 12.909 54.649 c 12.191 55.063 11.274 54.817 10.86 54.1 c s 19.154 49.1 m 19.568 48.382 20.486 48.136 21.203 48.551 c 21.92 48.965 22.166 49.882 21.752 50.6 c 21.338 51.317 20.42 51.563 19.703 51.149 c 18.986 50.734 18.74 49.817 19.154 49.1 c s 51.88 38.85 m 51.052 38.85 50.38 39.521 50.38 40.35 c 50.38 41.178 51.052 41.85 51.88 41.85 c 52.709 41.85 53.38 41.178 53.38 40.35 c 53.38 39.521 52.709 38.85 51.88 38.85 c s 51.865 11.349 m 52.693 11.349 53.365 12.021 53.365 12.849 c 53.365 13.678 52.693 14.349 51.865 14.349 c 51.036 14.349 50.365 13.678 50.365 12.849 c 50.365 12.021 51.036 11.349 51.865 11.349 c s 30.179 18.524 m 29.765 19.241 28.848 19.487 28.13 19.073 c 27.413 18.658 27.167 17.741 27.581 17.024 c 27.995 16.306 28.913 16.06 29.63 16.475 c 30.348 16.889 30.593 17.806 30.179 18.524 c s 21.679 31.524 m 21.265 32.241 20.348 32.487 19.63 32.073 c 18.913 31.658 18.667 30.741 19.081 30.024 c 19.495 29.306 20.413 29.06 21.13 29.475 c 21.848 29.889 22.093 30.806 21.679 31.524 c s 37.914 33.399 m 37.5 34.116 36.583 34.362 35.865 33.948 c 35.148 33.533 34.902 32.616 35.316 31.899 c 35.73 31.181 36.648 30.935 37.365 31.35 c 38.083 31.764 38.328 32.681 37.914 33.399 c s 28.929 45.024 m 28.515 45.741 27.598 45.987 26.88 45.573 c 26.163 45.158 25.917 44.241 26.331 43.524 c 26.745 42.806 27.663 42.56 28.38 42.975 c 29.098 43.389 29.343 44.306 28.929 45.024 c s 12.429 45.524 m 12.015 46.241 11.098 46.487 10.38 46.073 c 9.663 45.658 9.417 44.741 9.831 44.024 c 10.245 43.306 11.163 43.06 11.88 43.475 c 12.598 43.889 12.843 44.806 12.429 45.524 c s 44.49 45.6 m 44.075 46.317 43.158 46.563 42.441 46.149 c 41.723 45.734 41.477 44.817 41.891 44.1 c 42.306 43.382 43.223 43.136 43.941 43.55 c 44.658 43.965 44.904 44.882 44.49 45.6 c s 12.679 18.524 m 12.265 19.241 11.348 19.487 10.63 19.073 c 9.913 18.658 9.667 17.741 10.081 17.024 c 10.495 16.306 11.413 16.06 12.13 16.475 c 12.848 16.889 13.093 17.806 12.679 18.524 c s 21.179 5.774 m 20.765 6.491 19.848 6.737 19.13 6.323 c 18.413 5.908 18.167 4.991 18.581 4.274 c 18.995 3.557 19.913 3.311 20.63 3.725 c 21.348 4.139 21.593 5.056 21.179 5.774 c s 38.929 5.274 m 38.515 5.991 37.598 6.237 36.88 5.823 c 36.163 5.408 35.917 4.491 36.331 3.774 c 36.745 3.057 37.663 2.811 38.38 3.225 c 39.098 3.639 39.343 4.556 38.929 5.274 c s 43.865 18.1 m 44.694 18.1 45.365 17.429 45.365 16.6 c 45.365 15.772 44.694 15.1 43.865 15.1 c 43.037 15.1 42.365 15.772 42.365 16.6 c 42.365 17.429 43.037 18.1 43.865 18.1 c s 51.13 4.6 m 50.302 4.6 49.63 3.928 49.63 3.1 c 49.63 2.272 50.302 1.6 51.13 1.6 c 51.959 1.6 52.63 2.272 52.63 3.1 c 52.63 3.928 51.959 4.6 51.13 4.6 c s 52.163 31.649 m 51.748 32.366 50.831 32.612 50.114 32.198 c 49.396 31.783 49.15 30.866 49.565 30.149 c 49.979 29.431 50.896 29.185 51.614 29.6 c 52.331 30.014 52.577 30.931 52.163 31.649 c s 51.85 51.35 m 51.021 51.35 50.35 50.678 50.35 49.85 c 50.35 49.021 51.021 48.35 51.85 48.35 c 52.678 48.35 53.35 49.021 53.35 49.85 c 53.35 50.678 52.678 51.35 51.85 51.35 c s 49.85 23.1 m 50.679 23.1 51.35 22.428 51.35 21.6 c 51.35 20.771 50.679 20.1 49.85 20.1 c 49.022 20.1 48.35 20.771 48.35 21.6 c 48.35 22.428 49.022 23.1 49.85 23.1 c s 5.13 38.85 m 4.302 38.85 3.63 39.521 3.63 40.35 c 3.63 41.178 4.302 41.85 5.13 41.85 c 5.959 41.85 6.63 41.178 6.63 40.35 c 6.63 39.521 5.959 38.85 5.13 38.85 c s 5.115 11.349 m 5.943 11.349 6.615 12.021 6.615 12.849 c 6.615 13.678 5.943 14.349 5.115 14.349 c 4.286 14.349 3.615 13.678 3.615 12.849 c 3.615 12.021 4.286 11.349 5.115 11.349 c s 4.38 4.6 m 3.552 4.6 2.88 3.928 2.88 3.1 c 2.88 2.272 3.552 1.6 4.38 1.6 c 5.209 1.6 5.88 2.272 5.88 3.1 c 5.88 3.928 5.209 4.6 4.38 4.6 c s 5.413 31.649 m 4.998 32.366 4.081 32.612 3.364 32.198 c 2.646 31.783 2.4 30.866 2.815 30.149 c 3.229 29.431 4.146 29.185 4.864 29.6 c 5.581 30.014 5.827 30.931 5.413 31.649 c s 5.1 51.35 m 4.271 51.35 3.6 50.678 3.6 49.85 c 3.6 49.021 4.271 48.35 5.1 48.35 c 5.928 48.35 6.6 49.021 6.6 49.85 c 6.6 50.678 5.928 51.35 5.1 51.35 c s 3.1 23.1 m 3.929 23.1 4.6 22.428 4.6 21.6 c 4.6 20.771 3.929 20.1 3.1 20.1 c 2.272 20.1 1.6 20.771 1.6 21.6 c 1.6 22.428 2.272 23.1 3.1 23.1 c s 21.194 59.775 m 20.78 60.492 19.863 60.738 19.145 60.324 c 18.428 59.909 18.182 58.992 18.596 58.275 c 19.01 57.558 19.928 57.312 20.645 57.726 c 21.363 58.14 21.608 59.057 21.194 59.775 c s 38.944 59.275 m 38.53 59.992 37.613 60.238 36.895 59.824 c 36.178 59.409 35.932 58.492 36.346 57.775 c 36.76 57.058 37.678 56.812 38.395 57.226 c 39.113 57.64 39.358 58.557 38.944 59.275 c s 51.145 58.601 m 50.317 58.601 49.645 57.929 49.645 57.101 c 49.645 56.273 50.317 55.601 51.145 55.601 c 51.974 55.601 52.645 56.273 52.645 57.101 c 52.645 57.929 51.974 58.601 51.145 58.601 c s 4.395 58.601 m 3.567 58.601 2.895 57.929 2.895 57.101 c 2.895 56.273 3.567 55.601 4.395 55.601 c 5.224 55.601 5.895 56.273 5.895 57.101 c 5.895 57.929 5.224 58.601 4.395 58.601 c s %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Confettis) (Confettis) 4.85 3.617 76.85 75.617 [ %AI3_Tile (0 O 0 R 1 g 1 G ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 4.85 3.617 m 4.85 75.617 L 76.85 75.617 L 76.85 3.617 L 4.85 3.617 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 g 0 G ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 10.6 64.867 m 7.85 62.867 l S 9.1 8.617 m 6.85 6.867 l S 78.1 68.617 m 74.85 67.867 l S 76.85 56.867 m 74.35 55.117 l S 79.6 51.617 m 76.6 51.617 l S 76.35 44.117 m 73.6 45.867 l S 78.6 35.867 m 76.6 34.367 l S 76.1 23.867 m 73.35 26.117 l S 78.1 12.867 m 73.85 13.617 l S 68.35 14.617 m 66.1 12.867 l S 76.6 30.617 m 73.6 30.617 l S 62.85 58.117 m 60.956 60.941 l S 32.85 59.617 m 31.196 62.181 l S 47.891 64.061 m 49.744 66.742 l S 72.814 2.769 m 73.928 5.729 l S 67.976 2.633 m 67.35 5.909 l S 61.85 27.617 m 59.956 30.441 l S 53.504 56.053 m 51.85 58.617 l S 52.762 1.779 m 52.876 4.776 l S 45.391 5.311 m 47.244 7.992 l S 37.062 3.375 m 35.639 5.43 l S 55.165 34.828 m 57.518 37.491 l S 20.795 3.242 m 22.12 5.193 l S 14.097 4.747 m 15.008 8.965 l S 9.736 1.91 m 8.073 4.225 l S 31.891 5.573 m 32.005 8.571 l S 12.1 70.367 m 15.6 68.867 l S 9.35 54.867 m 9.6 58.117 l S 12.85 31.867 m 14.35 28.117 l S 10.1 37.367 m 12.35 41.117 l S 34.1 71.117 m 31.85 68.617 l S 38.35 71.117 m 41.6 68.367 l S 55.1 71.117 m 58.35 69.117 l S 57.35 65.117 m 55.35 61.867 l S 64.35 66.367 m 69.35 68.617 l S 71.85 62.867 m 69.35 61.117 l S 23.6 70.867 m 23.6 67.867 l S 20.6 65.867 m 17.35 65.367 l S 24.85 61.367 m 25.35 58.117 l S 25.85 65.867 m 29.35 66.617 l S 14.1 54.117 m 16.85 56.117 l S 12.35 11.617 m 12.6 15.617 l S 12.1 19.867 m 14.35 22.367 l S 26.1 9.867 m 23.6 13.367 l S 34.6 47.117 m 32.1 45.367 l S 62.6 41.867 m 59.85 43.367 l S 31.6 35.617 m 27.85 36.367 l S 36.35 26.117 m 34.35 24.617 l S 33.85 14.117 m 31.1 16.367 l S 37.1 9.867 m 35.1 11.117 l S 34.35 20.867 m 31.35 20.867 l S 44.6 56.617 m 42.1 54.867 l S 47.35 51.367 m 44.35 51.367 l S 44.1 43.867 m 41.35 45.617 l S 43.35 33.117 m 42.6 30.617 l S 43.85 23.617 m 41.1 25.867 l S 44.35 15.617 m 42.35 16.867 l S 67.823 31.1 m 64.823 31.1 l S 27.1 32.617 m 29.6 30.867 l S 31.85 55.117 m 34.85 55.117 l S 19.6 40.867 m 22.1 39.117 l S 16.85 35.617 m 19.85 35.617 l S 20.1 28.117 m 22.85 29.867 l S 52.1 42.617 m 54.484 44.178 l S 52.437 50.146 m 54.821 48.325 l S 59.572 54.133 m 59.35 51.117 l S 50.185 10.055 m 53.234 9.928 l S 51.187 15.896 m 53.571 14.075 l S 58.322 19.883 m 59.445 16.823 l S 53.1 32.117 m 50.6 30.367 l S 52.85 24.617 m 49.6 25.617 l S 61.85 9.117 m 59.1 10.867 l S 69.35 34.617 m 66.6 36.367 l S 67.1 23.617 m 65.1 22.117 l S 24.435 46.055 m 27.484 45.928 l S 25.437 51.896 m 27.821 50.075 l S 62.6 47.117 m 65.321 46.575 l S 19.85 19.867 m 20.35 16.617 l S 21.85 21.867 m 25.35 22.617 l S 37.6 62.867 m 41.6 62.117 l S 38.323 42.1 m 38.823 38.6 l S 69.35 52.617 m 66.85 53.867 l S 14.85 62.117 m 18.1 59.367 l S 9.6 46.117 m 7.1 44.367 l S 20.6 51.617 m 18.6 50.117 l S 46.141 70.811 m 47.994 73.492 l S 69.391 40.561 m 71.244 43.242 l S 38.641 49.311 m 39.35 52.117 l S 25.141 16.811 m 25.85 19.617 l S 36.6 32.867 m 34.6 31.367 l S 6.1 68.617 m 2.85 67.867 l S 4.85 56.867 m 2.35 55.117 l S 7.6 51.617 m 4.6 51.617 l S 6.6 35.867 m 4.6 34.367 l S 6.1 12.867 m 1.85 13.617 l S 4.6 30.617 m 1.6 30.617 l S 72.814 74.769 m 73.928 77.729 l S 67.976 74.633 m 67.35 77.909 l S 52.762 73.779 m 52.876 76.776 l S 37.062 75.375 m 35.639 77.43 l S 20.795 75.242 m 22.12 77.193 l S 9.736 73.91 m 8.073 76.225 l S 10.1 23.617 m 6.35 24.367 l S 73.217 18.276 m 71.323 21.1 l S 28.823 39.6 m 29.505 42.389 l S 49.6 38.617 m 47.6 37.117 l S 60.323 73.6 m 62.323 76.6 l S 60.323 1.6 m 62.323 4.6 l S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Corde.c\231t\216) (Corde.c\231t\216) 1 4.6 60.9998 33.3999 [ %AI3_Tile (0 O 0 R 0 0 0 1 k 0 0 0 1 K ) @ ( %AI6_BeginPatternLayer 800 Ar 1 J 1 j 0.6 w 4 M []0 d %AI3_Note: 0 D 0 XR 24.9999 7 m 15.6521 4.663 8.125 8.6981 1 14.1407 C S 36.9999 7 m 22.3477 3.337 12.168 15.3276 1 23.859 C S 48.9999 7 m 29.3464 2.0866 17.7386 25.3332 1 30.6213 C S 1 30.9999 m 24.9999 36.9999 36.9999 1 60.9998 7 C S 13 30.9999 m 32.6534 35.9133 44.2611 12.6667 60.9998 7.3786 C S 24.9999 30.9999 m 39.652 34.6629 49.8317 22.6722 60.9998 14.1407 C S 36.9999 30.9999 m 46.3476 33.3369 53.8749 29.3018 60.9998 23.859 C S 48.9999 30.9999 m 53.3464 32.0865 57.2978 31.7908 60.9998 30.6213 C S 13 7 m 8.6535 5.9134 4.7019 6.2091 1 7.3786 C S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Damier) (Damier) 1 1 31.3995 31.3995 [ %AI3_Tile (0 O 0 R 0 0.91 1 0 k 0 0.91 1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 1 XR 19.9995 4.8 m 27.5995 4.8 L 27.5995 12.3995 L 19.9995 12.3995 L 19.9995 4.8 L f 31.3995 27.5995 m 31.3995 31.3995 L 27.5995 31.3995 L 27.5995 27.5995 L 31.3995 27.5995 L f 19.9995 27.5995 m 19.9995 19.9995 L 27.5995 19.9995 L 27.5995 27.5995 L 19.9995 27.5995 L f 0 XR 12.3995 12.3995 m 19.9995 12.3995 L 19.9995 19.9995 L 12.3995 19.9995 L 12.3995 12.3995 L f 1 XR 12.3995 27.5995 m 4.8 27.5995 L 4.8 19.9995 L 12.3995 19.9995 L 12.3995 27.5995 L f 4.8 12.3995 m 4.8 4.8 L 12.3995 4.8 L 12.3995 12.3995 L 4.8 12.3995 L f 19.9995 27.5995 m 19.9995 31.3995 L 12.3995 31.3995 L 12.3995 27.5995 L 19.9995 27.5995 L f 12.3995 4.8 m 12.3995 1 L 19.9995 1 L 19.9995 4.8 L 12.3995 4.8 L f 4.8 19.9995 m 1 19.9995 L 1 12.3995 L 4.8 12.3995 L 4.8 19.9995 L f 27.5995 19.9995 m 27.5995 12.3995 L 31.3995 12.3995 L 31.3995 19.9995 L 27.5995 19.9995 L f 4.8 31.3995 m 1 31.3995 L 1 27.5995 L 4.8 27.5995 L 4.8 31.3995 L f 27.5995 1 m 31.3995 1 L 31.3995 4.8 L 27.5995 4.8 L 27.5995 1 L f 1 4.8 m 1 1 L 4.8 1 L 4.8 4.8 L 1 4.8 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.05 0.2 0 k 0 0.05 0.2 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 1 XR 4.8 4.8 m 4.8 1 L 12.3995 1 L 12.3995 4.8 L 4.8 4.8 L f 4.8 12.3995 m 1 12.3995 L 1 4.8 L 4.8 4.8 L 4.8 12.3995 L f 19.9995 4.8 m 19.9995 1 L 27.5995 1 L 27.5995 4.8 L 19.9995 4.8 L f 12.3995 12.3995 m 12.3995 4.8 L 19.9995 4.8 L 19.9995 12.3995 L 12.3995 12.3995 L f 27.5995 4.8 m 31.3995 4.8 L 31.3995 12.3995 L 27.5995 12.3995 L 27.5995 4.8 L f 12.3995 19.9995 m 4.8 19.9995 L 4.8 12.3995 L 12.3995 12.3995 L 12.3995 19.9995 L f 4.8 27.5995 m 1 27.5995 L 1 19.9995 L 4.8 19.9995 L 4.8 27.5995 L f 19.9995 12.3995 m 27.5995 12.3995 L 27.5995 19.9995 L 19.9995 19.9995 L 19.9995 12.3995 L f 19.9995 19.9995 m 19.9995 27.5995 L 12.3995 27.5995 L 12.3995 19.9995 L 19.9995 19.9995 L f 27.5995 19.9995 m 31.3995 19.9995 L 31.3995 27.5995 L 27.5995 27.5995 L 27.5995 19.9995 L f 12.3995 27.5995 m 12.3995 31.3995 L 4.8 31.3995 L 4.8 27.5995 L 12.3995 27.5995 L f 27.5995 27.5995 m 27.5995 31.3995 L 19.9995 31.3995 L 19.9995 27.5995 L 27.5995 27.5995 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (DblTrait 1.2.c\231t\216) (DblTrait 1.2.c\231t\216) 1 1 39.2706 39.2706 [ %AI3_Tile (0 O 0 R 1 0.14 0.09 0 k 1 0.14 0.09 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 39.2704 18.0958 m 39.2704 26.6598 L 1.0001 26.6598 L 1.0001 18.0958 L 39.2704 18.0958 L f 39.2704 14.9037 m 39.2704 15.5776 L 1.0001 15.5776 L 1.0001 14.9037 L 39.2704 14.9037 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (DblTrait 1.2.ext) (DblTrait 1.2.ext) 1 1.0003 39.2706 39.271 [ %AI3_Tile (0 O 0 R 1 0.14 0.09 0 k 1 0.14 0.09 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 39.2708 26.6602 m 13.6111 26.6602 L 13.6111 1.0005 L 22.1751 1 L 22.1751 18.096 L 39.2708 18.096 L 39.2708 26.6602 L f 39.2708 15.578 m 24.6928 15.578 L 24.6928 1 L 25.367 1 L 25.367 14.9038 L 39.2708 14.9038 L 39.2708 15.578 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (DblTrait 1.2.int) (DblTrait 1.2.int) 1 1 39.2705 39.2706 [ %AI3_Tile (0 O 0 R 1 0.14 0.09 0 k 1 0.14 0.09 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 39.2702 22.175 m 39.2702 13.6108 L 26.66 13.6108 L 26.66 1.0003 L 18.0958 1.0003 L 18.0948 22.175 L 18.0958 22.175 L 18.0958 22.1752 L 39.2702 22.175 L f 39.2708 24.6929 m 15.5779 24.6929 L 15.5779 1.0003 L 14.9037 1.0003 L 14.9032 25.3675 L 39.2708 25.3675 L 39.2708 24.6929 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Etoile.c\231t\216) (Etoile.c\231t\216) 1 1 33.0117 33.0117 [ %AI3_Tile (0 O 0 R 0.05 0.2 0.95 0 k 0.05 0.2 0.95 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 1 D 0 XR 7.9689 26.0458 m 14.5331 22.9874 l 17.0095 29.7904 L 19.4859 22.9874 l 26.0473 26.0458 l 22.9889 19.4815 l 29.792 17.0052 l 22.9889 14.5288 l 26.0473 7.9674 l 19.4859 11.0257 l 17.0095 4.2226 l 14.5305 11.0257 l 7.9689 7.9674 l 11.0273 14.5288 l 4.2242 17.0052 l 11.0273 19.4843 L 7.9689 26.0458 l f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Etoiles) (Etoiles) 1 1 63.384 84.766 [ %AI3_Tile (0 O 0 R 1 0.9 0.1 0 k 1 0.9 0.1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 1 1 m 1 84.766 L 63.384 84.766 L 63.384 1 L 1 1 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.25 1 0 k 0 0.25 1 0 K ) @ ( %AI6_BeginPatternLayer *u 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 37.668 67.113 m 43.924 62.567 L 41.535 55.213 L 47.791 59.757 L 54.046 55.212 L 51.657 62.566 L 57.914 67.112 L 50.18 67.112 L 47.791 74.467 L 45.402 67.113 L 37.668 67.113 L f 16.596 59.757 m 22.851 55.212 L 20.462 62.566 L 26.719 67.112 L 18.985 67.112 L 16.596 74.467 L 14.207 67.113 L 6.473 67.113 L 12.729 62.567 L 10.34 55.213 L 16.596 59.757 L f 20.462 20.683 m 26.719 25.229 L 18.985 25.229 L 16.596 32.584 L 14.207 25.23 L 6.473 25.23 L 12.729 20.684 L 10.34 13.33 L 16.596 17.874 L 22.851 13.329 L 20.462 20.683 L f 38.447 34.271 m 36.058 41.625 L 42.315 46.171 L 34.581 46.171 L 32.192 53.526 L 29.803 46.172 L 22.069 46.172 L 28.325 41.626 L 25.936 34.272 L 32.192 38.816 L 38.447 34.271 L f 51.657 20.683 m 57.914 25.229 L 50.18 25.229 L 47.791 32.584 L 45.402 25.23 L 37.668 25.23 L 43.924 20.684 L 41.535 13.33 L 47.791 17.874 L 54.046 13.329 L 51.657 20.683 L f *U 1 XR 34.581 4.288 m 32.192 11.643 L 29.803 4.289 L 22.069 4.289 L 26.5962 1 L 37.7885 1 L 42.315 4.288 L 34.581 4.288 L f 53.261 4.289 m 57.7882 1 L 63.384 1 L 63.384 11.643 L 60.995 4.289 L 53.261 4.289 L f 4.866 41.625 m 11.123 46.171 L 3.389 46.171 L 1 53.526 L 1 38.816 L 7.255 34.271 L 4.866 41.625 L f 36.058 41.625 m 42.315 46.171 L 34.581 46.171 L 32.192 53.526 L 29.803 46.172 L 22.069 46.172 L 28.325 41.626 L 25.936 34.272 L 32.192 38.816 L 38.447 34.271 L 36.058 41.625 L f 53.261 46.172 m 59.517 41.626 L 57.128 34.272 L 63.384 38.816 L 63.384 53.526 L 60.995 46.172 L 53.261 46.172 L f 4.866 83.508 m 6.5974 84.766 L 1 84.766 L 1 80.699 L 7.255 76.154 L 4.866 83.508 L f 25.936 76.155 m 32.192 80.699 L 38.447 76.154 L 36.058 83.508 L 37.7895 84.766 L 26.5951 84.766 L 28.325 83.509 L 25.936 76.155 L f 22.851 55.212 m 20.462 62.566 L 26.719 67.112 L 18.985 67.112 L 16.596 74.467 L 14.207 67.113 L 6.473 67.113 L 12.729 62.567 L 10.34 55.213 L 16.596 59.757 L 22.851 55.212 L f 41.535 55.213 m 47.791 59.757 L 54.046 55.212 L 51.657 62.566 L 57.914 67.112 L 50.18 67.112 L 47.791 74.467 L 45.402 67.113 L 37.668 67.113 L 43.924 62.567 L 41.535 55.213 L f 50.18 25.229 m 47.791 32.584 L 45.402 25.23 L 37.668 25.23 L 43.924 20.684 L 41.535 13.33 L 47.791 17.874 L 54.046 13.329 L 51.657 20.683 L 57.914 25.229 L 50.18 25.229 L f 18.985 25.229 m 16.596 32.584 L 14.207 25.23 L 6.473 25.23 L 12.729 20.684 L 10.34 13.33 L 16.596 17.874 L 22.851 13.329 L 20.462 20.683 L 26.719 25.229 L 18.985 25.229 L f 3.388 4.289 m 1 11.643 L 1 1 L 6.5948 1 L 11.122 4.289 L 3.388 4.289 L f 57.128 76.154 m 63.384 80.699 L 63.384 84.766 L 57.7855 84.766 L 59.517 83.508 L 57.128 76.154 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Feuilles d'automne) (Feuilles d'automne) 1 1 52.733 89.816 [ %AI3_Tile (0 O 0 R 0.05 0.2 1 0 k 0.05 0.2 1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 52.733 89.816 m 52.733 1 L 1 1 L 1 89.816 L 52.733 89.816 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.83 0 1 0 k 0.83 0 1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 1 D 0 XR 25.317 2.083 m 25.994 2.283 26.284 2.435 V 24.815 5.147 29.266 9.428 30.186 10.168 C 30.787 9.943 30.907 7.41 30.23 6.073 C 31.073 6.196 33.262 4.818 34.02 3.529 C 34.085 4.217 35.655 7.158 36.481 7.535 C 35.561 7.933 34.896 9.406 34.134 10.854 C 35.156 11.021 36.555 10.1 38.026 9.195 C 38.541 9.996 39.915 10.968 41.174 11.484 C 40.086 12.171 39.591 12.912 39.094 14.372 C 38.052 13.806 35.865 13.657 35.336 13.944 C 35.85 15.057 38.096 15.6 38.827 15.547 C 38.573 16.409 38.425 18.562 38.598 21.155 C 36.939 19.839 35.393 18.522 33.734 18.58 C 34.003 17.158 33.367 15.353 32.99 14.86 C 32.417 15.604 32.006 16.431 32.361 18.408 C 30.908 18.893 29.671 19.439 28.297 20.697 C 28.297 18.866 27.725 17.664 26.857 16.388 C 28.117 15.9 29.389 14.697 29.385 13.658 C 28.537 13.81 26.845 14.554 26.352 15.547 C 25.634 14.8 23.95 13.491 22.346 13.487 C 23.534 12.632 24.454 11.598 24.549 9.686 C 25.802 10.657 28.255 11.272 29.635 10.674 C 24.794 6.438 25.262 3.405 25.317 2.083 C f 12.412 33.743 m 11.887 33.272 11.691 33.01 V 14.182 31.192 11.928 25.366 11.415 24.303 C 10.776 24.247 9.369 26.988 9.405 28.486 C 8.273 27.73 6.608 27.851 5.006 28.137 C 5.578 27.049 5.177 25.104 4.376 24.303 C 5.378 24.339 6.729 23.624 8.038 22.643 C 7.203 21.823 5.376 21.984 3.46 22.643 C 3.46 21.27 2.638 19.533 1.801 18.351 C 3.117 18.408 4.262 17.722 5.12 16.691 C 5.785 18.26 7.819 19.373 8.725 19.324 C 8.742 17.959 7.169 15.869 6.147 15.47 C 6.747 14.801 7.766 13.27 8.725 10.854 C 9.524 12.78 10.694 14.022 11.927 14.955 C 10.785 16.517 10.959 17.388 11.358 18.866 C 12.101 18.325 13.132 17.893 13.303 15.89 C 15.02 16.176 16.156 16.104 17.653 15.203 C 17.198 16.865 17.195 18.466 17.515 20.166 C 15.665 20.026 14.105 20.239 13.075 21.728 C 13.905 21.955 16.165 22.014 17.039 21.082 C 17.366 22.064 18.261 23.47 19.707 24.164 C 18.267 24.424 17.282 25.523 16.373 27.209 C 15.66 25.793 13.433 24.128 11.93 24.073 C 13.933 28.137 13.933 31.055 12.412 33.743 C f 31.125 30.5 m 31.445 31.128 31.648 31.385 V 34.045 29.444 38.851 32.752 39.746 33.521 C 39.636 34.153 37.511 35.29 35.794 34.26 C 36.234 35.549 35.332 37.51 34.134 38.552 C 35.873 38.451 38.019 39.813 38.541 40.555 C 38.763 39.577 39.946 38.307 41.231 37.293 C 41.582 38.266 40.887 40.384 39.971 41.986 C 41.206 42.487 42.318 43.417 42.776 44.676 C 43.233 43.359 44.236 42.685 45.58 41.929 C 44.421 40.502 43.64 38.328 43.92 37.465 C 45.243 37.8 46.814 40.518 46.937 41.607 C 47.812 40.841 49.366 40.154 51.947 39.848 C 50.246 38.77 49.884 36.778 49.3 35.347 C 48.152 35.794 45.983 35.853 45.008 35.29 C 45.721 34.711 47.061 34.16 49.071 34.146 C 49.071 32.601 49.534 31.469 50.788 30.254 C 49.065 30.267 46.965 29.781 45.469 29.389 C 45.221 30.718 44.378 32.314 43.233 32.715 C 43.227 31.854 43.493 29.605 44.378 28.938 C 43.513 28.37 42.26 26.993 41.803 25.276 C 41.181 26.601 40.32 27.906 38.457 28.35 C 39.642 29.403 40.477 31.42 40.143 32.887 C 35.091 28.905 32.414 30.203 31.125 30.5 C f 25.317 46.491 m 25.994 46.691 26.284 46.843 V 24.815 49.556 29.266 53.837 30.186 54.576 C 30.787 54.351 30.907 51.818 30.23 50.482 C 31.073 50.605 33.262 49.227 34.02 47.938 C 34.085 48.625 35.655 51.566 36.481 51.944 C 35.561 52.341 34.896 53.814 34.134 55.263 C 35.156 55.43 36.555 54.508 38.026 53.603 C 38.541 54.404 39.915 55.377 41.174 55.892 C 40.086 56.579 39.591 57.321 39.094 58.78 C 38.052 58.215 35.865 58.065 35.336 58.353 C 35.85 59.465 38.096 60.008 38.827 59.955 C 38.573 60.817 38.425 62.97 38.598 65.563 C 36.939 64.247 35.393 62.931 33.734 62.988 C 34.003 61.567 33.367 59.761 32.99 59.268 C 32.417 60.012 32.006 60.839 32.361 62.817 C 30.908 63.302 29.671 63.847 28.297 65.106 C 28.297 63.274 27.725 62.073 26.857 60.796 C 28.117 60.308 29.389 59.106 29.385 58.067 C 28.537 58.219 26.845 58.963 26.352 59.955 C 25.634 59.209 23.95 57.899 22.346 57.895 C 23.534 57.041 24.454 56.006 24.549 54.094 C 25.802 55.065 28.255 55.68 29.635 55.083 C 24.794 50.846 25.262 47.814 25.317 46.491 C f 12.412 78.151 m 11.887 77.68 11.691 77.418 V 14.182 75.601 11.928 69.774 11.415 68.711 C 10.776 68.655 9.369 71.396 9.405 72.894 C 8.273 72.138 6.608 72.259 5.006 72.545 C 5.578 71.458 5.177 69.512 4.376 68.711 C 5.378 68.747 6.729 68.032 8.038 67.052 C 7.203 66.231 5.376 66.393 3.46 67.052 C 3.46 65.678 2.638 63.941 1.801 62.759 C 3.117 62.817 4.262 62.13 5.12 61.1 C 5.785 62.669 7.819 63.781 8.725 63.732 C 8.742 62.367 7.169 60.277 6.147 59.878 C 6.747 59.209 7.766 57.678 8.725 55.263 C 9.524 57.189 10.694 58.431 11.927 59.364 C 10.785 60.925 10.959 61.796 11.358 63.274 C 12.101 62.734 13.132 62.301 13.303 60.298 C 15.02 60.584 16.156 60.512 17.653 59.612 C 17.198 61.273 17.195 62.874 17.515 64.574 C 15.665 64.434 14.105 64.648 13.075 66.136 C 13.905 66.363 16.165 66.422 17.039 65.49 C 17.366 66.472 18.261 67.878 19.707 68.572 C 18.267 68.832 17.282 69.931 16.373 71.617 C 15.66 70.202 13.433 68.536 11.93 68.482 C 13.933 72.545 13.933 75.464 12.412 78.151 C f 31.125 74.908 m 31.445 75.537 31.648 75.794 V 34.045 73.853 38.851 77.161 39.746 77.929 C 39.636 78.562 37.511 79.698 35.794 78.668 C 36.234 79.957 35.332 81.918 34.134 82.96 C 35.873 82.86 38.019 84.221 38.541 84.963 C 38.763 83.986 39.946 82.716 41.231 81.701 C 41.582 82.675 40.887 84.792 39.971 86.394 C 41.206 86.895 42.318 87.825 42.776 89.084 C 43.233 87.768 44.236 87.093 45.58 86.337 C 44.421 84.91 43.64 82.736 43.92 81.873 C 45.243 82.208 46.814 84.926 46.937 86.016 C 47.812 85.249 49.366 84.563 51.947 84.257 C 50.246 83.179 49.884 81.187 49.3 79.756 C 48.152 80.203 45.983 80.262 45.008 79.698 C 45.721 79.119 47.061 78.569 49.071 78.554 C 49.071 77.009 49.534 75.877 50.788 74.663 C 49.065 74.675 46.965 74.189 45.469 73.798 C 45.221 75.126 44.378 76.723 43.233 77.123 C 43.227 76.262 43.493 74.013 44.378 73.347 C 43.513 72.779 42.26 71.401 41.803 69.684 C 41.181 71.009 40.32 72.314 38.457 72.759 C 39.642 73.812 40.477 75.829 40.143 77.295 C 35.091 73.313 32.414 74.611 31.125 74.908 C f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Fl\217che 1.2.c\231t\216) (Fl\217che 1.2.c\231t\216) 1 1 39.404 39.4039 [ %AI3_Tile (0 O 0 R 0.75 0.75 0.375 0 k 0.75 0.75 0.375 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 1 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 20.202 20.202 m 39.404 20.202 l S 33.904 15.6187 m 39.4248 20.202 L 39.4248 20.202 L 33.887 24.6252 L S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Fl\217che 1.2.ext/int) (Fl\217che 1.2.ext/int) 1 1 39.4039 39.4039 [ %AI3_Tile (0 O 0 R 0.75 0.75 0.375 0 k 0.75 0.75 0.375 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 1 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 33.9039 15.6187 m 39.4247 20.202 L 39.4247 20.202 L 33.8869 24.6252 L S 39.2997 20.202 m 24.5706 20.202 l 20.4039 20.4792 20.4039 16.8125 v 20.4039 13.1458 20.4039 12.5625 y S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Laurier.c\231t\216) (Laurier.c\231t\216) 1.3972 1 28.9364 28.5392 [ %AI3_Tile (0 O 0 R 0 0.55 1 0.12 k 0 0.55 1 0.12 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.1571 15.2998 m 1 15.2998 L 1 14.1748 L 29.1571 14.1748 L 29.1571 15.2998 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.55 1 0.3 k 0 0.55 1 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 2.0183 27.4787 m 1.5899 25.4751 2.8132 21.8488 5.9125 18.7494 c 9.0107 15.6513 12.654 14.3407 14.6395 14.8545 C 14.6398 14.8547 L 15.1246 16.8113 13.8478 20.4883 10.7496 23.5865 c 7.6538 26.6824 3.9876 27.8936 2.0183 27.4787 C f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.39 0.7 0.12 k 0 0.39 0.7 0.12 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 2.0183 2.0091 m 1.5899 4.0126 2.8132 7.6389 5.9125 10.7382 c 9.0107 13.8365 12.654 15.147 14.6395 14.6332 C 14.6398 14.633 L 15.1246 12.6765 13.8478 8.9993 10.7496 5.9011 c 7.6538 2.8054 3.9876 1.5941 2.0183 2.0091 C f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.55 1 0.3 k 0 0.55 1 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 15.821 2.0091 m 15.3925 4.0126 16.6159 7.6389 19.7152 10.7382 c 22.8134 13.8365 26.4567 15.147 28.4422 14.6332 C 28.4424 14.633 L 28.9273 12.6765 27.6505 8.9993 24.5523 5.9011 c 21.4565 2.8054 17.7903 1.5941 15.821 2.0091 C f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.39 0.7 0.12 k 0 0.39 0.7 0.12 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 15.821 27.4787 m 15.3925 25.4751 16.6159 21.8488 19.7152 18.7494 c 22.8134 15.6513 26.4567 14.3407 28.4422 14.8545 C 28.4424 14.8547 L 28.9273 16.8113 27.6505 20.4883 24.5523 23.5865 c 21.4565 26.6824 17.7903 27.8936 15.821 27.4787 C f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Laurier.ext) (Laurier.ext) 1 1.3751 28.5393 28.9143 [ %AI3_Tile (0 O 0 R 0 0.55 1 0.12 k 0 0.55 1 0.12 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 14.2395 10.6375 m 14.2395 1 L 15.3645 1 L 15.3645 10.6375 L 14.2395 10.6375 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.55 1 0.3 k 0 0.55 1 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 10.5769 15.124 m 11.6906 16.8438 15.1198 18.5429 19.503 18.5429 c 23.8844 18.5429 27.3874 16.8935 28.428 15.1262 C 28.428 15.1259 L 27.3874 13.3995 23.8844 11.7023 19.503 11.7023 c 15.1249 11.7023 11.676 13.4382 10.5769 15.124 C f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Laurier.int) (Laurier.int) 1 1 28.5392 28.5392 [ %AI3_Tile (0 O 0 R 0 0.55 1 0.12 k 0 0.55 1 0.12 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 19.2768 15.3585 m 28.9144 15.3585 L 28.9144 14.2335 L 19.2768 14.2335 L 19.2768 15.3585 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.55 1 0.3 k 0 0.55 1 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 14.7461 18.9624 m 13.0264 17.8486 11.3273 14.4193 11.3273 10.0362 c 11.3273 5.6547 12.9768 2.1518 14.744 1.1112 C 14.7443 1.1112 L 16.4707 2.1518 18.1679 5.6547 18.1679 10.0362 c 18.1679 14.4143 16.432 17.8633 14.7461 18.9624 C f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Lozanges) (Lozanges) 1 1 37.1865 41.9411 [ %AI3_Tile (0 O 0 R 0.21 0 1 0 k 0.21 0 1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 1.0002 1.0004 m 1.0002 41.9411 L 37.1865 41.9411 L 37.1865 1.0004 L 1.0002 1.0004 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 g 0 G ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 1 XR 19.0936 41.9408 m 19.0929 41.9408 L 19.0933 41.9402 L 19.0936 41.9408 L f 7.0311 41.9408 m 7.0304 41.9408 L 7.0308 41.9402 L 7.0311 41.9408 L f 31.1556 41.9408 m 31.1548 41.9408 L 31.1552 41.9402 L 31.1556 41.9408 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.76 0.9 0 0 k 0.76 0.9 0 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 1 XR 37.1865 1 m 37.1865 11.2349 L 31.1552 1 L 37.1865 1 L f 19.0933 1 m 31.1552 1 L 25.124 11.2349 L 19.0933 1 L f 7.0308 1 m 19.0933 1 L 13.062 11.2349 L 7.0308 1 L f 1 1 m 7.0308 1 L 1 11.2349 L 1 1 L f 37.1859 11.2349 m 37.1865 11.236 L 37.1865 31.7059 L 31.1552 21.4704 L 37.1859 11.2349 L f 19.0933 21.4704 m 25.124 11.2349 L 31.1552 21.4704 L 25.124 31.7059 L 19.0933 21.4704 L f 7.0308 21.4704 m 13.062 11.2349 L 19.0933 21.4704 L 13.062 31.7059 L 7.0308 21.4704 L f 1 31.7059 m 1 11.2349 L 7.0308 21.4704 L 1 31.7059 L f 37.1859 31.7059 m 37.1865 31.707 L 37.1865 41.9408 L 31.1556 41.9408 L 31.1552 41.9402 L 37.1859 31.7059 L f 25.124 31.7059 m 31.1552 41.9402 L 31.1548 41.9408 L 19.0936 41.9408 L 19.0933 41.9402 L 25.124 31.7059 L f 13.062 31.7059 m 19.0933 41.9402 L 19.0929 41.9408 L 7.0311 41.9408 L 7.0308 41.9402 L 13.062 31.7059 L f 7.0304 41.9408 m 1 41.9408 L 1 31.7059 L 7.0308 41.9402 L 7.0304 41.9408 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Nid d'abeille) (Nid d'abeille) 4 1.6 70.151 77.983 [ %AI3_Tile (0 O 0 R 0 1 0.35 0 k 0 1 0.35 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 70.151 77.983 m 70.151 1.6 L 4 1.6 L 4 77.983 L 70.151 77.983 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.9921 1 0 0 k 0.9921 1 0 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 20.538 30.244 m S 26.05 20.696 m 15.025 20.696 L 9.513 30.244 L 15.025 39.792 L 26.05 39.792 L 31.564 30.244 L 26.05 20.696 L s 20.537 11.148 m S 26.05 1.6 m 15.024 1.6 L 9.512 11.148 L 15.024 20.696 L 26.05 20.696 L 31.563 11.148 L 26.05 1.6 L s 53.614 30.244 m S 59.126 20.696 m 48.101 20.696 L 42.589 30.244 L 48.101 39.792 L 59.126 39.792 L 64.639 30.244 L 59.126 20.696 L s 53.614 11.148 m S 59.126 1.6 m 48.101 1.6 L 42.588 11.148 L 48.101 20.696 L 59.126 20.696 L 64.638 11.148 L 59.126 1.6 L s 20.538 68.436 m S 26.051 58.888 m 15.025 58.888 L 9.513 68.436 L 15.025 77.984 L 26.051 77.984 L 31.564 68.436 L 26.051 58.888 L s 20.538 49.34 m S 26.051 39.792 m 15.025 39.792 L 9.513 49.34 L 15.025 58.888 L 26.05 58.888 L 31.564 49.34 L 26.051 39.792 L s 53.614 68.436 m S 59.127 58.888 m 48.102 58.888 L 42.589 68.436 L 48.101 77.985 L 59.127 77.985 L 64.639 68.436 L 59.127 58.888 L s 53.614 49.34 m S 59.127 39.792 m 48.101 39.792 L 42.589 49.34 L 48.101 58.888 L 59.127 58.888 L 64.639 49.341 L 59.127 39.792 L s 4 20.696 m S 3.876 30.244 m 9.512 30.244 L 15.024 20.696 L 9.512 11.147 L 3.876 11.147 L S 37.075 20.696 m S 42.588 11.148 m 31.563 11.148 L 26.05 20.696 L 31.563 30.244 L 42.589 30.244 L 48.101 20.696 L 42.588 11.148 L s 37.076 58.888 m S 42.589 49.34 m 31.564 49.34 L 26.05 58.888 L 31.564 68.436 L 42.589 68.436 L 48.101 58.888 L 42.589 49.34 L s 70.151 20.696 m S 70.2094 11.147 m 64.639 11.147 L 59.127 20.696 L 64.639 30.244 L 70.2094 30.244 L S 70.152 58.888 m S 70.0427 49.34 m 64.639 49.34 L 59.127 58.888 L 64.639 68.436 L 70.0427 68.436 L S 4 58.888 m S 3.876 68.436 m 9.513 68.436 L 15.025 58.888 L 9.513 49.34 L 3.876 49.34 L S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Polka) (Polka) 1 1 29.8 29.8 [ %AI3_Tile (0 O 0 R 0.45 0.9 0 0 k 0.45 0.9 0 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 1 1 m 1 29.8 L 29.8 29.8 L 29.8 1 L 1 1 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.09 0.18 0 0 k 0.09 0.18 0 0 K ) @ ( %AI6_BeginPatternLayer *u 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 11.08 8.2 m 11.08 9.791 9.79 11.08 8.2 11.08 c 6.609 11.08 5.32 9.791 5.32 8.2 c 5.32 6.61 6.609 5.32 8.2 5.32 c 9.79 5.32 11.08 6.61 11.08 8.2 c f 11.08 22.6 m 11.08 24.191 9.79 25.48 8.2 25.48 c 6.609 25.48 5.32 24.191 5.32 22.6 c 5.32 21.01 6.609 19.72 8.2 19.72 c 9.79 19.72 11.08 21.01 11.08 22.6 c f 18.28 15.4 m 18.28 16.991 16.99 18.28 15.4 18.28 c 13.809 18.28 12.52 16.991 12.52 15.4 c 12.52 13.81 13.809 12.52 15.4 12.52 c 16.99 12.52 18.28 13.81 18.28 15.4 c f 25.48 8.2 m 25.48 9.791 24.19 11.08 22.6 11.08 c 21.009 11.08 19.72 9.791 19.72 8.2 c 19.72 6.61 21.009 5.32 22.6 5.32 c 24.19 5.32 25.48 6.61 25.48 8.2 c f 25.48 22.6 m 25.48 24.191 24.19 25.48 22.6 25.48 c 21.009 25.48 19.72 24.191 19.72 22.6 c 19.72 21.01 21.009 19.72 22.6 19.72 c 24.19 19.72 25.48 21.01 25.48 22.6 c f *U 26.92 1 m 29.8 1 L 29.8 3.88 L 28.209 3.88 26.92 2.591 26.92 1 C f 15.4 3.88 m 13.809 3.88 12.52 2.591 12.52 1 C 18.28 1 L 18.28 2.591 16.99 3.88 15.4 3.88 c f 1 3.88 m 1 1 L 3.88 1 L 3.88 2.591 2.59 3.88 1 3.88 C f 1 XR 26.92 15.4 m 26.92 13.81 28.209 12.52 29.8 12.52 C 29.8 18.28 L 28.209 18.28 26.92 16.991 26.92 15.4 c f 0 XR 15.4 18.28 m 13.809 18.28 12.52 16.991 12.52 15.4 c 12.52 13.81 13.809 12.52 15.4 12.52 c 16.99 12.52 18.28 13.81 18.28 15.4 c 18.28 16.991 16.99 18.28 15.4 18.28 c f 1 XR 3.88 15.4 m 3.88 16.991 2.59 18.28 1 18.28 C 1 12.52 L 2.59 12.52 3.88 13.81 3.88 15.4 c f 0 XR 29.8 26.92 m 29.8 29.8 L 26.92 29.8 L 26.92 28.21 28.209 26.92 29.8 26.92 C f 15.4 26.92 m 16.99 26.92 18.28 28.21 18.28 29.8 C 12.52 29.8 L 12.52 28.21 13.809 26.92 15.4 26.92 c f 3.88 29.8 m 1 29.8 L 1 26.92 L 2.59 26.92 3.88 28.21 3.88 29.8 C f 1 XR 8.2 11.08 m 6.609 11.08 5.32 9.791 5.32 8.2 c 5.32 6.61 6.609 5.32 8.2 5.32 c 9.79 5.32 11.08 6.61 11.08 8.2 c 11.08 9.791 9.79 11.08 8.2 11.08 c f 22.6 11.08 m 21.009 11.08 19.72 9.791 19.72 8.2 c 19.72 6.61 21.009 5.32 22.6 5.32 c 24.19 5.32 25.48 6.61 25.48 8.2 c 25.48 9.791 24.19 11.08 22.6 11.08 c f 8.2 25.48 m 6.609 25.48 5.32 24.191 5.32 22.6 c 5.32 21.01 6.609 19.72 8.2 19.72 c 9.79 19.72 11.08 21.01 11.08 22.6 c 11.08 24.191 9.79 25.48 8.2 25.48 c f 22.6 25.48 m 21.009 25.48 19.72 24.191 19.72 22.6 c 19.72 21.01 21.009 19.72 22.6 19.72 c 24.19 19.72 25.48 21.01 25.48 22.6 c 25.48 24.191 24.19 25.48 22.6 25.48 c f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (TripleBiseau.c\231t\216) (TripleBiseau.c\231t\216) 1.0006 1 29.0006 31.6124 [ %AI3_Tile (0 O 0 R 0 0 0 0.3 k 0 0 0 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29 4.8087 m 29 4.8087 L 29.0026 5.4927 L 1.0026 5.4927 L 1 4.8087 L 1 4.8087 L 29 4.8087 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.2 k 0 0 0 0.2 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.0026 5.4927 m 29.0005 9.5045 L 1.0005 9.5045 L 1.0026 5.4927 L 29.0026 5.4927 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.4 k 0 0 0 0.4 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.0005 9.5045 m 29.0011 10.4865 L 1.0011 10.4865 L 1.0005 9.5045 L 29.0005 9.5045 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.3 k 0 0 0 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.0011 10.4865 m 29.003 17.209 L 1.003 17.209 L 1.0011 10.4865 L 29.0011 10.4865 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.5 k 0 0 0 0.5 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.003 17.209 m 29.0031 18.3656 L 1.0031 18.3656 L 1.003 17.209 L 29.003 17.209 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.4 k 0 0 0 0.4 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.0031 18.3656 m 29.0006 30.4752 L 1.0006 30.4752 L 1.0031 18.3656 L 29.0031 18.3656 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (TripleBiseau.ext) (TripleBiseau.ext) 1 1.0004 31.6124 31.6127 [ %AI3_Tile (0 O 0 R 0 0 0 0.3 k 0 0 0 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6118 5.4917 m 27.1221 5.4917 L 27.1205 1.0011 L 27.8031 1.0011 L 27.8031 4.8091 L 31.6118 4.8091 L 31.6118 5.4917 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.2 k 0 0 0 0.2 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6149 9.5062 m 23.1111 9.5062 L 23.1111 1.0015 L 27.1205 1.0015 L 27.1205 5.493 L 31.6144 5.493 L 31.6149 9.5062 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.4 k 0 0 0 0.4 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6124 10.485 m 22.1297 10.485 L 22.1292 1.0015 L 23.1084 1.0015 L 23.1084 9.5049 L 31.6124 9.5049 L 31.6124 10.485 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.3 k 0 0 0 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6129 17.2066 m 15.4064 17.2085 L 15.4064 1 L 22.1301 1 L 22.1301 10.4868 L 31.6129 10.4868 L 31.6129 17.2066 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.5 k 0 0 0 0.5 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6149 18.3658 m 14.2517 18.3658 L 14.2515 1.0009 L 15.4043 1.0009 L 15.4043 17.2093 L 31.6149 17.2093 L 31.6149 18.3658 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.4 k 0 0 0 0.4 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6124 30.4755 m 2.1395 30.4755 L 2.1395 1.0015 L 14.249 1 L 14.249 18.366 L 31.6149 18.366 L 31.6124 30.4755 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.6 k 0 0 0 0.6 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 15.4066 16.847 m 14.2778 18.3257 l 15.4066 17.2057 l 15.4066 16.847 l f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.5 k 0 0 0 0.5 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 23.1095 9.1906 m 22.1759 10.4392 l 23.1082 9.505 l 23.1095 9.1906 l f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.4 k 0 0 0 0.4 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 27.8039 4.6026 m 27.1619 5.4533 l 27.8029 4.8093 l 27.8039 4.6026 l f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Vagues transparentes) (Vagues transparentes) 17.926 10.516 68.663 69.012 [ %AI3_Tile (0 O 0 R 1 0 0.3 0 k 1 0 0.3 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 1 D 0 XR 17.926 69.012 m 17.926 10.516 L 68.663 10.516 L 68.663 69.012 L 17.926 69.012 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.55 0 0 0 k 0.55 0 0 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.75 w 4 M []0 d %AI3_Note: 0 D 0 XR 65.335 70.465 m 65.881 68.746 67.444 68.168 68.663 69.012 C 67.538 69.668 68.011 71.255 69.686 70.933 c 72.124 70.464 71.894 67.213 70.53 65.589 c 68.561 63.245 64.565 60.995 53.241 71.117 C S 39.964 70.465 m 40.511 68.746 42.074 68.168 43.293 69.012 C 42.168 69.668 42.64 71.255 44.316 70.933 c 46.753 70.464 46.524 67.213 45.16 65.589 c 43.191 63.245 39.195 60.995 27.87 71.117 c S 14.594 70.465 m 15.141 68.746 16.704 68.168 17.923 69.012 C 16.798 69.668 17.27 71.255 18.945 70.933 c 21.382 70.464 21.153 67.213 19.789 65.589 c 17.821 63.245 13.825 60.995 2.5 71.117 c S 10.959 51.619 m 22.282 41.497 26.278 43.747 28.247 46.09 c 29.611 47.715 29.841 50.965 27.403 51.434 c 25.728 51.757 25.255 50.169 26.38 49.513 C 25.161 48.669 23.599 49.248 23.052 50.966 c 22.723 51.997 23.38 53.966 24.872 54.903 c 27.267 56.406 31.371 56.05 36.328 51.619 c 47.653 41.497 51.649 43.746 53.618 46.09 c 54.982 47.715 55.212 50.965 52.774 51.434 c 51.099 51.757 50.626 50.169 51.751 49.513 C 50.532 48.669 48.97 49.248 48.423 50.966 c 48.094 51.997 48.751 53.966 50.243 54.903 c 52.638 56.406 56.742 56.05 61.699 51.619 C 73.024 41.497 77.02 43.747 78.988 46.09 c S 70.156 32.12 m 65.199 36.551 61.095 36.907 58.7 35.404 c 57.208 34.468 56.552 32.499 56.88 31.468 c 57.427 29.749 58.99 29.171 60.208 30.015 C 59.083 30.671 59.556 32.258 61.231 31.936 c 63.669 31.467 63.439 28.216 62.075 26.592 c 60.106 24.248 56.11 21.998 44.786 32.12 C 39.829 36.551 35.725 36.907 33.33 35.404 c 31.838 34.468 31.182 32.499 31.51 31.468 c 32.056 29.749 33.619 29.171 34.838 30.015 C 33.713 30.671 34.186 32.258 35.861 31.936 c 38.299 31.467 38.069 28.216 36.705 26.592 c 34.737 24.248 30.74 21.998 19.415 32.12 c 14.458 36.551 10.354 36.907 7.96 35.404 c S 19.792 7.094 m 21.157 8.719 21.386 11.968 18.949 12.437 c 17.274 12.76 16.801 11.172 17.926 10.516 C 16.708 9.673 15.145 10.252 14.598 11.969 c 14.27 13 14.926 14.969 16.418 15.906 c 18.812 17.409 22.916 17.053 27.874 12.622 c 39.199 2.5 43.195 4.75 45.163 7.094 c 46.528 8.719 46.757 11.968 44.32 12.437 c 42.644 12.76 42.172 11.172 43.297 10.516 C 42.078 9.673 40.515 10.252 39.968 11.969 c 39.64 13 40.297 14.969 41.788 15.906 c 44.183 17.409 48.287 17.053 53.245 12.622 C 64.569 2.5 68.565 4.75 70.534 7.094 c 71.898 8.719 72.127 11.968 69.69 12.437 c 68.014 12.76 67.542 11.172 68.667 10.516 C 67.448 9.673 65.885 10.252 65.338 11.969 c 65.011 13 65.667 14.969 67.159 15.906 c 69.553 17.409 73.657 17.053 78.615 12.622 c S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI5_End_NonPrinting-- %AI5_Begin_NonPrinting Np 12 Bn %AI5_BeginGradient: (Acier) (Acier) 0 3 Bd [ < 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Vert, Violet) -4014 4716 0 0 1 0 0 1 0 0 Bg 0 BB (Orange, Vert, Violet) Pc Bb 2 (Rose, Jaune, Vert) -4014 4716 0 0 1 0 0 1 0 0 Bg 0 BB (Rose, Jaune, Vert) Pc Bb 2 (Pourpre, Rouge, Jaune) -4014 4716 0 0 1 0 0 1 0 0 Bg 0 BB (Pourpre, Rouge, Jaune) Pc Bb 2 (Arc-en-ciel) -4014 4716 0 0 1 0 0 1 0 0 Bg 0 BB (Arc-en-ciel) Pc Bb 2 (Acier) -4014 4716 0 0 1 0 0 1 0 0 Bg 0 BB (Acier) Pc Bb 0 0 0 0 Bh 2 (Blanc & Rouge radial) -4014 4716 0 0 1 0 0 1 0 0 Bg 0 BB (Blanc & Rouge radial) Pc Bb 0 0 0 0 Bh 2 (Jaune & Orange radial) -4014 4716 0 0 1 0 0 1 0 0 Bg 0 BB (Jaune & Orange radial) Pc Bb 0 0 0 0 Bh 2 (Jaune & Pourpre radial) -4014 4716 0 0 1 0 0 1 0 0 Bg 0 BB (Jaune & Pourpre radial) Pc Bb 2 (Jaune, Violet, Orange, Bleu) -4014 4716 0 0 1 0 0 1 0 0 Bg 0 BB (Jaune, Violet, Orange, Bleu) Pc (Fl\217che 1.2.ext/int) 0 0 1 1 0 0 0 0 0 [1 0 0 1 0 0] p (Fl\217che 1.2.ext/int) Pc (Fl\217che 1.2.c\231t\216) 0 0 1 1 0 0 0 0 0 [1 0 0 1 0 0] p (Fl\217che 1.2.c\231t\216) Pc (Briques) 0 0 1 1 0 0 0 0 0 [1 0 0 1 0 0] p (Briques) Pc (Damier) 0 0 1 1 0 0 0 0 0 [1 0 0 1 0 0] p (Damier) Pc (Confettis) 0 0 1 1 0 0 0 0 0 [1 0 0 1 0 0] p (Confettis) Pc (DblTrait 1.2.int) 0 0 1 1 0 0 0 0 0 [1 0 0 1 0 0] p (DblTrait 1.2.int) Pc (DblTrait 1.2.ext) 0 0 1 1 0 0 0 0 0 [1 0 0 1 0 0] p (DblTrait 1.2.ext) Pc (DblTrait 1.2.c\231t\216) 0 0 1 1 0 0 0 0 0 [1 0 0 1 0 0] p (DblTrait 1.2.c\231t\216) Pc (Lozanges) 0 0 1 1 0 0 0 0 0 [1 0 0 1 0 0] p (Lozanges) Pc (Nid d'abeille) 0 0 1 1 0 0 0 0 0 [1 0 0 1 0 0] p (Nid d'abeille) Pc (Laurier.int) 0 0 1 1 0 0 0 0 0 [1 0 0 1 0 0] p (Laurier.int) Pc (Laurier.ext) 0 0 1 1 0 0 0 0 0 [1 0 0 1 0 0] p (Laurier.ext) Pc (Laurier.c\231t\216) 0 0 1 1 0 0 0 0 0 [1 0 0 1 0 0] p (Laurier.c\231t\216) Pc (Feuilles d'automne) 0 0 1 1 0 0 0 0 0 [1 0 0 1 0 0] p (Feuilles d'automne) Pc (Polka) 0 0 1 1 0 0 0 0 0 [1 0 0 1 0 0] p (Polka) Pc (Cercles al\216atoires) 0 0 1 1 0 0 0 0 0 [1 0 0 1 0 0] p (Cercles al\216atoires) Pc (Corde.c\231t\216) 0 0 1 1 0 0 0 0 0 [1 0 0 1 0 0] p (Corde.c\231t\216) Pc (Acailles) 0 0 1 1 0 0 0 0 0 [1 0 0 1 0 0] p (Acailles) Pc (Etoile.c\231t\216) 0 0 1 1 0 0 0 0 0 [1 0 0 1 0 0] p (Etoile.c\231t\216) Pc (Etoiles) 0 0 1 1 0 0 0 0 0 [1 0 0 1 0 0] p (Etoiles) Pc (Bandes transparentes) 0 0 1 1 0 0 0 0 0 [1 0 0 1 0 0] p (Bandes transparentes) Pc (TripleBiseau.ext) 0 0 1 1 0 0 0 0 0 [1 0 0 1 0 0] p (TripleBiseau.ext) Pc (TripleBiseau.c\231t\216) 0 0 1 1 0 0 0 0 0 [1 0 0 1 0 0] p (TripleBiseau.c\231t\216) Pc (Vagues transparentes) 0 0 1 1 0 0 0 0 0 [1 0 0 1 0 0] p (Vagues transparentes) Pc PB %AI5_EndPalette %%EndSetup %AI5_BeginLayer 1 1 1 1 0 0 0 79 128 255 Lb (Calque 1) Ln 0 A 0 O 0 0 1 Xa 0 R 0 0 0 XA 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 171.8801 538.0859 m 171.8801 764.5 l B 96.1874 538.0859 m 96.1874 764.5 l B 246.2449 538.0859 m 246.2449 764.5 l B 59.005 650.9195 m 284.0912 650.9195 l B 59.005 613.7371 m 284.0912 613.7371 l B 208.3985 538.0859 m 208.3985 764.5 l B 59.005 688.7658 m 284.0912 688.7658 l B 134.0338 538.0859 m 134.0338 764.5 l B 4 w 171.8801 575.9322 m 208.7305 575.9322 l B 96.5194 726.3217 m 133.3698 726.3217 l B 171.8801 538.4643 m 171.8801 575.3147 l B 96.1874 688.8537 m 96.1874 725.7041 l B 134.0338 689.7287 m 134.0338 726.5791 l B 246.5768 689.187 m 246.5768 726.0374 l B 59.337 575.51 m 96.1874 575.51 l B 248.2304 689.4649 m 285.0808 689.4649 l B 1 w 59.005 765.7864 m 284.0912 765.7864 l B 59.005 538.0444 m 284.0912 538.0444 l B 59.005 575.8908 m 284.0912 575.8908 l B 59.005 726.6122 m 284.0912 726.6122 l B 284.7552 538.0859 m 284.7552 764.5 l B 59.669 538.0859 m 59.669 764.5 l B 171.8801 741.925 m B 4 w 171.5481 613.2806 m 171.5481 650.131 l B 96.1874 613.6126 m 96.1874 650.463 l B 208.9868 765.2735 m 245.8372 765.2735 l B 434.3801 575.9322 m 471.2305 575.9322 l B 359.0194 726.3217 m 395.8698 726.3217 l B 434.3801 537.2559 m 434.3801 574.1063 l B 358.6874 687.6454 m 358.6874 724.4957 l B 396.5338 687.6454 m 396.5338 724.4957 l B 509.0768 687.6454 m 509.0768 724.4957 l B 321.837 575.51 m 358.6874 575.51 l B 509.7408 688.4753 m 546.5912 688.4753 l B 1 w 321.505 765.7864 m 546.5912 765.7864 l B 321.505 538.0444 m 546.5912 538.0444 l B 321.505 575.8908 m 546.5912 575.8908 l B 321.505 613.7371 m 546.5912 613.7371 l B 321.505 650.9195 m 546.5912 650.9195 l B 321.505 688.7658 m 546.5912 688.7658 l B 321.505 726.6122 m 546.5912 726.6122 l B 547.2552 538.0859 m 547.2552 764.5 l B 322.169 538.0859 m 322.169 764.5 l B 358.6874 538.0859 m 358.6874 764.5 l B 396.5338 538.0859 m 396.5338 764.5 l B 434.3801 538.0859 m 434.3801 764.5 l B 470.8985 538.0859 m 470.8985 764.5 l B 508.7449 538.0859 m 508.7449 764.5 l B 434.3801 741.925 m B 4 w 434.0481 613.2806 m 434.0481 650.131 l B 1 Ap 0.7 g 0 0 0 1 K 546.9232 613.7786 m 546.9232 651.6249 L 509.0768 651.6249 L 509.0768 613.7786 L 546.9232 613.7786 L b 1 g 283.9232 613.7786 m 283.9232 651.6249 L 246.0768 651.6249 L 246.0768 613.7786 L 283.9232 613.7786 L b 0.7 g 471.2305 726.3217 m 471.2305 764.168 L 433.3842 764.168 L 433.3842 726.3217 L 471.2305 726.3217 L b 0 0 0 1 k 1 w 546.9232 683.9178 m 549.2568 683.9178 551.1486 685.8097 551.1486 688.1433 c 551.1486 690.477 549.2568 692.3688 546.9232 692.3688 c 544.5895 692.3688 542.6977 690.477 542.6977 688.1433 c 542.6977 685.8097 544.5895 683.9178 546.9232 683.9178 c f 508.7449 683.9178 m 511.0785 683.9178 512.9703 685.8097 512.9703 688.1433 c 512.9703 690.477 511.0785 692.3688 508.7449 692.3688 c 506.4112 692.3688 504.5193 690.477 504.5193 688.1433 c 504.5193 685.8097 506.4112 683.9178 508.7449 683.9178 c f 546.9232 609.5531 m 549.2568 609.5531 551.1486 611.4449 551.1486 613.7786 c 551.1486 616.1122 549.2568 618.004 546.9232 618.004 c 544.5895 618.004 542.6977 616.1122 542.6977 613.7786 c 542.6977 611.4449 544.5895 609.5531 546.9232 609.5531 c f 508.7449 609.5531 m 511.0785 609.5531 512.9703 611.4449 512.9703 613.7786 c 512.9703 616.1122 511.0785 618.004 508.7449 618.004 c 506.4112 618.004 504.5193 616.1122 504.5193 613.7786 c 504.5193 611.4449 506.4112 609.5531 508.7449 609.5531 c f 546.9232 647.0674 m 549.2568 647.0674 551.1486 648.9593 551.1486 651.2929 c 551.1486 653.6266 549.2568 655.5184 546.9232 655.5184 c 544.5895 655.5184 542.6977 653.6266 542.6977 651.2929 c 542.6977 648.9593 544.5895 647.0674 546.9232 647.0674 c f 508.7449 647.0674 m 511.0785 647.0674 512.9703 648.9593 512.9703 651.2929 c 512.9703 653.6266 511.0785 655.5184 508.7449 655.5184 c 506.4112 655.5184 504.5193 653.6266 504.5193 651.2929 c 504.5193 648.9593 506.4112 647.0674 508.7449 647.0674 c f 358.6874 647.0674 m 361.0211 647.0674 362.9129 648.9593 362.9129 651.2929 c 362.9129 653.6266 361.0211 655.5184 358.6874 655.5184 c 356.3538 655.5184 354.4619 653.6266 354.4619 651.2929 c 354.4619 648.9593 356.3538 647.0674 358.6874 647.0674 c f 358.6874 609.5531 m 361.0211 609.5531 362.9129 611.4449 362.9129 613.7786 c 362.9129 616.1122 361.0211 618.004 358.6874 618.004 c 356.3538 618.004 354.4619 616.1122 354.4619 613.7786 c 354.4619 611.4449 356.3538 609.5531 358.6874 609.5531 c f 434.0482 647.0674 m 436.3818 647.0674 438.2736 648.9593 438.2736 651.2929 c 438.2736 653.6266 436.3818 655.5184 434.0482 655.5184 c 431.7145 655.5184 429.8227 653.6266 429.8227 651.2929 c 429.8227 648.9593 431.7145 647.0674 434.0482 647.0674 c f 434.0482 609.5531 m 436.3818 609.5531 438.2736 611.4449 438.2736 613.7786 c 438.2736 616.1122 436.3818 618.004 434.0482 618.004 c 431.7145 618.004 429.8227 616.1122 429.8227 613.7786 c 429.8227 611.4449 431.7145 609.5531 434.0482 609.5531 c f 358.6874 570.9525 m 361.021 570.9525 362.9129 572.8443 362.9129 575.178 c 362.9129 577.5116 361.021 579.4034 358.6874 579.4034 c 356.3538 579.4034 354.4619 577.5116 354.4619 575.178 c 354.4619 572.8443 356.3538 570.9525 358.6874 570.9525 c f 321.837 570.6205 m 324.1707 570.6205 326.0625 572.5123 326.0625 574.846 c 326.0625 577.1796 324.1707 579.0714 321.837 579.0714 c 319.5034 579.0714 317.6116 577.1796 317.6116 574.846 c 317.6116 572.5123 319.5034 570.6205 321.837 570.6205 c f 508.7449 721.7642 m 511.0785 721.7642 512.9703 723.656 512.9703 725.9897 c 512.9703 728.3233 511.0785 730.2151 508.7449 730.2151 c 506.4112 730.2151 504.5193 728.3233 504.5193 725.9897 c 504.5193 723.656 506.4112 721.7642 508.7449 721.7642 c f 508.7449 759.6105 m 511.0785 759.6105 512.9703 761.5024 512.9703 763.836 c 512.9703 766.1697 511.0785 768.0615 508.7449 768.0615 c 506.4112 768.0615 504.5193 766.1697 504.5193 763.836 c 504.5193 761.5024 506.4112 759.6105 508.7449 759.6105 c f 396.5338 683.9178 m 398.8674 683.9178 400.7592 685.8097 400.7592 688.1433 c 400.7592 690.477 398.8674 692.3688 396.5338 692.3688 c 394.2001 692.3688 392.3083 690.477 392.3083 688.1433 c 392.3083 685.8097 394.2001 683.9178 396.5338 683.9178 c f 396.5338 721.7642 m 398.8674 721.7642 400.7592 723.656 400.7592 725.9897 c 400.7592 728.3233 398.8674 730.2151 396.5338 730.2151 c 394.2001 730.2151 392.3083 728.3233 392.3083 725.9897 c 392.3083 723.656 394.2001 721.7642 396.5338 721.7642 c f 358.6874 683.9178 m 361.0211 683.9178 362.9129 685.8097 362.9129 688.1433 c 362.9129 690.477 361.0211 692.3688 358.6874 692.3688 c 356.3538 692.3688 354.4619 690.477 354.4619 688.1433 c 354.4619 685.8097 356.3538 683.9178 358.6874 683.9178 c f 358.6874 721.7642 m 361.0211 721.7642 362.9129 723.656 362.9129 725.9897 c 362.9129 728.3233 361.0211 730.2151 358.6874 730.2151 c 356.3538 730.2151 354.4619 728.3233 354.4619 725.9897 c 354.4619 723.656 356.3538 721.7642 358.6874 721.7642 c f 470.8985 721.7642 m 473.2322 721.7642 475.124 723.656 475.124 725.9897 c 475.124 728.3233 473.2322 730.2151 470.8985 730.2151 c 468.5649 730.2151 466.673 728.3233 466.673 725.9897 c 466.673 723.656 468.5649 721.7642 470.8985 721.7642 c f 470.8985 759.9425 m 473.2322 759.9425 475.124 761.8344 475.124 764.168 c 475.124 766.5017 473.2322 768.3935 470.8985 768.3935 c 468.5649 768.3935 466.673 766.5017 466.673 764.168 c 466.673 761.8344 468.5649 759.9425 470.8985 759.9425 c f 434.3801 721.7642 m 436.7138 721.7642 438.6056 723.656 438.6056 725.9897 c 438.6056 728.3233 436.7138 730.2151 434.3801 730.2151 c 432.0465 730.2151 430.1546 728.3233 430.1546 725.9897 c 430.1546 723.656 432.0465 721.7642 434.3801 721.7642 c f 470.8985 571.3748 m 473.2322 571.3748 475.124 573.2666 475.124 575.6003 c 475.124 577.9339 473.2322 579.8257 470.8985 579.8257 c 468.5649 579.8257 466.673 577.9339 466.673 575.6003 c 466.673 573.2666 468.5649 571.3748 470.8985 571.3748 c f 434.3801 571.3748 m 436.7138 571.3748 438.6056 573.2666 438.6056 575.6003 c 438.6056 577.9339 436.7138 579.8257 434.3801 579.8257 c 432.0465 579.8257 430.1546 577.9339 430.1546 575.6003 c 430.1546 573.2666 432.0465 571.3748 434.3801 571.3748 c f 434.3801 535.1883 m 436.7138 535.1883 438.6056 537.0802 438.6056 539.4138 c 438.6056 541.7475 436.7138 543.6393 434.3801 543.6393 c 432.0465 543.6393 430.1546 541.7475 430.1546 539.4138 c 430.1546 537.0802 432.0465 535.1883 434.3801 535.1883 c f 434.3801 759.9425 m 436.7138 759.9425 438.6056 761.8344 438.6056 764.168 c 438.6056 766.5017 436.7138 768.3935 434.3801 768.3935 c 432.0465 768.3935 430.1546 766.5017 430.1546 764.168 c 430.1546 761.8344 432.0465 759.9425 434.3801 759.9425 c f 0 Ap 0 0 1 Xa 0 R 0 0 0 XA 4 w 358.6874 613.6126 m 358.6874 650.463 l B 471.4868 763.836 m 508.3372 763.836 l B 1 Ap 1 g 0 0 0 1 K 208.9232 727.5768 m 208.9232 765.4232 L 171.0768 765.4232 L 171.0768 727.5768 L 208.9232 727.5768 L b LB %AI5_EndLayer-- %%PageTrailer gsave annotatepage grestore showpage %%Trailer Adobe_Illustrator_AI5 /terminate get exec Adobe_ColorImage_AI6 /terminate get exec Adobe_cshow /terminate get exec Adobe_level2_AI5 /terminate get exec %%EOF %%EndDocument @endspecial 7188 56054 a(Figure)433 b(1:)579 b(A)433 b(set)h(of)g(b)36 b(onds)433 b Fu(X)539 b Fx(and)433 b(its)g(asso)36 b(ciated)435 b(cell)f(complex)g(\244\()p Fu(X)104 b Fx(\).)6268 59432 y(F)-108 b(or)531 b(a)g(set)g(of)g(b)36 b(onds)531 b Fu(X)104 b Fx(,)556 b(w)-36 b(e)531 b(de\257ne)f(the)h(b) 36 b(oundary)530 b Fu(B)67 b Fx(\()p Fu(X)104 b Fx(\)of)532 b Fu(X)636 b Fx(as)532 b(the)e(set)h(of)4317 61037 y(b)36 b(onds)476 b(of)g Fu(X)581 b Fx(that)476 b(b)36 b(elong)477 b(to)f(a)g(plaquette)g(of)h Fu(L)29357 61236 y Fs(2)30207 61037 y Fr(n)324 b Fx(\244)32098 61236 y Fs(2)32624 61037 y Fx(\()p Fu(X)104 b Fx(\).)707 b(W)-108 b(e)476 b(also)h(asso)36 b(ciate)477 b(to)4317 62642 y(the)433 b(set)h(of)g(b)36 b(onds)433 b Fu(X)538 b Fx(the)433 b(o)36 b(ccupation)434 b(n)-36 b(um)g(b)36 b(er)19658 66086 y Fu(n)20434 66285 y Fq(b)21261 66086 y Fx(=)22642 64213 y Fj(\275)24192 65272 y Fx(1)1107 b(if)1394 b Fu(b)369 b Fr(2)f Fu(X)24192 66877 y Fx(0)1107 b(otherwise)45827 66086 y(\(1\))25578 70015 y(4)p eop %%Page: 5 5 5 4 bop 4317 7306 a Fx(and)651 b(denote)f(b)-36 b(y)651 b Fu(n)740 b Fr(\264)g(f)p Fu(n)18225 7505 y Fq(b)18683 7306 y Fr(g)19347 7693 y Fq(b)p Fp(2)p Fi(L)20967 7816 y Fo(1)22135 7306 y Fx(the)651 b(asso)36 b(ciated)652 b(con\257guration.)1231 b(W)-108 b(e)651 b(then)f(use)4317 8911 y Fu(N)5498 8429 y Fs(0)6023 8911 y Fx(\()p Fu(n)p Fx(\))416 b Fr(\264)g(j)p Fx(\244)10948 9110 y Fs(0)11474 8911 y Fx(\()p Fu(X)104 b Fx(\))p Fr(j)462 b Fx(to)f(denote)f(the)h(n) -36 b(um)g(b)36 b(er)460 b(of)i(sites)f(of)h(\244)34217 9110 y Fs(0)34742 8911 y Fx(\()p Fu(X)104 b Fx(\),)469 b Fu(N)38948 8429 y Fs(1)39473 8911 y Fx(\()p Fu(n)p Fx(\))416 b Fr(\264)g(j)p Fx(\244)44398 9110 y Fs(1)44924 8911 y Fx(\()p Fu(X)104 b Fx(\))p Fr(j)4317 10516 y Fx(to)522 b(denote)g(the)g(n)-36 b(um)g(b)36 b(er)520 b(of)j(b)36 b(onds)522 b(of)g(\244)25357 10715 y Fs(1)25883 10516 y Fx(\()p Fu(X)104 b Fx(\),)545 b(and)522 b Fu(N)32783 10034 y Fs(2)33308 10516 y Fx(\()p Fu(n)p Fx(\))e Fr(\264)g(j)p Fx(\244)38441 10715 y Fs(2)38966 10516 y Fx(\()p Fu(X)104 b Fx(\))p Fr(j)523 b Fx(to)f(denote)4317 12121 y(the)452 b(n)-36 b(um)g(b)36 b(er)452 b(of)h(plaquettes)g(of)h(\244)21510 12320 y Fs(2)22035 12121 y Fx(\()p Fu(X)104 b Fx(\).)637 b(Hereafter)453 b(w)-36 b(e)453 b(will)h(use)e Fr(j)p Fu(E)78 b Fr(j)453 b Fx(to)g(denote)f(the)4317 13726 y(cardinalit)-36 b(y)434 b(of)h(the)e(set)g Fu(E)78 b Fx(.)6268 15819 y(The)434 b(Euler)f(c)-36 b(haracteristic)434 b(of)g(\244\()p Fu(X)104 b Fx(\))434 b(is)g(de\257ned)e(b)-36 b(y)16829 17981 y Fu(\302)-786 b(\302)g(\302)g(\302)p Fx(\()p Fu(n)p Fx(\))369 b(=)f Fu(N)22449 17433 y Fs(0)22975 17981 y Fx(\()p Fu(n)p Fx(\))295 b Fr(\241)g Fu(N)27567 17433 y Fs(1)28092 17981 y Fx(\()p Fu(n)p Fx(\))g(+)g Fu(N)32663 17433 y Fs(2)33188 17981 y Fx(\()p Fu(n)p Fx(\))10851 b(\(2\))4317 20144 y(It)434 b(satis\257es)g(the)f(Euler{P) -36 b(oincar)g(\266)-614 b(e)433 b(form)-36 b(ula)17422 22306 y Fu(\302)-786 b(\302)g(\302)g(\302)o Fx(\()p Fu(n)p Fx(\))369 b(=)g Fu(\274)22647 21758 y Fs(0)23172 22306 y Fx(\()p Fu(n)p Fx(\))295 b Fr(\241)h Fu(\274)27370 21758 y Fs(1)27895 22306 y Fx(\()p Fu(n)p Fx(\))f(+)g Fu(\274)32071 21758 y Fs(2)32596 22306 y Fx(\()p Fu(n)p Fx(\))11443 b(\(3\))4317 24469 y(where)365 b Fu(\274)8792 23986 y Fs(0)9317 24469 y Fx(\()p Fu(n)p Fx(\))g(and)f Fu(\274)14716 23986 y 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43403 y Fr(h)p Fu(f)142 b Fr(i)6704 42855 y Fs(b)26 b(c)7726 43403 y Fx(\()p Fu(V)72 b(;)221 b(\257)74 b(;)221 b(q)48 b Fx(\))369 b(=)16868 42505 y(1)p 14048 43098 6291 54 v 14048 44315 a Fu(Z)15033 43931 y Fq(bc)15899 44315 y Fx(\()p Fu(V)72 b(;)221 b(\257)74 b(;)221 b(q)48 b Fx(\))21760 42142 y Fj(X)20693 45200 y Fq(n)p Fp(2f)p Fs(0)p Fq(;)p Fs(1)p Fp(g)24034 44809 y Fn(V)24968 43403 y Fu(f)142 b Fx(\()p Fu(e)26860 42855 y Fq(\257)27783 43403 y Fr(\241)296 b Fx(1\))30268 42855 y Fq(N)31109 42543 y Fo(1)31570 42855 y Fs(\()p Fq(n)p Fs(\))32928 43403 y Fu(q)33553 42855 y Fp(j)p Fs(\244)34467 42978 y Fo(0)34928 42855 y Fs(\()p Fq(V)209 b Fs(\))p Fp(j\241)p Fq(N)38251 42543 y Fo(0)38712 42855 y Fs(\()p Fq(n)p Fs(\)+)p Fq(\274)41319 42543 y Fo(0)41780 42855 y Fs(\()p Fq(n)p Fs(\))43360 43403 y Fu(\267)44109 42855 y Fs(b)26 b(c)45131 43403 y Fx(\()p Fu(n)p Fx(\))45827 46661 y(\(5\))4317 48266 y(where)472 b Fu(\267)8862 47784 y Fs(b)26 b(c)9884 48266 y Fx(\()p Fu(n)p Fx(\))472 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y Fo(0)27404 58004 y Fs(\()p Fq(V)209 b Fs(\))29962 55126 y Fj(Y)29114 57955 y Fq(b)p Fp(2)p Fq(\261)33 b(x)p Fp(\\)p Fq(V)32508 56388 y Fx(\(1)295 b Fr(\241)g Fu(n)36063 56587 y Fq(b)36521 56388 y Fx(\))14778 60556 y Fu(N)15959 60008 y Fs(1)16485 60556 y Fx(\()p Fu(n)p Fx(\))369 b(=)20943 59294 y Fj(X)20022 62172 y Fq(x)p Fp(2)p Fs(\244)21832 62295 y Fo(0)22293 62172 y Fs(\()p Fq(V)209 b Fs(\))24136 59657 y Fx(1)p 24136 60251 651 54 v 24136 61467 a(2)25878 59294 y Fj(X)25141 62123 y Fq(b)p Fp(2)p Fq(\261)33 b(x)p Fp(\\)p Fq(V)28755 60556 y Fu(n)29531 60755 y Fq(b)14778 64724 y Fu(N)15959 64175 y Fs(2)16485 64724 y Fx(\()p Fu(n)p Fx(\))369 b(=)20943 63462 y Fj(X)20022 66340 y Fq(x)p Fp(2)p Fs(\244)21832 66463 y Fo(0)22293 66340 y Fs(\()p Fq(V)209 b Fs(\))24136 63825 y Fx(1)p 24136 64418 V 24136 65635 a(4)25726 63462 y Fj(X)25141 66340 y Fq(p)p Fp(2)p Fq(P)131 b Fs(\()p Fq(x)p Fs(\))29321 63462 y Fj(Y)28452 66291 y Fq(b)p Fp(2)p Fq(@)52 b(p)p Fp(\\)p Fq(V)32109 64724 y Fu(n)32885 64923 y Fq(b)25578 70015 y Fx(5)p eop %%Page: 6 6 6 5 bop 4317 7306 a Fx(where)440 b Fu(P)181 b Fx(\()p Fu(x)p Fx(\))439 b(is)i(the)e(set)g(of)i(the)e(four)h(plaquettes)g (that)f(in)-36 b(tersect)440 b Fu(x)p Fx(.)597 b(This)440 b(represen-)4317 8911 y(tation)434 b(motiv)-72 b(ates)434 b(the)f(follo)-36 b(wing)436 b(de\257nition)d(of)h(the)f(lo)36 b(cal)435 b(Euler)e(c)-36 b(haracteristic.)11131 12309 y Fu(\302)11946 12508 y Fq(x)12530 12309 y Fx(\()p Fu(n)p Fx(\))369 b Fr(\264)h Fx(1)295 b Fr(\241)18519 11047 y Fj(Y)18363 13876 y Fq(b)p Fp(2)p Fq(\261)33 b(x)20372 12309 y Fx(\(1)296 b Fr(\241)f Fu(n)23928 12508 y Fq(b)24386 12309 y Fx(\))g Fr(\241)26649 11410 y Fx(1)p 26649 12003 651 54 v 26649 13220 a(2)27698 11047 y Fj(X)27653 13876 y Fq(b)p Fp(2)p Fq(\261)33 b(x)29883 12309 y Fu(n)30659 12508 y Fq(b)31413 12309 y Fx(+)32853 11410 y(1)p 32853 12003 V 32853 13220 a(4)34443 11047 y Fj(X)33857 13925 y Fq(p)p Fp(2)p Fq(P)131 b Fs(\()p Fq(x)p Fs(\))37345 11047 y Fj(Y)37168 13876 y Fq(b)p Fp(2)p Fq(@)52 b(p)39441 12309 y Fu(n)40217 12508 y Fq(b)45827 12309 y Fx(\(6\))4317 17938 y Fk(2.2)1793 b(Results)4317 20991 y Fx(W)-108 b(e)434 b(\257rst)f(pro)-36 b(v)g(e)433 b(existence.)4317 24563 y Fh(Theorem)499 b(1)1301 b FA(a\))466 b(The)e(fol)66 b(lowing)465 b(limits)f(exist)g(and)h(c)-66 b(oincide)11639 28470 y Fx(lim)11168 29301 y Fq(V)209 b Fp(!)p Fi(L)13456 29424 y Fo(1)14138 26597 y Fj(\277)16930 27571 y Fu(\302)-786 b(\302)g(\302)g(\302)p 15268 28164 4226 54 v 15268 29381 a Fr(j)p Fx(\244)16540 29580 y Fs(0)17065 29381 y Fx(\()p Fu(V)289 b Fx(\))p Fr(j)19626 26597 y Fj(\300)20622 26894 y Fs(f)21256 28470 y Fx(\()p Fu(V)72 b(;)221 b(\257)74 b(;)221 b(q)48 b Fx(\))370 b(=)840 b(lim)27446 29301 y Fq(V)209 b Fp(!)p Fi(L)29734 29424 y Fo(1)30417 28470 y Fr(h)o Fu(\302)31748 28669 y Fs(0)32274 28470 y Fr(i)32791 27824 y Fs(f)33425 28470 y Fx(\()p Fu(V)72 b(;)221 b(\257)74 b(;)221 b(q)48 b Fx(\))369 b Fr(\264)h Fu(\302)40451 27922 y Fs(f)40863 28470 y Fx(\()p Fu(\257)74 b(;)221 b(q)48 b Fx(\))1937 b(\(7\))7569 32039 y FA(and)485 b(de\257ne)f(the)g (me)-66 b(an)484 b(lo)-66 b(c)g(al)485 b(Euler)g(char)-66 b(acteristic)483 b(with)i(fr)-66 b(e)g(e)483 b(b)-66 b(oundary)485 b(c)-66 b(on-)7569 33644 y(dition)463 b Fu(\302)12136 33162 y Fs(f)12549 33644 y Fx(\()p Fu(\257)74 b(;)221 b(q)48 b Fx(\))p FA(.)4967 36341 y(b\))466 b(A)-33 b(nalo)-66 b(gously,)464 b(the)g(fol)66 b(lowing)465 b(limits)f(exist)g(and)h(c)-66 b(oincide)10305 40014 y Fx(lim)9834 40846 y Fq(V)209 b Fp(!)p Fi(L)12122 40969 y Fo(1)12805 38141 y Fj(\277)15596 39116 y Fu(\302)-786 b(\302)g(\302)g(\302)p 13934 39709 V 13934 40926 a Fr(j)p Fx(\244)15206 41125 y Fs(0)15731 40926 y Fx(\()p Fu(V)290 b Fx(\))p Fr(j)18292 38141 y Fj(\300)19288 38439 y Fs(w)20258 40014 y Fx(\()p Fu(V)72 b(;)221 b(\257)74 b(;)221 b(q)48 b Fx(\))370 b(=)840 b(lim)26447 40846 y Fq(V)209 b Fp(!)p Fi(L)28735 40969 y Fo(1)29418 40014 y Fr(h)p Fu(\302)30750 40213 y Fs(0)31275 40014 y Fr(i)31792 39369 y Fs(w)32761 40014 y Fx(\()p Fu(V)72 b(;)221 b(\257)74 b(;)221 b(q)48 b Fx(\))370 b Fr(\264)f Fu(\302)39787 39466 y Fs(w)40535 40014 y Fx(\()p Fu(\257)74 b(;)221 b(q)48 b Fx(\))2265 b(\(8\))7569 43584 y FA(and)392 b(de\257ne)f(the)g(me)-66 b(an)391 b(lo)-66 b(c)g(al)392 b(Euler)g(char)-66 b(acteristic)390 b(with)i(wir)-66 b(e)g(d)391 b(b)-66 b(oundary)392 b(c)-66 b(on-)7569 45189 y(dition)463 b Fu(\302)12136 44707 y Fs(w)12884 45189 y Fx(\()p Fu(\257)74 b(;)221 b(q)48 b Fx(\))p FA(.)6268 48761 y Fh(Pro)42 b(of.)1031 b Fx(The)585 b(pro)36 b(of)585 b(of)h(these)e(results)g(are)h(standard)f (consequences)h(of)g(FK)-36 b(G)4317 50366 y(inequalities)435 b([FK)-36 b(G].)578 b(Let)433 b(us)h(\257rst)e(recall)j(basic)f (de\257nitions)e(and)i(prop)36 b(erties.)4967 53938 y(A)434 b(con\257guration)f Fu(n)h Fx(dominates)g Fu(n)22460 53456 y Fp(0)22771 53938 y Fx(,)g Fu(n)369 b Fr(\302)g Fu(n)26889 53456 y Fp(0)27200 53938 y Fx(,)434 b(if)g Fu(n)29963 54137 y Fq(b)30790 53938 y Fr(\270)370 b Fu(n)32969 53456 y 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b(e.g.)h(Theorem)g(2.2)f(in)g([A)-36 b(CCN)q(].)970 b(This)565 b(implies)f(the)g(follo)-36 b(wing)566 b(monotonicit)-36 b(y)4317 10516 y(prop)36 b(erties:)8547 13247 y Fr(h)p Fu(f)142 b Fr(i)10363 12602 y Fs(f)10998 13247 y Fx(\()p Fu(V)12551 12699 y Fp(0)12861 13247 y Fu(;)221 b(\257)74 b(;)221 b(q)48 b Fx(\))370 b Fr(\270)f(h)p Fu(f)142 b Fr(i)19552 12602 y Fs(f)20186 13247 y Fx(\()p Fu(V)72 b(;)221 b(\257)74 b(;)221 b(q)48 b Fx(\))p Fu(;)1523 b Fr(h)p Fu(f)142 b Fr(i)28325 12602 y Fs(w)29295 13247 y Fx(\()p Fu(V)30848 12699 y Fp(0)31159 13247 y Fu(;)221 b(\257)74 b(;)221 b(q)48 b Fx(\))369 b Fr(\267)g(h)p Fu(f)142 b Fr(i)37849 12602 y Fs(w)38819 13247 y Fx(\()p Fu(V)72 b(;)221 b(\257)74 b(;)221 b(q)48 b Fx(\))4317 15978 y(for)434 b(an)-36 b(y)434 b(increasing)g(function)f (and)g(an)-36 b(y)434 b(pair)g(of)g(subsets)f Fu(V)34622 15496 y Fp(0)35302 15978 y Fr(\275)369 b Fu(V)289 b Fx(.)6268 18152 y(These)495 b(prop)36 b(erties)495 b(giv)-36 b(e,)512 b(b)-36 b(y)495 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27982 y Fs(1)10439 27783 y Fx(.)p 11812 27783 651 651 v 4317 31165 a Fh(Theorem)499 b(2)1301 b FA(a\))605 b(The)f(me)-66 b(an)603 b(lo)-66 b(c)g(al)604 b(Euler)g(char)-66 b(acteristics)603 b(satis\257es)h(the)g(duality)7569 32770 y(r)-66 b(elation)21453 34375 y Fu(\302)22268 33827 y Fs(f)22680 34375 y Fx(\()p Fu(\257)74 b(;)221 b(q)48 b Fx(\))369 b(=)f Fr(\241)p Fu(\302)29304 33827 y Fs(w)30052 34375 y Fx(\()p Fu(\257)31366 33827 y Fp(\244)31892 34375 y Fu(;)221 b(q)48 b Fx(\))12222 b(\(9\))7569 36613 y FA(wher)-66 b(e)464 b(the)h(dual)h(inverse)d(temp) -66 b(er)g(atur)g(e)463 b Fu(\257)28601 36131 y Fp(\244)29127 36613 y FA(is)i(given)e(by)21585 39344 y Fx(\()p Fu(e)22694 38796 y Fq(\257)23617 39344 y Fr(\241)296 b Fx(1\)\()p Fu(e)27211 38796 y Fq(\257)27785 38483 y Fm(\244)28614 39344 y Fr(\241)g Fx(1\))369 b(=)f Fu(q)11751 b Fx(\(10\))4967 42600 y FA(b\))493 b(A)-33 b(t)491 b(the)h(self-dual)h(p)-66 b(oint)492 b Fu(\257)19856 42799 y Fq(t)20671 42600 y Fx(=)419 b(log)19 b(\(1)316 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b(site)h Fu(x)369 b Fr(2)g Ft(L)433 b Fx(is)h(the)f(cen)-36 b(ter)433 b(of)h(a)g(unique)f(plaquette)h Fu(p)37173 66212 y Fp(\244)38067 66694 y Fr(2)369 b Ft(L)40208 66212 y Fp(\244)40733 66694 y Fx(,)25578 70015 y(7)p eop %%Page: 8 8 8 7 bop 5907 7306 a Fx(2.)651 b(eac)-36 b(h)433 b(b)36 b(ond)433 b Fu(b)369 b Fr(2)g Ft(L)433 b Fx(is)h(crossed)f(b)-36 b(y)434 b(a)g(unique)f(b)36 b(ond)432 b Fu(b)34039 6824 y Fp(\244)34934 7306 y Fr(2)369 b Ft(L)37075 6824 y Fp(\244)37600 7306 y Fx(,)5907 9893 y(3.)651 b(eac)-36 b(h)433 b(plaquette)h Fu(p)369 b Fr(2)f Ft(L)433 b Fx(has)h(a)g(unique)f(site)h Fu(x)30597 9411 y Fp(\244)31492 9893 y Fr(2)368 b Ft(L)33632 9411 y Fp(\244)34591 9893 y Fx(at)434 b(its)g(cen)-36 b(ter.)6268 12972 y(This)428 b(corresp)36 b(ondence)427 b(b)36 b(et)-36 b(w)g(een)426 b(the)h Fu(p)p Fx({cells)i(of)f Ft(L)f Fx(and)g(the)g(\(2)283 b Fr(\241)g Fu(p)p Fx(\){cells)428 b(of)g Ft(L)46963 12490 y Fp(\244)4317 14577 y Fx(is)434 b(one{to{one)22573 16182 y Fu(s)23186 16381 y Fq(p)24084 16182 y Fr(\303)-221 b(!)369 b Fu(s)27501 15634 y Fp(\244)27501 16510 y Fs(2)p Fp(\241)p Fq(p)45176 16182 y Fx(\(12\))4317 18319 y(F)-108 b(or)403 b(a)g(sub)36 b(complex)403 b(\244)369 b Fr(\275)g Ft(L)p Fu(;)403 b Fx(the)g(dual)g(\244)25025 17837 y Fp(\244)25953 18319 y Fx(of)h(\244)f(is)g(the)g(set)g(of)h (elemen)-36 b(ts)403 b(of)g Ft(L)43272 17837 y Fp(\244)44201 18319 y Fx(whic)-36 b(h)4317 19924 y(are)434 b(in)f(one)h(to)g(one)f (corresp)36 b(ondence)433 b(\(12\))h(with)f(the)g(elemen)-36 b(ts)434 b(of)g(\244.)6268 22064 y(Consider)g(the)f(set)g(of)i(b)36 b(onds)432 b Fu(V)659 b Fr(\275)369 b Ft(L)24952 22263 y Fs(1)25911 22064 y Fx(suc)-36 b(h)433 b(that)13485 24560 y(\244)14388 24759 y Fs(0)14914 24560 y Fx(\()p Fu(V)289 b Fx(\))369 b(=)18722 23484 y Fj(\251)19497 24560 y Fx(\()p Fu(x)20742 24759 y Fs(1)21268 24560 y Fu(;)221 b(x)22589 24759 y Fs(2)23116 24560 y Fx(\))368 b Fr(2)h Ft(Z)26131 24012 y Fs(2)27025 24560 y Fx(:)h Fr(j)p Fu(x)28864 24759 y Fq(i)29239 24560 y Fr(j)f(\267)h Fu(m;)590 b(i)369 b Fx(=)f(1)p Fu(;)221 b Fx(2)37544 23484 y Fj(\252)4317 27056 y Fx(The)500 b(dual)g(set)g([)q(\244\()p Fu(V)289 b Fx(\)])15796 26410 y Fp(\244)16822 27056 y Fx(is)500 b(the)g(union)f([)q(\244\()p Fu(V)289 b Fx(\)])27867 26410 y Fp(\244)28875 27056 y Fx(=)482 b Fr([)31255 26574 y Fs(2)31255 27384 y Fq(p)p Fs(=0)32986 27056 y Fx(\244)33889 26574 y Fp(\244)33889 27384 y Fq(p)34417 27056 y Fx(\()p Fu(V)290 b Fx(\))499 b(where)i(eac)-36 b(h)500 b Fu(p)p Fx({cells)4317 28661 y Fu(s)4930 28179 y Fp(\244)4930 28989 y Fq(p)5828 28661 y Fr(2)368 b Fx(\244)7985 28179 y Fp(\244)7985 28989 y Fq(p)8514 28661 y Fx(\()p Fu(V)289 b Fx(\))366 b(is)g(in)g(one)g(-to-one)f(corresp)36 b(ondence)365 b(with)h(a)h(2)157 b Fr(\241)g Fu(p)366 b Fx(cell)h Fu(s)39080 28860 y Fs(2)p Fp(\241)p Fq(p)41180 28661 y Fr(2)h Fx(\244)43337 28860 y Fs(2)p Fp(\241)p Fq(p)45068 28661 y Fx(\()p Fu(V)289 b Fx(\).)4317 30266 y(In)434 b(particular)20124 30742 y Fj(\257)20124 31539 y(\257)20567 31871 y Fx(\244)21470 31323 y Fp(\244)21470 32199 y Fq(p)21999 31871 y Fx(\()p Fu(V)289 b Fx(\))24058 30742 y Fj(\257)24058 31539 y(\257)24870 31871 y Fx(=)368 b Fr(j)p Fx(\244)27522 32070 y Fs(2)p Fp(\241)p Fq(p)29253 31871 y Fx(\()p Fu(V)289 b Fx(\))p Fr(j)13495 b Fx(\(13\))6268 34543 y(W)-108 b(e)583 b(let)g(\255)624 b(=)e(\244\()p Fu(V)289 b Fx(\))397 b Fr([)f Fu(f)725 b Fx(b)36 b(e)583 b(the)f(complex)i(obtained)e(from)h(\244\()p Fu(V)289 b Fx(\))583 b(b)-36 b(y)583 b(adding)4317 36148 y(an)576 b(extra)h(face)g Fu(f)718 b Fx(whose)576 b(b)36 b(oundary)575 b(is)i(the)e(set)h(of)h(b)36 b(onds)575 b(of)i Fu(B)67 b Fx(\()p Fu(V)290 b Fx(\).)1005 b(Then)576 b(\255)g(is)4317 37753 y(homeomorphic)433 b(to)h(the)f(sphere)g Fu(S)21821 37271 y Fs(2)22347 37753 y Fx(.)578 b(W)-108 b(e)434 b(let)g Fu(x)28144 37271 y Fp(\244)29103 37753 y Fx(b)36 b(e)434 b(some)f(p)36 b(oin)-36 b(t)434 b(inside)f(the)g (face)i Fu(f)142 b Fx(.)6268 39894 y(W)-108 b(e)506 b(de\257ne)e(the)h (dual)g(\255)18622 39412 y Fp(\244)19654 39894 y Fx(of)h(\255)g(as)g (the)f(set)g([\244\()p Fu(V)289 b Fx(\)])32419 39248 y Fp(\244)33289 39894 y Fr([)344 b Fu(x)35258 39412 y Fp(\244)36289 39894 y Fx(except)506 b(that)f(no)-36 b(w)506 b(all)4317 41499 y(the)e(b)36 b(onds)503 b(of)i(\244)12954 41017 y Fp(\244)12954 41827 y Fs(1)13479 41499 y Fx(\()p Fu(V)289 b Fx(\))504 b(that)g(crosses)g Fu(B)67 b Fx(\()p Fu(V)289 b Fx(\))504 b(meet)g(at)g(the)f(p)36 b(oin)-36 b(t)504 b Fu(x)38330 41017 y Fp(\244)38856 41499 y Fx(.)790 b(W)-108 b(e)504 b(call)h(faces)4317 43104 y(of)448 b(\255)6751 42622 y Fp(\244)7724 43104 y Fx(the)e(new)h(2{cells.)619 b(Again)448 b(the)e(corresp)36 b(ondence)446 b(is)h(one-to-one)f(pro) -36 b(vided)447 b(one)4317 44709 y(replaces)434 b(2{cells)h(b)-36 b(y)433 b(faces.)6268 46849 y(W)-108 b(e)434 b(no)-36 b(w)433 b(turn)g(to)g(Alexander's)i(dualit)-36 b(y)-108 b(.)578 b(Let)433 b Fu(n)369 b Fr(2)g(f)p Fx(0)p Fu(;)221 b Fx(1)p Fr(g)35531 46367 y Fq(V)36779 46849 y Fx(and)17769 49345 y Fu(V)18816 48796 y Fp(\244)19711 49345 y Fx(=)368 b Fr(f)q Fu(b)22309 48796 y Fp(\244)23203 49345 y Fr(2)h Fx(\255)25397 48796 y Fp(\244)26292 49345 y Fx(:)g Fu(b)27575 48796 y Fp(\244)28535 49345 y Fx(crosses)434 b Fu(b)p Fr(g)4317 51841 y Fx(W)-108 b(e)434 b(de\257ne)e(the)h(A-dual)g (con\257guration)453 b Fj(b)-758 b Fu(n)370 b Fr(2)e(f)p Fx(0)p Fu(;)221 b Fx(1)p Fr(g)30339 51359 y Fq(V)31098 51046 y Fm(\244)31633 51841 y Fx(of)434 b Fu(n)g Fx(b)-36 b(y)22436 54336 y Fj(b)-757 b Fu(n)23193 54535 y Fq(b)23596 54283 y Fm(\244)24500 54336 y Fx(=)369 b(1)295 b Fr(\241)g Fu(n)28930 54535 y Fq(b)45176 54336 y Fx(\(14\))4317 56832 y(where)482 b Fu(b)8676 56350 y Fp(\244)9684 56832 y Fx(is)h(the)f(b)36 b(ond)481 b(of)i Fu(V)19243 56350 y Fp(\244)20252 56832 y Fx(in)-36 b(tersecting)481 b Fu(b)p Fx(.)725 b(In)482 b(other)g(w)-36 b(ords,)495 b(if)483 b(w)-36 b(e)482 b(let)g Fu(X)557 b Fr(\275)452 b Fu(V)4317 58437 y Fx(b)36 b(e)405 b(the)g(set)h(of)g(b)36 b(onds)405 b Fu(b)g Fx(suc)-36 b(h)405 b(that)g Fu(n)22930 58636 y Fq(b)23757 58437 y Fx(=)369 b(1,)412 b(\244\()p Fu(X)104 b Fx(\))405 b(its)h(asso)36 b(ciated)407 b(cell-complex)f(and) 4400 59839 y Fj(b)4317 60175 y Fx(\244\()p Fu(X)104 b Fx(\))521 b(=)g([\255)356 b Fr(n)g Fx(\244\()p Fu(X)104 b Fx(\)])15604 59693 y Fp(\244)16131 60175 y Fx(,)545 b(then)522 b(the)g(b)36 b(onds)522 b(of)27961 59839 y Fj(b)27878 60175 y Fx(\244\()p Fu(X)104 b Fx(\))523 b(are)g(those)g(of) g(\255)39758 59693 y Fp(\244)40807 60175 y Fx(that)f(do)h(not)4317 61780 y(in)-36 b(tersect)433 b(the)g(b)36 b(onds)433 b(of)h(\244\()p Fu(X)104 b Fx(\).)579 b(Ob)-36 b(viously)434 b(one)g(has)13380 64276 y Fu(N)14561 63727 y Fs(1)15086 64276 y Fx(\()p Fu(n)p Fx(\))296 b(+)e Fu(N)19657 63727 y Fs(1)20183 64276 y Fx(\()19 b Fj(b)-757 b Fu(n)p Fx(\))369 b(=)f Fr(j)p Fx(\244)24992 64475 y Fs(1)25518 64276 y Fx(\()p Fu(V)289 b Fx(\))p Fr(j)369 b Fx(=)f Fr(j)p Fx(\244)30967 63727 y Fp(\244)30967 64604 y Fs(1)31493 64276 y Fx(\()p Fu(V)289 b Fx(\))p Fr(j)11255 b Fx(\(15\))13380 66213 y Fu(N)14561 65664 y Fs(2)15086 66213 y Fx(\()p Fu(n)p Fx(\))296 b(+)e Fu(N)19657 65664 y Fs(0)20183 66213 y Fx(\()19 b Fj(b)-757 b Fu(n)p Fx(\))369 b(=)f Fr(j)p Fx(\244)24992 66412 y Fs(2)25518 66213 y Fx(\()p Fu(V)289 b Fx(\))p Fr(j)295 b Fx(+)g(1)369 b(=)g Fr(j)p Fx(\244)33220 65664 y Fp(\244)33220 66541 y Fs(0)33745 66213 y Fx(\()p Fu(V)289 b Fx(\))p Fr(j)295 b Fx(+)g(1)6751 b(\(16\))25578 70015 y(8)p eop %%Page: 9 9 9 8 bop 4317 7306 a Fx(where)339 b Fu(N)9161 6824 y Fq(p)9689 7306 y Fx(\()19 b Fj(b)-757 b Fu(n)p Fx(\))339 b(denote)f(the)h(n)-36 b(um)g(b)36 b(er)337 b(of)j Fu(p)p Fx({cells)f(of)29585 6970 y Fj(b)29503 7306 y Fx(\244\()p Fu(X)104 b Fx(\).)547 b(Moreo)-36 b(v)g(er)339 b(b)-36 b(y)339 b(Alexander's)4317 8911 y(dualit)-36 b(y)434 b(theorem,)f(see)h([A])g(\(Theorem)g(4.10)h (p.)578 b(24\),)434 b([Le])g(\(p.)578 b(205\),)434 b(or)g([PV]:)20803 11502 y Fu(\274)21589 10953 y Fs(0)22114 11502 y Fx(\()p Fu(n)p Fx(\))369 b(=)f Fu(\274)26437 10953 y Fs(1)26963 11502 y Fx(\()19 b Fj(b)-757 b Fu(n)p Fx(\))295 b(+)g(1)14173 b(\(17\))20803 13439 y Fu(\274)21589 12890 y Fs(0)22114 13439 y Fx(\()19 b Fj(b)-757 b Fu(n)p Fx(\))369 b(=)f Fu(\274)26437 12890 y Fs(1)26963 13439 y Fx(\()p Fu(n)p Fx(\))295 b(+)g(1)14173 b(\(18\))4317 16312 y(where)555 b Fu(\274)8982 15830 y Fq(p)9510 16312 y Fx(\()19 b Fj(b)-757 b Fu(n)q Fx(\))554 b(denotes)h(the)f Fu(p)p Fx({Betti)h(n)-36 b(um)g(b)36 b(er)554 b(of)i(the)e(complex)37887 15976 y Fj(b)37805 16312 y Fx(\244)o(\()p Fu(X)104 b Fx(\).)943 b(Then,)586 b(b)-36 b(y)4317 17917 y(using)434 b(successiv)-36 b(ely)434 b(\(15\),)h(\(10\))e(and)h(Euler's)f(form)-36 b(ula)434 b(\(2\))g(\(3\))f(w)-36 b(e)434 b(can)g(write)5645 20987 y Fj(\241)6254 22063 y Fu(e)6857 21515 y Fq(\257)7781 22063 y Fr(\241)296 b Fx(1)9760 20987 y Fj(\242)10369 21250 y Fq(N)11210 20938 y Fo(1)11671 21250 y Fs(\()p Fq(n)p Fs(\))13251 22063 y Fu(q)13876 21515 y Fp(j)o Fs(\244)14789 21638 y Fo(0)15250 21515 y Fs(\()p Fq(V)209 b 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Fx(with)f(the)g(Boltzman)h(w)-36 b(eigh)g(t)415 b(en)-36 b(tering)4317 49920 y(in)371 b(the)f(de\257nition)g(of)i(the)e(partition)h(function)f(\(4\))h(with)g (wired)g(b)36 b(oundary)370 b(condition.)4317 51525 y(F)-108 b(rom)433 b(this)g(form)-36 b(ula,)435 b(w)-36 b(e)434 b(get)f(b)-36 b(y)434 b(\(17)g(\)\(18\):)16081 54116 y Fr(h)o Fu(\302)-786 b(\302)g(\302)g(\302)p Fr(i)18015 53470 y Fs(f)18650 54116 y Fx(\()p Fu(V)72 b(;)221 b(\257)74 b(;)221 b(q)48 b Fx(\))369 b(=)g Fr(h)p Fx(2)295 b Fr(\241)g Fu(\302)-786 b(\302)g(\302)g(\302)p Fr(i)29048 53470 y Fs(w)30017 54116 y Fx(\()p Fu(V)31570 53567 y Fp(\244)32096 54116 y Fu(;)221 b(\257)33486 53567 y Fp(\244)34012 54116 y Fu(;)g(q)48 b Fx(\))4317 56707 y(It)429 b(then)f(su\261ces)g(to)h (divide)h(b)36 b(oth)428 b(terms)g(of)i(this)e(equation)i(b)-36 b(y)428 b Fr(j)p Fx(\244)37612 56906 y Fs(0)38138 56707 y Fx(\()p Fu(V)289 b Fx(\))p Fr(j)429 b Fx(and)f(to)h(tak)-36 b(e)4317 58312 y(the)433 b(thermo)36 b(dynamic)434 b(limit)g(\()p Fu(m)368 b Fr(!)i(1)p Fx(\))433 b(to)h(get)g(the)f(result.)p 35520 58312 651 651 v 4317 61513 a Fh(Remark)499 b(3)650 b FA(L)-66 b(et)464 b(us)i(mention)d(that)h(for)h(every)f Fu(\257)443 b Fr(6)p Fx(=)369 b Fu(\257)31859 61712 y Fq(t)20606 64104 y Fu(\302)21421 63555 y Fs(f)21834 64104 y Fx(\()p Fu(\257)74 b(;)221 b(q)48 b Fx(\))368 b(=)h Fu(\302)27425 63555 y Fs(w)28173 64104 y Fx(\()p Fu(\257)74 b(;)221 b(q)48 b Fx(\))13976 b(\(20\))4317 66694 y FA(when)465 b Fu(q)416 b Fx(=)369 b(2)465 b FA(and)g Fu(q)416 b Fr(\270)370 b Fx(4)25578 70015 y(9)p eop %%Page: 10 10 10 9 bop 6268 7306 a Fx(This)296 b(is)g(a)f(consequence)h(of)g(the)f (di\256eren)-36 b(tiabilit)g(y)295 b(of)h(the)f(free)h(energy)g(with)f (resp)36 b(ect)4317 8911 y(to)501 b Fu(\257)576 b Fx(for)501 b(the)g(corresp)36 b(onding)501 b(v)-72 b(alues)502 b(of)g Fu(q)548 b Fx(com)-36 b(bined)501 b(with)g(FK)-36 b(G)500 b(inequalit)-36 b(y)-108 b(,)520 b(\(see)4317 10516 y([LM]\).)6268 12643 y(Actually)435 b(b)-36 b(y)433 b(FK)-36 b(G)433 b(inequalit)-36 b(y)-108 b(,)435 b(one)e(has)h(that)11845 13824 y Fj(8)11845 15020 y(>)11845 15418 y(>)11845 15817 y(<)11845 18208 y(>)11845 18606 y(>)11845 19005 y(:)13427 14976 y Fr(h)p Fu(n)14720 15175 y Fq(b)15178 14976 y Fr(i)15695 14427 y Fs(f)16107 14976 y Fx(\()p Fu(V)72 b(;)221 b(\257)74 b(;)221 b(q)48 b Fx(\))370 b Fr(\267)f(h)p Fu(n)23611 15175 y Fq(b)24069 14976 y Fr(i)24586 14427 y Fs(b)26 b(c)25608 14976 y Fx(\()p Fu(V)72 b(;)221 b(\257)74 b(;)221 b(q)48 b Fx(\))370 b Fr(\267)f(h)p Fu(n)33112 15175 y Fq(b)33570 14976 y Fr(i)34087 14427 y Fs(w)34834 14976 y Fx(\()p Fu(V)72 b(;)221 b(\257)74 b(;)221 b(q)48 b Fx(\))13427 18457 y(0)369 b Fr(\267)g(h)16384 17195 y Fj(Y)16365 20024 y Fq(b)p Fp(2)p Fq(A)18321 18457 y Fu(n)19097 18656 y Fq(b)19555 18457 y Fr(i)20072 17909 y Fs(w)21115 18457 y Fr(\241)295 b(h)22979 17195 y Fj(Y)22960 20024 y Fq(b)p Fp(2)p Fq(A)24916 18457 y Fu(n)25692 18656 y Fq(b)26150 18457 y Fr(i)369 b(\267)28438 17195 y Fj(X)28530 20024 y Fq(b)p Fp(2)p Fq(A)30578 17381 y Fj(\241)31187 18457 y Fr(h)p Fu(n)32480 18656 y Fq(b)32938 18457 y Fr(i)33455 17909 y Fs(w)34497 18457 y Fr(\241)296 b(h)p Fu(n)37119 18656 y Fq(b)37576 18457 y Fr(i)38093 17381 y Fj(\242)4317 22046 y Fx(since)419 b(ob)-36 b(viously)420 b Fu(n)14002 22245 y Fq(b)14880 22046 y Fx(is)f(an)g(increasing)g (function)g(and)f(the)h(same)g(is)g(also)h(true)f(for)g(the)4317 23651 y(function)433 b Fu(f)10052 23850 y Fq(A)11182 23651 y Fx(=)12562 22654 y Fj(P)13964 24038 y Fq(b)p Fp(2)p Fq(A)15976 23651 y Fu(n)16752 23850 y Fq(b)17505 23651 y Fr(\241)18833 22654 y Fj(Q)20088 24038 y Fq(b)p Fp(2)p Fq(A)22099 23651 y Fu(n)22875 23850 y Fq(b)23334 23651 y Fx(,)g(\(see)h(again)g([LM]\).)6268 25778 y(Therefore)585 b(the)f(state)g(is)g(unique)g(as)h(so)36 b(on)584 b(as,)623 b(in)584 b(the)g(thermo)36 b(dynamic)584 b(limit,)4317 27383 y Fr(h)p Fu(n)5610 27582 y Fq(b)6068 27383 y Fr(i)6585 26901 y Fs(f)6997 27383 y Fx(\()p Fu(\257)74 b(;)221 b(q)48 b Fx(\))569 b(=)g Fr(h)p Fu(n)13467 27582 y Fq(b)13925 27383 y Fr(i)14442 26901 y Fs(w)15190 27383 y Fx(\()p Fu(\257)74 b(;)221 b(q)48 b Fx(\).)931 b(This)552 b(prop)36 b(ert)-36 b(y)551 b(holds)g(whenev)-36 b(er)551 b(the)g(free)h(energy)f (is)4317 28988 y(di\256eren)-36 b(tiable)433 b(with)h(resp)36 b(ect)433 b(to)h Fu(\257)74 b Fx(.)6268 31116 y(Indeed,)468 b(again)461 b(b)-36 b(y)461 b(FK)-36 b(G,)461 b Fr(h)p Fu(n)21180 31315 y Fq(b)21638 31116 y Fr(i)22155 30633 y Fs(f)22567 31116 y Fx(\()p Fu(\257)74 b(;)221 b(q)48 b Fx(\))461 b(and)g Fr(h)p Fu(n)29905 31315 y Fq(b)30363 31116 y Fr(i)30880 30633 y Fs(w)31627 31116 y Fx(\()p Fu(\257)74 b(;)221 b(q)48 b Fx(\))461 b(are)g(the)g(resp)36 b(ectiv)-36 b(e)461 b(left)4317 32721 y(and)528 b(righ)-36 b(t)527 b(deriv)-72 b(ativ)-36 b(es)529 b(of)f(the)g(free)g(energy)g Fu(f)142 b Fx(\()p Fu(\257)74 b(;)221 b(q)48 b Fx(\))529 b(=)1001 b(lim)33373 33552 y Fq(V)210 b Fp(!)p Fi(L)35662 33675 y Fo(1)37583 32198 y Fs(1)p 36256 32415 3126 54 v 36256 33179 a Fp(j)p Fs(\244)37170 33302 y Fo(0)37631 33179 y Fs(\()p Fq(V)f Fs(\))p Fp(j)39735 32721 y Fx(ln)222 b Fu(Z)42026 32239 y Fs(b)26 b(c)43049 32721 y Fx(\()p Fu(V)72 b(;)221 b(\257)74 b(;)221 b(q)48 b Fx(\))4317 34841 y(with)434 b(resp)36 b(ect)433 b(to)h Fu(\257)74 b Fx(.)6268 36968 y(The)369 b(pro)36 b(of)369 b(of)h(di\256eren)-36 b(tiabilit)g(y)368 b(of)i Fu(f)142 b Fx(\()p Fu(\257)74 b(;)221 b(q)48 b Fx(\))368 b(for)h Fu(q)417 b Fx(=)368 b(2)h(and)g Fu(q)416 b Fr(\270)369 b Fx(4)g(ma)-36 b(y)369 b(b)36 b(e)369 b(found,)4317 38573 y(e.g.)579 b(in)434 b([B,)g(MM,)f(HKW)q(].)6268 40701 y(Let)350 b(us)g(also)h(men)-36 b(tion)349 b(that)h(for)h(the)f(p)36 b(ercolation)350 b(mo)36 b(del)351 b(\()p Fu(q)416 b Fx(=)369 b(1\))350 b(the)g(free)g(energy)4317 42306 y(is)391 b(ob)-36 b(viously)392 b(di\256eren)-36 b(tiable)390 b(for)i(an)-36 b(y)391 b(\(in)-36 b(v)g(erse\))390 b(temp)36 b(erature)390 b Fu(\257)74 b Fx(.)564 b(Therefore)391 b(in)g(that)4317 43911 y(case)453 b Fu(\302)7904 43429 y Fs(f)8317 43911 y Fx(\()p Fu(\257)74 b(;)221 b(q)449 b Fx(=)401 b(1\))h(=)f Fu(\302)16438 43429 y Fs(w)17185 43911 y Fx(\()p Fu(\257)74 b(;)221 b(q)449 b Fx(=)401 b(1\))h(=)f Fu(\302)25306 43429 y Fs(b)26 b(c)26328 43911 y Fx(\()p Fu(\257)74 b(;)221 b(q)449 b Fx(=)401 b(1\).)636 b(This)453 b(implies,)458 b(b)-36 b(y)452 b(Theorem)4317 45516 y(2,)462 b(that)455 b(at)h(the)f(transition)h(p)36 b(oin)-36 b(t)455 b Fu(\257)22611 45715 y Fq(t)23413 45516 y Fx(=)407 b(ln)221 b(2,)462 b(one)456 b(has)f Fu(\302)33173 45034 y Fs(b)26 b(c)34196 45516 y Fx(\()p Fu(\257)35436 45715 y Fq(t)35831 45516 y Fu(;)221 b(q)455 b Fx(=)406 b(1\))h(=)f(0)456 b(\(for)g(an)-36 b(y)4317 47121 y(b)36 b(c\).)4317 50083 y Fh(Theorem)499 b(4)651 b FA(Assume)413 b Fu(q)461 b FA(is)413 b(lar)-66 b(ge)413 b(enough,)423 b(then)412 b(the)h(me)-66 b(an)412 b(lo)-66 b(c)g(al)413 b(Euler)h(char)-66 b(acter-)4317 51688 y(istic)464 b(is)h(disc)-66 b(ontinuous)464 b(at)h Fu(\257)18966 51887 y Fq(t)13688 54093 y Fu(\302)14503 53545 y Fs(f)14916 54093 y Fx(\()p Fu(\257)16156 54292 y Fq(t)16551 54093 y Fu(;)221 b(q)48 b Fx(\))369 b(=)f Fr(\241)p Fu(\302)21861 53545 y Fs(w)22609 54093 y Fx(\()p Fu(\257)23849 54292 y Fq(t)24245 54093 y Fu(;)221 b(q)48 b Fx(\))369 b(=)f(2)p Fu(q)28982 53545 y Fp(\241)p Fs(1)p Fq(=)p Fs(2)31476 54093 y Fx(+)294 b Fu(O)36 b Fx(\()p Fu(q)34943 53545 y Fp(\241)p Fs(7)p Fq(=)p Fs(12)37612 54093 y Fx(\))7058 b(\(21\))6268 57056 y Fh(Pro)42 b(of.)1016 b Fx(The)579 b(pro)36 b(of)581 b(is)e(mainly)i(based)e(on)g(a)h(con)-36 b(tour)579 b(represen)-36 b(tation)579 b(of)h(the)4317 58661 y(mo)36 b(del)425 b(deriv)-36 b(ed)423 b(in)h([LMMRS].)575 b(T)-108 b(o)425 b(de\257ne)e(these)g(con)-36 b(tours,)426 b(w)-36 b(e)424 b(\257rst)g(in)-36 b(tro)36 b(duce)423 b(the)4317 60266 y(co{b)36 b(oundary)494 b Fu(C)95 b Fx(\()p Fu(X)104 b Fx(\))495 b(of)g(a)f(set)g(of)h(b)36 b(onds)494 b Fu(X)599 b Fx(as)494 b(the)g(set)g(of)g(b)36 b(onds)494 b(of)h Ft(L)41564 60465 y Fs(1)42425 60266 y Fr(n)337 b Fu(X)599 b Fx(that)4317 61871 y(con)-36 b(tain)434 b(1)f(or)h(t)-36 b(w)g(o)434 b(v)-36 b(ertices)434 b(in)g(\244\()p Fu(X)104 b Fx(\):)578 b Fu(C)95 b Fx(\()p Fu(X)104 b Fx(\))370 b(=)e Fu(C)30197 62070 y Fs(1)30723 61871 y Fx(\()p Fu(X)104 b Fx(\))295 b Fr([)g Fu(C)35325 62070 y Fs(2)35850 61871 y Fx(\()p Fu(X)104 b Fx(\))435 b(where)11506 64276 y Fu(C)12437 64475 y Fs(1)12962 64276 y Fx(\()p Fu(X)104 b Fx(\))370 b(=)f Fr(f)p Fu(b)g Fr(2)f Ft(L)20634 64475 y Fs(1)21455 64276 y Fr(n)295 b Fu(X)474 b Fx(:)369 b Fu(b)434 b Fx(has)f(1)h(endp)36 b(oin)-36 b(t)433 b(in)g(\244\()p Fu(X)104 b Fx(\))p Fr(g)11506 66213 y Fu(C)12437 66412 y Fs(2)12962 66213 y Fx(\()p Fu(X)g Fx(\))370 b(=)f Fr(f)p Fu(b)g Fr(2)f Ft(L)20634 66412 y Fs(1)21455 66213 y Fr(n)295 b Fu(X)474 b Fx(:)369 b Fu(b)434 b Fx(has)f(2)h(endp)36 b(oin)-36 b(ts)433 b(in)g(\244\()p Fu(X)104 b Fx(\))p Fr(g)25253 70015 y Fx(10)p eop %%Page: 11 11 11 10 bop 6268 7306 a Fx(A)567 b(subset)f Fu(\260)667 b Fr(\275)596 b Ft(L)15789 7505 y Fs(1)16881 7306 y Fx(is)567 b(called)h(con)-36 b(tour)566 b(if)h(it)g(is)g(the)g(co{b)36 b(oundary)567 b(of)g(a)g(set)g(of)4317 8911 y(b)36 b(onds)491 b Fu(X)597 b Fx(and)491 b(if)h(its)g(dual)g(is)g(a)g(connected)e(set)i (of)g(b)36 b(onds.)752 b(The)492 b(connectedness)f(of)4317 10516 y(the)441 b(dual)h(of)h Fu(\260)514 b Fx(means)441 b(that)h(it)g(is)g(the)f(union)h(of)g(the)f(b)36 b(onds)442 b(of)g(a)g(sequence)g Fu(b)43534 10715 y Fs(1)44060 10516 y Fu(;)221 b(:::;)g(b)46860 10715 y Fq(n)4317 12121 y Fx(suc)-36 b(h)471 b(that)g(for)g(an)-36 b(y)472 b Fu(i)433 b Fr(\267)h Fu(n)321 b Fr(\241)g Fx(1,)481 b Fu(b)21504 12320 y Fq(i)22351 12121 y Fx(and)471 b Fu(b)25471 12320 y Fq(i)p Fs(+1)27521 12121 y Fx(b)36 b(elongs)471 b(to)h(the)f(b)36 b(oundary)470 b(of)j(a)e(same)4317 13726 y(plaquette.)609 b(When)444 b Fu(X)549 b Fx(is)444 b(\257nite,)i Fu(\260)516 b Fx(is)444 b(called)g(con)-36 b(tour)443 b(of)i(the)e(free)i(class)f (and)g Fu(X)548 b Fx(will)4317 15331 y(b)36 b(e)433 b(denoted)g(b)-36 b(y)434 b(In)-36 b(t)220 b Fu(\260)72 b Fx(.)579 b(The)433 b(length)h(of)g Fu(\260)505 b Fx(is)434 b(de\257ned)e(as)11288 18177 y Fr(k)p Fu(\260)72 b Fr(k)369 b Fx(=)g Fr(j)p Fu(C)16413 18376 y Fs(1)16938 18177 y Fx(\()p Fu(X)104 b Fx(\))p Fr(j)296 b Fx(+)f Fr(j)p Fu(C)22405 18376 y Fs(2)22930 18177 y Fx(\()p Fu(X)104 b Fx(\))p Fr(j)370 b Fx(=)e Fr(j)p Fu(C)28544 18376 y Fs(1)29070 18177 y Fx(\(In)-36 b(t)220 b Fu(\260)72 b Fx(\))p Fr(j)295 b Fx(+)g Fr(j)p Fu(C)35982 18376 y Fs(2)36507 18177 y Fx(\(In)-36 b(t)221 b Fu(\260)72 b Fx(\))p Fr(j)6268 21607 y Fx(As)434 b(a)g(result)f(of)h([LMMRS],)g(one)f(has)15130 24452 y Fu(Z)16115 23904 y Fs(f)16528 24452 y Fx(\()p Fu(V)72 b(;)221 b(\257)19180 24651 y Fq(t)19576 24452 y Fu(;)g(q)48 b Fx(\))369 b(=)g Fu(q)23664 23904 y Fp(j)p Fs(\244)24578 24027 y Fo(0)25038 23904 y Fs(\()p Fq(V)209 b Fs(\))p Fp(j)p Fs(+)p Fp(j)p Fq(\270)p Fs(\()p Fq(V)h Fs(\))p Fp(j)30136 24452 y Fr(Z)106 b Fx(\()p Fu(V)289 b Fr(j)p Fu(')p Fx(\))16941 27551 y Fr(Z)106 b Fx(\()p Fu(V)288 b Fr(j)p Fu(')p Fx(\))369 b(=)26371 26289 y Fj(X)23039 29167 y Fp(f)p Fq(\260)23994 29290 y Fo(1)24455 29167 y Fq(;:::;\260)26245 29278 y Fn(n)26813 29167 y Fp(g)q(\275)p Fq(V)209 b Fp([)p Fq(C)63 b Fs(\()p Fq(V)208 b Fs(\))32407 25891 y Fq(n)31843 26289 y Fj(Y)31931 29089 y Fq(i)p Fs(=1)33762 27551 y Fu(')p Fx(\()p Fu(\260)35795 27750 y Fq(i)36170 27551 y Fx(\))8500 b(\(22\))4317 31869 y(where)383 b(the)f(last)h(sum)f(runs)g(o)-36 b(v)g(er)383 b(compatible)g(families) h(of)f(con)-36 b(tours,)393 b(i.e.)384 b Fu(\260)41909 32068 y Fq(i)42475 31869 y Fr(\\)191 b Fu(\260)44227 32068 y Fq(j)45083 31869 y Fx(=)368 b Fr(;)p Fx(,)4317 33474 y(and)424 b Fu(\270)p Fx(\()p Fu(V)289 b Fx(\))424 b(is)g(a)h(b)36 b(oundary)424 b(term)g(suc)-36 b(h)423 b(that)h Fr(j)p Fu(\270)p Fx(\()p Fu(V)289 b Fx(\))p Fr(j)368 b(\267)794 b Fu(cte)423 b Fr(j)p Fu(B)67 b Fx(\()p Fu(V)290 b Fx(\))p Fr(j)p Fx(.)575 b(The)424 b(activities)4317 35079 y Fu(')p Fx(\()p Fu(\260)72 b Fx(\))433 b(of)i(con)-36 b(tours)433 b(are)g(giv)-36 b(en)435 b(b)-36 b(y)18670 38256 y Fu(')p Fx(\()p Fu(\260)72 b Fx(\))369 b(=)f Fu(q)23655 37707 y Fp(\241)24520 37260 y Fm(k)p Fn(\260)43 b Fm(k)p 24519 37506 1325 40 v 24979 38055 a Fo(4)25977 37707 y Fs(+)p Fq(\274)27281 37395 y Fo(0)27742 37707 y Fs(\(In)-26 b(t)156 b Fq(\260)52 b Fs(\))30424 38256 y Fu(e)31027 37707 y Fs(\242\()p Fq(\260)g Fs(\))45176 38256 y Fx(\(23\))4317 41101 y(where)434 b(\242\()p Fu(\260)72 b Fx(\))433 b(satis\257es)g (the)g(b)36 b(ound)433 b(:)20509 44123 y Fr(j)p Fx(\242\()p Fu(\260)72 b Fx(\))p Fr(j)369 b(\267)g Fx(6)p Fu(q)27136 43574 y Fp(\241)28203 43212 y Fo(1)p 28000 43373 812 40 v 28000 43921 a(12)29221 44123 y Fr(k)q Fu(\260)72 b Fr(k)13879 b Fx(\(24\))4317 46968 y(This)363 b(implies)g(that)f(for)h (large)h Fu(q)410 b Fx(the)362 b(free)h(energy)g Fu(f)142 b Fx(\()p Fu(')p Fx(\))368 b(=)h(lim)35196 47167 y Fq(V)209 b Fp(!)p Fi(L)37484 47290 y Fo(1)39683 46445 y Fs(1)p 38356 46662 3126 54 v 38356 47426 a Fp(j)p Fs(\244)39270 47549 y Fo(0)39731 47426 y Fs(\()p Fq(V)g Fs(\))p Fp(j)41835 46968 y Fx(ln)221 b Fr(Z)106 b Fx(\()p Fu(V)289 b Fr(j)p Fu(')p Fx(\))4317 49038 y(of)565 b(the)f(con)-36 b(tour)563 b(mo)36 b(del)565 b(b)36 b(eha)-36 b(v)g(es)564 b(lik)-36 b(e)565 b(2)p Fu(q)25929 48548 y Fp(\241)26794 48186 y Fo(1)p 26794 48347 406 40 v 26794 48895 a(2)27772 49038 y Fx(+)383 b Fu(O)36 b Fx(\()p Fu(q)31328 48556 y Fp(\241)p Fs(1)32585 49038 y Fx(\).)970 b(W)-108 b(e)565 b(will)g(sho)-36 b(w)564 b(that)g(the)4317 50643 y(dominan)-36 b(t)562 b(con)-36 b(tribution)561 b(to)h(the)g(lo)36 b(cal)564 b(Euler)e(c)-36 b(haracteristic)562 b Fu(\302)37635 50161 y Fs(f)38048 50643 y Fx(\()p Fu(\257)74 b(;)221 b(q)48 b Fx(\))562 b(shares)g(the)4317 52249 y(same)527 b(b)36 b(eha)-36 b(viour.)855 b(This)527 b(fact)g(migh)-36 b(t)525 b(b)36 b(e)526 b(seen)g(as)g(follo)-36 b(ws.)858 b(In)526 b(the)g(limit)g Fu(q)574 b Fr(!)527 b(1)p Fx(,)4317 53854 y(there)539 b(are)h(only)g(t)-36 b(w)g(o)540 b(ground)f(state)h (con\257gurations)f(where)h(the)f(b)36 b(onds)539 b(are)h(either)4317 55459 y(all)456 b(empt)-36 b(y)454 b(or)h(all)h(o)36 b(ccupied.)641 b(The)455 b(Euler)f(c)-36 b(haracteristic)455 b(of)h(suc)-36 b(h)454 b(con\257gurations)g(is)4317 57064 y(0.)853 b(The)525 b(\257rst)g(excitations)h(of)f(the)g(empt)-36 b(y)525 b(ground)f(state)h(con\257guration)g(consist)g(of)4317 58669 y(o)36 b(ccupied)362 b(b)36 b(onds)362 b(in)g(the)f(\\sea")j(of)f (empt)-36 b(y)361 b(ones.)555 b(Eac)-36 b(h)362 b(excitation)h(giv)-36 b(es)364 b(a)e(con)-36 b(tribu-)4317 60274 y(tion)456 b(to)f Fu(\274)9410 59792 y Fs(0)10391 60274 y Fx(and)g(the)g(n)-36 b(um)g(b)36 b(er)453 b(of)k(excitations)f(scales)g(lik)-36 b(e)457 b(the)e(v)-36 b(olume,)461 b(giving)c(that)4317 61879 y(the)481 b(Euler)h(c)-36 b(haracteristic)482 b(b)36 b(eha)-36 b(v)g(es)482 b(lik)-36 b(e)483 b(0\()p Fu(q)27291 61389 y Fp(\241)28156 61027 y Fo(1)p 28155 61188 V 28155 61736 a(2)28749 61879 y Fx(\).)723 b(Ho)-36 b(w)g(ev)g(er,)495 b(in)482 b(order)f(to)h(compute)4317 63484 y(the)k(co)36 b(e\261cien)-36 b(t)487 b(it)g(is)g(more)f(con)-36 b(v)g(enien)g(t)486 b(to)h(consider)g(the)f(expression)g(of)i(the)e(Euler)4317 65089 y(c)-36 b(haracteristic)350 b(in)g(terms)f(of)h(the)f(co)36 b(e\261cien)-36 b(t)350 b Fu(N)27776 65288 y Fq(p)28654 65089 y Fx(and)f(more)h(precisely)g(the)f(expression)4317 66694 y(\(6\))434 b(of)g(the)f(lo)36 b(cal)435 b(Euler)e(c)-36 b(haracteristic)434 b Fu(\302)25498 66893 y Fq(x)26083 66694 y Fx(\()p Fu(n)p Fx(\).)25253 70015 y(11)p eop %%Page: 12 12 12 11 bop 6268 7306 a Fx(Notice)631 b(that)f Fu(\302)14377 7505 y Fq(x)15592 7306 y Fx(ob)-36 b(viously)632 b(dep)36 b(ends)629 b(only)i(on)f(the)g(v)-72 b(alues)631 b(of)g(the)f(b)36 b(onds)630 b(of)4317 8911 y(the)479 b(4)g(plaquettes)g(in)-36 b(tersecting)479 b Fu(x)p Fx(.)714 b(De\257ne)479 b(the)g(distance)f(b) 36 b(et)-36 b(w)g(een)479 b(2)g(v)-36 b(ertices)480 b Fu(x)446 b Fx(=)4317 10516 y(\()p Fu(x)5562 10715 y Fs(1)6088 10516 y Fu(;)221 b(x)7409 10715 y Fs(2)7936 10516 y Fx(\))433 b(and)g Fu(y)417 b Fx(=)368 b(\()p Fu(y)14975 10715 y Fs(1)15501 10516 y Fu(;)221 b(y)16717 10715 y Fs(2)17244 10516 y Fx(\))433 b(asso)36 b(ciated)435 b(to)e(the)g(sup)g(norm)g(b) -36 b(y)433 b Fu(d)p Fx(\(\()p Fu(x)38226 10715 y Fs(1)38752 10516 y Fu(;)221 b(x)40073 10715 y Fs(2)40599 10516 y Fx(\))p Fu(;)g Fx(\()p Fu(y)42827 10715 y Fs(1)43354 10516 y Fu(;)g(y)44570 10715 y Fs(2)45096 10516 y Fx(\)\))369 b(=)4317 12121 y(max)6738 12320 y Fq(i)p Fs(=1)p Fq(;)p Fs(2)9048 12121 y Fr(fj)p Fu(x)10820 12320 y Fq(i)11512 12121 y Fr(\241)317 b Fu(y)13496 12320 y Fq(i)13872 12121 y Fr(jg)p Fx(.)674 b(Let)465 b Fu(d)p Fx(\()p Fu(x;)221 b(S)77 b Fx(\))424 b(=)f(min)26214 12320 y Fq(z)37 b Fp(2)p Fq(S)28215 12121 y Fu(d)p Fx(\()p Fu(x;)221 b(z)59 b Fx(\))466 b(the)f(distance)g(b)36 b(et)-36 b(w)g(een)465 b(a)h(set)4317 13726 y Fu(S)511 b Fx(and)433 b(a)h(v)-36 b(ertex)434 b Fu(x)524 b(=)-805 b Fr(2)369 b Fu(S)77 b Fx(.)6268 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Fs(0)23187 44766 y Fx(\()p Fu(n)p Fx(\)])221 b(Pr\()p Fu(n)p Fx(\))28736 42441 y Fj(\257)28736 43238 y(\257)28736 44035 y(\257)28736 44832 y(\257)28736 45629 y(\257)29548 44766 y Fr(\267)369 b Fx(Pr\()p Fu(E)33888 44217 y Fp(0)34198 44766 y Fx(\))10472 b(\(29\))4317 48218 y(whic)-36 b(h)433 b(is)h(b)36 b(ounded)432 b(b)-36 b(y)15840 50481 y(Pr\()p Fu(E)18778 49932 y Fp(0)19088 50481 y Fx(\))369 b Fr(\267)g Fx(Pr\()p Fr(9)p Fu(\260)440 b Fx(:)370 b Fu(\260)441 b Fr(3)368 b Fx(0;)221 b Fr(j)g Fx(In)-36 b(t)222 b Fu(\260)72 b Fr(j)369 b(\270)g Fx(2\))9211 b(\(30\))4317 52743 y(Actually)-108 b(,)515 b(for)499 b(ev)-36 b(ery)498 b(con\257guration)g Fu(n)479 b Fr(2)g Fu(E)27075 52261 y Fp(0)27385 52743 y Fx(,)514 b(there)498 b(exists)g(a)h(con)-36 b(tour)497 b Fu(\260)551 b Fr(3)478 b Fx(0)498 b(suc)-36 b(h)4317 54349 y(that)514 b Fr(j)221 b Fx(In)-36 b(t)221 b Fu(\260)72 b Fr(j)506 b(\270)g Fx(2.)821 b(T)-108 b(aking)515 b(in)-36 b(to)514 b(accoun)-36 b(t)514 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64868 y Fr(\267)12640 63606 y Fj(X)12582 66412 y Fq(m)p Fp(\270)p Fs(8)14838 64868 y Fu(m)15976 64320 y Fs(2)16501 64868 y Fx(4)17151 64320 y Fq(m)18039 63792 y Fj(\241)18648 64868 y Fu(q)19273 64320 y Fp(\241)20138 63958 y Fo(1)p 20137 64119 406 40 v 20137 64667 a(4)20731 64868 y Fu(e)21334 64320 y Fs(6)p Fq(q)22256 63914 y Fm(\241)23232 63653 y Fo(1)p 23029 63764 812 33 v 23029 64224 a(12)24084 63792 y Fj(\242)24693 64090 y Fq(m)25950 64868 y Fr(\267)369 b Fx(2)295 b Fr(\242)g Fx(8)29611 64320 y Fs(2)30433 64868 y Fr(\242)g Fx(4)31747 64320 y Fs(8)34401 63969 y Fu(q)35026 63479 y Fp(\241)35891 63117 y Fo(3)p 35890 63278 406 40 v 35890 63826 a(4)36485 63969 y Fu(e)37088 63487 y Fs(48)p Fq(q)38480 63082 y Fm(\241)39456 62821 y Fo(1)p 39253 62932 812 33 v 39253 63392 a(12)p 32406 64563 9898 54 v 32406 66200 a Fx(\(1)g Fr(\241)h Fx(4)p Fu(q)36461 65710 y Fp(\241)37326 65348 y Fo(1)p 37325 65509 406 40 v 37325 66057 a(4)37919 66200 y Fu(e)38522 65816 y Fs(6)p Fq(q)39444 65411 y Fm(\241)40419 65150 y Fo(1)p 40217 65261 812 33 v 40217 65721 a(12)41272 66200 y Fx(\))41778 65816 y Fs(3)45176 64868 y Fx(\(31\))25253 70015 y(12)p eop %%Page: 13 13 13 12 bop 4317 7554 a Fx(pro)-36 b(vided)516 b Fu(q)10372 7064 y Fp(\241)11237 6702 y Fo(1)p 11236 6863 406 40 v 11236 7411 a(4)11830 7554 y Fu(e)12433 7072 y Fs(6)p Fq(q)13355 6666 y Fm(\241)14330 6406 y Fo(1)p 14127 6517 812 33 v 14127 6977 a(12)15692 7554 y Fu(<)17346 7031 y Fs(1)p 17346 7248 471 54 v 17346 8012 a(4)17949 7554 y Fx(.)826 b(Here)516 b(w)-36 b(e)517 b(used)e(the)h(equalit)-36 b(y)517 b(\(23\))f(and)g(the)f(fact)i(that)4317 9159 y(the)494 b(n)-36 b(um)g(b)36 b(er)493 b(of)i(con)-36 b(tours)494 b(of)i(length)e Fu(m)g Fx(that)g(con)-36 b(tain)494 b(a)h(giv)-36 b(en)495 b(p)36 b(oin)-36 b(t)494 b(is)h(less)g(than)4317 10764 y Fu(m)5455 10282 y Fs(2)5981 10764 y Fx(4)6631 10282 y Fq(m)7519 10764 y Fx(.)6268 12967 y(On)d(the)g(other)h(hand,)507 b(in)493 b(order)f(to)h(estimate)g (the)g(probabilit)-36 b(y)493 b(Pr)o(\()p Fu(E)78 b Fx(\))493 b(w)-36 b(e)493 b(let)541 b(\271)-698 b Fu(\260)4317 14572 y Fx(to)548 b(b)36 b(e)548 b(the)f(set)h(constituted)f(b)-36 b(y)547 b(the)g(six)i(b)36 b(onds)547 b(con)-36 b(taining)548 b(one)g(endp)36 b(oin)-36 b(t)547 b(of)h(the)4317 16177 y(o)36 b(ccupied)433 b(b)36 b(ond)433 b(as)h(endp)36 b(oin)-36 b(t)433 b(but)f(not)h(b)36 b(oth)433 b(of)i(them.)578 b(Then)7389 22537 y(Pr\()p Fu(E)78 b Fx(\))368 b(=)h(4)15162 18787 y Fj(X)13365 21665 y Fp(f)p Fq(\260)14320 21788 y Fo(1)14781 21665 y Fq(;:::;\260)16571 21776 y Fn(n)17139 21665 y Fp(g)q(\276)33 b Fs(\271)-503 b Fq(\260)19663 18389 y(n)19100 18787 y Fj(Y)19187 21586 y Fq(i)p Fs(=1)21019 20049 y Fu(')p Fx(\()p Fu(\260)23052 20248 y Fq(i)23427 20049 y Fx(\))p 13365 22232 10568 54 v 16475 23449 a Fr(Z)106 b Fx(\()p Fu(V)288 b Fr(j)p Fu(')p Fx(\))24434 22537 y(=)369 b(4)p Fu(')p Fx(\()48 b(\271)-698 b Fu(\260)72 b Fx(\))32104 18787 y Fj(X)29209 21665 y Fp(f)p Fq(\260)30164 21788 y Fo(1)30625 21665 y Fq(;:::;\260)32415 21776 y Fn(n)32983 21665 y Fp(g)q Fq(;\260)34200 21800 y Fn(i)34551 21665 y Fp(\\)33 b Fs(\271)-503 b Fq(\260)52 b Fs(=)p Fp(;)37702 18389 y Fq(n)37139 18787 y Fj(Y)37226 21586 y Fq(i)p Fs(=1)39057 20049 y Fu(')p Fx(\()p Fu(\260)41090 20248 y Fq(i)41466 20049 y Fx(\))p 29209 22232 12763 54 v 33416 23449 a Fr(Z)106 b Fx(\()p Fu(V)288 b Fr(j)p Fu(')p Fx(\))45176 22537 y(\(32\))4317 26142 y(The)429 b(factor)h(4)g(stems)f(from)h(the)e(fact)i(that)f(there)f(are)i(4)f(b) 36 b(onds)429 b(in)g(the)f(co{b)36 b(oundary)4317 27747 y(of)434 b(0:)579 b(w)-36 b(e)434 b(tak)-36 b(e)434 b Fu(V)723 b Fx(to)434 b(b)36 b(e)433 b(a)h(b)36 b(o)-36 b(x)434 b(cen)-36 b(tered)432 b(at)i(the)f(origin.)6268 29950 y(The)540 b(last)g(ratio)g(can)g(b)36 b(e)540 b(estimated)f(b)-36 b(y)540 b(cluster)f(expansion)h([D)q(,)g(M].)897 b(F)-108 b(or)539 b(that)4317 31555 y(purp)36 b(ose)408 b(w)-36 b(e)409 b(in)-36 b(tro)36 b(duce)408 b(clusters)g Fu(X)514 b Fx(as)409 b(m)-36 b(ulti-indexes)408 b(de\257ned)f(on)i(the)f(sets)h (of)g(con-)4317 33160 y(tours)494 b(with)h(in)-36 b(teger)495 b(v)-72 b(alues.)762 b(The)494 b(supp)36 b(ort)494 b(Supp)220 b Fu(X)599 b Fx(of)495 b(a)g(cluster)g Fu(X)599 b Fx(is)495 b(the)f(set)h(of)4317 34765 y(con)-36 b(tours)368 b Fu(\260)440 b Fx(for)369 b(whic)-36 b(h)369 b Fu(X)104 b Fx(\()p Fu(\260)72 b Fx(\))369 b Fr(\270)g Fx(1.)557 b(W)-108 b(e)369 b(also)g(in)-36 b(tro)36 b(duce)368 b(the)g(truncated)f (functionals:)16757 38432 y Fu(\301)17527 37883 y Fq(T)18261 38432 y Fx(\()p Fu(X)104 b Fx(\))369 b(=)23511 37533 y Fu(a)p Fx(\()p Fu(X)104 b Fx(\))p 22339 38126 5223 54 v 22339 38418 a Fj(Y)22919 41208 y Fq(\260)24257 39680 y Fu(X)g Fx(\()p Fu(\260)72 b Fx(\)!)27915 37170 y Fj(Y)28496 39959 y Fq(\260)29834 38432 y Fu(')p Fx(\()p Fu(X)104 b Fx(\))32881 37883 y Fq(X)69 b Fs(\()p Fq(\260)52 b Fs(\))45176 38432 y Fx(\(33\))4317 43948 y(The)560 b(co)36 b(e\261cien)-36 b(t)559 b Fu(a)p Fx(\()p Fu(X)104 b Fx(\))560 b(is)g(a)g(com)-36 b(binatoric)560 b(factor)g(de\257ned)e(in)i(terms)f (of)h(the)f(con-)4317 45553 y(nectivit)-36 b(y)520 b(prop)36 b(erties)519 b(of)h(the)f(graph)f Fu(G)p Fx(\()p Fu(X)104 b Fx(\))520 b(with)f(v)-36 b(ertices)520 b(corresp)36 b(onding)519 b(to)g Fu(\260)587 b Fr(2)4317 47158 y Fx(Supp)220 b Fu(X)605 b Fx(\(there)500 b(are)h Fu(X)104 b Fx(\()p Fu(\260)72 b Fx(\))501 b(v)-36 b(ertices)501 b(for)g(eac)-36 b(h)501 b Fu(\260)555 b Fr(2)482 b Fx(Supp)220 b Fu(X)104 b Fx(\))501 b(b)36 b(eing)501 b(connected)f(b)-36 b(y)4317 48763 y(an)434 b(edge)f(whenev)-36 b(er)434 b(the)f(corresp)36 b(onding)433 b(con)-36 b(tours)433 b(are)h(not)f(compatible.)6268 50966 y(As)h(a)g(result)f(w)-36 b(e)434 b(ha)-36 b(v)g(e)18190 52786 y Fj(X)15936 55664 y Fq(X)69 b Fs(:Supp)156 b Fq(X)69 b Fp(\\)p Fq(b)p Fp(6)p Fs(=)p Fp(;)22585 54048 y Fr(j)p Fu(\301)23724 53500 y Fq(T)24457 54048 y Fx(\()p Fu(X)104 b Fx(\))p Fr(j)370 b(\267)f Fx(\()p Fu(q)29924 53500 y Fp(\241)30789 53138 y Fo(1)p 30788 53299 406 40 v 30788 53847 a(4)31382 54048 y Fu(e)31985 53500 y Fs(6)p Fq(q)32907 53094 y Fm(\241)33882 52833 y Fo(1)p 33680 52944 812 33 v 33680 53404 a(12)34735 52972 y Fj(\242)35344 53269 y Fs(6)45176 54048 y Fx(\(34\))4317 58985 y(for)380 b(4)p Fu(g)48 b(q)8196 58494 y Fp(\241)9061 58132 y Fo(1)p 9060 58293 406 40 v 9060 58842 a(4)9654 58985 y Fu(e)10257 58503 y Fs(6)p Fq(q)11179 58097 y Fm(\241)12154 57836 y Fo(1)p 11952 57947 812 33 v 11952 58407 a(12)13376 58985 y Fu(<)368 b Fx(1,)391 b(where)380 b Fu(g)416 b Fr(\274)369 b Fu(e)22906 58503 y Fs(1)p Fq(:)p Fs(58)25013 58985 y Fx([KP)q(,)380 b(M)o(].)561 b(This)380 b(is)f(actually)i(a)f (consequence)4317 61004 y(of)495 b(the)f(theorem)g(giv)-36 b(en)496 b(in)e([M])h(using)f(that)g Fu(')p Fx(\()p Fu(\260)72 b Fx(\))472 b(=)h(\()p Fu(q)32766 60513 y Fp(\241)33631 60151 y Fo(1)p 33630 60312 406 40 v 33630 60861 a(4)34224 61004 y Fu(e)34827 60522 y Fs(6)p Fq(q)35749 60116 y Fm(\241)36724 59855 y Fo(1)p 36521 59966 812 33 v 36521 60426 a(12)37577 59928 y Fj(\242)38185 60225 y Fp(k)q Fq(\260)52 b Fp(k)40213 61004 y Fx(and)494 b(that)g(the)4317 62609 y(minimal)434 b(length)g(of)g(con)-36 b(tours)433 b(is)h(6.)25253 70015 y(13)p eop %%Page: 14 14 14 13 bop 6268 7306 a Fx(Moreo)-36 b(v)g(er)310 b(b)36 b(oth)308 b(terms)h(in)g(the)g(ratio)g(of)h(the)f(r.h.s.)537 b(of)310 b(\(32\))f(can)g(b)36 b(e)309 b(exp)36 b(onen)-36 b(tiated)4317 8911 y(in)434 b(terms)f(of)h(the)f(truncated)f (functionals)i(leading)g(to)9415 12746 y(Pr)o(\()p Fu(E)78 b Fx(\))369 b(=)f(4)p Fu(')p Fx(\()48 b(\271)-698 b Fu(\260)72 b Fx(\))221 b(exp)20298 10023 y Fj(8)20298 11218 y(<)20298 13609 y(:)23800 11484 y(X)21479 14362 y Fq(X)69 b Fs(:Supp)156 b Fq(X)69 b Fp(\\)33 b Fs(\271)-503 b Fq(\260)52 b Fs(=)p Fp(;)28262 12746 y Fu(\301)29032 12198 y Fq(T)29765 12746 y Fx(\()p Fu(X)104 b Fx(\))296 b Fr(\241)33585 11484 y Fj(X)34122 14303 y Fq(X)35725 12746 y Fu(\301)36495 12198 y Fq(T)37228 12746 y Fx(\()p Fu(X)104 b Fx(\))39423 10023 y Fj(9)39423 11218 y(=)39423 13609 y(;)13227 17971 y Fx(=)368 b(4)p Fu(')p Fx(\()48 b(\271)-698 b Fu(\260)72 b Fx(\))221 b(exp)20298 15248 y Fj(8)20298 16443 y(<)20298 18834 y(:)21479 17971 y Fr(\241)25055 16709 y Fj(X)22733 19587 y Fq(X)69 b Fs(:Supp)157 b Fq(X)69 b Fp(\\)33 b Fs(\271)-503 b Fq(\260)52 b Fp(6)p Fs(=)p Fp(;)29516 17971 y Fu(\301)30286 17422 y Fq(T)31020 17971 y Fx(\()p Fu(X)104 b Fx(\))33215 15248 y Fj(9)33215 16443 y(=)33215 18834 y(;)13227 23196 y Fx(=)368 b(4)p Fu(q)15882 22647 y Fp(\241)16747 22200 y Fm(k)35 b Fo(\271)-441 b Fn(\260)43 b Fm(k)p 16747 22446 1325 40 v 17206 22995 a Fo(4)18204 22647 y Fs(+)p Fq(\274)19508 22335 y Fo(0)19969 22647 y Fs(\(In)-26 b(t)190 b(\271)-504 b Fq(\260)52 b Fs(\))22873 23196 y Fx(exp)25082 20473 y Fj(8)25082 21668 y(<)25082 24059 y(:)26262 23196 y Fx(\242\()c(\271)-698 b Fu(\260)72 b Fx(\))295 b Fr(\241)33050 21934 y Fj(X)30728 24812 y Fq(X)69 b Fs(:Supp)156 b Fq(X)69 b Fp(\\)33 b Fs(\271)-503 b Fq(\260)53 b Fp(6)p Fs(=)p Fp(;)37511 23196 y Fu(\301)38281 22647 y Fq(T)39015 23196 y Fx(\()p Fu(X)104 b Fx(\))41210 20473 y Fj(9)41210 21668 y(=)41210 24059 y(;)13227 28421 y Fx(=)368 b(4)p Fu(q)15882 27872 y Fp(\241)16747 27510 y Fo(1)p 16747 27671 406 40 v 16747 28220 a(2)17562 28421 y Fx(exp)19771 25698 y Fj(8)19771 26893 y(<)19771 29284 y(:)20951 28421 y Fx(\242\()48 b(\271)-698 b Fu(\260)72 b Fx(\))295 b Fr(\241)27739 27159 y Fj(X)25417 30037 y Fq(X)69 b Fs(:Supp)156 b Fq(X)69 b Fp(\\)33 b Fs(\271)-503 b Fq(\260)53 b Fp(6)p Fs(=)p Fp(;)32200 28421 y Fu(\301)32970 27872 y Fq(T)33704 28421 y Fx(\()p Fu(X)104 b Fx(\))35899 25698 y Fj(9)35899 26893 y(=)35899 29284 y(;)45176 28421 y Fx(\(35\))4317 32330 y(F)-108 b(or)503 b(the)g(last)g(t)-36 b(w)g(o)504 b(equalities,)522 b(w)-36 b(e)503 b(ha)-36 b(v)g(e)504 b(tak)-36 b(en)503 b(in)-36 b(to)503 b(accoun)-36 b(t)503 b(the)g(expression)g(\(23\))4317 33935 y(and)467 b(the)f(fact)i(that)f Fr(k)48 b Fx(\271)-698 b Fu(\260)72 b Fr(k)426 b Fx(=)g(6)468 b(and)e Fu(\274)23009 33453 y Fs(0)23535 33935 y Fx(\(In)-36 b(t)269 b(\271)-699 b Fu(\260)72 b Fx(\))426 b(=)g(1.)679 b(According)468 b(to)f(\(34\))g(the)g(sum)g(in)4317 35540 y(the)433 b(exp)36 b(onen)-36 b(tial)434 b(satis\257es)12721 36652 y Fj(\257)12721 37449 y(\257)12721 38246 y(\257)12721 39043 y(\257)12721 39840 y(\257)12721 40637 y(\257)15485 38113 y(X)13163 40991 y Fq(X)69 b Fs(:Supp)156 b Fq(X)69 b Fp(\\)33 b Fs(\271)-503 b Fq(\260)53 b Fp(6)p Fs(=)p Fp(;)19946 39375 y Fu(\301)20716 38826 y Fq(T)21450 39375 y Fx(\()p Fu(X)104 b Fx(\))23645 36652 y Fj(\257)23645 37449 y(\257)23645 38246 y(\257)23645 39043 y(\257)23645 39840 y(\257)23645 40637 y(\257)24457 39375 y Fr(\267)25859 38113 y Fj(X)26035 40942 y Fq(b)p Fp(2)33 b Fs(\271)-503 b Fq(\260)30254 38113 y Fj(X)27999 40991 y Fq(X)69 b Fs(:Supp)157 b Fq(X)69 b Fp(\\)p Fq(b)p Fp(6)p Fs(=)p Fp(;)34648 39375 y Fr(j)p Fu(\301)35787 38826 y Fq(T)36521 39375 y Fx(\()p Fu(X)104 b Fx(\))p Fr(j)24457 43519 y(\267)369 b(k)49 b Fx(\271)-698 b Fu(\260)71 b Fr(k)222 b Fx(\(4)p Fu(g)48 b Fx(\))30489 42971 y Fs(6)31014 43519 y Fu(q)31639 42971 y Fp(\241)32504 42609 y Fo(3)p 32503 42770 V 32503 43318 a(2)33097 43519 y Fu(e)33700 42971 y Fs(36)p Fq(q)35092 42565 y Fm(\241)36068 42305 y Fo(1)p 35865 42416 812 33 v 35865 42875 a(12)45176 43519 y Fx(\(36\))6268 46381 y(This)434 b(implies)g(from)g(\(28\),)g (\(29\),)g(\(31\))g(and)f(\(36\))17535 48729 y Fu(\302)18350 48181 y Fs(f)18763 48729 y Fx(\()p Fu(\257)20003 48928 y Fq(t)20398 48729 y Fu(;)221 b(q)48 b Fx(\))369 b(=)f(2)p Fu(q)25135 48181 y Fp(\241)p Fs(1)p Fq(=)p Fs(2)27629 48729 y Fx(+)295 b Fu(O)36 b Fx(\()p Fu(q)31097 48181 y Fp(\241)p Fs(7)p Fq(=)p Fs(12)33765 48729 y Fx(\))10905 b(\(37\))4317 51077 y(giving)648 b(the)d(statemen)-36 b(t)645 b(of)i(the)f(Theorem)g(b)-36 b(y)646 b(taking)h(in)-36 b(to)646 b(accoun)-36 b(t)646 b(the)f(dualit)-36 b(y)4317 52682 y(relation\(11\).)p 12338 52682 651 651 v 4317 57547 a Fy(3)2152 b(Euler)717 b(Characteristic)g(on)f Fl(Z)31522 56853 y Fu(d)32254 57547 y Ff(;)319 b(d)532 b Fe(\270)f Fd(3)4317 61369 y Fk(3.1)1793 b(De\257nitions)4317 64346 y Fx(In)434 b(this)f(section,)h(w)-36 b(e)434 b(consider)f(the)g (h)-36 b(yp)36 b(ercubic)433 b(lattice)13193 66694 y Ft(Z)14079 66146 y Fq(d)14987 66694 y Fx(=)368 b Fr(f)p Fu(x)i Fx(=)e(\()p Fu(x)20765 66893 y Fs(1)21291 66694 y Fu(;)221 b(:)g(:)g(:)j(;)d(x)24943 66893 y Fq(d)25483 66694 y Fx(\))369 b(:)g Fu(x)27827 66893 y Fq(i)28572 66694 y Fr(2)f Ft(Z)p Fu(;)443 b(i)369 b Fx(=)f(1)p Fu(;)221 b(:)g(:)g(:)j(;)d(d)p Fr(g)25253 70015 y Fx(14)p eop %%Page: 15 15 15 14 bop 4317 7306 a Fx(W)-108 b(e)613 b(let)g Ft(L)p Fx(,)657 b(b)36 b(e)613 b(the)f(asso)36 b(ciated)614 b(cell)g(complex.)1117 b(Recall)614 b(that)e Ft(L)674 b Fx(=)f Fr(f)q Ft(L)41961 7505 y Fs(0)42486 7306 y Fu(;)221 b(:)g(:)g(:)j(;)d Ft(L)46285 7505 y Fq(d)46824 7306 y Fr(g)4317 8911 y Fx(where)450 b Ft(L)8977 9110 y Fs(0)9900 8911 y Fx(=)397 b Ft(Z)12195 8429 y Fq(d)13185 8911 y Fx(is)450 b(the)g(set)g(of)i(sites,)j Ft(L)24485 9110 y Fs(1)25460 8911 y Fx(is)c(the)f(set)g(of)h(b)36 b(onds)450 b(and)f Ft(L)39836 9110 y Fs(2)40812 8911 y Fx(is)i(the)f(set)g(of)4317 10516 y(plaquettes,)330 b(etc...)535 b(.)g(The)303 b(elemen)-36 b(ts)303 b Fu(s)23352 10034 y Fq(p)24184 10516 y Fx(of)h Ft(L)26421 10715 y Fq(p)27253 10516 y Fx(are)f(called)h Fu(p)p Fx({cells)g(and)f(a)h Fu(p)p Fx(-cell)f(ma)-36 b(y)304 b(b)36 b(e)4317 12121 y(represen)-36 b(ted)432 b(as)i(\()p Fu(x)p Fx(;)221 b Fu(\276)15388 12320 y Fs(1)15915 12121 y Fu(e)16518 12320 y Fq(i)16838 12443 y Fo(1)17354 12121 y Fu(;)g(:::;)g(\276)20340 12320 y Fq(p)20872 12121 y Fu(e)21475 12320 y Fq(i)21795 12431 y Fn(p)22333 12121 y Fx(\))433 b(where)g Fu(x)369 b Fr(2)g Ft(Z)30278 11639 y Fq(d)30817 12121 y Fu(;)221 b Fx(\()p Fu(e)32508 12320 y Fs(1)33034 12121 y Fu(;)g(:::;)g(e)35884 12320 y Fq(d)36426 12121 y Fx(\))433 b(is)h(an)f(orthonormal)4317 13726 y(basis)473 b(of)g Ft(R)10029 13244 y Fq(d)11041 13726 y Fx(and)f Fu(\276)14348 13925 y Fq(\256)15443 13726 y Fx(=)434 b Fr(\247)p Fx(1)p Fu(;)221 b(\256)445 b Fx(=)434 b(1)p Fu(;)221 b(:::;)g(p)p Fx(.)697 b(W)-108 b(e)473 b(shall)f(use)g Fu(S)35002 13244 y Fq(p)35532 13726 y Fx(\()p Fu(x)p Fx(\))g(to)g(denote)g(the)g(set)4317 15331 y(of)h(all)g(suc)-36 b(h)472 b Fu(p)p Fx(-cells)g(con)-36 b(taining)472 b Fu(x)p Fx(.)695 b(The)472 b(b)36 b(oundary)471 b(of)i(a)g Fu(p)p Fx(-cell)f(is)h(denoted)e(b)-36 b(y)472 b Fu(@)72 b(s)46960 14849 y Fq(p)4317 16936 y Fx(and)433 b(the)g(co{b)36 b(oundary)434 b(of)g(a)g Fu(p)p Fx(-cell)g(is)g (denoted)e Fu(\261)50 b(s)30242 16454 y Fq(p)31204 16936 y Fx(\(see)434 b([D)-36 b(W)q(]\).)6268 19119 y(As)351 b(in)g(the)g(previous)g(section,)368 b(to)351 b(a)g(set)g(of)h(b)36 b(onds)350 b Fu(X)474 b Fr(\275)369 b Ft(L)34843 19318 y Fs(1)35720 19119 y Fx(w)-36 b(e)351 b(asso)36 b(ciate)352 b(the)f(sub-)4317 20724 y(complex)413 b(\244\()p Fu(X)104 b Fx(\))412 b Fr(\275)369 b Ft(L)412 b Fx(de\257ned)e(as)j(the)e (maximal)j(closed)e(sub)36 b(complex)412 b(that)g(con)-36 b(tains)4317 22329 y Fu(X)539 b Fx(:)578 b(this)433 b(sub)36 b(complex)434 b(is)g(the)f(union)g(\244\()p Fu(X)104 b Fx(\))369 b(=)g(\244)29411 22528 y Fs(0)29936 22329 y Fx(\()p Fu(X)104 b Fx(\))296 b Fr([)f Fu(:)221 b(:)g(:)297 b Fr([)d Fx(\244)37513 22528 y Fq(d)38053 22329 y Fx(\()p Fu(X)104 b Fx(\))434 b(where)22624 25123 y(\244)23527 25322 y Fs(1)24053 25123 y Fx(\()p Fu(X)104 b Fx(\))369 b(=)g Fu(X)4317 27916 y Fx(is)434 b(the)f(set)h(of)g(b)36 b(onds)433 b(itself,)17209 30709 y(\244)18112 30908 y Fs(0)18637 30709 y Fx(\()p Fu(X)104 b Fx(\))370 b(=)f Fr(f)p Fu(x)g Fr(2)f Ft(L)26495 30908 y Fs(0)27390 30709 y Fx(:)h Fu(x)295 b Fr(\\)g Fu(X)474 b Fr(6)p Fx(=)369 b Fr(;g)4317 33502 y Fx(is)434 b(the)f(set)h(of)g(sites)g(whic)-36 b(h)433 b(are)h(endp)36 b(oin)-36 b(ts)432 b(of)j(b)36 b(onds)432 b(of)j Fu(X)104 b Fx(,)434 b(and)g(for)g Fu(p)368 b Fx(=)h(2)p Fu(;)221 b(:)g(:)g(:)j(;)d(d)9352 36295 y Fx(\244)10255 36494 y Fq(p)10784 36295 y Fx(\()p Fu(X)104 b Fx(\))370 b(=)e Fr(f)p Fu(s)16006 35747 y Fq(p)16904 36295 y Fr(2)h Ft(L)19045 36494 y Fq(p)19942 36295 y Fx(:)803 b(ev)-36 b(ery)434 b(cell)h(in)e Fu(@)72 b(s)29740 35747 y Fq(p)30702 36295 y Fx(b)36 b(elongs)434 b(to)g(\244)37863 36494 y Fq(p)p Fp(\241)p Fs(1)39594 36295 y Fx(\()p Fu(X)104 b Fx(\))p Fr(g)4317 39088 y Fx(F)-108 b(or)386 b(a)g(set)g(of)h(b)36 b(onds)385 b Fu(X)104 b Fx(,)397 b(w)-36 b(e)386 b(de\257ne)f(the)h(b) 36 b(oundary)385 b Fu(B)67 b Fx(\()p Fu(X)104 b Fx(\))387 b(of)g Fu(X)491 b Fx(as)386 b(the)g(set)g(of)g(b)36 b(onds)4317 40693 y(of)434 b Fu(X)539 b Fx(that)433 b(b)36 b(elong)434 b(to)g(a)g(plaquette)f(of)h Ft(L)25174 40892 y Fs(2)25995 40693 y Fr(n)295 b Fx(\244)27857 40892 y Fs(2)28383 40693 y Fx(\()p Fu(X)104 b Fx(\).)6268 42876 y(W)-108 b(e)434 b(also)g(asso)36 b(ciate)435 b(to)f(the)f(set)h(of)g(b)36 b(onds)433 b Fu(X)538 b Fx(the)433 b(o)36 b(ccupation)434 b(n)-36 b(um)g(b)36 b(er)19658 46370 y Fu(n)20434 46569 y Fq(b)21261 46370 y Fx(=)22642 44497 y Fj(\275)24192 45557 y Fx(1)1107 b(if)1394 b Fu(b)369 b Fr(2)f Fu(X)24192 47162 y Fx(0)1107 b(otherwise)45827 46370 y(\(1\))4317 49938 y(and)442 b(let)g Fu(n)385 b Fr(\264)f(f)p Fu(n)12760 50137 y Fq(b)13218 49938 y Fr(g)13882 50326 y Fq(b)p Fp(2)p Fi(L)15502 50449 y Fo(1)16461 49938 y Fx(b)36 b(e)442 b(the)g(asso)36 b(ciated)443 b(con\257guration.)605 b(W)-108 b(e)442 b(then)f(use)h Fu(N)43755 49456 y Fq(p)44284 49938 y Fx(\()p Fu(n)p Fx(\))383 b Fr(\264)4317 51543 y(j)p Fx(\244)5589 51742 y Fq(p)6118 51543 y Fx(\()p Fu(X)104 b Fx(\))p Fr(j)434 b Fx(to)g(denote)f(the)g(n)-36 b(um)g(b)36 b(er)432 b(of)i Fu(p)p Fx({cells)g(of)h(\244)29864 51742 y Fq(p)30393 51543 y Fx(\()p Fu(X)104 b Fx(\).)6268 53726 y(The)434 b(Euler)f(c)-36 b(haracteristic)434 b(of)g(\244\()p Fu(X)104 b Fx(\))434 b(is)g(de\257ned)e(b)-36 b(y)19363 57765 y Fu(\302)-786 b(\302)g(\302)g(\302)p Fx(\()p Fu(n)p Fx(\))369 b(=)24520 56105 y Fq(d)23802 56503 y Fj(X)23924 59293 y Fq(p)p Fs(=1)25721 57765 y Fx(\()p Fr(\241)p Fx(1\))28416 57217 y Fq(p)28945 57765 y Fu(N)30126 57217 y Fq(p)30654 57765 y Fx(\()p Fu(n)p Fx(\))13385 b(\(2\))4317 61819 y(It)434 b(satis\257es)g(the)f(Euler{P)-36 b(oincar)g(\266)-614 b(e)433 b(form)-36 b(ula)19561 65526 y Fu(\302)-786 b(\302)g(\302)g (\302)o Fx(\()p Fu(n)p Fx(\))369 b(=)24717 63865 y Fq(d)24000 64264 y Fj(X)24121 67053 y Fq(p)p Fs(=1)25919 65526 y Fx(\()p Fr(\241)p Fx(1\))28614 64977 y Fq(p)29143 65526 y Fu(\274)29929 64977 y Fq(p)30457 65526 y Fx(\()p Fu(n)p Fx(\))13582 b(\(3\))25253 70015 y(15)p eop %%Page: 16 16 16 15 bop 4317 7306 a Fx(where)434 b Fu(\274)8861 6824 y Fq(p)9389 7306 y Fx(\()p Fu(n)p Fx(\))g(are)f(the)g(Betti)h(n)-36 b(um)g(b)36 b(ers)432 b(of)i(the)f(cell)i(complex)f(\244\()p Fu(X)104 b Fx(\).)6268 9429 y(W)-108 b(e)422 b(then)f(de\257ne,)i(for)f (a)g(\\v)-36 b(olume")423 b Fu(V)658 b Fr(\275)369 b Ft(L)28076 9628 y Fs(1)28602 9429 y Fx(,)424 b(the)d(F)-108 b(ortuin{Kasteleyn)422 b(partition)4317 11034 y(functions)9193 13407 y Fu(Z)10178 12859 y Fs(b)26 b(c)11201 13407 y Fx(\()p Fu(V)72 b(;)221 b(\257)74 b(;)221 b(q)48 b Fx(\))370 b(=)18458 12145 y Fj(X)17391 15203 y Fq(n)p Fp(2f)p Fs(0)p Fq(;)p Fs(1)p Fp(g)20732 14813 y Fn(V)21444 13407 y Fx(\()p Fu(e)22553 12859 y Fq(\257)23477 13407 y Fr(\241)295 b Fx(1\))25961 12859 y Fq(N)26802 12546 y Fo(1)27264 12859 y Fs(\()p Fq(n)p Fs(\))28622 13407 y Fu(q)29247 12859 y Fp(j)p Fs(\244)30161 12982 y Fo(0)30621 12859 y Fs(\()p Fq(V)209 b Fs(\))p Fp(j)q(\241)p Fq(N)33945 12546 y Fo(0)34406 12859 y Fs(\()p Fq(n)p Fs(\)+)p Fq(\274)37013 12546 y Fo(0)37474 12859 y Fs(\()p Fq(n)p Fs(\))39053 13407 y Fu(\267)39802 12859 y Fs(b)26 b(c)40824 13407 y Fx(\()p Fu(n)p Fx(\))3215 b(\(4\))4317 17359 y(and)439 b(the)f(corresp)36 b(onding)439 b(\257nite)f(v)-36 b(olume)439 b(exp)36 b(ectations)440 b(of)f(lo)36 b(cal)441 b(functions)e Fu(f)580 b Fx(of)440 b(the)4317 18964 y(b)36 b(onds)433 b(v)-72 b(ariable)434 b Fr(f)p Fu(n)14435 19163 y Fq(b)14894 18964 y Fr(g)g Fx(b)-36 b(y)4887 21930 y Fr(h)p Fu(f)142 b Fr(i)6704 21381 y Fs(b)26 b(c)7726 21930 y Fx(\()p Fu(V)72 b(;)221 b(\257)74 b(;)221 b(q)48 b Fx(\))369 b(=)16868 21031 y(1)p 14048 21624 6291 54 v 14048 22841 a Fu(Z)15033 22457 y Fq(bc)15899 22841 y Fx(\()p Fu(V)72 b(;)221 b(\257)74 b(;)221 b(q)48 b Fx(\))21760 20668 y Fj(X)20693 23726 y Fq(n)p Fp(2f)p Fs(0)p Fq(;)p Fs(1)p Fp(g)24034 23336 y Fn(V)24968 21930 y Fu(f)142 b Fx(\()p Fu(e)26860 21381 y Fq(\257)27783 21930 y Fr(\241)296 b Fx(1\))30268 21381 y Fq(N)31109 21069 y Fo(1)31570 21381 y Fs(\()p Fq(n)p Fs(\))32928 21930 y Fu(q)33553 21381 y Fp(j)p Fs(\244)34467 21504 y Fo(0)34928 21381 y Fs(\()p Fq(V)209 b Fs(\))p Fp(j\241)p Fq(N)38251 21069 y Fo(0)38712 21381 y Fs(\()p Fq(n)p Fs(\)+)p Fq(\274)41319 21069 y Fo(0)41780 21381 y Fs(\()p Fq(n)p Fs(\))43360 21930 y Fu(\267)44109 21381 y Fs(b)26 b(c)45131 21930 y Fx(\()p Fu(n)p Fx(\))45827 25187 y(\(5\))4317 26792 y(Here)536 b Fu(\267)8239 26310 y Fs(b)26 b(c)9261 26792 y Fx(\()p Fu(n)p Fx(\))536 b(refers)h(to)f(the)f(b)36 b(oundary)536 b(condition)g Fu(bc)p Fx(.)885 b(In)536 b(particular,)562 b(w)-36 b(e)536 b(will)i(b)36 b(e)4317 28397 y(in)-36 b(terested)535 b(in)g(the)g(free)h(b)36 b(oundary)535 b(condition)g Fu(\267)29458 27915 y Fs(f)29871 28397 y Fx(\()p Fu(n)p Fx(\))542 b(=)g(1)536 b(and)f(in)h(the)f (ordered)f(or)4317 30003 y(wired)434 b(b)36 b(oundary)433 b(condition)g Fu(\267)20168 29521 y Fs(w)20916 30003 y Fx(\()p Fu(n)p Fx(\))369 b(=)24454 29006 y Fj(Q)25708 30390 y Fq(b)p Fp(2)p Fq(B)44 b Fs(\()p Fq(V)208 b Fs(\))29257 30003 y Fu(n)30033 30202 y Fq(b)30491 30003 y Fx(.)6268 32550 y(Notice)434 b(that)f(for)i(a)e(con\257guration)h Fu(n)369 b Fr(2)g(f)p Fx(0)p Fu(;)221 b Fx(1)p Fr(g)29727 31904 y Fp(j)q Fq(V)209 b Fp(j)31062 32550 y Fx(,)434 b(one)g(has)11737 35155 y Fu(N)12918 34607 y Fs(0)13443 35155 y Fx(\()p Fu(n)p Fx(\))369 b(=)g(\244)17884 35354 y Fs(0)18410 35155 y Fx(\()p Fu(V)289 b Fx(\))295 b Fr(\241)23012 33894 y Fj(X)22092 36772 y Fq(x)p Fp(2)p Fs(\244)23902 36895 y Fo(0)24363 36772 y Fs(\()p Fq(V)209 b Fs(\))27604 33894 y Fj(Y)26073 36788 y Fq(b)p Fp(2)p Fq(S)27725 36535 y Fo(1)28186 36788 y Fs(\()p Fq(x)p Fs(\))p Fp(\\)p Fq(V)30832 35155 y Fx(\(1)295 b Fr(\241)g Fu(n)34387 35354 y Fq(b)34845 35155 y Fx(\))11737 39339 y Fu(N)12918 38791 y Fs(1)13443 39339 y Fx(\()p Fu(n)p Fx(\))369 b(=)17901 38077 y Fj(X)16981 40955 y Fq(x)p Fp(2)p Fs(\244)18791 41078 y Fo(0)19252 40955 y Fs(\()p Fq(V)209 b Fs(\))21095 38441 y Fx(1)p 21095 39034 651 54 v 21095 40250 a(2)23519 38077 y Fj(X)22099 40971 y Fq(b)p Fp(2)p Fq(S)23751 40719 y Fo(1)24212 40971 y Fs(\()p Fq(x)p Fs(\))p Fp(\\)p Fq(V)27079 39339 y Fu(n)27855 39538 y Fq(b)11734 43523 y Fu(N)12915 42975 y Fq(p)13443 43523 y Fx(\()p Fu(n)p Fx(\))369 b(=)17901 42261 y Fj(X)16981 45139 y Fq(x)p Fp(2)p Fs(\244)18791 45262 y Fo(0)19252 45139 y Fs(\()p Fq(V)209 b Fs(\))21359 42625 y Fx(1)p 21095 43218 1180 54 v 21095 44434 a(2)21745 44051 y Fq(p)23624 42261 y Fj(X)22628 45139 y Fq(s)23063 44887 y Fn(p)23545 45139 y Fp(2)p Fq(S)24794 44887 y Fn(p)25277 45139 y Fs(\()p Fq(x)p Fs(\))27576 42261 y Fj(Y)26759 45090 y Fq(b)p Fp(2)p Fq(s)28224 44838 y Fn(p)28706 45090 y Fp(\\)p Fq(V)30312 43523 y Fu(n)31088 43722 y Fq(b)31546 43523 y Fu(;)1523 b(p)368 b Fx(=)h(2)p Fu(;)221 b(:)g(:)g(:)j(;)d(d)4317 47295 y Fx(where,)408 b(with)401 b(a)g(sligh)-36 b(t)401 b(abuse)g(of)g(notations,)408 b(the)401 b(last)g(pro)36 b(duct)400 b(is)h(o)-36 b(v)g(er)401 b(the)g(b)36 b(onds)400 b(of)4317 48900 y Fu(V)705 b Fx(that)416 b(b)36 b(elong)416 b(to)g(the)f(cells)i Fu(s)19933 48418 y Fq(p)20461 48900 y Fx(.)573 b(Accordingly)417 b(w)-36 b(e)416 b(de\257ne)e(the)i(Euler)f (c)-36 b(haracteristic)4317 50505 y(p)36 b(er)433 b(site)h(as)g(follo) -36 b(ws)6210 54050 y Fu(\302)7025 54249 y Fq(x)7610 54050 y Fx(\()p Fu(n)p Fx(\))369 b Fr(\264)g Fx(1)296 b Fr(\241)14286 52789 y Fj(Y)13443 55667 y Fq(b)p Fp(2)p Fq(S)50 b Fs(1\()p Fq(x)p Fs(\))16827 54050 y Fx(\(1)295 b Fr(\241)g Fu(n)20382 54249 y Fq(b)20841 54050 y Fx(\))g Fr(\241)23103 53152 y Fx(1)p 23103 53745 651 54 v 23103 54962 a(2)24840 52789 y Fj(X)24107 55667 y Fq(b)p Fp(2)p Fq(S)50 b Fs(1\()p Fq(x)p Fs(\))27712 54050 y Fu(n)28488 54249 y Fq(b)29242 54050 y Fx(+)31266 52390 y Fq(d)30548 52789 y Fj(X)30670 55578 y Fq(p)p Fs(=2)32821 53152 y Fx(\()p Fr(\241)p Fx(1\))35516 52670 y Fq(p)p 32821 53745 3225 54 v 33844 54962 a Fx(2)34494 54578 y Fq(p)37395 52789 y Fj(X)36400 55667 y Fq(s)36835 55415 y Fn(p)37317 55667 y Fp(2)p Fq(S)38566 55415 y Fn(p)39048 55667 y Fs(\()p Fq(x)p Fs(\))40656 52789 y Fj(Y)40531 55617 y Fq(b)p Fp(2)p Fq(s)41996 55365 y Fn(p)42699 54050 y Fu(n)43475 54249 y Fq(b)45827 54050 y Fx(\(6\))4317 57822 y(where)434 b(the)f(last)h(pro)36 b(duct)432 b(runs)h(o)-36 b(v)g(er)434 b(the)f(b)36 b(onds)433 b(that)g(b)36 b(elong)434 b(to)f(the)g(cells)i Fu(s)43618 57340 y Fq(p)44146 57822 y Fx(.)4317 62109 y Fk(3.2)1793 b(Results)4317 65089 y Fx(The)330 b(follo)-36 b(wing)333 b(theorem)d(sho)-36 b(ws)330 b(existence)h(results)f(that)g (can)g(b)36 b(e)330 b(pro)-36 b(v)g(ed)330 b(in)g(the)g(same)4317 66694 y(w)-36 b(a)g(y)435 b(as)f(in)f(the)g(previous)h(Section.)25253 70015 y(16)p eop %%Page: 17 17 17 16 bop 4317 7306 a Fh(Theorem)499 b(5)1301 b FA(a\))466 b(The)e(fol)66 b(lowing)465 b(limits)f(exist)g(and)h(c)-66 b(oincide)11639 11191 y Fx(lim)11168 12023 y Fq(V)209 b Fp(!)p Fi(L)13456 12146 y Fo(1)14138 9318 y Fj(\277)16930 10293 y Fu(\302)-786 b(\302)g(\302)g(\302)p 15268 10886 4226 54 v 15268 12103 a Fr(j)p Fx(\244)16540 12302 y Fs(0)17065 12103 y Fx(\()p Fu(V)289 b Fx(\))p Fr(j)19626 9318 y Fj(\300)20622 9616 y Fs(f)21256 11191 y Fx(\()p Fu(V)72 b(;)221 b(\257)74 b(;)221 b(q)48 b Fx(\))370 b(=)840 b(lim)27446 12023 y Fq(V)209 b Fp(!)p Fi(L)29734 12146 y Fo(1)30417 11191 y Fr(h)o Fu(\302)31748 11390 y Fs(0)32274 11191 y Fr(i)32791 10546 y Fs(f)33425 11191 y Fx(\()p Fu(V)72 b(;)221 b(\257)74 b(;)221 b(q)48 b Fx(\))369 b Fr(\264)h Fu(\302)40451 10643 y Fs(f)40863 11191 y Fx(\()p Fu(\257)74 b(;)221 b(q)48 b Fx(\))1937 b(\(7\))7569 14739 y FA(and)485 b(de\257ne)f(the)g(me)-66 b(an)484 b(lo)-66 b(c)g(al)485 b(Euler)g(char)-66 b(acteristic)483 b(with)i(fr)-66 b(e)g(e)483 b(b)-66 b(oundary)485 b(c)-66 b(on-)7569 16344 y(dition)463 b Fu(\302)12136 15862 y Fs(f)12549 16344 y Fx(\()p Fu(\257)74 b(;)221 b(q)48 b Fx(\))p FA(.)4967 19034 y(b\))466 b(A)-33 b(nalo)-66 b(gously,)464 b(the)g(fol)66 b(lowing)465 b(limits)f(exist)g(and)h(c) -66 b(oincide)10305 22686 y Fx(lim)9834 23517 y Fq(V)209 b Fp(!)p Fi(L)12122 23640 y Fo(1)12805 20813 y Fj(\277)15596 21787 y Fu(\302)-786 b(\302)g(\302)g(\302)p 13934 22380 V 13934 23597 a Fr(j)p Fx(\244)15206 23796 y Fs(0)15731 23597 y Fx(\()p Fu(V)290 b Fx(\))p Fr(j)18292 20813 y Fj(\300)19288 21110 y Fs(w)20258 22686 y Fx(\()p Fu(V)72 b(;)221 b(\257)74 b(;)221 b(q)48 b Fx(\))370 b(=)840 b(lim)26447 23517 y Fq(V)209 b Fp(!)p Fi(L)28735 23640 y Fo(1)29418 22686 y Fr(h)p Fu(\302)30750 22885 y Fs(0)31275 22686 y Fr(i)31792 22040 y Fs(w)32761 22686 y Fx(\()p Fu(V)72 b(;)221 b(\257)74 b(;)221 b(q)48 b Fx(\))370 b Fr(\264)f Fu(\302)39787 22138 y Fs(w)40535 22686 y Fx(\()p Fu(\257)74 b(;)221 b(q)48 b Fx(\))2265 b(\(8\))7569 26233 y FA(and)392 b(de\257ne)f(the)g(me)-66 b(an)391 b(lo)-66 b(c)g(al)392 b(Euler)g(char)-66 b(acteristic)390 b(with)i(wir)-66 b(e)g(d)391 b(b)-66 b(oundary)392 b(c)-66 b(on-)7569 27838 y(dition)463 b Fu(\302)12136 27356 y Fs(w)12884 27838 y Fx(\()p Fu(\257)74 b(;)221 b(q)48 b Fx(\))p FA(.)6268 31382 y Fx(It)355 b(is)g(kno)-36 b(wn)355 b(that,)370 b(for)356 b(large)f Fu(q)402 b Fx(and)354 b Fu(d)369 b Fr(\270)g Fx(2,)j(the)354 b(mo)36 b(del)355 b(exhibits)g(a)g(\(temp)36 b(erature)4317 32987 y(driv)-36 b(en\))395 b(\257rst)g(order)h(phase)f(transition)h(at)g(some)g(in)-36 b(v)g(erse)396 b(temp)36 b(erature)395 b Fu(\257)41383 33186 y Fq(t)42174 32987 y Fx(\()p Fr(\274)44222 32464 y Fs(1)p 44215 32682 485 54 v 44215 33446 a Fq(d)45053 32987 y Fx(ln)221 b Fu(q)48 b Fx(\))4317 34593 y(where)443 b(the)g(mean)g(energy)18397 34070 y Fq(d)p 18110 34287 1058 54 v 18110 35051 a(d\257)19300 34593 y Fu(f)142 b Fx(\()p Fu(\257)74 b(;)221 b(q)48 b Fx(\))443 b(is)h(discon)-36 b(tin)g(uous)442 b([KS].)608 b(The)444 b(follo)-36 b(wing)445 b(theo-)4317 36198 y(rem)433 b(sho)-36 b(ws)434 b(that)f(it)h(is)g (also)g(the)g(case)g(for)g(the)f(mean)g(lo)36 b(cal)435 b(Euler)e(c)-36 b(haracteristic.)4317 39742 y Fh(Theorem)499 b(6)651 b FA(Assume)546 b(that)f Fu(q)593 b FA(is)545 b(lar)-66 b(ge)545 b(enough,)565 b(then)545 b(ther)-66 b(e)544 b(exists)h(a)h(unique)f(in-)4317 41347 y(verse)435 b(temp)-66 b(er)g(atur)g(e)432 b Fu(\257)15435 41546 y Fq(t)16266 41347 y FA(wher)-66 b(e)434 b(the)h(me)-66 b(an)433 b(lo)-66 b(c)g(al)435 b(Euler)g(char)-66 b(acteristic)433 b(is)h(disc)-66 b(ontinu-)4317 42952 y(ous.)15554 45809 y Fu(\302)16369 45261 y Fs(f)16781 45809 y Fx(\()p Fu(\257)18021 46008 y Fq(t)18416 45809 y Fu(;)221 b(q)48 b Fx(\))369 b(=)g Fu(d)221 b(q)23401 45261 y Fp(\241)24266 44887 y Fn(d)p Fm(\241)p Fo(1)p 24265 45059 1473 40 v 24788 45608 a Fn(d)26221 45809 y Fx(+)294 b Fu(O)36 b Fx(\()p Fu(q)29688 45227 y Fp(\241)30553 44853 y Fn(d)p Fm(\241)p Fo(1)p 30552 45025 V 31075 45574 a Fn(d)32157 45227 y Fs([1+)34490 44864 y Fo(1)p 33754 45025 1879 40 v 33754 45574 a(4)p Fn(d)p Fm(\241)p Fo(2)35765 45227 y Fs(])36082 45809 y Fx(\))9239 b(\(9\))15218 48072 y Fu(\302)16033 47523 y Fs(w)16781 48072 y Fx(\()p Fu(\257)18021 48271 y Fq(t)18416 48072 y Fu(;)221 b(q)48 b Fx(\))369 b(=)g(\()p Fr(\241)p Fx(1\))24574 47523 y Fq(d)p Fp(\241)p Fs(1)26316 48072 y Fu(d)221 b(q)27838 47523 y Fp(\241)28713 47161 y Fo(1)p 28702 47322 427 40 v 28702 47871 a Fn(d)29612 48072 y Fx(+)295 b Fu(O)36 b Fx(\()p Fu(q)33080 47523 y Fp(\241)33955 47161 y Fo(1)p 33944 47322 V 33944 47871 a Fn(d)34503 47523 y Fp(\241)35368 47161 y Fo(1)p 35368 47322 406 40 v 35368 47871 a(2)35962 48072 y Fx(\))8708 b(\(10\))4317 50929 y FA(and)465 b(for)g(every)f Fu(\257)443 b Fr(6)p Fx(=)368 b Fu(\257)15645 51128 y Fq(t)20606 52534 y Fu(\302)21421 51986 y Fs(f)21834 52534 y Fx(\()p Fu(\257)74 b(;)221 b(q)48 b Fx(\))368 b(=)h Fu(\302)27425 51986 y Fs(w)28173 52534 y Fx(\()p Fu(\257)74 b(;)221 b(q)48 b Fx(\))13976 b(\(11\))6268 56196 y(Note)502 b(that)g(while)g (the)g(jump)f(of)h(the)g(mean)g(energy)g(is)g(\242)p Fu(E)563 b Fx(=)485 b(1)342 b Fr(\241)g Fu(O)36 b Fx(\()p Fu(q)43196 55706 y Fp(\241)44071 55344 y Fo(1)p 44060 55505 427 40 v 44060 56053 a Fn(d)44674 56196 y Fx(\))502 b(the)4317 57919 y(jump)476 b(\242)p Fu(\302)441 b Fx(=)g Fr(j)p Fu(\302)12697 57437 y Fq(f)13302 57919 y Fx(\()p Fu(\257)14542 58118 y Fq(t)14937 57919 y Fu(;)221 b(q)48 b Fx(\))324 b Fr(\241)h Fu(\302)19147 57437 y Fq(w)19901 57919 y Fx(\()p Fu(\257)21141 58118 y Fq(t)21536 57919 y Fu(;)221 b(q)48 b Fx(\))p Fr(j)442 b Fx(=)f Fu(O)36 b Fx(\()p Fu(q)27674 57429 y Fp(\241)28549 57067 y Fo(1)p 28538 57228 V 28538 57776 a Fn(d)29153 57919 y Fx(\))476 b(for)h(ev)-36 b(en)476 b(space)g(dimensions)g(and)4317 59687 y(\242)p Fu(\302)369 b Fx(=)f Fu(O)36 b Fx(\()p Fu(q)10126 59197 y Fp(\241)10991 58823 y Fn(d)p Fm(\241)p Fo(1)p 10990 58995 1473 40 v 11513 59544 a Fn(d)12651 59687 y Fx(\))433 b(for)h(o)36 b(dd)433 b(space)h(dimensions.)6268 61879 y Fh(Pro)42 b(of)507 b(of)h(Theorem)h(6.)1301 b Fx(W)-108 b(e)441 b(b)36 b(egin)442 b(with)g(the)f(pro)36 b(of)443 b(of)f(\(9\))g(whic)-36 b(h)442 b(is)g(based,)4317 63484 y(as)379 b(in)e(Section)h(2,)390 b(on)378 b(a)g(con)-36 b(tour)378 b(represen)-36 b(tation)377 b(of)i(the)e(mo)36 b(del)379 b([LMMRS)o(].)560 b(W)-108 b(e)378 b(\257rst)4317 65089 y(in)-36 b(tro)36 b(duce)522 b(some)h(geometrical)h (de\257nitions.)844 b(Tw)-36 b(o)524 b(b)36 b(onds)522 b(are)h(said)f(co{adjacen)-36 b(t)524 b(if)4317 66694 y(there)463 b(exists)i(a)f Fu(d)p Fx({cell)h(con)-36 b(taining)464 b(these)f(t)-36 b(w)g(o)465 b(b)36 b(onds.)668 b(A)464 b(set)g(of)g(b)36 b(onds,)471 b Fu(X)104 b Fx(,)473 b(is)464 b(said)25253 70015 y(17)p eop %%Page: 18 18 18 17 bop 4317 7306 a Fx(co{connected)428 b(if)g(for)g(an)-36 b(y)428 b Fu(b)f Fx(and)g Fu(b)21934 6824 y Fp(0)22672 7306 y Fx(in)h Fu(X)104 b Fx(,)430 b(there)d(exists)h(a)g(sequence)f (of)h(b)36 b(onds)427 b(in)h Fu(X)4317 8911 y(b)473 b Fx(=)f Fu(b)7380 9110 y Fs(1)7906 8911 y Fu(;)221 b(:)g(:)g(:)j(;)d(b) 11372 9110 y Fq(n)12471 8911 y Fx(=)473 b Fu(b)14509 8429 y Fp(0)14819 8911 y Fx(,)510 b(suc)-36 b(h)494 b(that)g Fu(b)22117 9110 y Fq(i)22987 8911 y Fx(and)g Fu(b)26130 9110 y Fq(i)p Fs(+1)28203 8911 y Fx(are)h(co{adjacen)-36 b(t.)762 b(W)-108 b(e)494 b(note)g(that)g(to)4317 10516 y(an)-36 b(y)457 b Fu(p)p Fx({cell)h(in)e Ft(L)h Fx(w)-36 b(e)457 b(can)f(asso)36 b(ciate)459 b(the)d(orthogonal)h(\()p Fu(d)311 b Fr(\241)g Fu(p)p Fx(\){cell)458 b(of)f(the)f(dual)h(cell) 4317 12121 y(complex)439 b Ft(L)10302 11639 y Fp(\244)11266 12121 y Fx(corresp)36 b(onding)437 b(to)i(the)e(dual)h(lattice)h(\()p Ft(Z)298 b Fx(+)g(1)p Fu(=)p Fx(2\))35792 11639 y Fq(d)36771 12121 y Fx(whic)-36 b(h)437 b(in)-36 b(tersects)438 b(it.)4317 13726 y(The)496 b(co{connectedness)g(of)h(a)f(set)g(of)h(b)36 b(onds)496 b(means)g(that)f(its)i(dual)e(is)i(a)f(connected)4317 15331 y(set)510 b(of)h Ft(R)8941 14849 y Fq(d)9991 15331 y Fx(\(with)f(the)f(usual)h(top)36 b(ology\).)810 b(Consider)510 b(the)g(co{b)36 b(oundary)510 b Fu(C)95 b Fx(\()p Fu(X)104 b Fx(\))510 b(of)h(a)4317 16936 y(set)434 b(of)g(b)36 b(onds)433 b Fu(X)538 b Fx(:)579 b Fu(C)95 b Fx(\()p Fu(X)104 b Fx(\))369 b(=)g Fu(C)20089 17135 y Fs(1)20614 16936 y Fx(\()p Fu(X)104 b Fx(\))296 b Fr([)f Fu(C)25217 17135 y Fs(2)25742 16936 y Fx(\()p Fu(X)104 b Fx(\))434 b(where)11506 19842 y Fu(C)12437 20041 y Fs(1)12962 19842 y Fx(\()p Fu(X)104 b Fx(\))370 b(=)f Fr(f)p Fu(b)g Fr(2)f Ft(L)20634 20041 y Fs(1)21455 19842 y Fr(n)295 b Fu(X)474 b Fx(:)369 b Fu(b)434 b Fx(has)f(1)h(endp)36 b(oin)-36 b(t)433 b(in)g(\244\()p Fu(X)104 b Fx(\))p Fr(g)11506 21779 y Fu(C)12437 21978 y Fs(2)12962 21779 y Fx(\()p Fu(X)g Fx(\))370 b(=)f Fr(f)p Fu(b)g Fr(2)f Ft(L)20634 21978 y Fs(1)21455 21779 y Fr(n)295 b Fu(X)474 b Fx(:)369 b Fu(b)434 b Fx(has)f(2)h(endp)36 b(oin)-36 b(ts)433 b(in)g(\244\()p Fu(X)104 b Fx(\))p Fr(g)4317 24684 y Fx(A)459 b(subset)f Fu(\260)485 b Fr(\275)412 b Ft(L)13256 24883 y Fs(1)14240 24684 y Fx(is)460 b(called)f(con)-36 b(tour)459 b(if)g(it)h(is)f(the)f(co{b)36 b(oundary)460 b(of)f(a)h(set)f(of)g(b)36 b(onds)4317 26289 y Fu(X)664 b Fx(and)559 b(if)i(it)e(is)h(co{connected.)956 b(When)559 b Fu(X)664 b Fx(is)560 b(\257nite,)591 b Fu(\260)631 b Fx(is)560 b(called)g(con)-36 b(tour)559 b(of)h(the)4317 27894 y(free)458 b(class)g(\(or)f(f{con)-36 b(tour\))457 b(and)f Fu(X)562 b Fx(will)459 b(b)36 b(e)456 b(denoted)h(b)-36 b(y)457 b(In)-36 b(t)221 b Fu(\260)72 b Fx(.)648 b(The)458 b(length)e(of)i Fu(\260)529 b Fx(is)4317 29499 y(de\257ned)432 b(as)11537 32404 y Fr(k)p Fu(\260)72 b Fr(k)369 b Fx(=)g Fr(j)p Fu(C)16662 32603 y Fs(1)17187 32404 y Fx(\(In)-36 b(t)221 b Fu(\260)72 b Fx(\))p Fr(j)295 b Fx(+)f Fr(j)p Fu(C)24099 32603 y Fs(2)24625 32404 y Fx(\(In)-36 b(t)220 b Fu(\260)72 b Fx(\))p Fr(j)1522 b Fx(if)435 b Fu(\260)505 b Fx(is)434 b(a)g(f{con)-36 b(tour)4317 35310 y(With)434 b(these)f(de\257nitions,)g(one)g(has)h(\([LMMRS)o(]\):)14827 38215 y Fu(Z)15812 37666 y Fs(f)16226 38215 y Fx(\()p Fu(V)72 b(;)221 b(\257)18878 38414 y Fq(t)19274 38215 y Fu(;)g(q)48 b Fx(\))369 b(=)f Fu(q)23361 37666 y Fp(j)p Fs(\244)24275 37789 y Fo(0)24736 37666 y Fs(\()p Fq(V)209 b Fs(\))p Fp(j)p Fs(+)p Fp(j)p Fq(\270)p Fs(\()p Fq(V)g Fs(\))p Fp(j)29834 38215 y Fr(Z)106 b Fx(\()p Fu(V)288 b Fr(j)p Fu(')33676 38414 y Fq(f)34281 38215 y Fx(\))16034 41314 y Fr(Z)106 b Fx(\()p Fu(V)288 b Fr(j)p Fu(')19876 41513 y Fq(f)20481 41314 y Fx(\))369 b(=)26069 40052 y Fj(X)22736 42930 y Fp(f)q Fq(\260)23692 43053 y Fo(1)24153 42930 y Fq(;:::;\260)25943 43041 y Fn(n)26511 42930 y Fp(g\275)p Fq(V)209 b Fp([)p Fq(C)63 b Fs(\()p Fq(V)209 b Fs(\))32104 39653 y Fq(n)31541 40052 y Fj(Y)31628 42851 y Fq(i)p Fs(=1)33460 41314 y Fu(')34312 41513 y Fq(f)34917 41314 y Fx(\()p Fu(\260)36098 41513 y Fq(i)36473 41314 y Fx(\))8197 b(\(12\))4317 45691 y(where)412 b(the)f(last)h(sum)f(runs) f(o)-36 b(v)g(er)412 b(compatibles)g(families,)418 b(i.e.)412 b Fu(\260)36050 45890 y Fq(i)36676 45691 y Fr(\\)249 b Fu(\260)38486 45890 y Fq(j)39342 45691 y Fx(=)369 b Fr(;)p Fx(,)416 b(and)411 b Fu(\270)p Fx(\()p Fu(V)289 b Fx(\))4317 47296 y(is)465 b(a)h(b)36 b(oundary)464 b(term)g(suc)-36 b(h)464 b(that)h Fr(j)p Fu(\270)p Fx(\()p Fu(V)288 b Fx(\))p Fr(j)423 b(\267)887 b Fu(cte)464 b Fr(j)p Fu(B)67 b Fx(\()p Fu(V)289 b Fx(\))p Fr(j)p Fx(.)672 b(The)465 b(activities)h Fu(')43612 47495 y Fq(f)44217 47296 y Fx(\()p Fu(\260)72 b Fx(\))465 b(of)4317 48901 y(con)-36 b(tours)433 b(are)h(giv)-36 b(en)434 b(b)-36 b(y)17875 51806 y Fu(')18727 52005 y Fq(f)19332 51806 y Fx(\()p Fu(\260)72 b Fx(\))368 b(=)h Fu(q)23465 51258 y Fp(\241)24542 50896 y Fo(1)p 24329 51057 833 40 v 24329 51605 a(2)p Fn(d)25295 51258 y Fp(k)p Fq(\260)52 b Fp(k)p Fs(+)p Fq(\274)28076 50945 y Fo(0)28538 51258 y Fs(\(In)-26 b(t)156 b Fq(\260)52 b Fs(\))31220 51806 y Fu(e)31823 51258 y Fs(\242\()p Fq(\260)g Fs(\))45176 51806 y Fx(\(13\))4317 54712 y(where)434 b(\242\()p Fu(\260)72 b Fx(\))433 b(satis\257es)g (the)g(b)36 b(ound:)19240 57945 y Fr(j)p Fx(\242\()p Fu(\260)72 b Fx(\))p Fr(j)368 b(\267)h Fx(6)p Fu(q)25866 57289 y Fp(\241)27670 56916 y Fn(d)p Fm(\241)p Fo(1)p 26731 57088 3351 40 v 26731 57636 a(2)p Fn(d)p Fo(\(2)p Fn(d)p Fm(\241)p Fo(1\))30491 57945 y Fr(k)p Fu(\260)72 b Fr(k)12610 b Fx(\(14\))4317 60851 y(This)453 b(implies)g(that)f(for)h (large)g Fu(q)500 b Fx(the)452 b(free)h(energy)g Fu(f)142 b Fx(\()p Fu(')31944 61050 y Fq(f)32548 60851 y Fx(\))401 b(=)873 b(lim)34868 61682 y Fq(V)209 b Fp(!)p Fi(L)37156 61805 y Fo(1)39078 60328 y Fs(1)p 37751 60545 3126 54 v 37751 61309 a Fp(j)p Fs(\244)38665 61432 y Fo(0)39126 61309 y Fs(\()p Fq(V)g Fs(\))p Fp(j)41230 60851 y Fx(ln)221 b Fr(Z)106 b Fx(\()p Fu(V)289 b Fr(j)p Fu(')46378 61050 y Fq(f)46983 60851 y Fx(\))4317 63484 y(of)471 b(con)-36 b(tour)470 b(mo)36 b(del)470 b(b)36 b(eha)-36 b(v)g(es)471 b(lik)-36 b(e)471 b Fu(d)221 b(q)23336 62994 y Fp(\241)24201 62620 y Fn(d)p Fm(\241)p Fo(1)p 24200 62792 1473 40 v 24723 63341 a Fn(d)26180 63484 y Fx(+)320 b Fu(O)36 b Fx(\()p Fu(q)29673 62994 y Fp(\241)30538 62547 y Fo(2\()p Fn(d)p Fm(\241)p Fo(1\))p 30537 62792 2518 40 v 31583 63341 a Fn(d)33243 63484 y Fx(\).)688 b(W)-108 b(e)470 b(will)i(sho)-36 b(w)470 b(that)g(the)4317 65089 y(dominan)-36 b(t)562 b(con)-36 b(tribution)561 b(to)h(the)g(lo)36 b(cal)564 b(Euler)e(c)-36 b(haracteristic)562 b Fu(\302)37635 64607 y Fs(f)38048 65089 y Fx(\()p Fu(\257)74 b(;)221 b(q)48 b Fx(\))562 b(shares)g(the)4317 66694 y(same)434 b(b)36 b(eha)-36 b(viour.)25253 70015 y(18)p eop %%Page: 19 19 19 18 bop 6268 7306 a Fx(F)-108 b(or)383 b(that)g(purp)36 b(ose,)393 b(w)-36 b(e)383 b(will)i(follo)-36 b(w)385 b(the)e(same)g(strategy)h(as)g(in)f(as)h(in)f(the)g(pro)36 b(of)384 b(of)4317 8911 y(Theorem)f(4.)562 b(Namely)384 b(w)-36 b(e)383 b(consider)f(the)g(ev)-36 b(en)g(ts)383 b Fu(E)29974 9110 y Fq(f)30578 8911 y Fx(,)394 b Fu(E)460 b Fx(and)382 b Fu(E)36275 8429 y Fp(0)36968 8911 y Fx(de\257ned)f(in)i (\(25{27\),)4317 10516 y(again)337 b(one)f(has)g Fu(\302)13012 10715 y Fs(0)13538 10516 y Fx(\()p Fu(n)p Fx(\))369 b(=)g(0)336 b(for)h Fu(n)369 b Fr(2)g Fu(E)23315 10715 y Fq(f)23919 10516 y Fx(,)356 b Fu(\302)25451 10715 y Fs(0)25977 10516 y Fx(\()p Fu(n)p Fx(\))369 b(=)g(1)p Fu(=)p Fx(2)337 b(for)f Fu(n)370 b Fr(2)e Fu(E)414 b Fx(and)336 b Fr(j)p Fu(\302)41084 10715 y Fs(0)41609 10516 y Fx(\()p Fu(n)p Fx(\))p Fr(j)369 b(\267)h Fx(1)p Fu(=)p Fx(2)4317 12121 y(for)486 b Fu(n)457 b Fr(2)f Fu(E)9972 11639 y Fp(0)10282 12121 y Fx(.)733 b(The)485 b(rest)g(of)g(the)g(pro)36 b(of)485 b(is)h(analogous)g(to)f(that)g(of)g(Theorem)h(4.)733 b(Only)4317 13726 y(some)434 b(estimates)g(ha)-36 b(v)g(e)434 b(to)f(b)36 b(e)434 b(c)-36 b(hanged,)433 b(namely)h(\(30\))g(no)-36 b(w)434 b(reads)12388 16226 y(Pr)o(\()p Fu(E)15325 15677 y Fp(0)15635 16226 y Fx(\))369 b Fr(\267)20189 14964 y Fj(X)17912 17842 y Fq(\260)52 b Fs(:)p Fq(\260)g Fp(3)p Fs(0;)p Fp(j)159 b Fs(In)-26 b(t)156 b Fq(\260)52 b Fp(j\270)p Fs(2)24605 16226 y Fx(Pr\()p Fu(\260)72 b Fx(\))368 b Fr(\267)32096 14964 y Fj(X)29525 17842 y Fq(\260)52 b Fs(:)p Fq(\260)g Fp(3)p Fs(0;)p Fp(k)r Fq(\260)g Fp(k\270)p Fs(6)p Fq(d)p Fp(\241)p Fs(4)36808 16226 y Fu(')p Fx(\()p Fu(\260)72 b Fx(\))16510 20597 y Fr(\267)18813 19335 y Fj(X)17912 22164 y Fq(m)p Fp(\270)p Fs(6)p Fq(d)p Fp(\241)p Fs(4)21855 20597 y Fu(\272)22582 20049 y Fq(m)22498 20925 y(d)23469 19521 y Fj(\241)24078 20597 y Fu(q)24703 19941 y Fp(\241)26303 19567 y Fn(d)p Fm(\241)p Fo(1)p 25567 19739 2945 40 v 25567 20288 a(\(4)p Fn(d)p Fm(\241)p Fo(2\))p Fn(d)28699 20597 y Fu(e)29302 20049 y Fs(6)p Fq(q)30224 19407 y Fm(\241)31733 19100 y Fn(d)p Fm(\241)p Fo(1)p 30997 19257 2945 33 v 30997 19787 a(\(4)p Fn(d)p Fm(\241)p Fo(2\))p Fn(d)34185 19521 y Fj(\242)34793 19818 y Fq(m)16510 25679 y Fr(\267)369 b Fu(\272)18639 25130 y Fs(6)p Fq(d)p Fp(\241)p Fs(4)18555 26049 y Fq(d)20984 24781 y Fu(q)21609 24198 y Fp(\241)p Fs(\()22840 23825 y Fn(d)p Fm(\241)p Fo(1)p 22839 23997 1473 40 v 23361 24546 a Fn(d)24444 24198 y Fs(+)25511 23825 y Fn(d)p Fm(\241)p Fo(1)p 25308 23997 1879 40 v 25308 24546 a(2)p Fn(d)p Fm(\241)p Fo(1)27319 24198 y Fs(\))27741 24781 y Fu(e)28344 24299 y Fs(6\(6)p Fq(d)p Fp(\241)p Fs(4\))p Fq(q)32154 23657 y Fm(\241)33663 23350 y Fn(d)p Fm(\241)p Fo(1)p 32927 23507 2945 33 v 32927 24037 a(\(4)p Fn(d)p Fm(\241)p Fo(2\))p Fn(d)p 20984 25374 15131 54 v 21768 27327 a Fx(1)295 b Fr(\241)h Fu(\272)24685 27526 y Fq(d)25224 27327 y Fu(q)25849 26670 y Fp(\241)27449 26297 y Fn(d)p Fm(\241)p Fo(1)p 26713 26469 2945 40 v 26713 27018 a(\(4)p Fn(d)p Fm(\241)p Fo(2\))p Fn(d)29845 27327 y Fu(e)30448 26943 y Fs(6)p Fq(q)31370 26301 y Fm(\241)32879 25994 y Fn(d)p Fm(\241)p Fo(1)p 32143 26151 2945 33 v 32143 26682 a(\(4)p Fn(d)p Fm(\241)p Fo(2\))p Fn(d)45176 25679 y Fx(\(15\))4317 29451 y(Here)574 b(w)-36 b(e)575 b(ha)-36 b(v)g(e)574 b(used)f Fu(\274)16619 28969 y Fs(0)17144 29451 y Fx(\(In)-36 b(t)221 b Fu(\260)72 b Fx(\))608 b Fr(\267)24011 28928 y Fs(1)p 23168 29146 2157 54 v 23168 29909 a(4)p Fq(d)p Fp(\241)p Fs(2)25679 29451 y Fr(k)p Fu(\260)72 b Fr(k)574 b Fx(and)g(that)g Fu(\272)34684 28969 y Fq(m)34600 29797 y(d)36145 29451 y Fx(b)36 b(ounds)573 b(the)g(n)-36 b(um)g(b)36 b(er)4317 31056 y(of)647 b(con)-36 b(tours)646 b(of)h(length)g Fu(m)f Fx(that)g(con)-36 b(tain)646 b(a)h(giv)-36 b(en)647 b(p)36 b(oin)-36 b(t:)1004 b Fu(\272)36845 31255 y Fq(d)38030 31056 y Fx(can)647 b(b)36 b(e)646 b(b)36 b(ounded)4317 32661 y(b)-36 b(y)592 b Fu(\272)6925 32860 y Fq(d)8104 32661 y Fr(\267)639 b Fu(d)10452 32179 y Fs(2)10978 32661 y Fx(2)11628 32179 y Fs(4\()p Fq(d)p Fp(\241)p Fs(1\))14572 32661 y Fx(.)1054 b(T)-108 b(o)593 b(see)f(it,)633 b(w)-36 b(e)592 b(\257rst)g(observ)-36 b(e)592 b(that)g(the)g(n)-36 b(um)g(b)36 b(er)591 b(of)i Fu(p)p Fx({cells)4317 34266 y(\()p Fu(x)p Fx(;)221 b Fu(\276)6883 34465 y Fs(1)7410 34266 y Fu(e)8013 34465 y Fq(i)8333 34588 y Fo(1)8850 34266 y Fu(;)g(:::;)g(\276)11836 34465 y Fq(p)12367 34266 y Fu(e)12970 34465 y Fq(i)13290 34576 y Fn(p)13828 34266 y Fx(\))417 b(that)g(share)g(a)g(same)h(v)-36 b(ertex)418 b Fu(x)f Fx(equals)i(2)34908 33784 y Fq(p)35437 33191 y Fj(\241)36046 33677 y Fq(d)36051 34725 y(p)36530 33191 y Fj(\242)37139 34266 y Fx(:)570 b(2)38720 33784 y Fq(p)39667 34266 y Fx(stands)416 b(for)i(the)4317 36212 y(c)-36 b(hoice)598 b(for)g(the)f(signs)h(of)h(the)e Fu(\276)48 b Fx('s)597 b(and)h(the)f(binomial)h(co)36 b(e\261cien)-36 b(t)39411 35136 y Fj(\241)40019 35622 y Fq(d)40025 36670 y(p)40504 35136 y Fj(\242)41710 36212 y Fx(stands)597 b(for)4317 37949 y(the)529 b(c)-36 b(hoice)530 b(of)g Fu(p)f Fx(v)-36 b(ectors)530 b(among)g(\()p Fu(e)23281 38148 y Fs(1)23806 37949 y Fu(;)221 b(:::;)g(e)26656 38148 y Fq(d)27198 37949 y Fx(\).)865 b(This)530 b(implies)g(\(b)-36 b(y)529 b(dualit)-36 b(y\))529 b(that)g(a)4317 39554 y(\()p Fu(d)205 b Fr(\241)g Fx(1\){cell)391 b(con)-36 b(tains)389 b(2)16724 39072 y Fq(d)p Fp(\241)p Fs(1)18856 39554 y Fx(v)-36 b(ertices)390 b(and)f(hence)f(that)h(the)g(n)-36 b(um)g(b)36 b(er)388 b(of)i(\()p Fu(d)205 b Fr(\241)g Fx(1\){cells)4317 41159 y(connected)381 b(\(i.e.)h(sharing)f(at)g (least)h(a)g(v)-36 b(ertex\))381 b(with)h(a)f(giv)-36 b(en)382 b(\()p Fu(d)188 b Fr(\241)g Fx(1\){cell)383 b(is)f(less)f(than)4317 42764 y(2)4967 42282 y Fs(\()p Fq(d)p Fp(\241)p Fs(1\))7441 42764 y Fx(\()p Fu(d)p Fx(2)9273 42282 y Fs(\()p Fq(d)p Fp(\241)p Fs(1\))11960 42764 y Fr(\241)213 b Fx(1\).)566 b(Finally)-108 b(,)402 b(one)394 b(uses)f(the)g(fact)h(that)f(for)h(an)-36 b(y)394 b(con)-36 b(tour)393 b(there)g(exist)4317 44369 y(a)370 b(path)f(going)h(through) e(the)h(cen)-36 b(ter)369 b(of)h(ev)-36 b(ery)370 b(\()p Fu(d)164 b Fr(\241)g Fx(1\){cell)370 b(of)g(its)g(dual)f(at)h(most)f(t) -36 b(wice)4317 45975 y([Or].)6268 48082 y(The)434 b(cluster)f (expansion)h(no)-36 b(w)434 b(giv)-36 b(es)14034 49809 y Fj(X)11780 52687 y Fq(X)69 b Fs(:Supp)156 b Fq(X)69 b Fp(\\)p Fq(b)p Fp(6)p Fs(=)p Fp(;)18428 51071 y Fr(j)p Fu(\301)19567 50523 y Fq(T)20301 51071 y Fx(\()p Fu(X)104 b Fx(\))p Fr(j)369 b(\267)24637 49995 y Fj(\241)25245 51071 y Fu(\272)25888 51270 y Fq(d)26428 51071 y Fu(g)48 b(q)27724 50415 y Fp(\241)29323 50041 y Fn(d)p Fm(\241)p Fo(1)p 28587 50213 2945 40 v 28587 50762 a(\(4)p Fn(d)p Fm(\241)p Fo(2\))p Fn(d)31720 51071 y Fu(e)32323 50523 y Fs(6)p Fq(q)33245 49881 y Fm(\241)34753 49574 y Fn(d)p Fm(\241)p Fo(1)p 34017 49731 2945 33 v 34017 50261 a(\(4)p Fn(d)p Fm(\241)p Fo(2\))p Fn(d)37205 49995 y Fj(\242)37814 50293 y Fs(4)p Fq(d)p Fp(\241)p Fs(2)45176 51071 y Fx(\(16\))4317 55657 y(for)434 b Fu(\272)6947 55856 y Fq(d)7486 55657 y Fu(g)48 b(q)8782 55000 y Fp(\241)10382 54627 y Fn(d)p Fm(\241)p Fo(1)p 9646 54799 2945 40 v 9646 55348 a(\(4)p Fn(d)p Fm(\241)p Fo(2\))p Fn(d)12778 55657 y Fu(e)13381 55175 y Fs(6)p Fq(q)14303 54533 y Fm(\241)15812 54226 y Fn(d)p Fm(\241)p Fo(1)p 15076 54383 2945 33 v 15076 54913 a(\(4)p Fn(d)p Fm(\241)p Fo(2\))p Fn(d)18633 55657 y Fu(<)368 b Fx(1,)435 b(leading)f(to)9077 59410 y(Pr)o(\()p Fu(E)78 b Fx(\))369 b(=)f(2)p Fu(dq)16220 58862 y Fp(\241)17085 58415 y Fm(k)35 b Fo(\271)-441 b Fn(\260)43 b Fm(k)p 17085 58661 1325 40 v 17331 59209 a Fo(2)p Fn(d)18542 58862 y Fs(+)p Fq(\274)19846 58549 y Fo(0)20307 58862 y Fs(\(In)-26 b(t)190 b(\271)-504 b Fq(\260)52 b Fs(\))23211 59410 y Fx(exp)25419 56687 y Fj(8)25419 57883 y(<)25419 60274 y(:)26600 59410 y Fx(\242\()c(\271)-698 b Fu(\260)72 b Fx(\))295 b Fr(\241)33388 58149 y Fj(X)31066 61027 y Fq(X)69 b Fs(:Supp)156 b Fq(X)69 b Fp(\\)33 b Fs(\271)-503 b Fq(\260)52 b Fp(6)p Fs(=)p Fp(;)37849 59410 y Fu(\301)38619 58862 y Fq(T)39353 59410 y Fx(\()p Fu(X)104 b Fx(\))41548 56687 y Fj(9)41548 57883 y(=)41548 60274 y(;)12889 64635 y Fx(=)368 b(2)p Fu(dq)16220 64087 y Fp(\241)17085 63713 y Fn(d)p Fm(\241)p Fo(1)p 17085 63885 1473 40 v 17607 64434 a Fn(d)18966 64635 y Fx(exp)21175 61912 y Fj(8)21175 63108 y(<)21175 65499 y(:)22356 64635 y Fx(\242\()48 b(\271)-698 b Fu(\260)71 b Fx(\))295 b Fr(\241)29143 63373 y Fj(X)26821 66252 y Fq(X)69 b Fs(:Supp)157 b Fq(X)69 b Fp(\\)33 b Fs(\271)-503 b Fq(\260)52 b Fp(6)p Fs(=)p Fp(;)33605 64635 y Fu(\301)34375 64087 y Fq(T)35108 64635 y Fx(\()p Fu(X)104 b Fx(\))37303 61912 y Fj(9)37303 63108 y(=)37303 65499 y(;)45176 64635 y Fx(\(17\))25253 70015 y(19)p eop %%Page: 20 20 20 19 bop 4317 7306 a Fx(and)7571 8683 y Fj(\257)7571 9480 y(\257)7571 10277 y(\257)7571 11074 y(\257)7571 11871 y(\257)7571 12668 y(\257)10336 10144 y(X)8014 13022 y Fq(X)69 b Fs(:Supp)156 b Fq(X)69 b Fp(\\)33 b Fs(\271)-503 b Fq(\260)53 b Fp(6)p Fs(=)p Fp(;)14797 11406 y Fu(\301)15567 10857 y Fq(T)16301 11406 y Fx(\()p Fu(X)104 b Fx(\))18496 8683 y Fj(\257)18496 9480 y(\257)18496 10277 y(\257)18496 11074 y(\257)18496 11871 y(\257)18496 12668 y(\257)19308 11406 y Fr(\267)20710 10144 y Fj(X)20886 12973 y Fq(b)p Fp(2)33 b Fs(\271)-503 b Fq(\260)25105 10144 y Fj(X)22850 13022 y Fq(X)69 b Fs(:Supp)157 b Fq(X)69 b Fp(\\)p Fq(b)p Fp(6)p Fs(=)p Fp(;)29499 11406 y Fr(j)p Fu(\301)30638 10857 y Fq(T)31372 11406 y Fx(\()p Fu(X)104 b Fx(\))p Fr(j)19308 15866 y(\267)369 b Fx(\(4)p Fu(d)295 b Fr(\241)h Fx(2\)\()p Fu(\272)26471 16065 y Fq(d)27010 15866 y Fu(g)48 b Fx(\))28187 15317 y Fs(4)p Fq(d)p Fp(\241)p Fs(2)30398 15866 y Fu(q)31023 15317 y Fp(\241)31888 14944 y Fn(d)p Fm(\241)p Fo(1)p 31887 15116 1473 40 v 32410 15665 a Fn(d)33548 15866 y Fu(e)34151 15317 y Fs(6\(4)p Fq(d)p Fp(\241)p Fs(2\))p Fq(q)37961 14675 y Fm(\241)39470 14369 y Fn(d)p Fm(\241)p Fo(1)p 38734 14526 2945 33 v 38734 15056 a(\(4)p Fn(d)p Fm(\241)p Fo(2\))p Fn(d)45176 15866 y Fx(\(18\))4317 18737 y(using)434 b Fr(k)48 b Fx(\271)-698 b Fu(\260)72 b Fr(k)369 b Fx(=)f(4)p Fu(d)296 b Fr(\241)f Fx(2)434 b(and)f Fu(\274)18894 18255 y Fs(0)19419 18737 y Fx(\(In)-36 b(t)269 b(\271)-698 b Fu(\260)72 b Fx(\))369 b(=)f(1.)579 b(This)434 b(implies)15386 21863 y Fu(\302)16201 21314 y Fs(f)16614 21863 y Fx(\()p Fu(\257)17854 22062 y Fq(t)18249 21863 y Fu(;)221 b(q)48 b Fx(\))369 b(=)f Fu(d)221 b(q)23233 21314 y Fp(\241)24098 20941 y Fn(d)p Fm(\241)p Fo(1)p 24098 21113 1473 40 v 24620 21661 a Fn(d)26053 21863 y Fx(+)295 b Fu(O)36 b Fx(\()p Fu(q)29521 21280 y Fp(\241)30386 20907 y Fn(d)p Fm(\241)p Fo(1)p 30385 21079 V 30908 21627 a Fn(d)31990 21280 y Fs([1+)34322 20918 y Fo(1)p 33586 21079 1879 40 v 33586 21627 a(4)p Fn(d)p Fm(\241)p Fo(2)35597 21280 y Fs(])35914 21863 y Fx(\))8756 b(\(19\))4317 24734 y(giving)435 b(the)e(\257rst)g (statemen)-36 b(t)433 b(of)h(the)f(theorem.)6268 26928 y(W)-108 b(e)507 b(no)-36 b(w)508 b(turn)d(to)j(the)e(pro)36 b(of)508 b(of)g(the)e(second)h(statemen)-36 b(t)507 b(of)g(the)g (theorem.)799 b(W)-108 b(e)4317 28533 y(\257rst)382 b(de\257ne)g(the)h (con)-36 b(tours)382 b(of)i(the)f(wired)g(class.)562 b(A)383 b(subset)g Fu(\260)440 b Fr(\275)370 b Ft(L)37389 28732 y Fs(1)38297 28533 y Fx(is)383 b(called)h(con)-36 b(tour)4317 30138 y(if)321 b(it)f(is)g(the)f(co{b)36 b(oundary)320 b(of)h(a)f(set)g(of)g(b)36 b(onds)319 b Fu(X)425 b Fx(and)319 b(if)i(it)f(is)g(co{connected.)540 b(When)320 b Fu(X)4317 31743 y Fx(is)432 b(in\257nite,)g Fu(\260)504 b Fx(is)432 b(called)h(con)-36 b(tour)431 b(of)i(the)e(wired)h(class)h(\(or)e(w{con)-36 b(tour\).)578 b(The)432 b(unique)4317 33348 y(in\257nite)440 b(comp)36 b(onen)-36 b(t)439 b(of)i Ft(L)17760 33547 y Fs(1)18586 33348 y Fr(n)300 b Fu(\260)512 b Fx(is)441 b(denoted)e(b)-36 b(y)440 b(Ext)222 b Fu(\260)72 b Fx(.)599 b(The)440 b(length)g(of)h Fu(\260)512 b Fx(is)441 b(de\257ned)4317 34953 y(b)-36 b(y)10850 36558 y Fr(k)p Fu(\260)72 b Fr(k)369 b Fx(=)g Fr(j)p Fu(C)15975 36757 y Fs(1)16500 36558 y Fx(\(Ext)222 b Fu(\260)72 b Fx(\))p Fr(j)295 b Fx(+)f Fr(j)p Fu(C)23828 36757 y Fs(2)24354 36558 y Fx(\(Ext)221 b Fu(\260)72 b Fx(\))p Fr(j)1522 b Fx(if)434 b Fu(\260)506 b Fx(is)434 b(a)g(w{con)-36 b(tour)4317 38856 y(With)434 b(these)f(de\257nitions,)g (one)g(has)h(\([LMMRS)o(]\):)16010 41727 y Fu(Z)16995 41179 y Fs(w)17743 41727 y Fx(\()p Fu(V)72 b(;)221 b(\257)20395 41926 y Fq(t)20792 41727 y Fu(;)g(q)48 b Fx(\))368 b(=)h Fu(q)48 b Fx(\()p Fu(e)25988 41179 y Fq(\257)e Fp(\241)p Fs(1)27818 41727 y Fx(\))28324 41179 y Fp(j)p Fq(V)209 b Fp(j)29659 41727 y Fr(Z)106 b Fx(\()p Fu(V)288 b Fr(j)p Fu(')33501 41926 y Fq(w)34256 41727 y Fx(\))17402 44826 y Fr(Z)106 b Fx(\()p Fu(V)288 b Fr(j)p Fu(')21244 45025 y Fq(w)21999 44826 y Fx(\))368 b(=)26161 43564 y Fj(X)24254 46442 y Fp(f)p Fq(\260)25209 46565 y Fo(1)25670 46442 y Fq(;:::;\260)27460 46553 y Fn(n)28028 46442 y Fp(g)q(\275)p Fq(V)30772 43165 y(n)30209 43564 y Fj(Y)30296 46363 y Fq(i)p Fs(=1)32128 44826 y Fu(')32980 45025 y Fq(w)33734 44826 y Fx(\()p Fu(\260)34915 45025 y Fq(i)35290 44826 y Fx(\))9380 b(\(20\))4317 49169 y(where)499 b(the)g(last)g(sum)g(runs) f(o)-36 b(v)g(er)499 b(compatibles)h(families,)517 b(i.e.)500 b Fu(\260)36850 49368 y Fq(i)37565 49169 y Fr(\\)339 b Fu(\260)39465 49368 y Fq(j)40432 49169 y Fx(=)480 b Fr(;)500 b Fx(and)e(the)4317 50774 y(activities)435 b Fu(')10704 50973 y Fq(w)11459 50774 y Fx(\()p Fu(\260)72 b Fx(\))433 b(of)h(con)-36 b(tours)433 b(are)h(giv)-36 b(en)434 b(b)-36 b(y)19996 53822 y Fu(')20848 54021 y Fq(w)21603 53822 y Fx(\()p Fu(\260)72 b Fx(\))368 b(=)h Fu(q)25736 53273 y Fp(\241)26813 52911 y Fo(1)p 26600 53072 833 40 v 26600 53620 a(2)p Fn(d)27565 53273 y Fp(k)q Fq(\260)52 b Fp(k)29098 53822 y Fu(e)29701 53273 y Fs(\242\()p Fq(\260)g Fs(\))45176 53822 y Fx(\(21\))4317 56693 y(where)434 b(\242\()p Fu(\260)72 b Fx(\))433 b(satis\257es)g(the)g(b)36 b(ound:)20712 59740 y Fr(j)p Fx(\242\()p Fu(\260)72 b Fx(\))p Fr(j)368 b(\267)i Fx(9)p Fu(q)27339 59191 y Fp(\241)28204 58829 y Fo(1)p 28203 58990 406 40 v 28203 59539 a(2)29018 59740 y Fr(k)q Fu(\260)72 b Fr(k)14082 b Fx(\(22\))4317 62611 y(This)427 b(implies)g(that)f(for)h(large)g Fu(q)474 b Fx(the)426 b(free)g(energy)h Fu(f)142 b Fx(\()p Fu(')31709 62810 y Fq(w)32463 62611 y Fx(\))369 b(=)840 b(lim)34719 63442 y Fq(V)209 b Fp(!)p Fi(L)37007 63565 y Fo(1)38929 62088 y Fs(1)p 37601 62305 3126 54 v 37601 63069 a Fp(j)p Fs(\244)38515 63192 y Fo(0)38976 63069 y Fs(\()p Fq(V)g Fs(\))p Fp(j)41081 62611 y Fx(ln)221 b Fr(Z)106 b Fx(\()p Fu(V)288 b Fr(j)p Fu(')46228 62810 y Fq(w)46983 62611 y Fx(\))4317 65089 y(of)412 b(the)e(con)-36 b(tour)411 b(mo)36 b(del)411 b(b)36 b(eha)-36 b(v)g(es)411 b(lik)-36 b(e)412 b Fu(d)221 b(q)25257 64599 y Fp(\241)26132 64237 y Fo(1)p 26121 64398 427 40 v 26121 64946 a Fn(d)26985 65089 y Fx(+)249 b Fu(O)36 b Fx(\()p Fu(q)30407 64599 y Fp(\241)31282 64237 y Fo(2)p 31271 64398 V 31271 64946 a Fn(d)31886 65089 y Fx(\).)571 b(W)-108 b(e)411 b(will)h(sho)-36 b(w)411 b(that)f(\(up)g(to)4317 66694 y(the)489 b(sign\))g(the)g(lo)36 b(cal)490 b(Euler)f(c)-36 b(haracteristic)490 b Fu(\302)27682 66212 y Fs(w)28429 66694 y Fx(\()p Fu(\257)74 b(;)221 b(q)48 b Fx(\))489 b(shares)g(the)g(same)g(b)36 b(eha)-36 b(viour.)25253 70015 y(20)p eop %%Page: 21 21 21 20 bop 4317 7306 a Fx(This)604 b(fact)f(migh)-36 b(t)603 b(b)36 b(e)603 b(seen)g(as)h(follo)-36 b(ws.)1089 b(The)603 b(\257rst)f(excitations)i(of)g(the)f(o)36 b(ccupied)4317 8911 y(ground)479 b(state)g(con\257guration)g(consist)g(of)h(empt)-36 b(y)479 b(b)36 b(onds)479 b(in)g(the)g(\\sea")h(of)g(o)36 b(ccupied)4317 10516 y(ones.)564 b(Eac)-36 b(h)389 b(excitation)h(giv) -36 b(es)390 b(a)g(con)-36 b(tribution)388 b(to)h Fu(\274)30759 10034 y Fq(d)p Fp(\241)p Fs(1)32889 10516 y Fx(and)g(the)g(n)-36 b(um)g(b)36 b(er)387 b(of)j(excita-)4317 12121 y(tions)405 b(scales)h(lik)-36 b(e)406 b(the)e(v)-36 b(olume,)411 b(giving)406 b(that)f(the)f(Euler)h(c)-36 b(haracteristic)405 b(b)36 b(eha)-36 b(v)g(es)405 b(lik)-36 b(e)4317 13726 y(\()p Fr(\241)p Fx(1\))7012 13244 y Fq(d)p Fp(\241)p Fs(1)8754 13726 y Fu(O)36 b Fx(\()p Fu(q)10915 13236 y Fp(\241)11790 12874 y Fo(1)p 11779 13035 427 40 v 11779 13583 a Fn(d)12394 13726 y Fx(\).)753 b(T)-108 b(o)492 b(compute)f(the)h(co)36 b(e\261cien)-36 b(t)492 b(w)-36 b(e)492 b(will)h(consider)f(the)f(expression)4317 15331 y(\(6\))434 b(of)g(the)f(lo)36 b(cal)435 b(Euler)e(c)-36 b(haracteristic)434 b Fu(\302)25498 15530 y Fq(x)26083 15331 y Fx(\()p Fu(n)p Fx(\).)6268 17466 y(Let)641 b(us)h(in)-36 b(tro)36 b(duce)641 b(the)g Fu(p)p Fx({neigh)-36 b(b)36 b(orho)g(o)g(d)642 b(of)g(a)g(site)g Fu(x)724 b Fx(=)f(\()p Fu(x)38822 17665 y Fs(1)39348 17466 y Fu(;)221 b(:)g(:)g(:)i(;)e(x) 42999 17665 y Fq(d)43540 17466 y Fx(\),)694 b Fu(p)723 b Fx(=)4317 19071 y(1)p Fu(;)221 b(:)g(:)g(:)j(;)d(d)p Fx(,)521 b(as)503 b Fr(N)12194 19270 y Fq(p)12723 19071 y Fx(\()p Fu(x)p Fx(\))486 b(=)g Fr(f)p Fu(y)535 b Fx(=)486 b(\()p Fu(y)20929 19270 y Fs(1)21455 19071 y Fu(;)221 b(:)g(:)g(:)j(;)d(y)25002 19270 y Fq(d)25542 19071 y Fx(\))486 b(:)27382 18075 y Fj(P)28784 18426 y Fq(d)28784 19459 y(i)p Fs(=1)30584 19071 y Fr(j)p Fu(x)31692 19270 y Fq(i)32410 19071 y Fr(\241)342 b Fu(y)34419 19270 y Fq(i)34795 19071 y Fr(j)487 b Fx(=)f Fu(p)p Fr(g)502 b Fx(and)h(recall)g(that)4317 20676 y Fu(S)5194 20194 y Fq(d)5734 20676 y Fx(\()p Fu(x)p Fx(\))433 b(is)h(the)f(set)h(of)g (the)f(2)17868 20194 y Fq(d)18408 20676 y Fx({cells)h(that)g(con)-36 b(tain)433 b(the)g(site)h Fu(x)p Fx(.)6268 22811 y(T)-108 b(o)434 b(compute)f Fr(h)p Fu(\302)14790 23010 y Fs(0)15315 22811 y Fr(i)g Fx(w)-36 b(e)434 b(will)h(consider)e(the)g(follo)-36 b(wing)436 b(ev)-36 b(en)g(ts)6714 25269 y Fu(E)7677 25468 y Fq(w)8801 25269 y Fx(=)10181 24193 y Fj(\251)10956 25269 y Fu(n)369 b Fr(2)g(f)p Fx(0)p Fu(;)221 b Fx(1)p Fr(g)16566 24720 y Fq(V)17749 25269 y Fx(:)591 b(all)434 b(the)f(b)36 b(onds)433 b(of)h(the)369 b Fu(d)p Fx({cells)434 b(b)36 b(elonging)434 b(to)222 b Fu(S)42500 24720 y Fq(d)43040 25269 y Fx(\(0\))10956 27322 y(are)434 b(o)36 b(ccupied)18074 26246 y Fj(\252)45176 27322 y Fx(\(23\))6714 29400 y Fu(E)7755 28852 y Fp(0)7677 29729 y Fq(w)8801 29400 y Fx(=)10181 28324 y Fj(\251)10956 29400 y Fu(n)369 b Fr(2)g(f)p Fx(0)p Fu(;)221 b Fx(1)p Fr(g)16566 28852 y Fq(V)17749 29400 y Fx(:)591 b(there)433 b(is)g(exactly)j(one)d(empt)-36 b(y)433 b(b)36 b(ond)433 b(in)h(the)368 b Fu(d)p Fx({cells)10956 31488 y(b)36 b(elonging)434 b(to)222 b Fu(S)19100 30939 y Fq(d)19639 31488 y Fx(\(0\))f(and)434 b(this)f(b)36 b(ond)433 b(has)g(no)h(endp)36 b(oin)-36 b(t)220 b(in)h Fr(N)41604 31687 y Fq(d)42144 31488 y Fx(\(0\);)10956 33425 y(in)433 b(addition,)h(all)h(other)e(b)36 b(onds)433 b(of)h(the)368 b Fu(d)p Fx({cells)223 b(that)433 b(con)-36 b(tain)433 b(this)10956 35479 y(b)36 b(ond)433 b(are)h(o)36 b(ccupied)21361 34403 y Fj(\252)45176 35479 y Fx(\(24\))7391 37556 y Fu(E)447 b Fx(=)10181 36480 y Fj(\251)10956 37556 y Fu(n)369 b Fr(2)g(f)p Fx(0)p Fu(;)221 b Fx(1)p Fr(g)16566 37008 y Fq(V)17749 37556 y Fx(:)591 b(there)433 b(is)g(exactly)j(one)d (empt)-36 b(y)433 b(b)36 b(ond)433 b(in)h(the)368 b Fu(d)p Fx({cells)10956 39644 y(b)36 b(elonging)434 b(to)222 b Fu(S)19100 39096 y Fq(d)19639 39644 y Fx(\(0\))f(and)434 b(this)f(b)36 b(ond)433 b(has)g(one)h(endp)36 b(oin)-36 b(t)220 b(in)i Fr(N)42183 39843 y Fq(d)42722 39644 y Fx(\(0\);)10956 41581 y(in)433 b(addition,)h(all)h(other)e(b)36 b(onds)433 b(of)h(the)368 b Fu(d)p Fx({cells)223 b(that)433 b(con)-36 b(tain)433 b(this)10956 43635 y(b)36 b(ond)433 b(are)h(o)36 b(ccupied)21361 42559 y Fj(\252)45176 43635 y Fx(\(25\))4317 46092 y(and)433 b(the)g(complemen)-36 b(tary)434 b(ev)-36 b(en)g(t)15519 48550 y Fu(E)16560 48001 y Fp(0)17239 48550 y Fx(=)18620 47474 y Fj(\251)19395 48550 y Fu(n)369 b Fr(2)g(f)p Fx(0)p Fu(;)221 b Fx(1)p Fr(g)25005 48001 y Fq(V)26114 48550 y Fr(n)295 b Fx(\()p Fu(E)373 b Fr([)295 b Fu(E)31059 48749 y Fq(w)32108 48550 y Fr([)g Fu(E)34330 48001 y Fp(0)34252 48878 y Fq(w)35006 48550 y Fx(\))35512 47474 y Fj(\252)45176 48550 y Fx(\(26\))6268 51537 y(W)-108 b(e)434 b(ha)-36 b(v)g(e)14510 53995 y Fu(\302)15325 54194 y Fs(0)15851 53995 y Fx(\()p Fu(n)p Fx(\))369 b(=)f(0)5354 b(if)434 b Fu(n)369 b Fr(2)g Fu(E)29947 54194 y Fq(w)31135 53995 y Fx(or)433 b(if)i Fu(n)369 b Fr(2)f Fu(E)37357 53446 y Fp(0)37279 54323 y Fq(w)45176 53995 y Fx(\(27\))14510 56915 y Fu(\302)15325 57114 y Fs(0)15851 56915 y Fx(\()p Fu(n)p Fx(\))h(=)19521 56016 y(\()p Fr(\241)p Fx(1\))22216 55534 y Fq(d)p Fp(\241)p Fs(1)p 19521 56609 4437 54 v 21145 57826 a Fx(2)21795 57442 y Fq(d)25392 56915 y Fx(if)434 b Fu(n)369 b Fr(2)g Fu(E)15229 b Fx(\(28\))13772 59392 y Fr(j)p Fu(\302)14956 59591 y Fs(0)15482 59392 y Fx(\()p Fu(n)p Fx(\))p Fr(j)369 b(\267)g Fx(1)5332 b(if)434 b Fu(n)369 b Fr(2)g Fu(E)30025 58844 y Fp(0)45176 59392 y Fx(\(29\))6268 62380 y(Then,)10992 65597 y Fr(h)p Fu(\302)12324 65796 y Fs(0)12850 65597 y Fr(i)13366 64951 y Fs(w)14336 65597 y Fx(\()p Fu(V)72 b(;)221 b(\257)74 b(;)221 b(q)48 b Fx(\))369 b(=)20658 64698 y(\()p Fr(\241)p Fx(1\))23353 64216 y Fq(d)p Fp(\241)p Fs(1)p 20658 65291 V 22281 66508 a Fx(2)22931 66124 y Fq(d)25449 65597 y Fx(Pr\()p Fu(E)78 b Fx(\))294 b(+)31069 64335 y Fj(X)30494 67170 y Fq(n)p Fs(:)p Fq(n)p Fp(2)p Fq(E)33264 66918 y Fm(0)33562 65597 y Fx([)p Fu(\302)34738 65796 y Fs(0)35264 65597 y Fx(\()p Fu(n)p Fx(\)])221 b(Pr\()p Fu(n)p Fx(\))4363 b(\(30\))25253 70015 y(21)p eop %%Page: 22 22 22 21 bop 4317 7306 a Fx(with)17538 7417 y Fj(\257)17538 8214 y(\257)17538 9011 y(\257)17538 9808 y(\257)17538 10605 y(\257)18555 8479 y(X)17981 11314 y Fq(n)p Fs(:)p Fq(n)p Fp(2)p Fq(E)20751 11062 y Fm(0)21049 9741 y Fx([)p Fu(\302)22225 9940 y Fs(0)22751 9741 y Fx(\()p Fu(n)p Fx(\)])221 b(Pr\()p Fu(n)p Fx(\))28300 7417 y Fj(\257)28300 8214 y(\257)28300 9011 y(\257)28300 9808 y(\257)28300 10605 y(\257)29112 9741 y Fr(\267)369 b Fx(Pr\()p Fu(E)33452 9193 y Fp(0)33762 9741 y Fx(\))10908 b(\(31\))4317 13307 y(T)-108 b(aking)575 b(in)-36 b(to)573 b(accoun)-36 b(t)573 b(that)g(for)h(an)-36 b(y)574 b(con\257guration)g Fu(n)607 b Fr(2)g Fu(E)36131 12825 y Fp(0)37015 13307 y Fx(there)573 b(is)g(at)h(least)g(a)4317 14912 y(con)-36 b(tour)450 b Fu(\260)522 b Fx(with)450 b(length)f Fr(k)p Fu(\260)72 b Fr(k)398 b(\270)f Fx(4,)455 b(w)-36 b(e)450 b(estimate)g(this)g (probabilit)-36 b(y)450 b(b)-36 b(y)450 b(P)-36 b(eierls)451 b(t)-36 b(yp)36 b(e)4317 16518 y(argumen)-36 b(ts)433 b(as)h(follo)-36 b(ws)10868 19610 y(Pr\()p Fu(E)13806 19061 y Fp(0)14116 19610 y Fx(\))368 b Fr(\267)18120 18348 y Fj(X)16393 21226 y Fq(\260)52 b Fs(:)p Fq(\260)g Fp(3)p Fs(0;)p Fp(k)q Fq(\260)g Fp(k)q(\270)p Fs(4)21988 19610 y Fx(Pr\()p Fu(\260)72 b Fx(\))369 b Fr(\267)28637 18348 y Fj(X)26909 21226 y Fq(\260)52 b Fs(:)p Fq(\260)g Fp(3)p Fs(0;)p Fp(k)r Fq(\260)g Fp(k\270)p Fs(4)32505 19610 y Fu(')33357 19809 y Fq(w)34111 19610 y Fx(\()p Fu(\260)72 b Fx(\))14990 24498 y Fr(\267)16451 23236 y Fj(X)16393 26042 y Fq(m)p Fp(\270)p Fs(4)18649 24498 y Fu(\272)19292 24697 y Fq(d)19831 23949 y(m)20718 23422 y Fj(\241)21327 24498 y Fu(q)21952 23949 y Fp(\241)23030 23587 y Fo(1)p 22816 23748 833 40 v 22816 24297 a(2)p Fn(d)23837 24498 y Fu(e)24440 23949 y Fs(9)p Fq(q)25362 23544 y Fm(\241)26135 23283 y Fo(1)p 26135 23394 406 33 v 26135 23854 a(2)26784 23422 y Fj(\242)27393 23719 y Fq(m)28649 24498 y Fr(\267)370 b Fu(\272)30695 24697 y Fq(d)31234 23949 y Fs(4)33385 23599 y Fu(q)34010 23109 y Fp(\241)34885 22747 y Fo(2)p 34874 22908 427 40 v 34874 23456 a Fn(d)35489 23599 y Fu(e)36092 23117 y Fs(36)p Fq(q)37484 22711 y Fm(\241)38460 22451 y Fo(1)p 38257 22562 812 33 v 38257 23022 a(12)p 31892 24192 8913 54 v 31892 25830 a Fx(1)296 b Fr(\241)f Fu(\272)34809 26029 y Fq(d)35348 25830 y Fu(q)35973 25339 y Fp(\241)37051 24977 y Fo(1)p 36837 25138 833 40 v 36837 25687 a(2)p Fn(d)37858 25830 y Fu(e)38461 25446 y Fs(9)p Fq(q)39383 25040 y Fm(\241)40156 24780 y Fo(1)p 40156 24891 406 33 v 40156 25351 a(2)45176 24498 y Fx(\(32\))4317 29339 y(pro)-36 b(vided)433 b Fu(\272)10307 29538 y Fq(d)10846 29339 y Fu(q)11471 28849 y Fp(\241)12549 28487 y Fo(1)p 12335 28648 833 40 v 12335 29196 a(2)p Fn(d)13356 29339 y Fu(e)13959 28857 y Fs(9)p Fq(q)14881 28452 y Fm(\241)15654 28191 y Fo(1)p 15654 28302 406 33 v 15654 28762 a(2)16672 29339 y Fu(<)369 b Fx(1.)6268 31542 y(On)492 b(the)g(other)h(hand,)507 b(in)493 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y(=)16520 44781 y Fj(\243)17074 45857 y Fx(\()p Fr(\241)p Fx(1\))19769 45308 y Fq(d)p Fp(\241)p Fs(1)21511 45857 y Fu(d)22187 44781 y Fj(\244)22961 45857 y Fu(')23813 46056 y Fq(w)24568 45857 y Fx(\()48 b(~)-698 b Fu(\260)72 b Fx(\))29354 42106 y Fj(X)26460 44985 y Fp(f)p Fq(\260)27415 45108 y Fo(1)27876 44985 y Fq(;:::;\260)29666 45096 y Fn(n)30234 44985 y Fp(g)p Fq(;\260)31450 45120 y Fn(i)31801 44985 y Fp(\\)33 b Fs(~)-503 b Fq(\260)52 b Fs(=)p Fp(;)34952 41708 y Fq(n)34389 42106 y Fj(Y)34477 44906 y Fq(i)p Fs(=1)36308 43368 y Fu(')37160 43567 y Fq(w)37914 43368 y Fx(\()p Fu(\260)39095 43567 y Fq(i)39470 43368 y Fx(\))p 26460 45551 13518 54 v 30666 46768 a Fr(Z)106 b Fx(\()p Fu(V)289 b Fr(j)p Fu(')34509 46967 y Fq(w)35263 46768 y Fx(\))45176 45857 y(\(33\))4317 49636 y(The)408 b(factor)g(2)11310 49154 y Fq(d)11850 49636 y Fu(d)f Fx(stems)g(from)h(the)f(fact)h(that)e (there)h(are)h(2)33213 49154 y Fq(d)33753 49636 y Fu(d)f Fx(b)36 b(onds)406 b(in)i(the)f Fu(d)p Fx({cells)h(of)4317 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59698 y Fq(X)69 b Fs(\()p Fq(\260)52 b Fs(\))45176 60247 y Fx(\(34\))25253 70015 y(22)p eop %%Page: 23 23 23 22 bop 6268 7306 a Fx(By)473 b(taking)h(in)-36 b(to)472 b(accoun)-36 b(t)473 b(the)f(expression)h(\(21\))g(and)f(that)g Fr(k)49 b Fx(\271)-699 b Fu(\260)72 b Fr(k)436 b Fx(=)f(2,)483 b(w)-36 b(e)473 b(get)g(as)4317 8911 y(a)434 b(result)f(of)i(cluster)e (expansion)8816 13294 y(Pr)o(\()p Fu(E)78 b Fx(\))369 b(=)14008 12218 y Fj(\243)14562 13294 y Fx(\()p Fr(\241)p Fx(1\))17257 12745 y Fq(d)p Fp(\241)p Fs(1)18999 13294 y Fu(d)19675 12218 y Fj(\244)20228 13294 y Fu(q)20853 12745 y Fp(\241)21718 12298 y Fm(k)34 b Fo(\271)-441 b Fn(\260)43 b Fm(k)p 21717 12544 1325 40 v 21963 13093 a Fo(2)p Fn(d)23451 13294 y Fx(exp)25660 10571 y Fj(8)25660 11766 y(<)25660 14157 y(:)26841 13294 y Fx(\242\()48 b(\271)-698 b Fu(\260)71 b Fx(\))295 b Fr(\241)33628 12032 y Fj(X)31307 14910 y Fq(X)69 b Fs(:Supp)156 b Fq(X)69 b Fp(\\)33 b Fs(\271)-503 b Fq(\260)52 b Fp(6)p Fs(=)p Fp(;)38090 13294 y 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b(vided)433 b Fu(\271)10447 34828 y Fq(d)10986 34629 y Fu(g)48 b(q)12282 34139 y Fp(\241)13359 33777 y Fo(1)p 13146 33938 833 40 v 13146 34486 a(2)p Fn(d)14167 34629 y Fu(e)14770 34147 y Fs(9)p Fq(q)15692 33742 y Fm(\241)16464 33481 y Fo(1)p 16464 33592 406 33 v 16464 34052 a(2)17483 34629 y Fu(<)368 b Fx(1.)579 b(This)434 b(implies)14835 37525 y Fu(\302)15650 36977 y Fs(w)16398 37525 y Fx(\()p Fu(\257)17638 37724 y Fq(t)18033 37525 y Fu(;)221 b(q)48 b Fx(\))369 b(=)21496 36449 y Fj(\243)22049 37525 y Fx(\()p Fr(\241)p Fx(1\))24744 36977 y Fq(d)p Fp(\241)p Fs(1)26486 37525 y Fu(d)27162 36449 y Fj(\244)27715 37525 y Fu(q)28340 36977 y Fp(\241)29215 36615 y Fo(1)p 29204 36776 427 40 v 29204 37324 a Fn(d)30115 37525 y Fx(+)294 b Fu(O)36 b Fx(\()p Fu(q)33582 36977 y Fp(\241)34457 36615 y Fo(1)p 34446 36776 V 34446 37324 a Fn(d)35006 36977 y Fp(\241)35871 36615 y Fo(1)p 35871 36776 406 40 v 35871 37324 a(2)36465 37525 y Fx(\))8205 b(\(37\))4317 40421 y(giving)344 b(the)e(second)g (statemen)-36 b(t)341 b(of)i(the)f(theorem.)548 b(The)342 b(last)h(statemen)-36 b(t)341 b(follo)-36 b(ws)345 b(again)4317 42026 y(from)434 b(the)f(di\256eren)-36 b(tiabilit)g(y)434 b(prop)36 b(erties)433 b(giv)-36 b(en)434 b(in)g([LMMRS)o(].)p 36298 42026 651 651 v 6268 44223 a(Let)606 b(us)g(giv)-36 b(e)608 b(some)e(consequences)h(of)g(Theorem)g(6.)1097 b(Consider)606 b(a)h(generalized)4317 45828 y(F)-108 b(ortuin{Kasteleyn)556 b(measure)g(\(GFK\))f(where)h(the)f(o)36 b(ccupation)556 b(v)-72 b(ariables)557 b(are)f(de-)4317 47433 y(\257ned)433 b(on)g(the)g(\()p Fu(d)295 b Fr(\241)g Fx(1\){cells)435 b(of)f(the)f(lattice:)7306 50921 y Fr(h)221 b(\242)g(i)p Fx(\()p Ft(V)p Fu(;)g(\257)74 b(;)221 b(q)48 b Fx(\))370 b(=)17995 50023 y(1)p 15602 50616 5436 54 v 15602 51833 a(\245\()p Ft(V)p Fu(;)221 b(\257)74 b(;)221 b(q)48 b Fx(\))22371 49660 y Fj(X)21392 52583 y Fq(n)p Fp(2f)p Fs(0)p Fq(;)p Fs(1)p Fp(g)24731 52331 y Fc(V)25490 50921 y Fr(\242)221 b Fx(\()p Fu(e)27189 50373 y Fq(\257)28113 50921 y Fr(\241)296 b Fx(1\))30598 50373 y Fq(N)31439 50060 y Fn(d)p Fm(\241)p Fo(1)32966 50373 y Fs(\()p Fq(n)p Fs(\))34324 50921 y Fu(q)34949 50373 y Fq(\274)35521 50060 y Fn(d)p Fm(\241)p Fo(1)37048 50373 y Fs(\()p Fq(n)p Fs(\))38628 50921 y Fu(\267)39377 50373 y Fs(b)26 b(c)40399 50921 y Fx(\()p Fu(n)p Fx(\))2989 b(\(38\))4317 55436 y(where)416 b Ft(V)370 b Fr(\275)f Ft(L)11674 55635 y Fq(d)p Fp(\241)p Fs(1)13831 55436 y Fx(and)416 b Fu(\267)17092 54954 y Fs(b)26 b(c)18114 55436 y Fx(\()p Fu(n)p Fx(\))416 b(refers)h(to)f(the)g(b)36 b(oundary)415 b(conditions.)573 b(In)416 b(dimension)4317 57041 y Fu(d)619 b Fx(=)g(3,)f(the)580 b(partition)h(function)f(\245\()p Ft(V)p Fu(;)221 b(\257)74 b(;)221 b(q)48 b Fx(\))582 b(is)f(actually)g(the)g(F)-108 b(ortuin{Kasteleyn)4317 58646 y(represen)-36 b(tation)488 b(of)h(the)f(gauge)i(P)-36 b(otts)488 b(mo)36 b(del.)744 b(In)488 b(dimension)h Fu(d)462 b Fr(\270)h Fx(4,)503 b(it)489 b(is)g(the)f(one)4317 60251 y(of)496 b(the)e(so{called)i(h)-36 b(yp)36 b(ergauge)495 b(mo)36 b(del.)762 b(P)-36 b(otts)495 b(and)f(h)-36 b(yp)36 b(ergauge)495 b(P)-36 b(otts)494 b(mo)36 b(del)495 b(are)4317 61856 y(related)571 b(b)-36 b(y)571 b(the)f(natural)h(extension)g(\()p Fb(D)p Fx(\))f(of)i(the)e (Kramers-W)-108 b(annier)570 b(dualit)-36 b(y)-108 b(,)606 b(i.e.)4317 63461 y(F)-108 b(ourier)433 b(expansion)h(together)f(with)h (P)-36 b(oincar)g(\266)-614 b(e)434 b(dualit)-36 b(y)434 b([LMeR,)g(KLMR)o(])17476 66694 y(P)-36 b(otts)21926 65941 y Fa(D)21091 66694 y Fr(\303)-221 b(!)590 b Fx(Hyp)36 b(ergauge)435 b(P)-36 b(otts)25253 70015 y(23)p eop %%Page: 24 24 24 23 bop 4317 7306 a Fx(Denoting)348 b(b)-36 b(y)348 b(FK)g(and)f(GFK)h(their)f(F)-108 b(ortuin{Kasteleyn)348 b(represen)-36 b(tations,)364 b(the)348 b(com-)4317 8911 y(plete)434 b(comm)-36 b(utativit)g(y)434 b(of)g(the)f(follo)-36 b(wing)436 b(diagram)16960 12005 y(P)-36 b(otts)21926 11252 y Fa(D)21091 12005 y Fr(\303)-221 b(!)1107 b Fx(Hyp)36 b(ergauge)434 b(P)-36 b(otts)18029 12487 y Fj(?)18029 13284 y(?)18029 14081 y(y)29297 12487 y(?)29297 13284 y(?)29297 14081 y(y)17542 16378 y Fx(FK)21978 15625 y Fa(A)21091 16378 y Fr(\303)-221 b(!)4773 b Fx(GFK)4317 19695 y(actually)471 b(holds.)685 b(The)470 b(corresp)36 b(ondence)468 b(FK)28318 18942 y Fa(A)27430 19695 y Fr(\303)-221 b(!)430 b Fx(GFK)469 b(is)h(the)f(Alexander)g(dualit)-36 b(y)4317 21301 y(\(used)433 b(in)g(Section)h(2)f(for)i Fu(d)368 b Fx(=)h(2\))434 b(and)f(de\257ned)f(as)i(follo)-36 b(ws)19883 24131 y Fj(b)-758 b Fu(n)20639 24330 y Fq(b)21042 24078 y Fm(\244)21946 24131 y Fx(=)369 b(1)295 b Fr(\241)h Fu(n)26377 24330 y Fq(b)26835 24131 y Fu(;)1522 b(b)369 b Fr(2)g Fu(V)4317 26962 y Fx(where)434 b Fu(b)8628 26480 y Fp(\244)9587 26962 y Fx(is)g(the)f(\()p Fu(d)295 b Fr(\241)g Fx(1\){cell)435 b(that)e(crosses)h Fu(b)p Fx(.)6268 29150 y(Under)427 b(this)h(transformation,)i(the)d(FK)h(measure)g (\(5\))g(at)g(\(in)-36 b(v)g(erse\))428 b(temp)36 b(erature)4317 30755 y Fu(\257)428 b Fx(is)355 b(transformed)f(in)g(the)g(GFK)g (measure)g(\(38\))g(at)h(\(in)-36 b(v)g(erse\))354 b(temp)36 b(erature)353 b Fu(\257)43269 30273 y Fp(\244)43795 30755 y Fx(,)370 b(while)4317 32360 y(free)365 b(b)36 b(oundary)363 b(conditions)h(are)g(transformed)g(in)-36 b(to)364 b(the)g(wired)g (ones.)555 b(Note)364 b(that)g(this)4317 33965 y(dualit)-36 b(y)454 b(actually)g(holds)f(at)g(the)g(lev)-36 b(el)454 b(of)g(measures.)637 b(It)453 b(implies,)459 b(as)453 b(a)h(consequence)4317 35570 y(of)597 b(Theorem)f(6,)636 b(that)596 b(the)f(\(suitably)h(de\257ned\))e(mean)i(lo)36 b(cal)597 b(Euler)e(c)-36 b(haracteristic)4317 37175 y(with)541 b(resp)36 b(ect)541 b(to)g(the)f(generalized)i(measures)f (\(38\))g(is)g(discon)-36 b(tin)g(uous)540 b(at)h(the)g(dual)4317 38781 y(temp)36 b(erature)433 b Fu(\257)12532 38299 y Fp(\244)12458 39109 y Fq(t)13491 38781 y Fx(giv)-36 b(en)434 b(b)-36 b(y)434 b(\()p Fu(e)19803 38299 y Fq(\257)20377 37986 y Fm(\244)20331 38554 y Fn(t)21206 38781 y Fr(\241)295 b Fx(1\)\()p Fu(e)24799 38299 y Fq(\257)25327 38410 y Fn(t)26050 38781 y Fr(\241)g Fx(1\))369 b(=)g Fu(q)48 b Fx(.)4317 43786 y Fy(4)2152 b(Conclusion)716 b(and)g(outlo)60 b(oks)4317 47289 y Fx(This)651 b(w)-36 b(ork)652 b(clearly)g(sho)-36 b(ws)651 b(that)f(the)h(mean)f(Euler-P)-36 b(oincar)g(\266)-614 b(e)651 b(c)-36 b(haracteristic)651 b(p)36 b(er)4317 48894 y(site)613 b(of)h(the)f(FK)f(measure)h(exhibits)g(a)h (non-trivial)f(b)36 b(eha)-36 b(viour)613 b(at)g(the)g(transition)4317 50499 y(p)36 b(oin)-36 b(t.)739 b(More)487 b(precisely)-108 b(,)502 b(w)-36 b(e)487 b(ha)-36 b(v)g(e)488 b(pro)-36 b(v)g(ed)487 b(that)f(it)i(satis\257es,)501 b(in)487 b(dimension)g(t)-36 b(w)g(o,)501 b(a)4317 52104 y(dualit)-36 b(y)480 b(prop)36 b(ert)-36 b(y)479 b(implying)h(that)f(at)g(the)g (transition)h(p)36 b(oin)-36 b(t)479 b(it)g(is)h(either)f(zero)h(or)f (it)4317 53709 y(is)434 b(discon)-36 b(tin)g(uous.)6268 55898 y(F)-108 b(or)449 b(the)f(p)36 b(ercolation)449 b(mo)36 b(del)449 b(\()p Fu(q)443 b Fx(=)394 b(1\))449 b(it)g(actually)h(tak)-36 b(es)449 b(the)g(v)-72 b(alue)449 b(zero)g(at)g(the)4317 57503 y(transition)434 b(p)36 b(oin)-36 b(t.)6268 59691 y(Moreo)g(v)g(er,)467 b(for)461 b(large)f Fu(q)48 b Fx(,)466 b(using)460 b(an)g(analysis)h(of)g(the)e (order{disorder)g(transition,)4317 61296 y(w)-36 b(e)393 b(ha)-36 b(v)g(e)392 b(sho)-36 b(wn)392 b(that)g(a)h(jump)e(of)i(order) f Fu(q)25610 60806 y Fp(\241)26475 60444 y Fo(1)p 26474 60605 406 40 v 26474 61153 a(2)27461 61296 y Fx(o)36 b(ccurs.)564 b(This)393 b(is)f(illustrated)h(in)f(Figure)4317 62901 y(2)434 b(for)g Fu(q)416 b Fx(=)369 b(5000.)6268 65089 y(In)403 b(higher)f(dimensions,)409 b(the)402 b(magnitude)h(of)g (the)f(jump)h(is)g(of)g(order)g Fu(q)41122 64599 y Fp(\241)41997 64237 y Fo(1)p 41986 64398 427 40 v 41986 64946 a Fn(d)43003 65089 y Fx(for)h(ev)-36 b(en)4317 66694 y(space)434 b(dimensions)f(and) g(of)h(order)g Fu(q)22487 66204 y Fp(\241)23352 65831 y Fn(d)p Fm(\241)p Fo(1)p 23351 66003 1473 40 v 23873 66551 a Fn(d)25445 66694 y Fx(for)g(o)36 b(dd)433 b(space)h (dimensions.)25253 70015 y(24)p eop %%Page: 25 25 25 24 bop 4317 25169 a @beginspecial -56 @llx 60 @lly 663 @urx 397 @ury 3685 @rwi @setspecial %%BeginDocument: chi_n15000.eps %!PS-Adobe-3.0 EPSF-3.0 %%Creator: Adobe Illustrator(TM) 7.0 %%For: (--- - cpt) (cnrs) %%Title: (chi_n15000.eps) %%CreationDate: (12/16/02) (2:38 PM) %%BoundingBox: -56 60 663 397 %%HiResBoundingBox: -55.7939 60.4021 662.565 396.7239 %%DocumentProcessColors: Cyan Magenta Yellow Black %%DocumentFonts: Times-Italic %%DocumentNeededFonts: Times-Italic %%DocumentSuppliedResources: procset Adobe_level2_AI5 1.2 0 %%+ procset Adobe_typography_AI5 1.0 1 %%+ procset Adobe_ColorImage_AI6 1.1 0 %%+ procset Adobe_Illustrator_AI5 1.2 0 %%+ procset Adobe_cshow 2.0 8 %AI5_FileFormat 3.0 %AI3_ColorUsage: Color %AI3_IncludePlacedImages %AI7_ImageSettings: 1 %%AI6_ColorSeparationSet: 1 1 (AI6 Default Color Separation Set) %%+ Options: 1 16 0 1 0 1 1 1 0 1 1 1 1 18 0 0 0 0 0 0 0 0 -1 -1 %%+ PPD: 1 21 0 0 60 45 2 2 1 0 0 1 0 0 0 0 0 0 0 0 0 0 () %AI3_TemplateBox: 300 225 300 225 %AI3_TileBox: -96.5 -54 700.5 506 %AI3_DocumentPreview: Macintosh_ColorPic %AI5_ArtSize: 842 595 %AI5_RulerUnits: 2 %AI5_ArtFlags: 1 0 0 1 0 0 1 1 0 %AI5_TargetResolution: 800 %AI5_NumLayers: 1 %AI5_OpenToView: -156 489 -1 1146 725 18 0 1 3 40 0 0 %AI5_OpenViewLayers: 7 %%PageOrigin:-96.5 -54 %%AI3_PaperRect:-23 577 819 -18 %%AI3_Margin:23 -17 -22 18 %AI7_GridSettings: 72 8 72 8 1 0 0.8 0.8 0.8 0.9 0.9 0.9 %%EndComments %%BeginProlog %%BeginResource: procset Adobe_level2_AI5 1.2 0 %%Title: (Adobe Illustrator (R) Version 5.0 Level 2 Emulation) %%Version: 1.2 0 %%CreationDate: (04/10/93) () %%Copyright: ((C) 1987-1996 Adobe Systems Incorporated All Rights Reserved) userdict /Adobe_level2_AI5 25 dict dup begin put /packedarray where not { userdict begin /packedarray { array astore readonly } bind def /setpacking /pop load def /currentpacking false def end 0 } if pop userdict /defaultpacking currentpacking put true setpacking /initialize { Adobe_level2_AI5 begin } bind def /terminate { currentdict Adobe_level2_AI5 eq { end } if } bind def mark /setcustomcolor where not { /findcmykcustomcolor { 0 6 packedarray } bind def /findrgbcustomcolor { 1 5 packedarray } bind def /setcustomcolor { exch aload pop 0 eq { pop 4 { 4 index mul 4 1 roll } repeat 5 -1 roll pop setcmykcolor } { pop 3 { 1 exch sub 3 index mul 1 exch sub 3 1 roll } repeat 4 -1 roll pop setrgbcolor } ifelse } def } if /gt38? mark {version cvr cvx exec} stopped {cleartomark true} {38 gt exch pop} ifelse def userdict /deviceDPI 72 0 matrix defaultmatrix dtransform dup mul exch dup mul add sqrt put userdict /level2? systemdict /languagelevel known dup { pop systemdict /languagelevel get 2 ge } if put /level2ScreenFreq { begin 60 HalftoneType 1 eq { pop Frequency } if HalftoneType 2 eq { pop GrayFrequency } if HalftoneType 5 eq { pop Default level2ScreenFreq } if end } bind def userdict /currentScreenFreq level2? {currenthalftone level2ScreenFreq} {currentscreen pop pop} ifelse put level2? not { /setcmykcolor where not { /setcmykcolor { exch .11 mul add exch .59 mul add exch .3 mul add 1 exch sub setgray } def } if /currentcmykcolor where not { /currentcmykcolor { 0 0 0 1 currentgray sub } def } if /setoverprint where not { /setoverprint /pop load def } if /selectfont where not { /selectfont { exch findfont exch dup type /arraytype eq { makefont } { scalefont } ifelse setfont } bind def } if /cshow where not { /cshow { [ 0 0 5 -1 roll aload pop ] cvx bind forall } bind def } if } if cleartomark /anyColor? { add add add 0 ne } bind def /testColor { gsave setcmykcolor currentcmykcolor grestore } bind def /testCMYKColorThrough { testColor anyColor? } bind def userdict /composite? level2? { gsave 1 1 1 1 setcmykcolor currentcmykcolor grestore add add add 4 eq } { 1 0 0 0 testCMYKColorThrough 0 1 0 0 testCMYKColorThrough 0 0 1 0 testCMYKColorThrough 0 0 0 1 testCMYKColorThrough and and and } ifelse put composite? not { userdict begin gsave /cyan? 1 0 0 0 testCMYKColorThrough def /magenta? 0 1 0 0 testCMYKColorThrough def /yellow? 0 0 1 0 testCMYKColorThrough def /black? 0 0 0 1 testCMYKColorThrough def grestore /isCMYKSep? cyan? magenta? yellow? black? or or or def /customColor? isCMYKSep? not def end } if end defaultpacking setpacking %%EndResource %%BeginResource: procset Adobe_typography_AI5 1.0 1 %%Title: (Typography Operators) %%Version: 1.0 1 %%CreationDate:(6/10/1996) () %%Copyright: ((C) 1987-1996 Adobe Systems Incorporated All Rights Reserved) currentpacking true setpacking userdict /Adobe_typography_AI5 68 dict dup begin put /initialize { begin begin Adobe_typography_AI5 begin Adobe_typography_AI5 { dup xcheck { bind } if pop pop } forall end end end Adobe_typography_AI5 begin } def /terminate { currentdict Adobe_typography_AI5 eq { end } if } def /modifyEncoding { /_tempEncode exch ddef /_pntr 0 ddef { counttomark -1 roll dup type dup /marktype eq { pop pop exit } { /nametype eq { _tempEncode /_pntr dup load dup 3 1 roll 1 add ddef 3 -1 roll put } { /_pntr exch ddef } ifelse } ifelse } loop _tempEncode } def /havefont { systemdict /languagelevel known { /Font resourcestatus dup { exch pop exch pop } if } { systemdict /FontDirectory get 1 index known { pop true } { systemdict /fileposition known { dup length 6 add exch Ss 6 250 getinterval cvs pop Ss exch 0 exch getinterval status { pop pop pop pop true } { false } ifelse } { pop false } ifelse } ifelse } ifelse } def /TE { StandardEncoding 256 array copy modifyEncoding /_nativeEncoding exch def } def /subststring { exch 2 index exch search { exch pop exch dup () eq { pop exch concatstring } { 3 -1 roll exch concatstring concatstring } ifelse exch pop true } { pop pop false } ifelse } def /concatstring { 1 index length 1 index length 1 index add string dup 0 5 index putinterval dup 2 index 4 index putinterval 4 1 roll pop pop pop } def % /TZ { dup type /arraytype eq { /_wv exch def } { /_wv 0 def } ifelse /_useNativeEncoding exch def 2 index havefont { 3 index 255 string cvs dup (_Symbol_) eq { pop 2 index findfont } { dup length 1 sub 1 exch getinterval cvn findfont } ifelse } { dup 1 eq { 2 index 64 string cvs dup (-90pv-RKSJ-) (-83pv-RKSJ-) subststring { exch pop dup havefont { findfont false } { pop true } ifelse } { pop dup (-90ms-RKSJ-) (-Ext-RKSJ-) subststring { exch pop dup havefont { findfont false } { pop true } ifelse } { pop pop true } ifelse } ifelse { /Ryumin-Light-83pv-RKSJ-H havefont {/Ryumin-Light-83pv-RKSJ-H} {/Courier} ifelse findfont [1 0 0.5 1 0 0] makefont } if } { /Courier findfont } ifelse } ifelse _wv type /arraytype eq { _wv makeblendedfont } if dup length 10 add dict begin mark exch { 1 index /FID ne { def } if cleartomark mark } forall pop /FontScript exch def /FontDirection exch def /FontRequest exch def /FontName exch def counttomark 0 eq { 1 _useNativeEncoding eq { /Encoding _nativeEncoding def } if cleartomark } { /Encoding load 256 array copy modifyEncoding /Encoding exch def } ifelse FontName currentdict end definefont pop } def /tr { _ax _ay 3 2 roll } def /trj { _cx _cy _sp _ax _ay 6 5 roll } def /a0 { /Tx { dup currentpoint 3 2 roll tr _psf newpath moveto tr _ctm _pss } ddef /Tj { dup currentpoint 3 2 roll trj _pjsf newpath moveto trj _ctm _pjss } ddef } def /a1 { W B } def /e0 { /Tx { tr _psf } ddef /Tj { trj _pjsf } ddef } def /e1 { W F } def /i0 { /Tx { tr sp } ddef /Tj { trj jsp } ddef } def /i1 { W N } def /o0 { /Tx { tr sw rmoveto } ddef /Tj { trj swj rmoveto } ddef } def /r0 { /Tx { tr _ctm _pss } ddef /Tj { trj _ctm _pjss } ddef } def /r1 { W S } def /To { pop _ctm currentmatrix pop } def /TO { iTe _ctm setmatrix newpath } def /Tp { pop _tm astore pop _ctm setmatrix _tDict begin /W { } def /h { } def } def /TP { end iTm 0 0 moveto } def /Tr { _render 3 le { currentpoint newpath moveto } if dup 8 eq { pop 0 } { dup 9 eq { pop 1 } if } ifelse dup /_render exch ddef _renderStart exch get load exec } def /iTm { _ctm setmatrix _tm concat _shift aload pop _lineorientation 1 eq { exch } if translate _scale aload pop _lineorientation 1 eq _yokoorientation 1 eq or { exch } if scale } def /Tm { _tm astore pop iTm 0 0 moveto } def /Td { _mtx translate _tm _tm concatmatrix pop iTm 0 0 moveto } def /iTe { _render -1 eq { } { _renderEnd _render get dup null ne { load exec } { pop } ifelse } ifelse /_render -1 ddef } def /Ta { pop } def /Tf { 1 index type /nametype eq { dup 0.75 mul 1 index 0.25 mul neg } if /_fontDescent exch ddef /_fontAscent exch ddef /_fontSize exch ddef /_fontRotateAdjust _fontAscent _fontDescent add 2 div neg ddef /_fontHeight _fontSize ddef findfont _fontSize scalefont setfont } def /Tl { pop neg 0 exch _leading astore pop } def /Tt { pop } def /TW { 3 npop } def /Tw { /_cx exch ddef } def /TC { 3 npop } def /Tc { /_ax exch ddef } def /Ts { 0 exch _shift astore pop currentpoint iTm moveto } def /Ti { 3 npop } def /Tz { count 1 eq { 100 } if 100 div exch 100 div exch _scale astore pop iTm } def /TA { pop } def /Tq { pop } def /Tg { pop } def /TG { pop } def /Tv { /_lineorientation exch ddef } def /TV { /_charorientation exch ddef } def /Ty { dup /_yokoorientation exch ddef 1 sub neg Tv } def /TY { pop } def /T~ { Tx } def /Th { pop pop pop pop pop } def /TX { pop } def /Tk { _fontSize mul 1000 div _lineorientation 0 eq { neg 0 } { 0 exch } ifelse rmoveto pop } def /TK { 2 npop } def /T* { _leading aload pop _lineorientation 0 ne { exch } if Td } def /T*- { _leading aload pop _lineorientation 0 ne { exch } if exch neg exch neg Td } def /T- { _ax neg 0 rmoveto _lineorientation 1 eq _charorientation 0 eq and { 1 TV _hyphen Tx 0 TV } { _hyphen Tx } ifelse } def /T+ { } def /TR { _ctm currentmatrix pop _tm astore pop iTm 0 0 moveto } def /TS { currentfont 3 1 roll /_Symbol_ findfont _fontSize scalefont setfont 0 eq { Tx } { Tj } ifelse setfont } def /Xb { pop pop } def /Tb /Xb load def /Xe { pop pop pop pop } def /Te /Xe load def /XB { } def /TB /XB load def currentdict readonly pop end setpacking % /X^ { currentfont 5 1 roll dup havefont { findfont _fontSize scalefont setfont } { pop exch } ifelse 2 index 0 eq { Tx } { Tj } ifelse pop pop setfont } def /T^ /X^ load def %%EndResource %%BeginProcSet: Adobe_ColorImage_AI6 1.1 0 userdict /Adobe_ColorImage_AI6 known not { userdict /Adobe_ColorImage_AI6 24 dict put } if userdict /Adobe_ColorImage_AI6 get begin /initialize { Adobe_ColorImage_AI6 begin Adobe_ColorImage_AI6 { dup type /arraytype eq { dup xcheck { bind } if } if pop pop } forall } def /terminate { end } def currentdict /Adobe_ColorImage_AI6_Vars known not { /Adobe_ColorImage_AI6_Vars 15 dict def } if Adobe_ColorImage_AI6_Vars begin /channelcount 0 def /sourcecount 0 def /sourcearray 4 array def /plateindex -1 def /XIMask 0 def /XIBinary 0 def /XIChannelCount 0 def /XIBitsPerPixel 0 def /XIImageHeight 0 def /XIImageWidth 0 def /XIImageMatrix null def /XIBuffer null def /XIDataProc null def /XIVersion 6 def end /WalkRGBString null def /WalkCMYKString null def /StuffRGBIntoGrayString null def /RGBToGrayImageProc null def /StuffCMYKIntoGrayString null def /CMYKToGrayImageProc null def /ColorImageCompositeEmulator null def /SeparateCMYKImageProc null def /FourEqual null def /TestPlateIndex null def currentdict /_colorimage known not { /colorimage where { /colorimage get /_colorimage exch def } { /_colorimage null def } ifelse } if /_currenttransfer systemdict /currenttransfer get def /colorimage null def /XI null def /WalkRGBString { 0 3 index dup length 1 sub 0 3 3 -1 roll { 3 getinterval { } forall 5 index exec 3 index } for 5 { pop } repeat } def /WalkCMYKString { 0 3 index dup length 1 sub 0 4 3 -1 roll { 4 getinterval { } forall 6 index exec 3 index } for 5 { pop } repeat } def /StuffRGBIntoGrayString { .11 mul exch .59 mul add exch .3 mul add cvi 3 copy put pop 1 add } def /RGBToGrayImageProc { Adobe_ColorImage_AI6_Vars begin sourcearray 0 get exec dup length 3 idiv string dup 3 1 roll /StuffRGBIntoGrayString load exch WalkRGBString end } def /StuffCMYKIntoGrayString { exch .11 mul add exch .59 mul add exch .3 mul add dup 255 gt { pop 255 } if 255 exch sub cvi 3 copy put pop 1 add } def /CMYKToGrayImageProc { Adobe_ColorImage_AI6_Vars begin sourcearray 0 get exec dup length 4 idiv string dup 3 1 roll /StuffCMYKIntoGrayString load exch WalkCMYKString end } def /ColorImageCompositeEmulator { pop true eq { Adobe_ColorImage_AI6_Vars /sourcecount get 5 add { pop } repeat } { Adobe_ColorImage_AI6_Vars /channelcount get 1 ne { Adobe_ColorImage_AI6_Vars begin sourcearray 0 3 -1 roll put channelcount 3 eq { /RGBToGrayImageProc } { /CMYKToGrayImageProc } ifelse load end } if image } ifelse } def /SeparateCMYKImageProc { Adobe_ColorImage_AI6_Vars begin sourcecount 0 ne { sourcearray plateindex get exec } { sourcearray 0 get exec dup length 4 idiv string 0 2 index plateindex 4 2 index length 1 sub { get 255 exch sub 3 copy put pop 1 add 2 index } for pop pop exch pop } ifelse end } def /FourEqual { 4 index ne { pop pop pop false } { 4 index ne { pop pop false } { 4 index ne { pop false } { 4 index eq } ifelse } ifelse } ifelse } def /TestPlateIndex { Adobe_ColorImage_AI6_Vars begin /plateindex -1 def /setcmykcolor where { pop gsave 1 0 0 0 setcmykcolor systemdict /currentgray get exec 1 exch sub 0 1 0 0 setcmykcolor systemdict /currentgray get exec 1 exch sub 0 0 1 0 setcmykcolor systemdict /currentgray get exec 1 exch sub 0 0 0 1 setcmykcolor systemdict /currentgray get exec 1 exch sub grestore 1 0 0 0 FourEqual { /plateindex 0 def } { 0 1 0 0 FourEqual { /plateindex 1 def } { 0 0 1 0 FourEqual { /plateindex 2 def } { 0 0 0 1 FourEqual { /plateindex 3 def } { 0 0 0 0 FourEqual { /plateindex 5 def } if } ifelse } ifelse } ifelse } ifelse pop pop pop pop } if plateindex end } def /colorimage { Adobe_ColorImage_AI6_Vars begin /channelcount 1 index def /sourcecount 2 index 1 eq { channelcount 1 sub } { 0 } ifelse def 4 sourcecount add index dup 8 eq exch 1 eq or not end { /_colorimage load null ne { _colorimage } { Adobe_ColorImage_AI6_Vars /sourcecount get 7 add { pop } repeat } ifelse } { dup 3 eq TestPlateIndex dup -1 eq exch 5 eq or or { /_colorimage load null eq { ColorImageCompositeEmulator } { dup 1 eq { pop pop image } { Adobe_ColorImage_AI6_Vars /plateindex get 5 eq { gsave 0 _currenttransfer exec 1 _currenttransfer exec eq { 0 _currenttransfer exec 0.5 lt } { 0 _currenttransfer exec 1 _currenttransfer exec gt } ifelse { { pop 0 } } { { pop 1 } } ifelse systemdict /settransfer get exec } if _colorimage Adobe_ColorImage_AI6_Vars /plateindex get 5 eq { grestore } if } ifelse } ifelse } { dup 1 eq { pop pop image } { pop pop Adobe_ColorImage_AI6_Vars begin sourcecount -1 0 { exch sourcearray 3 1 roll put } for /SeparateCMYKImageProc load end systemdict /image get exec } ifelse } ifelse } ifelse } def /XG { pop pop } def /XF { 13 {pop} repeat } def /Xh { Adobe_ColorImage_AI6_Vars begin gsave /XIMask exch 0 ne def /XIImageHeight exch def /XIImageWidth exch def /XIImageMatrix exch def 0 0 moveto XIImageMatrix concat XIImageWidth XIImageHeight scale XIMask { /_lp /null ddef _fc /_lp /imagemask ddef } if /XIVersion 7 def end } def /XH { Adobe_ColorImage_AI6_Vars begin /XIVersion 6 def grestore end } def /XI { Adobe_ColorImage_AI6_Vars begin gsave /XIMask exch 0 ne def /XIBinary exch 0 ne def pop pop /XIChannelCount exch def /XIBitsPerPixel exch def /XIImageHeight exch def /XIImageWidth exch def pop pop pop pop /XIImageMatrix exch def XIBitsPerPixel 1 eq { XIImageWidth 8 div ceiling cvi } { XIImageWidth XIChannelCount mul } ifelse /XIBuffer exch string def XIBinary { /XIDataProc { currentfile XIBuffer readstring pop } def XIVersion 6 le { currentfile 128 string readline pop pop } if } { /XIDataProc { currentfile XIBuffer readhexstring pop } def } ifelse XIVersion 6 le { 0 0 moveto XIImageMatrix concat XIImageWidth XIImageHeight scale XIMask { /_lp /null ddef _fc /_lp /imagemask ddef } if } if XIMask { XIImageWidth XIImageHeight false [ XIImageWidth 0 0 XIImageHeight neg 0 0 ] /XIDataProc load imagemask } { XIImageWidth XIImageHeight XIBitsPerPixel [ XIImageWidth 0 0 XIImageHeight neg 0 0 ] /XIDataProc load XIChannelCount 1 eq { gsave 0 setgray image grestore } { false XIChannelCount colorimage } ifelse } ifelse grestore end } def end %%EndProcSet %%BeginResource: procset Adobe_Illustrator_AI5 1.2 0 %%Title: (Adobe Illustrator (R) Version 7.0 Full Prolog) %%Version: 1.2 0 %%CreationDate: (3/7/1994) () %%Copyright: ((C) 1987-1996 Adobe Systems Incorporated All Rights Reserved) currentpacking true setpacking userdict /Adobe_Illustrator_AI5_vars 107 dict dup begin put /_eo false def /_lp /none def /_pf { } def /_ps { } def /_psf { } def /_pss { } def /_pjsf { } def /_pjss { } def /_pola 0 def /_doClip 0 def /cf currentflat def /_lineorientation 0 def /_charorientation 0 def /_yokoorientation 0 def /_tm matrix def /_renderStart [ /e0 /r0 /a0 /o0 /e1 /r1 /a1 /i0 ] def /_renderEnd [ null null null null /i1 /i1 /i1 /i1 ] def /_render -1 def /_shift [0 0] def /_ax 0 def /_ay 0 def /_cx 0 def /_cy 0 def /_leading [ 0 0 ] def /_ctm matrix def /_mtx matrix def /_sp 16#020 def /_hyphen (-) def /_fontSize 0 def /_fontAscent 0 def /_fontDescent 0 def /_fontHeight 0 def /_fontRotateAdjust 0 def /Ss 256 string def Ss 0 (fonts/) putinterval /_cnt 0 def /_scale [1 1] def /_nativeEncoding 0 def /_useNativeEncoding 0 def /_tempEncode 0 def /_pntr 0 def /_tDict 2 dict def /_hfname 100 string def /_hffound false def /Tx { } def /Tj { } def /CRender { } def /_AI3_savepage { } def /_gf null def /_cf 4 array def /_rgbf 3 array def /_if null def /_of false def /_fc { } def /_gs null def /_cs 4 array def /_rgbs 3 array def /_is null def /_os false def /_sc { } def /_pd 1 dict def /_ed 15 dict def /_pm matrix def /_fm null def /_fd null def /_fdd null def /_sm null def /_sd null def /_sdd null def /_i null def /_lobyte 0 def /_hibyte 0 def /_cproc null def /_cscript 0 def /_hvax 0 def /_hvay 0 def /_hvwb 0 def /_hvcx 0 def /_hvcy 0 def /_bitfont null def /_bitlobyte 0 def /_bithibyte 0 def /_bitkey null def /_bitdata null def /_bitindex 0 def /discardSave null def /buffer 256 string def /beginString null def /endString null def /endStringLength null def /layerCnt 1 def /layerCount 1 def /perCent (%) 0 get def /perCentSeen? false def /newBuff null def /newBuffButFirst null def /newBuffLast null def /clipForward? false def end userdict /Adobe_Illustrator_AI5 known not { userdict /Adobe_Illustrator_AI5 95 dict put } if userdict /Adobe_Illustrator_AI5 get begin /initialize { Adobe_Illustrator_AI5 dup begin Adobe_Illustrator_AI5_vars begin discardDict { bind pop pop } forall dup /nc get begin { dup xcheck 1 index type /operatortype ne and { bind } if pop pop } forall end newpath } def /terminate { end end } def /_ null def /ddef { Adobe_Illustrator_AI5_vars 3 1 roll put } def /xput { dup load dup length exch maxlength eq { dup dup load dup length 2 mul dict copy def } if load begin def end } def /npop { { pop } repeat } def /hswj { dup stringwidth 3 2 roll { _hvwb eq { exch _hvcx add exch _hvcy add } if exch _hvax add exch _hvay add } cforall } def /vswj { 0 0 3 -1 roll { dup 255 le _charorientation 1 eq and { dup cstring stringwidth 5 2 roll _hvwb eq { exch _hvcy sub exch _hvcx sub } if exch _hvay sub exch _hvax sub 4 -1 roll sub exch 3 -1 roll sub exch } { _hvwb eq { exch _hvcy sub exch _hvcx sub } if exch _hvay sub exch _hvax sub _fontHeight sub } ifelse } cforall } def /swj { 6 1 roll /_hvay exch ddef /_hvax exch ddef /_hvwb exch ddef /_hvcy exch ddef /_hvcx exch ddef _lineorientation 0 eq { hswj } { vswj } ifelse } def /sw { 0 0 0 6 3 roll swj } def /vjss { 4 1 roll { dup cstring dup length 1 eq _charorientation 1 eq and { -90 rotate currentpoint _fontRotateAdjust add moveto gsave false charpath currentpoint 5 index setmatrix stroke grestore _fontRotateAdjust sub moveto _sp eq { 5 index 5 index rmoveto } if 2 copy rmoveto 90 rotate } { currentpoint _fontHeight sub 5 index sub 3 index _sp eq { 9 index sub } if currentpoint exch 4 index stringwidth pop 2 div sub exch _fontAscent sub moveto gsave 2 index false charpath 6 index setmatrix stroke grestore moveto pop pop } ifelse } cforall 6 npop } def /hjss { 4 1 roll { dup cstring gsave false charpath currentpoint 5 index setmatrix stroke grestore moveto _sp eq { 5 index 5 index rmoveto } if 2 copy rmoveto } cforall 6 npop } def /jss { _lineorientation 0 eq { hjss } { vjss } ifelse } def /ss { 0 0 0 7 3 roll jss } def /vjsp { 4 1 roll { dup cstring dup length 1 eq _charorientation 1 eq and { -90 rotate currentpoint _fontRotateAdjust add moveto false charpath currentpoint _fontRotateAdjust sub moveto _sp eq { 5 index 5 index rmoveto } if 2 copy rmoveto 90 rotate } { currentpoint _fontHeight sub 5 index sub 3 index _sp eq { 9 index sub } if currentpoint exch 4 index stringwidth pop 2 div sub exch _fontAscent sub moveto 2 index false charpath moveto pop pop } ifelse } cforall 6 npop } def /hjsp { 4 1 roll { dup cstring false charpath _sp eq { 5 index 5 index rmoveto } if 2 copy rmoveto } cforall 6 npop } def /jsp { matrix currentmatrix _lineorientation 0 eq {hjsp} {vjsp} ifelse } def /sp { matrix currentmatrix 0 0 0 7 3 roll _lineorientation 0 eq {hjsp} {vjsp} ifelse } def /pl { transform 0.25 sub round 0.25 add exch 0.25 sub round 0.25 add exch itransform } def /setstrokeadjust where { pop true setstrokeadjust /c { curveto } def /C /c load def /v { currentpoint 6 2 roll curveto } def /V /v load def /y { 2 copy curveto } def /Y /y load def /l { lineto } def /L /l load def /m { moveto } def } { /c { pl curveto } def /C /c load def /v { currentpoint 6 2 roll pl curveto } def /V /v load def /y { pl 2 copy curveto } def /Y /y load def /l { pl lineto } def /L /l load def /m { pl moveto } def } ifelse /d { setdash } def /cf { } def /i { dup 0 eq { pop cf } if setflat } def /j { setlinejoin } def /J { setlinecap } def /M { setmiterlimit } def /w { setlinewidth } def /XR { 0 ne /_eo exch ddef } def /H { } def /h { closepath } def /N { _pola 0 eq { _doClip 1 eq { _eo {eoclip} {clip} ifelse /_doClip 0 ddef } if newpath } { /CRender { N } ddef } ifelse } def /n { N } def /F { _pola 0 eq { _doClip 1 eq { gsave _pf grestore _eo {eoclip} {clip} ifelse newpath /_lp /none ddef _fc /_doClip 0 ddef } { _pf } ifelse } { /CRender { F } ddef } ifelse } def /f { closepath F } def /S { _pola 0 eq { _doClip 1 eq { gsave _ps grestore _eo {eoclip} {clip} ifelse newpath /_lp /none ddef _sc /_doClip 0 ddef } { _ps } ifelse } { /CRender { S } ddef } ifelse } def /s { closepath S } def /B { _pola 0 eq { _doClip 1 eq gsave F grestore { gsave S grestore _eo {eoclip} {clip} ifelse newpath /_lp /none ddef _sc /_doClip 0 ddef } { S } ifelse } { /CRender { B } ddef } ifelse } def /b { closepath B } def /W { /_doClip 1 ddef } def /* { count 0 ne { dup type /stringtype eq { pop } if } if newpath } def /u { } def /U { } def /q { _pola 0 eq { gsave } if } def /Q { _pola 0 eq { grestore } if } def /*u { _pola 1 add /_pola exch ddef } def /*U { _pola 1 sub /_pola exch ddef _pola 0 eq { CRender } if } def /D { pop } def /*w { } def /*W { } def /` { /_i save ddef clipForward? { nulldevice } if 6 1 roll 4 npop concat pop userdict begin /showpage { } def 0 setgray 0 setlinecap 1 setlinewidth 0 setlinejoin 10 setmiterlimit [] 0 setdash /setstrokeadjust where {pop false setstrokeadjust} if newpath 0 setgray false setoverprint } def /~ { end _i restore } def /O { 0 ne /_of exch ddef /_lp /none ddef } def /R { 0 ne /_os exch ddef /_lp /none ddef } def /g { /_gf exch ddef /_fc { _lp /fill ne { _of setoverprint _gf setgray /_lp /fill ddef } if } ddef /_pf { _fc _eo {eofill} {fill} ifelse } ddef /_psf { _fc hvashow } ddef /_pjsf { _fc hvawidthshow } ddef /_lp /none ddef } def /G { /_gs exch ddef /_sc { _lp /stroke ne { _os setoverprint _gs setgray /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /k { _cf astore pop /_fc { _lp /fill ne { _of setoverprint _cf aload pop setcmykcolor /_lp /fill ddef } if } ddef /_pf { _fc _eo {eofill} {fill} ifelse } ddef /_psf { _fc hvashow } ddef /_pjsf { _fc hvawidthshow } ddef /_lp /none ddef } def /K { _cs astore pop /_sc { _lp /stroke ne { _os setoverprint _cs aload pop setcmykcolor /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /Xa { _rgbf astore pop /_fc { _lp /fill ne { _of setoverprint _rgbf aload pop setrgbcolor /_lp /fill ddef } if } ddef /_pf { _fc _eo {eofill} {fill} ifelse } ddef /_psf { _fc hvashow } ddef /_pjsf { _fc hvawidthshow } ddef /_lp /none ddef } def /XA { _rgbs astore pop /_sc { _lp /stroke ne { _os setoverprint _rgbs aload pop setrgbcolor /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /_rgbtocmyk { 3 { 1 exch sub 3 1 roll } repeat 3 copy 1 4 1 roll 3 { 3 index 2 copy gt { exch } if pop 4 1 roll } repeat pop pop pop 4 1 roll 3 { 3 index sub 3 1 roll } repeat 4 -1 roll } def /Xx { exch /_gf exch ddef 0 eq { findcmykcustomcolor } { /findrgbcustomcolor where not { 4 1 roll _rgbtocmyk 5 -1 roll findcmykcustomcolor } { pop findrgbcustomcolor } ifelse } ifelse /_if exch ddef /_fc { _lp /fill ne { _of setoverprint _if _gf 1 exch sub setcustomcolor /_lp /fill ddef } if } ddef /_pf { _fc _eo {eofill} {fill} ifelse } ddef /_psf { _fc hvashow } ddef /_pjsf { _fc hvawidthshow } ddef /_lp /none ddef } def /XX { exch /_gs exch ddef 0 eq { findcmykcustomcolor } { /findrgbcustomcolor where not { 4 1 roll _rgbtocmyk 5 -1 roll findcmykcustomcolor } { pop findrgbcustomcolor } ifelse } ifelse /_is exch ddef /_sc { _lp /stroke ne { _os setoverprint _is _gs 1 exch sub setcustomcolor /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /x { /_gf exch ddef findcmykcustomcolor /_if exch ddef /_fc { _lp /fill ne { _of setoverprint _if _gf 1 exch sub setcustomcolor /_lp /fill ddef } if } ddef /_pf { _fc _eo {eofill} {fill} ifelse } ddef /_psf { _fc hvashow } ddef /_pjsf { _fc hvawidthshow } ddef /_lp /none ddef } def /X { /_gs exch ddef findcmykcustomcolor /_is exch ddef /_sc { _lp /stroke ne { _os setoverprint _is _gs 1 exch sub setcustomcolor /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /A { pop } def /annotatepage { userdict /annotatepage 2 copy known {get exec} {pop pop} ifelse } def /XT { pop pop } def /discard { save /discardSave exch store discardDict begin /endString exch store gt38? { 2 add } if load stopped pop end discardSave restore } bind def userdict /discardDict 7 dict dup begin put /pre38Initialize { /endStringLength endString length store /newBuff buffer 0 endStringLength getinterval store /newBuffButFirst newBuff 1 endStringLength 1 sub getinterval store /newBuffLast newBuff endStringLength 1 sub 1 getinterval store } def /shiftBuffer { newBuff 0 newBuffButFirst putinterval newBuffLast 0 currentfile read not { stop } if put } def 0 { pre38Initialize mark currentfile newBuff readstring exch pop { { newBuff endString eq { cleartomark stop } if shiftBuffer } loop } { stop } ifelse } def 1 { pre38Initialize /beginString exch store mark currentfile newBuff readstring exch pop { { newBuff beginString eq { /layerCount dup load 1 add store } { newBuff endString eq { /layerCount dup load 1 sub store layerCount 0 eq { cleartomark stop } if } if } ifelse shiftBuffer } loop } if } def 2 { mark { currentfile buffer readline not { stop } if endString eq { cleartomark stop } if } loop } def 3 { /beginString exch store /layerCnt 1 store mark { currentfile buffer readline not { stop } if dup beginString eq { pop /layerCnt dup load 1 add store } { endString eq { layerCnt 1 eq { cleartomark stop } { /layerCnt dup load 1 sub store } ifelse } if } ifelse } loop } def end userdict /clipRenderOff 15 dict dup begin put { /n /N /s /S /f /F /b /B } { { _doClip 1 eq { /_doClip 0 ddef _eo {eoclip} {clip} ifelse } if newpath } def } forall /Tr /pop load def /Bb {} def /BB /pop load def /Bg {12 npop} def /Bm {6 npop} def /Bc /Bm load def /Bh {4 npop} def end /Lb { 4 npop 6 1 roll pop 4 1 roll pop pop pop 0 eq { 0 eq { (%AI5_BeginLayer) 1 (%AI5_EndLayer--) discard } { /clipForward? true def /Tx /pop load def /Tj /pop load def currentdict end clipRenderOff begin begin } ifelse } { 0 eq { save /discardSave exch store } if } ifelse } bind def /LB { discardSave dup null ne { restore } { pop clipForward? { currentdict end end begin /clipForward? false ddef } if } ifelse } bind def /Pb { pop pop 0 (%AI5_EndPalette) discard } bind def /Np { 0 (%AI5_End_NonPrinting--) discard } bind def /Ln /pop load def /Ap /pop load def /Ar { 72 exch div 0 dtransform dup mul exch dup mul add sqrt dup 1 lt { pop 1 } if setflat } def /Mb { q } def /Md { } def /MB { Q } def /nc 4 dict def nc begin /setgray { pop } bind def /setcmykcolor { 4 npop } bind def /setrgbcolor { 3 npop } bind def /setcustomcolor { 2 npop } bind def currentdict readonly pop end end setpacking %%EndResource %%BeginResource: procset Adobe_cshow 2.0 8 %%Title: (Writing System Operators) %%Version: 2.0 8 %%CreationDate: (1/23/89) () %%Copyright: ((C) 1992-1996 Adobe Systems Incorporated All Rights Reserved) currentpacking true setpacking userdict /Adobe_cshow 14 dict dup begin put /initialize { Adobe_cshow begin Adobe_cshow { dup xcheck { bind } if pop pop } forall end Adobe_cshow begin } def /terminate { currentdict Adobe_cshow eq { end } if } def /cforall { /_lobyte 0 ddef /_hibyte 0 ddef /_cproc exch ddef /_cscript currentfont /FontScript known { currentfont /FontScript get } { -1 } ifelse ddef { /_lobyte exch ddef _hibyte 0 eq _cscript 1 eq _lobyte 129 ge _lobyte 159 le and _lobyte 224 ge _lobyte 252 le and or and _cscript 2 eq _lobyte 161 ge _lobyte 254 le and and _cscript 3 eq _lobyte 161 ge _lobyte 254 le and and _cscript 25 eq _lobyte 161 ge _lobyte 254 le and and _cscript -1 eq or or or or and { /_hibyte _lobyte ddef } { _hibyte 256 mul _lobyte add _cproc /_hibyte 0 ddef } ifelse } forall } def /cstring { dup 256 lt { (s) dup 0 4 3 roll put } { dup 256 idiv exch 256 mod (hl) dup dup 0 6 5 roll put 1 4 3 roll put } ifelse } def /clength { 0 exch { 256 lt { 1 } { 2 } ifelse add } cforall } def /hawidthshow { { dup cstring show _hvax _hvay rmoveto _hvwb eq { _hvcx _hvcy rmoveto } if } cforall } def /vawidthshow { { dup 255 le _charorientation 1 eq and { -90 rotate 0 _fontRotateAdjust rmoveto cstring _hvcx _hvcy _hvwb _hvax _hvay 6 -1 roll awidthshow 0 _fontRotateAdjust neg rmoveto 90 rotate } { currentpoint _fontHeight sub exch _hvay sub exch _hvax sub 2 index _hvwb eq { exch _hvcy sub exch _hvcx sub } if 3 2 roll cstring dup stringwidth pop 2 div neg _fontAscent neg rmoveto show moveto } ifelse } cforall } def /hvawidthshow { 6 1 roll /_hvay exch ddef /_hvax exch ddef /_hvwb exch ddef /_hvcy exch ddef /_hvcx exch ddef _lineorientation 0 eq { hawidthshow } { vawidthshow } ifelse } def /hvwidthshow { 0 0 3 -1 roll hvawidthshow } def /hvashow { 0 0 0 6 -3 roll hvawidthshow } def /hvshow { 0 0 0 0 0 6 -1 roll hvawidthshow } def currentdict readonly pop end setpacking %%EndResource %%EndProlog %%BeginSetup %%IncludeFont: Times-Italic Adobe_level2_AI5 /initialize get exec Adobe_cshow /initialize get exec Adobe_Illustrator_AI5_vars Adobe_Illustrator_AI5 Adobe_typography_AI5 /initialize get exec Adobe_ColorImage_AI6 /initialize get exec Adobe_Illustrator_AI5 /initialize get exec [ 39/quotesingle 96/grave 128/Adieresis/Aring/Ccedilla/Eacute/Ntilde/Odieresis /Udieresis/aacute/agrave/acircumflex/adieresis/atilde/aring/ccedilla/eacute /egrave/ecircumflex/edieresis/iacute/igrave/icircumflex/idieresis/ntilde /oacute/ograve/ocircumflex/odieresis/otilde/uacute/ugrave/ucircumflex /udieresis/dagger/degree/cent/sterling/section/bullet/paragraph/germandbls /registered/copyright/trademark/acute/dieresis/.notdef/AE/Oslash 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39.524 c 33.745 38.806 34.663 38.56 35.38 38.975 c 36.098 39.389 36.343 40.306 35.929 41.024 c s 28.38 34.225 m 28.794 34.942 28.549 35.859 27.831 36.274 c 27.114 36.688 26.196 36.442 25.782 35.725 c 25.368 35.007 25.614 34.09 26.331 33.675 c 27.049 33.261 27.966 33.507 28.38 34.225 c s 31.179 28.024 m 30.765 28.741 29.848 28.987 29.13 28.573 c 28.413 28.158 28.167 27.241 28.581 26.524 c 28.995 25.806 29.913 25.56 30.63 25.975 c 31.348 26.389 31.593 27.306 31.179 28.024 c s 36.792 23.349 m 35.963 23.349 35.292 22.678 35.292 21.849 c 35.292 21.021 35.963 20.349 36.792 20.349 c 37.62 20.349 38.292 21.021 38.292 21.849 c 38.292 22.678 37.62 23.349 36.792 23.349 c s 10.888 34.175 m 10.474 34.893 10.72 35.81 11.437 36.225 c 12.155 36.639 13.072 36.393 13.486 35.675 c 13.901 34.958 13.655 34.041 12.937 33.626 c 12.22 33.212 11.303 33.458 10.888 34.175 c s 11.517 26.601 m 11.931 27.318 12.848 27.564 13.566 27.15 c 14.283 26.735 14.529 25.818 14.115 25.1 c 13.701 24.383 12.783 24.137 12.066 24.551 c 11.348 24.966 11.103 25.883 11.517 26.601 c s 16.782 41.426 m 17.196 42.143 18.114 42.389 18.831 41.975 c 19.549 41.56 19.794 40.643 19.38 39.926 c 18.966 39.208 18.049 38.962 17.331 39.377 c 16.614 39.791 16.368 40.708 16.782 41.426 c s 22.365 24.35 m 23.194 24.35 23.865 23.678 23.865 22.85 c 23.865 22.021 23.194 21.35 22.365 21.35 c 21.537 21.35 20.865 22.021 20.865 22.85 c 20.865 23.678 21.537 24.35 22.365 24.35 c s 45.385 7.849 m 44.971 7.132 44.053 6.886 43.336 7.3 c 42.619 7.714 42.373 8.632 42.787 9.349 c 43.201 10.067 44.119 10.312 44.836 9.898 c 45.553 9.484 45.799 8.567 45.385 7.849 c s 29.679 7.774 m 29.265 7.056 28.348 6.81 27.63 7.225 c 26.913 7.639 26.667 8.556 27.081 9.274 c 27.495 9.991 28.413 10.237 29.13 9.823 c 29.848 9.408 30.093 8.491 29.679 7.774 c s 35.542 11.349 m 34.713 11.349 34.042 12.021 34.042 12.849 c 34.042 13.678 34.713 14.349 35.542 14.349 c 36.37 14.349 37.042 13.678 37.042 12.849 c 37.042 12.021 36.37 11.349 35.542 11.349 c s 10.13 7.475 m 10.544 6.757 11.462 6.511 12.179 6.926 c 12.897 7.34 13.142 8.257 12.728 8.975 c 12.314 9.692 11.397 9.938 10.679 9.524 c 9.962 9.109 9.716 8.192 10.13 7.475 c s 20.203 13.349 m 21.031 13.349 21.703 14.021 21.703 14.849 c 21.703 15.678 21.031 16.349 20.203 16.349 c 19.375 16.349 18.703 15.678 18.703 14.849 c 18.703 14.021 19.375 13.349 20.203 13.349 c s 44.635 54.1 m 45.049 53.382 44.803 52.465 44.086 52.051 c 43.369 51.636 42.451 51.882 42.037 52.6 c 41.623 53.317 41.869 54.234 42.586 54.649 c 43.303 55.063 44.221 54.817 44.635 54.1 c s 36.841 48.1 m 36.427 47.382 35.509 47.136 34.792 47.551 c 34.074 47.965 33.828 48.882 34.243 49.6 c 34.657 50.317 35.574 50.563 36.292 50.149 c 37.009 49.734 37.255 48.817 36.841 48.1 c s 29.728 54.725 m 30.143 54.007 29.897 53.09 29.179 52.675 c 28.462 52.261 27.544 52.507 27.13 53.225 c 26.716 53.942 26.962 54.859 27.679 55.274 c 28.397 55.688 29.314 55.442 29.728 54.725 c s 10.86 54.1 m 10.446 53.382 10.691 52.465 11.409 52.051 c 12.126 51.636 13.044 51.882 13.458 52.6 c 13.872 53.317 13.626 54.234 12.909 54.649 c 12.191 55.063 11.274 54.817 10.86 54.1 c s 19.154 49.1 m 19.568 48.382 20.486 48.136 21.203 48.551 c 21.92 48.965 22.166 49.882 21.752 50.6 c 21.338 51.317 20.42 51.563 19.703 51.149 c 18.986 50.734 18.74 49.817 19.154 49.1 c s 51.88 38.85 m 51.052 38.85 50.38 39.521 50.38 40.35 c 50.38 41.178 51.052 41.85 51.88 41.85 c 52.709 41.85 53.38 41.178 53.38 40.35 c 53.38 39.521 52.709 38.85 51.88 38.85 c s 51.865 11.349 m 52.693 11.349 53.365 12.021 53.365 12.849 c 53.365 13.678 52.693 14.349 51.865 14.349 c 51.036 14.349 50.365 13.678 50.365 12.849 c 50.365 12.021 51.036 11.349 51.865 11.349 c s 30.179 18.524 m 29.765 19.241 28.848 19.487 28.13 19.073 c 27.413 18.658 27.167 17.741 27.581 17.024 c 27.995 16.306 28.913 16.06 29.63 16.475 c 30.348 16.889 30.593 17.806 30.179 18.524 c s 21.679 31.524 m 21.265 32.241 20.348 32.487 19.63 32.073 c 18.913 31.658 18.667 30.741 19.081 30.024 c 19.495 29.306 20.413 29.06 21.13 29.475 c 21.848 29.889 22.093 30.806 21.679 31.524 c s 37.914 33.399 m 37.5 34.116 36.583 34.362 35.865 33.948 c 35.148 33.533 34.902 32.616 35.316 31.899 c 35.73 31.181 36.648 30.935 37.365 31.35 c 38.083 31.764 38.328 32.681 37.914 33.399 c s 28.929 45.024 m 28.515 45.741 27.598 45.987 26.88 45.573 c 26.163 45.158 25.917 44.241 26.331 43.524 c 26.745 42.806 27.663 42.56 28.38 42.975 c 29.098 43.389 29.343 44.306 28.929 45.024 c s 12.429 45.524 m 12.015 46.241 11.098 46.487 10.38 46.073 c 9.663 45.658 9.417 44.741 9.831 44.024 c 10.245 43.306 11.163 43.06 11.88 43.475 c 12.598 43.889 12.843 44.806 12.429 45.524 c s 44.49 45.6 m 44.075 46.317 43.158 46.563 42.441 46.149 c 41.723 45.734 41.477 44.817 41.891 44.1 c 42.306 43.382 43.223 43.136 43.941 43.55 c 44.658 43.965 44.904 44.882 44.49 45.6 c s 12.679 18.524 m 12.265 19.241 11.348 19.487 10.63 19.073 c 9.913 18.658 9.667 17.741 10.081 17.024 c 10.495 16.306 11.413 16.06 12.13 16.475 c 12.848 16.889 13.093 17.806 12.679 18.524 c s 21.179 5.774 m 20.765 6.491 19.848 6.737 19.13 6.323 c 18.413 5.908 18.167 4.991 18.581 4.274 c 18.995 3.557 19.913 3.311 20.63 3.725 c 21.348 4.139 21.593 5.056 21.179 5.774 c s 38.929 5.274 m 38.515 5.991 37.598 6.237 36.88 5.823 c 36.163 5.408 35.917 4.491 36.331 3.774 c 36.745 3.057 37.663 2.811 38.38 3.225 c 39.098 3.639 39.343 4.556 38.929 5.274 c s 43.865 18.1 m 44.694 18.1 45.365 17.429 45.365 16.6 c 45.365 15.772 44.694 15.1 43.865 15.1 c 43.037 15.1 42.365 15.772 42.365 16.6 c 42.365 17.429 43.037 18.1 43.865 18.1 c s 51.13 4.6 m 50.302 4.6 49.63 3.928 49.63 3.1 c 49.63 2.272 50.302 1.6 51.13 1.6 c 51.959 1.6 52.63 2.272 52.63 3.1 c 52.63 3.928 51.959 4.6 51.13 4.6 c s 52.163 31.649 m 51.748 32.366 50.831 32.612 50.114 32.198 c 49.396 31.783 49.15 30.866 49.565 30.149 c 49.979 29.431 50.896 29.185 51.614 29.6 c 52.331 30.014 52.577 30.931 52.163 31.649 c s 51.85 51.35 m 51.021 51.35 50.35 50.678 50.35 49.85 c 50.35 49.021 51.021 48.35 51.85 48.35 c 52.678 48.35 53.35 49.021 53.35 49.85 c 53.35 50.678 52.678 51.35 51.85 51.35 c s 49.85 23.1 m 50.679 23.1 51.35 22.428 51.35 21.6 c 51.35 20.771 50.679 20.1 49.85 20.1 c 49.022 20.1 48.35 20.771 48.35 21.6 c 48.35 22.428 49.022 23.1 49.85 23.1 c s 5.13 38.85 m 4.302 38.85 3.63 39.521 3.63 40.35 c 3.63 41.178 4.302 41.85 5.13 41.85 c 5.959 41.85 6.63 41.178 6.63 40.35 c 6.63 39.521 5.959 38.85 5.13 38.85 c s 5.115 11.349 m 5.943 11.349 6.615 12.021 6.615 12.849 c 6.615 13.678 5.943 14.349 5.115 14.349 c 4.286 14.349 3.615 13.678 3.615 12.849 c 3.615 12.021 4.286 11.349 5.115 11.349 c s 4.38 4.6 m 3.552 4.6 2.88 3.928 2.88 3.1 c 2.88 2.272 3.552 1.6 4.38 1.6 c 5.209 1.6 5.88 2.272 5.88 3.1 c 5.88 3.928 5.209 4.6 4.38 4.6 c s 5.413 31.649 m 4.998 32.366 4.081 32.612 3.364 32.198 c 2.646 31.783 2.4 30.866 2.815 30.149 c 3.229 29.431 4.146 29.185 4.864 29.6 c 5.581 30.014 5.827 30.931 5.413 31.649 c s 5.1 51.35 m 4.271 51.35 3.6 50.678 3.6 49.85 c 3.6 49.021 4.271 48.35 5.1 48.35 c 5.928 48.35 6.6 49.021 6.6 49.85 c 6.6 50.678 5.928 51.35 5.1 51.35 c s 3.1 23.1 m 3.929 23.1 4.6 22.428 4.6 21.6 c 4.6 20.771 3.929 20.1 3.1 20.1 c 2.272 20.1 1.6 20.771 1.6 21.6 c 1.6 22.428 2.272 23.1 3.1 23.1 c s 21.194 59.775 m 20.78 60.492 19.863 60.738 19.145 60.324 c 18.428 59.909 18.182 58.992 18.596 58.275 c 19.01 57.558 19.928 57.312 20.645 57.726 c 21.363 58.14 21.608 59.057 21.194 59.775 c s 38.944 59.275 m 38.53 59.992 37.613 60.238 36.895 59.824 c 36.178 59.409 35.932 58.492 36.346 57.775 c 36.76 57.058 37.678 56.812 38.395 57.226 c 39.113 57.64 39.358 58.557 38.944 59.275 c s 51.145 58.601 m 50.317 58.601 49.645 57.929 49.645 57.101 c 49.645 56.273 50.317 55.601 51.145 55.601 c 51.974 55.601 52.645 56.273 52.645 57.101 c 52.645 57.929 51.974 58.601 51.145 58.601 c s 4.395 58.601 m 3.567 58.601 2.895 57.929 2.895 57.101 c 2.895 56.273 3.567 55.601 4.395 55.601 c 5.224 55.601 5.895 56.273 5.895 57.101 c 5.895 57.929 5.224 58.601 4.395 58.601 c s %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Confettis) (Confettis) 4.85 3.617 76.85 75.617 [ %AI3_Tile (0 O 0 R 1 g 1 G ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 4.85 3.617 m 4.85 75.617 L 76.85 75.617 L 76.85 3.617 L 4.85 3.617 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 g 0 G ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 10.6 64.867 m 7.85 62.867 l S 9.1 8.617 m 6.85 6.867 l S 78.1 68.617 m 74.85 67.867 l S 76.85 56.867 m 74.35 55.117 l S 79.6 51.617 m 76.6 51.617 l S 76.35 44.117 m 73.6 45.867 l S 78.6 35.867 m 76.6 34.367 l S 76.1 23.867 m 73.35 26.117 l S 78.1 12.867 m 73.85 13.617 l S 68.35 14.617 m 66.1 12.867 l S 76.6 30.617 m 73.6 30.617 l S 62.85 58.117 m 60.956 60.941 l S 32.85 59.617 m 31.196 62.181 l S 47.891 64.061 m 49.744 66.742 l S 72.814 2.769 m 73.928 5.729 l S 67.976 2.633 m 67.35 5.909 l S 61.85 27.617 m 59.956 30.441 l S 53.504 56.053 m 51.85 58.617 l S 52.762 1.779 m 52.876 4.776 l S 45.391 5.311 m 47.244 7.992 l S 37.062 3.375 m 35.639 5.43 l S 55.165 34.828 m 57.518 37.491 l S 20.795 3.242 m 22.12 5.193 l S 14.097 4.747 m 15.008 8.965 l S 9.736 1.91 m 8.073 4.225 l S 31.891 5.573 m 32.005 8.571 l S 12.1 70.367 m 15.6 68.867 l S 9.35 54.867 m 9.6 58.117 l S 12.85 31.867 m 14.35 28.117 l S 10.1 37.367 m 12.35 41.117 l S 34.1 71.117 m 31.85 68.617 l S 38.35 71.117 m 41.6 68.367 l S 55.1 71.117 m 58.35 69.117 l S 57.35 65.117 m 55.35 61.867 l S 64.35 66.367 m 69.35 68.617 l S 71.85 62.867 m 69.35 61.117 l S 23.6 70.867 m 23.6 67.867 l S 20.6 65.867 m 17.35 65.367 l S 24.85 61.367 m 25.35 58.117 l S 25.85 65.867 m 29.35 66.617 l S 14.1 54.117 m 16.85 56.117 l S 12.35 11.617 m 12.6 15.617 l S 12.1 19.867 m 14.35 22.367 l S 26.1 9.867 m 23.6 13.367 l S 34.6 47.117 m 32.1 45.367 l S 62.6 41.867 m 59.85 43.367 l S 31.6 35.617 m 27.85 36.367 l S 36.35 26.117 m 34.35 24.617 l S 33.85 14.117 m 31.1 16.367 l S 37.1 9.867 m 35.1 11.117 l S 34.35 20.867 m 31.35 20.867 l S 44.6 56.617 m 42.1 54.867 l S 47.35 51.367 m 44.35 51.367 l S 44.1 43.867 m 41.35 45.617 l S 43.35 33.117 m 42.6 30.617 l S 43.85 23.617 m 41.1 25.867 l S 44.35 15.617 m 42.35 16.867 l S 67.823 31.1 m 64.823 31.1 l S 27.1 32.617 m 29.6 30.867 l S 31.85 55.117 m 34.85 55.117 l S 19.6 40.867 m 22.1 39.117 l S 16.85 35.617 m 19.85 35.617 l S 20.1 28.117 m 22.85 29.867 l S 52.1 42.617 m 54.484 44.178 l S 52.437 50.146 m 54.821 48.325 l S 59.572 54.133 m 59.35 51.117 l S 50.185 10.055 m 53.234 9.928 l S 51.187 15.896 m 53.571 14.075 l S 58.322 19.883 m 59.445 16.823 l S 53.1 32.117 m 50.6 30.367 l S 52.85 24.617 m 49.6 25.617 l S 61.85 9.117 m 59.1 10.867 l S 69.35 34.617 m 66.6 36.367 l S 67.1 23.617 m 65.1 22.117 l S 24.435 46.055 m 27.484 45.928 l S 25.437 51.896 m 27.821 50.075 l S 62.6 47.117 m 65.321 46.575 l S 19.85 19.867 m 20.35 16.617 l S 21.85 21.867 m 25.35 22.617 l S 37.6 62.867 m 41.6 62.117 l S 38.323 42.1 m 38.823 38.6 l S 69.35 52.617 m 66.85 53.867 l S 14.85 62.117 m 18.1 59.367 l S 9.6 46.117 m 7.1 44.367 l S 20.6 51.617 m 18.6 50.117 l S 46.141 70.811 m 47.994 73.492 l S 69.391 40.561 m 71.244 43.242 l S 38.641 49.311 m 39.35 52.117 l S 25.141 16.811 m 25.85 19.617 l S 36.6 32.867 m 34.6 31.367 l S 6.1 68.617 m 2.85 67.867 l S 4.85 56.867 m 2.35 55.117 l S 7.6 51.617 m 4.6 51.617 l S 6.6 35.867 m 4.6 34.367 l S 6.1 12.867 m 1.85 13.617 l S 4.6 30.617 m 1.6 30.617 l S 72.814 74.769 m 73.928 77.729 l S 67.976 74.633 m 67.35 77.909 l S 52.762 73.779 m 52.876 76.776 l S 37.062 75.375 m 35.639 77.43 l S 20.795 75.242 m 22.12 77.193 l S 9.736 73.91 m 8.073 76.225 l S 10.1 23.617 m 6.35 24.367 l S 73.217 18.276 m 71.323 21.1 l S 28.823 39.6 m 29.505 42.389 l S 49.6 38.617 m 47.6 37.117 l S 60.323 73.6 m 62.323 76.6 l S 60.323 1.6 m 62.323 4.6 l S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Corde.c\231t\216) (Corde.c\231t\216) 1 4.6 60.9998 33.3999 [ %AI3_Tile (0 O 0 R 0 0 0 1 k 0 0 0 1 K ) @ ( %AI6_BeginPatternLayer 800 Ar 1 J 1 j 0.6 w 4 M []0 d %AI3_Note: 0 D 0 XR 24.9999 7 m 15.6521 4.663 8.125 8.6981 1 14.1407 C S 36.9999 7 m 22.3477 3.337 12.168 15.3276 1 23.859 C S 48.9999 7 m 29.3464 2.0866 17.7386 25.3332 1 30.6213 C S 1 30.9999 m 24.9999 36.9999 36.9999 1 60.9998 7 C S 13 30.9999 m 32.6534 35.9133 44.2611 12.6667 60.9998 7.3786 C S 24.9999 30.9999 m 39.652 34.6629 49.8317 22.6722 60.9998 14.1407 C S 36.9999 30.9999 m 46.3476 33.3369 53.8749 29.3018 60.9998 23.859 C S 48.9999 30.9999 m 53.3464 32.0865 57.2978 31.7908 60.9998 30.6213 C S 13 7 m 8.6535 5.9134 4.7019 6.2091 1 7.3786 C S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Damier) (Damier) 1 1 31.3995 31.3995 [ %AI3_Tile (0 O 0 R 0 0.91 1 0 k 0 0.91 1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 1 XR 19.9995 4.8 m 27.5995 4.8 L 27.5995 12.3995 L 19.9995 12.3995 L 19.9995 4.8 L f 31.3995 27.5995 m 31.3995 31.3995 L 27.5995 31.3995 L 27.5995 27.5995 L 31.3995 27.5995 L f 19.9995 27.5995 m 19.9995 19.9995 L 27.5995 19.9995 L 27.5995 27.5995 L 19.9995 27.5995 L f 0 XR 12.3995 12.3995 m 19.9995 12.3995 L 19.9995 19.9995 L 12.3995 19.9995 L 12.3995 12.3995 L f 1 XR 12.3995 27.5995 m 4.8 27.5995 L 4.8 19.9995 L 12.3995 19.9995 L 12.3995 27.5995 L f 4.8 12.3995 m 4.8 4.8 L 12.3995 4.8 L 12.3995 12.3995 L 4.8 12.3995 L f 19.9995 27.5995 m 19.9995 31.3995 L 12.3995 31.3995 L 12.3995 27.5995 L 19.9995 27.5995 L f 12.3995 4.8 m 12.3995 1 L 19.9995 1 L 19.9995 4.8 L 12.3995 4.8 L f 4.8 19.9995 m 1 19.9995 L 1 12.3995 L 4.8 12.3995 L 4.8 19.9995 L f 27.5995 19.9995 m 27.5995 12.3995 L 31.3995 12.3995 L 31.3995 19.9995 L 27.5995 19.9995 L f 4.8 31.3995 m 1 31.3995 L 1 27.5995 L 4.8 27.5995 L 4.8 31.3995 L f 27.5995 1 m 31.3995 1 L 31.3995 4.8 L 27.5995 4.8 L 27.5995 1 L f 1 4.8 m 1 1 L 4.8 1 L 4.8 4.8 L 1 4.8 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.05 0.2 0 k 0 0.05 0.2 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 1 XR 4.8 4.8 m 4.8 1 L 12.3995 1 L 12.3995 4.8 L 4.8 4.8 L f 4.8 12.3995 m 1 12.3995 L 1 4.8 L 4.8 4.8 L 4.8 12.3995 L f 19.9995 4.8 m 19.9995 1 L 27.5995 1 L 27.5995 4.8 L 19.9995 4.8 L f 12.3995 12.3995 m 12.3995 4.8 L 19.9995 4.8 L 19.9995 12.3995 L 12.3995 12.3995 L f 27.5995 4.8 m 31.3995 4.8 L 31.3995 12.3995 L 27.5995 12.3995 L 27.5995 4.8 L f 12.3995 19.9995 m 4.8 19.9995 L 4.8 12.3995 L 12.3995 12.3995 L 12.3995 19.9995 L f 4.8 27.5995 m 1 27.5995 L 1 19.9995 L 4.8 19.9995 L 4.8 27.5995 L f 19.9995 12.3995 m 27.5995 12.3995 L 27.5995 19.9995 L 19.9995 19.9995 L 19.9995 12.3995 L f 19.9995 19.9995 m 19.9995 27.5995 L 12.3995 27.5995 L 12.3995 19.9995 L 19.9995 19.9995 L f 27.5995 19.9995 m 31.3995 19.9995 L 31.3995 27.5995 L 27.5995 27.5995 L 27.5995 19.9995 L f 12.3995 27.5995 m 12.3995 31.3995 L 4.8 31.3995 L 4.8 27.5995 L 12.3995 27.5995 L f 27.5995 27.5995 m 27.5995 31.3995 L 19.9995 31.3995 L 19.9995 27.5995 L 27.5995 27.5995 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (DblTrait 1.2.c\231t\216) (DblTrait 1.2.c\231t\216) 1 1 39.2706 39.2706 [ %AI3_Tile (0 O 0 R 1 0.14 0.09 0 k 1 0.14 0.09 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 39.2704 18.0958 m 39.2704 26.6598 L 1.0001 26.6598 L 1.0001 18.0958 L 39.2704 18.0958 L f 39.2704 14.9037 m 39.2704 15.5776 L 1.0001 15.5776 L 1.0001 14.9037 L 39.2704 14.9037 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (DblTrait 1.2.ext) (DblTrait 1.2.ext) 1 1.0003 39.2706 39.271 [ %AI3_Tile (0 O 0 R 1 0.14 0.09 0 k 1 0.14 0.09 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 39.2708 26.6602 m 13.6111 26.6602 L 13.6111 1.0005 L 22.1751 1 L 22.1751 18.096 L 39.2708 18.096 L 39.2708 26.6602 L f 39.2708 15.578 m 24.6928 15.578 L 24.6928 1 L 25.367 1 L 25.367 14.9038 L 39.2708 14.9038 L 39.2708 15.578 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (DblTrait 1.2.int) (DblTrait 1.2.int) 1 1 39.2705 39.2706 [ %AI3_Tile (0 O 0 R 1 0.14 0.09 0 k 1 0.14 0.09 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 39.2702 22.175 m 39.2702 13.6108 L 26.66 13.6108 L 26.66 1.0003 L 18.0958 1.0003 L 18.0948 22.175 L 18.0958 22.175 L 18.0958 22.1752 L 39.2702 22.175 L f 39.2708 24.6929 m 15.5779 24.6929 L 15.5779 1.0003 L 14.9037 1.0003 L 14.9032 25.3675 L 39.2708 25.3675 L 39.2708 24.6929 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Etoile.c\231t\216) (Etoile.c\231t\216) 1 1 33.0117 33.0117 [ %AI3_Tile (0 O 0 R 0.05 0.2 0.95 0 k 0.05 0.2 0.95 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 1 D 0 XR 7.9689 26.0458 m 14.5331 22.9874 l 17.0095 29.7904 L 19.4859 22.9874 l 26.0473 26.0458 l 22.9889 19.4815 l 29.792 17.0052 l 22.9889 14.5288 l 26.0473 7.9674 l 19.4859 11.0257 l 17.0095 4.2226 l 14.5305 11.0257 l 7.9689 7.9674 l 11.0273 14.5288 l 4.2242 17.0052 l 11.0273 19.4843 L 7.9689 26.0458 l f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Etoiles) (Etoiles) 1 1 63.384 84.766 [ %AI3_Tile (0 O 0 R 1 0.9 0.1 0 k 1 0.9 0.1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 1 1 m 1 84.766 L 63.384 84.766 L 63.384 1 L 1 1 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.25 1 0 k 0 0.25 1 0 K ) @ ( %AI6_BeginPatternLayer *u 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 37.668 67.113 m 43.924 62.567 L 41.535 55.213 L 47.791 59.757 L 54.046 55.212 L 51.657 62.566 L 57.914 67.112 L 50.18 67.112 L 47.791 74.467 L 45.402 67.113 L 37.668 67.113 L f 16.596 59.757 m 22.851 55.212 L 20.462 62.566 L 26.719 67.112 L 18.985 67.112 L 16.596 74.467 L 14.207 67.113 L 6.473 67.113 L 12.729 62.567 L 10.34 55.213 L 16.596 59.757 L f 20.462 20.683 m 26.719 25.229 L 18.985 25.229 L 16.596 32.584 L 14.207 25.23 L 6.473 25.23 L 12.729 20.684 L 10.34 13.33 L 16.596 17.874 L 22.851 13.329 L 20.462 20.683 L f 38.447 34.271 m 36.058 41.625 L 42.315 46.171 L 34.581 46.171 L 32.192 53.526 L 29.803 46.172 L 22.069 46.172 L 28.325 41.626 L 25.936 34.272 L 32.192 38.816 L 38.447 34.271 L f 51.657 20.683 m 57.914 25.229 L 50.18 25.229 L 47.791 32.584 L 45.402 25.23 L 37.668 25.23 L 43.924 20.684 L 41.535 13.33 L 47.791 17.874 L 54.046 13.329 L 51.657 20.683 L f *U 1 XR 34.581 4.288 m 32.192 11.643 L 29.803 4.289 L 22.069 4.289 L 26.5962 1 L 37.7885 1 L 42.315 4.288 L 34.581 4.288 L f 53.261 4.289 m 57.7882 1 L 63.384 1 L 63.384 11.643 L 60.995 4.289 L 53.261 4.289 L f 4.866 41.625 m 11.123 46.171 L 3.389 46.171 L 1 53.526 L 1 38.816 L 7.255 34.271 L 4.866 41.625 L f 36.058 41.625 m 42.315 46.171 L 34.581 46.171 L 32.192 53.526 L 29.803 46.172 L 22.069 46.172 L 28.325 41.626 L 25.936 34.272 L 32.192 38.816 L 38.447 34.271 L 36.058 41.625 L f 53.261 46.172 m 59.517 41.626 L 57.128 34.272 L 63.384 38.816 L 63.384 53.526 L 60.995 46.172 L 53.261 46.172 L f 4.866 83.508 m 6.5974 84.766 L 1 84.766 L 1 80.699 L 7.255 76.154 L 4.866 83.508 L f 25.936 76.155 m 32.192 80.699 L 38.447 76.154 L 36.058 83.508 L 37.7895 84.766 L 26.5951 84.766 L 28.325 83.509 L 25.936 76.155 L f 22.851 55.212 m 20.462 62.566 L 26.719 67.112 L 18.985 67.112 L 16.596 74.467 L 14.207 67.113 L 6.473 67.113 L 12.729 62.567 L 10.34 55.213 L 16.596 59.757 L 22.851 55.212 L f 41.535 55.213 m 47.791 59.757 L 54.046 55.212 L 51.657 62.566 L 57.914 67.112 L 50.18 67.112 L 47.791 74.467 L 45.402 67.113 L 37.668 67.113 L 43.924 62.567 L 41.535 55.213 L f 50.18 25.229 m 47.791 32.584 L 45.402 25.23 L 37.668 25.23 L 43.924 20.684 L 41.535 13.33 L 47.791 17.874 L 54.046 13.329 L 51.657 20.683 L 57.914 25.229 L 50.18 25.229 L f 18.985 25.229 m 16.596 32.584 L 14.207 25.23 L 6.473 25.23 L 12.729 20.684 L 10.34 13.33 L 16.596 17.874 L 22.851 13.329 L 20.462 20.683 L 26.719 25.229 L 18.985 25.229 L f 3.388 4.289 m 1 11.643 L 1 1 L 6.5948 1 L 11.122 4.289 L 3.388 4.289 L f 57.128 76.154 m 63.384 80.699 L 63.384 84.766 L 57.7855 84.766 L 59.517 83.508 L 57.128 76.154 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Feuilles d'automne) (Feuilles d'automne) 1 1 52.733 89.816 [ %AI3_Tile (0 O 0 R 0.05 0.2 1 0 k 0.05 0.2 1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 52.733 89.816 m 52.733 1 L 1 1 L 1 89.816 L 52.733 89.816 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.83 0 1 0 k 0.83 0 1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 1 D 0 XR 25.317 2.083 m 25.994 2.283 26.284 2.435 V 24.815 5.147 29.266 9.428 30.186 10.168 C 30.787 9.943 30.907 7.41 30.23 6.073 C 31.073 6.196 33.262 4.818 34.02 3.529 C 34.085 4.217 35.655 7.158 36.481 7.535 C 35.561 7.933 34.896 9.406 34.134 10.854 C 35.156 11.021 36.555 10.1 38.026 9.195 C 38.541 9.996 39.915 10.968 41.174 11.484 C 40.086 12.171 39.591 12.912 39.094 14.372 C 38.052 13.806 35.865 13.657 35.336 13.944 C 35.85 15.057 38.096 15.6 38.827 15.547 C 38.573 16.409 38.425 18.562 38.598 21.155 C 36.939 19.839 35.393 18.522 33.734 18.58 C 34.003 17.158 33.367 15.353 32.99 14.86 C 32.417 15.604 32.006 16.431 32.361 18.408 C 30.908 18.893 29.671 19.439 28.297 20.697 C 28.297 18.866 27.725 17.664 26.857 16.388 C 28.117 15.9 29.389 14.697 29.385 13.658 C 28.537 13.81 26.845 14.554 26.352 15.547 C 25.634 14.8 23.95 13.491 22.346 13.487 C 23.534 12.632 24.454 11.598 24.549 9.686 C 25.802 10.657 28.255 11.272 29.635 10.674 C 24.794 6.438 25.262 3.405 25.317 2.083 C f 12.412 33.743 m 11.887 33.272 11.691 33.01 V 14.182 31.192 11.928 25.366 11.415 24.303 C 10.776 24.247 9.369 26.988 9.405 28.486 C 8.273 27.73 6.608 27.851 5.006 28.137 C 5.578 27.049 5.177 25.104 4.376 24.303 C 5.378 24.339 6.729 23.624 8.038 22.643 C 7.203 21.823 5.376 21.984 3.46 22.643 C 3.46 21.27 2.638 19.533 1.801 18.351 C 3.117 18.408 4.262 17.722 5.12 16.691 C 5.785 18.26 7.819 19.373 8.725 19.324 C 8.742 17.959 7.169 15.869 6.147 15.47 C 6.747 14.801 7.766 13.27 8.725 10.854 C 9.524 12.78 10.694 14.022 11.927 14.955 C 10.785 16.517 10.959 17.388 11.358 18.866 C 12.101 18.325 13.132 17.893 13.303 15.89 C 15.02 16.176 16.156 16.104 17.653 15.203 C 17.198 16.865 17.195 18.466 17.515 20.166 C 15.665 20.026 14.105 20.239 13.075 21.728 C 13.905 21.955 16.165 22.014 17.039 21.082 C 17.366 22.064 18.261 23.47 19.707 24.164 C 18.267 24.424 17.282 25.523 16.373 27.209 C 15.66 25.793 13.433 24.128 11.93 24.073 C 13.933 28.137 13.933 31.055 12.412 33.743 C f 31.125 30.5 m 31.445 31.128 31.648 31.385 V 34.045 29.444 38.851 32.752 39.746 33.521 C 39.636 34.153 37.511 35.29 35.794 34.26 C 36.234 35.549 35.332 37.51 34.134 38.552 C 35.873 38.451 38.019 39.813 38.541 40.555 C 38.763 39.577 39.946 38.307 41.231 37.293 C 41.582 38.266 40.887 40.384 39.971 41.986 C 41.206 42.487 42.318 43.417 42.776 44.676 C 43.233 43.359 44.236 42.685 45.58 41.929 C 44.421 40.502 43.64 38.328 43.92 37.465 C 45.243 37.8 46.814 40.518 46.937 41.607 C 47.812 40.841 49.366 40.154 51.947 39.848 C 50.246 38.77 49.884 36.778 49.3 35.347 C 48.152 35.794 45.983 35.853 45.008 35.29 C 45.721 34.711 47.061 34.16 49.071 34.146 C 49.071 32.601 49.534 31.469 50.788 30.254 C 49.065 30.267 46.965 29.781 45.469 29.389 C 45.221 30.718 44.378 32.314 43.233 32.715 C 43.227 31.854 43.493 29.605 44.378 28.938 C 43.513 28.37 42.26 26.993 41.803 25.276 C 41.181 26.601 40.32 27.906 38.457 28.35 C 39.642 29.403 40.477 31.42 40.143 32.887 C 35.091 28.905 32.414 30.203 31.125 30.5 C f 25.317 46.491 m 25.994 46.691 26.284 46.843 V 24.815 49.556 29.266 53.837 30.186 54.576 C 30.787 54.351 30.907 51.818 30.23 50.482 C 31.073 50.605 33.262 49.227 34.02 47.938 C 34.085 48.625 35.655 51.566 36.481 51.944 C 35.561 52.341 34.896 53.814 34.134 55.263 C 35.156 55.43 36.555 54.508 38.026 53.603 C 38.541 54.404 39.915 55.377 41.174 55.892 C 40.086 56.579 39.591 57.321 39.094 58.78 C 38.052 58.215 35.865 58.065 35.336 58.353 C 35.85 59.465 38.096 60.008 38.827 59.955 C 38.573 60.817 38.425 62.97 38.598 65.563 C 36.939 64.247 35.393 62.931 33.734 62.988 C 34.003 61.567 33.367 59.761 32.99 59.268 C 32.417 60.012 32.006 60.839 32.361 62.817 C 30.908 63.302 29.671 63.847 28.297 65.106 C 28.297 63.274 27.725 62.073 26.857 60.796 C 28.117 60.308 29.389 59.106 29.385 58.067 C 28.537 58.219 26.845 58.963 26.352 59.955 C 25.634 59.209 23.95 57.899 22.346 57.895 C 23.534 57.041 24.454 56.006 24.549 54.094 C 25.802 55.065 28.255 55.68 29.635 55.083 C 24.794 50.846 25.262 47.814 25.317 46.491 C f 12.412 78.151 m 11.887 77.68 11.691 77.418 V 14.182 75.601 11.928 69.774 11.415 68.711 C 10.776 68.655 9.369 71.396 9.405 72.894 C 8.273 72.138 6.608 72.259 5.006 72.545 C 5.578 71.458 5.177 69.512 4.376 68.711 C 5.378 68.747 6.729 68.032 8.038 67.052 C 7.203 66.231 5.376 66.393 3.46 67.052 C 3.46 65.678 2.638 63.941 1.801 62.759 C 3.117 62.817 4.262 62.13 5.12 61.1 C 5.785 62.669 7.819 63.781 8.725 63.732 C 8.742 62.367 7.169 60.277 6.147 59.878 C 6.747 59.209 7.766 57.678 8.725 55.263 C 9.524 57.189 10.694 58.431 11.927 59.364 C 10.785 60.925 10.959 61.796 11.358 63.274 C 12.101 62.734 13.132 62.301 13.303 60.298 C 15.02 60.584 16.156 60.512 17.653 59.612 C 17.198 61.273 17.195 62.874 17.515 64.574 C 15.665 64.434 14.105 64.648 13.075 66.136 C 13.905 66.363 16.165 66.422 17.039 65.49 C 17.366 66.472 18.261 67.878 19.707 68.572 C 18.267 68.832 17.282 69.931 16.373 71.617 C 15.66 70.202 13.433 68.536 11.93 68.482 C 13.933 72.545 13.933 75.464 12.412 78.151 C f 31.125 74.908 m 31.445 75.537 31.648 75.794 V 34.045 73.853 38.851 77.161 39.746 77.929 C 39.636 78.562 37.511 79.698 35.794 78.668 C 36.234 79.957 35.332 81.918 34.134 82.96 C 35.873 82.86 38.019 84.221 38.541 84.963 C 38.763 83.986 39.946 82.716 41.231 81.701 C 41.582 82.675 40.887 84.792 39.971 86.394 C 41.206 86.895 42.318 87.825 42.776 89.084 C 43.233 87.768 44.236 87.093 45.58 86.337 C 44.421 84.91 43.64 82.736 43.92 81.873 C 45.243 82.208 46.814 84.926 46.937 86.016 C 47.812 85.249 49.366 84.563 51.947 84.257 C 50.246 83.179 49.884 81.187 49.3 79.756 C 48.152 80.203 45.983 80.262 45.008 79.698 C 45.721 79.119 47.061 78.569 49.071 78.554 C 49.071 77.009 49.534 75.877 50.788 74.663 C 49.065 74.675 46.965 74.189 45.469 73.798 C 45.221 75.126 44.378 76.723 43.233 77.123 C 43.227 76.262 43.493 74.013 44.378 73.347 C 43.513 72.779 42.26 71.401 41.803 69.684 C 41.181 71.009 40.32 72.314 38.457 72.759 C 39.642 73.812 40.477 75.829 40.143 77.295 C 35.091 73.313 32.414 74.611 31.125 74.908 C f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Fl\217che 1.2.c\231t\216) (Fl\217che 1.2.c\231t\216) 1 1 39.404 39.4039 [ %AI3_Tile (0 O 0 R 0.75 0.75 0.375 0 k 0.75 0.75 0.375 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 1 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 20.202 20.202 m 39.404 20.202 l S 33.904 15.6187 m 39.4248 20.202 L 39.4248 20.202 L 33.887 24.6252 L S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Fl\217che 1.2.ext/int) (Fl\217che 1.2.ext/int) 1 1 39.4039 39.4039 [ %AI3_Tile (0 O 0 R 0.75 0.75 0.375 0 k 0.75 0.75 0.375 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 1 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 33.9039 15.6187 m 39.4247 20.202 L 39.4247 20.202 L 33.8869 24.6252 L S 39.2997 20.202 m 24.5706 20.202 l 20.4039 20.4792 20.4039 16.8125 v 20.4039 13.1458 20.4039 12.5625 y S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Laurier.c\231t\216) (Laurier.c\231t\216) 1.3972 1 28.9364 28.5392 [ %AI3_Tile (0 O 0 R 0 0.55 1 0.12 k 0 0.55 1 0.12 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.1571 15.2998 m 1 15.2998 L 1 14.1748 L 29.1571 14.1748 L 29.1571 15.2998 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.55 1 0.3 k 0 0.55 1 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 2.0183 27.4787 m 1.5899 25.4751 2.8132 21.8488 5.9125 18.7494 c 9.0107 15.6513 12.654 14.3407 14.6395 14.8545 C 14.6398 14.8547 L 15.1246 16.8113 13.8478 20.4883 10.7496 23.5865 c 7.6538 26.6824 3.9876 27.8936 2.0183 27.4787 C f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.39 0.7 0.12 k 0 0.39 0.7 0.12 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 2.0183 2.0091 m 1.5899 4.0126 2.8132 7.6389 5.9125 10.7382 c 9.0107 13.8365 12.654 15.147 14.6395 14.6332 C 14.6398 14.633 L 15.1246 12.6765 13.8478 8.9993 10.7496 5.9011 c 7.6538 2.8054 3.9876 1.5941 2.0183 2.0091 C f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.55 1 0.3 k 0 0.55 1 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 15.821 2.0091 m 15.3925 4.0126 16.6159 7.6389 19.7152 10.7382 c 22.8134 13.8365 26.4567 15.147 28.4422 14.6332 C 28.4424 14.633 L 28.9273 12.6765 27.6505 8.9993 24.5523 5.9011 c 21.4565 2.8054 17.7903 1.5941 15.821 2.0091 C f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.39 0.7 0.12 k 0 0.39 0.7 0.12 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 15.821 27.4787 m 15.3925 25.4751 16.6159 21.8488 19.7152 18.7494 c 22.8134 15.6513 26.4567 14.3407 28.4422 14.8545 C 28.4424 14.8547 L 28.9273 16.8113 27.6505 20.4883 24.5523 23.5865 c 21.4565 26.6824 17.7903 27.8936 15.821 27.4787 C f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Laurier.ext) (Laurier.ext) 1 1.3751 28.5393 28.9143 [ %AI3_Tile (0 O 0 R 0 0.55 1 0.12 k 0 0.55 1 0.12 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 14.2395 10.6375 m 14.2395 1 L 15.3645 1 L 15.3645 10.6375 L 14.2395 10.6375 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.55 1 0.3 k 0 0.55 1 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 10.5769 15.124 m 11.6906 16.8438 15.1198 18.5429 19.503 18.5429 c 23.8844 18.5429 27.3874 16.8935 28.428 15.1262 C 28.428 15.1259 L 27.3874 13.3995 23.8844 11.7023 19.503 11.7023 c 15.1249 11.7023 11.676 13.4382 10.5769 15.124 C f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Laurier.int) (Laurier.int) 1 1 28.5392 28.5392 [ %AI3_Tile (0 O 0 R 0 0.55 1 0.12 k 0 0.55 1 0.12 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 19.2768 15.3585 m 28.9144 15.3585 L 28.9144 14.2335 L 19.2768 14.2335 L 19.2768 15.3585 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.55 1 0.3 k 0 0.55 1 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 14.7461 18.9624 m 13.0264 17.8486 11.3273 14.4193 11.3273 10.0362 c 11.3273 5.6547 12.9768 2.1518 14.744 1.1112 C 14.7443 1.1112 L 16.4707 2.1518 18.1679 5.6547 18.1679 10.0362 c 18.1679 14.4143 16.432 17.8633 14.7461 18.9624 C f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Lozanges) (Lozanges) 1 1 37.1865 41.9411 [ %AI3_Tile (0 O 0 R 0.21 0 1 0 k 0.21 0 1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 1.0002 1.0004 m 1.0002 41.9411 L 37.1865 41.9411 L 37.1865 1.0004 L 1.0002 1.0004 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 g 0 G ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 1 XR 19.0936 41.9408 m 19.0929 41.9408 L 19.0933 41.9402 L 19.0936 41.9408 L f 7.0311 41.9408 m 7.0304 41.9408 L 7.0308 41.9402 L 7.0311 41.9408 L f 31.1556 41.9408 m 31.1548 41.9408 L 31.1552 41.9402 L 31.1556 41.9408 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.76 0.9 0 0 k 0.76 0.9 0 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 1 XR 37.1865 1 m 37.1865 11.2349 L 31.1552 1 L 37.1865 1 L f 19.0933 1 m 31.1552 1 L 25.124 11.2349 L 19.0933 1 L f 7.0308 1 m 19.0933 1 L 13.062 11.2349 L 7.0308 1 L f 1 1 m 7.0308 1 L 1 11.2349 L 1 1 L f 37.1859 11.2349 m 37.1865 11.236 L 37.1865 31.7059 L 31.1552 21.4704 L 37.1859 11.2349 L f 19.0933 21.4704 m 25.124 11.2349 L 31.1552 21.4704 L 25.124 31.7059 L 19.0933 21.4704 L f 7.0308 21.4704 m 13.062 11.2349 L 19.0933 21.4704 L 13.062 31.7059 L 7.0308 21.4704 L f 1 31.7059 m 1 11.2349 L 7.0308 21.4704 L 1 31.7059 L f 37.1859 31.7059 m 37.1865 31.707 L 37.1865 41.9408 L 31.1556 41.9408 L 31.1552 41.9402 L 37.1859 31.7059 L f 25.124 31.7059 m 31.1552 41.9402 L 31.1548 41.9408 L 19.0936 41.9408 L 19.0933 41.9402 L 25.124 31.7059 L f 13.062 31.7059 m 19.0933 41.9402 L 19.0929 41.9408 L 7.0311 41.9408 L 7.0308 41.9402 L 13.062 31.7059 L f 7.0304 41.9408 m 1 41.9408 L 1 31.7059 L 7.0308 41.9402 L 7.0304 41.9408 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Nid d'abeille) (Nid d'abeille) 4 1.6 70.151 77.983 [ %AI3_Tile (0 O 0 R 0 1 0.35 0 k 0 1 0.35 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 70.151 77.983 m 70.151 1.6 L 4 1.6 L 4 77.983 L 70.151 77.983 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.9921 1 0 0 k 0.9921 1 0 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 20.538 30.244 m S 26.05 20.696 m 15.025 20.696 L 9.513 30.244 L 15.025 39.792 L 26.05 39.792 L 31.564 30.244 L 26.05 20.696 L s 20.537 11.148 m S 26.05 1.6 m 15.024 1.6 L 9.512 11.148 L 15.024 20.696 L 26.05 20.696 L 31.563 11.148 L 26.05 1.6 L s 53.614 30.244 m S 59.126 20.696 m 48.101 20.696 L 42.589 30.244 L 48.101 39.792 L 59.126 39.792 L 64.639 30.244 L 59.126 20.696 L s 53.614 11.148 m S 59.126 1.6 m 48.101 1.6 L 42.588 11.148 L 48.101 20.696 L 59.126 20.696 L 64.638 11.148 L 59.126 1.6 L s 20.538 68.436 m S 26.051 58.888 m 15.025 58.888 L 9.513 68.436 L 15.025 77.984 L 26.051 77.984 L 31.564 68.436 L 26.051 58.888 L s 20.538 49.34 m S 26.051 39.792 m 15.025 39.792 L 9.513 49.34 L 15.025 58.888 L 26.05 58.888 L 31.564 49.34 L 26.051 39.792 L s 53.614 68.436 m S 59.127 58.888 m 48.102 58.888 L 42.589 68.436 L 48.101 77.985 L 59.127 77.985 L 64.639 68.436 L 59.127 58.888 L s 53.614 49.34 m S 59.127 39.792 m 48.101 39.792 L 42.589 49.34 L 48.101 58.888 L 59.127 58.888 L 64.639 49.341 L 59.127 39.792 L s 4 20.696 m S 3.876 30.244 m 9.512 30.244 L 15.024 20.696 L 9.512 11.147 L 3.876 11.147 L S 37.075 20.696 m S 42.588 11.148 m 31.563 11.148 L 26.05 20.696 L 31.563 30.244 L 42.589 30.244 L 48.101 20.696 L 42.588 11.148 L s 37.076 58.888 m S 42.589 49.34 m 31.564 49.34 L 26.05 58.888 L 31.564 68.436 L 42.589 68.436 L 48.101 58.888 L 42.589 49.34 L s 70.151 20.696 m S 70.2094 11.147 m 64.639 11.147 L 59.127 20.696 L 64.639 30.244 L 70.2094 30.244 L S 70.152 58.888 m S 70.0427 49.34 m 64.639 49.34 L 59.127 58.888 L 64.639 68.436 L 70.0427 68.436 L S 4 58.888 m S 3.876 68.436 m 9.513 68.436 L 15.025 58.888 L 9.513 49.34 L 3.876 49.34 L S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Polka) (Polka) 1 1 29.8 29.8 [ %AI3_Tile (0 O 0 R 0.45 0.9 0 0 k 0.45 0.9 0 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 1 1 m 1 29.8 L 29.8 29.8 L 29.8 1 L 1 1 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.09 0.18 0 0 k 0.09 0.18 0 0 K ) @ ( %AI6_BeginPatternLayer *u 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 11.08 8.2 m 11.08 9.791 9.79 11.08 8.2 11.08 c 6.609 11.08 5.32 9.791 5.32 8.2 c 5.32 6.61 6.609 5.32 8.2 5.32 c 9.79 5.32 11.08 6.61 11.08 8.2 c f 11.08 22.6 m 11.08 24.191 9.79 25.48 8.2 25.48 c 6.609 25.48 5.32 24.191 5.32 22.6 c 5.32 21.01 6.609 19.72 8.2 19.72 c 9.79 19.72 11.08 21.01 11.08 22.6 c f 18.28 15.4 m 18.28 16.991 16.99 18.28 15.4 18.28 c 13.809 18.28 12.52 16.991 12.52 15.4 c 12.52 13.81 13.809 12.52 15.4 12.52 c 16.99 12.52 18.28 13.81 18.28 15.4 c f 25.48 8.2 m 25.48 9.791 24.19 11.08 22.6 11.08 c 21.009 11.08 19.72 9.791 19.72 8.2 c 19.72 6.61 21.009 5.32 22.6 5.32 c 24.19 5.32 25.48 6.61 25.48 8.2 c f 25.48 22.6 m 25.48 24.191 24.19 25.48 22.6 25.48 c 21.009 25.48 19.72 24.191 19.72 22.6 c 19.72 21.01 21.009 19.72 22.6 19.72 c 24.19 19.72 25.48 21.01 25.48 22.6 c f *U 26.92 1 m 29.8 1 L 29.8 3.88 L 28.209 3.88 26.92 2.591 26.92 1 C f 15.4 3.88 m 13.809 3.88 12.52 2.591 12.52 1 C 18.28 1 L 18.28 2.591 16.99 3.88 15.4 3.88 c f 1 3.88 m 1 1 L 3.88 1 L 3.88 2.591 2.59 3.88 1 3.88 C f 1 XR 26.92 15.4 m 26.92 13.81 28.209 12.52 29.8 12.52 C 29.8 18.28 L 28.209 18.28 26.92 16.991 26.92 15.4 c f 0 XR 15.4 18.28 m 13.809 18.28 12.52 16.991 12.52 15.4 c 12.52 13.81 13.809 12.52 15.4 12.52 c 16.99 12.52 18.28 13.81 18.28 15.4 c 18.28 16.991 16.99 18.28 15.4 18.28 c f 1 XR 3.88 15.4 m 3.88 16.991 2.59 18.28 1 18.28 C 1 12.52 L 2.59 12.52 3.88 13.81 3.88 15.4 c f 0 XR 29.8 26.92 m 29.8 29.8 L 26.92 29.8 L 26.92 28.21 28.209 26.92 29.8 26.92 C f 15.4 26.92 m 16.99 26.92 18.28 28.21 18.28 29.8 C 12.52 29.8 L 12.52 28.21 13.809 26.92 15.4 26.92 c f 3.88 29.8 m 1 29.8 L 1 26.92 L 2.59 26.92 3.88 28.21 3.88 29.8 C f 1 XR 8.2 11.08 m 6.609 11.08 5.32 9.791 5.32 8.2 c 5.32 6.61 6.609 5.32 8.2 5.32 c 9.79 5.32 11.08 6.61 11.08 8.2 c 11.08 9.791 9.79 11.08 8.2 11.08 c f 22.6 11.08 m 21.009 11.08 19.72 9.791 19.72 8.2 c 19.72 6.61 21.009 5.32 22.6 5.32 c 24.19 5.32 25.48 6.61 25.48 8.2 c 25.48 9.791 24.19 11.08 22.6 11.08 c f 8.2 25.48 m 6.609 25.48 5.32 24.191 5.32 22.6 c 5.32 21.01 6.609 19.72 8.2 19.72 c 9.79 19.72 11.08 21.01 11.08 22.6 c 11.08 24.191 9.79 25.48 8.2 25.48 c f 22.6 25.48 m 21.009 25.48 19.72 24.191 19.72 22.6 c 19.72 21.01 21.009 19.72 22.6 19.72 c 24.19 19.72 25.48 21.01 25.48 22.6 c 25.48 24.191 24.19 25.48 22.6 25.48 c f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (TripleBiseau.c\231t\216) (TripleBiseau.c\231t\216) 1.0006 1 29.0006 31.6124 [ %AI3_Tile (0 O 0 R 0 0 0 0.3 k 0 0 0 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29 4.8087 m 29 4.8087 L 29.0026 5.4927 L 1.0026 5.4927 L 1 4.8087 L 1 4.8087 L 29 4.8087 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.2 k 0 0 0 0.2 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.0026 5.4927 m 29.0005 9.5045 L 1.0005 9.5045 L 1.0026 5.4927 L 29.0026 5.4927 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.4 k 0 0 0 0.4 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.0005 9.5045 m 29.0011 10.4865 L 1.0011 10.4865 L 1.0005 9.5045 L 29.0005 9.5045 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.3 k 0 0 0 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.0011 10.4865 m 29.003 17.209 L 1.003 17.209 L 1.0011 10.4865 L 29.0011 10.4865 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.5 k 0 0 0 0.5 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.003 17.209 m 29.0031 18.3656 L 1.0031 18.3656 L 1.003 17.209 L 29.003 17.209 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.4 k 0 0 0 0.4 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.0031 18.3656 m 29.0006 30.4752 L 1.0006 30.4752 L 1.0031 18.3656 L 29.0031 18.3656 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (TripleBiseau.ext) (TripleBiseau.ext) 1 1.0004 31.6124 31.6127 [ %AI3_Tile (0 O 0 R 0 0 0 0.3 k 0 0 0 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6118 5.4917 m 27.1221 5.4917 L 27.1205 1.0011 L 27.8031 1.0011 L 27.8031 4.8091 L 31.6118 4.8091 L 31.6118 5.4917 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.2 k 0 0 0 0.2 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6149 9.5062 m 23.1111 9.5062 L 23.1111 1.0015 L 27.1205 1.0015 L 27.1205 5.493 L 31.6144 5.493 L 31.6149 9.5062 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.4 k 0 0 0 0.4 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6124 10.485 m 22.1297 10.485 L 22.1292 1.0015 L 23.1084 1.0015 L 23.1084 9.5049 L 31.6124 9.5049 L 31.6124 10.485 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.3 k 0 0 0 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6129 17.2066 m 15.4064 17.2085 L 15.4064 1 L 22.1301 1 L 22.1301 10.4868 L 31.6129 10.4868 L 31.6129 17.2066 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.5 k 0 0 0 0.5 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6149 18.3658 m 14.2517 18.3658 L 14.2515 1.0009 L 15.4043 1.0009 L 15.4043 17.2093 L 31.6149 17.2093 L 31.6149 18.3658 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.4 k 0 0 0 0.4 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6124 30.4755 m 2.1395 30.4755 L 2.1395 1.0015 L 14.249 1 L 14.249 18.366 L 31.6149 18.366 L 31.6124 30.4755 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.6 k 0 0 0 0.6 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 15.4066 16.847 m 14.2778 18.3257 l 15.4066 17.2057 l 15.4066 16.847 l f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.5 k 0 0 0 0.5 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 23.1095 9.1906 m 22.1759 10.4392 l 23.1082 9.505 l 23.1095 9.1906 l f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.4 k 0 0 0 0.4 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 27.8039 4.6026 m 27.1619 5.4533 l 27.8029 4.8093 l 27.8039 4.6026 l f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Vagues transparentes) (Vagues transparentes) 17.926 10.516 68.663 69.012 [ %AI3_Tile (0 O 0 R 1 0 0.3 0 k 1 0 0.3 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 1 D 0 XR 17.926 69.012 m 17.926 10.516 L 68.663 10.516 L 68.663 69.012 L 17.926 69.012 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.55 0 0 0 k 0.55 0 0 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.75 w 4 M []0 d %AI3_Note: 0 D 0 XR 65.335 70.465 m 65.881 68.746 67.444 68.168 68.663 69.012 C 67.538 69.668 68.011 71.255 69.686 70.933 c 72.124 70.464 71.894 67.213 70.53 65.589 c 68.561 63.245 64.565 60.995 53.241 71.117 C S 39.964 70.465 m 40.511 68.746 42.074 68.168 43.293 69.012 C 42.168 69.668 42.64 71.255 44.316 70.933 c 46.753 70.464 46.524 67.213 45.16 65.589 c 43.191 63.245 39.195 60.995 27.87 71.117 c S 14.594 70.465 m 15.141 68.746 16.704 68.168 17.923 69.012 C 16.798 69.668 17.27 71.255 18.945 70.933 c 21.382 70.464 21.153 67.213 19.789 65.589 c 17.821 63.245 13.825 60.995 2.5 71.117 c S 10.959 51.619 m 22.282 41.497 26.278 43.747 28.247 46.09 c 29.611 47.715 29.841 50.965 27.403 51.434 c 25.728 51.757 25.255 50.169 26.38 49.513 C 25.161 48.669 23.599 49.248 23.052 50.966 c 22.723 51.997 23.38 53.966 24.872 54.903 c 27.267 56.406 31.371 56.05 36.328 51.619 c 47.653 41.497 51.649 43.746 53.618 46.09 c 54.982 47.715 55.212 50.965 52.774 51.434 c 51.099 51.757 50.626 50.169 51.751 49.513 C 50.532 48.669 48.97 49.248 48.423 50.966 c 48.094 51.997 48.751 53.966 50.243 54.903 c 52.638 56.406 56.742 56.05 61.699 51.619 C 73.024 41.497 77.02 43.747 78.988 46.09 c S 70.156 32.12 m 65.199 36.551 61.095 36.907 58.7 35.404 c 57.208 34.468 56.552 32.499 56.88 31.468 c 57.427 29.749 58.99 29.171 60.208 30.015 C 59.083 30.671 59.556 32.258 61.231 31.936 c 63.669 31.467 63.439 28.216 62.075 26.592 c 60.106 24.248 56.11 21.998 44.786 32.12 C 39.829 36.551 35.725 36.907 33.33 35.404 c 31.838 34.468 31.182 32.499 31.51 31.468 c 32.056 29.749 33.619 29.171 34.838 30.015 C 33.713 30.671 34.186 32.258 35.861 31.936 c 38.299 31.467 38.069 28.216 36.705 26.592 c 34.737 24.248 30.74 21.998 19.415 32.12 c 14.458 36.551 10.354 36.907 7.96 35.404 c S 19.792 7.094 m 21.157 8.719 21.386 11.968 18.949 12.437 c 17.274 12.76 16.801 11.172 17.926 10.516 C 16.708 9.673 15.145 10.252 14.598 11.969 c 14.27 13 14.926 14.969 16.418 15.906 c 18.812 17.409 22.916 17.053 27.874 12.622 c 39.199 2.5 43.195 4.75 45.163 7.094 c 46.528 8.719 46.757 11.968 44.32 12.437 c 42.644 12.76 42.172 11.172 43.297 10.516 C 42.078 9.673 40.515 10.252 39.968 11.969 c 39.64 13 40.297 14.969 41.788 15.906 c 44.183 17.409 48.287 17.053 53.245 12.622 C 64.569 2.5 68.565 4.75 70.534 7.094 c 71.898 8.719 72.127 11.968 69.69 12.437 c 68.014 12.76 67.542 11.172 68.667 10.516 C 67.448 9.673 65.885 10.252 65.338 11.969 c 65.011 13 65.667 14.969 67.159 15.906 c 69.553 17.409 73.657 17.053 78.615 12.622 c S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI5_End_NonPrinting-- %AI5_Begin_NonPrinting Np 12 Bn %AI5_BeginGradient: (Acier) (Acier) 0 3 Bd [ < FFFEFDFCFBFAF9F8F7F6F5F4F3F2F1F0EFEEEDECEBEAE9E8E7E6E5E4E3E2E1E0DFDEDDDCDBDAD9D8 D7D6D5D4D3D2D1D0CFCECDCCCBCAC9C8C7C6C5C4C3C2C1C0BFBEBDBCBBBAB9B8B7B6B5B4B3B2B1B0 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(6) Tx 1 0 Tk (\r) TX TO 0 R 0 0 0 1 K 291.1 84.5 m 291.1 88.8 l S 291.1 385.5 m 291.1 381.2 l S u -9.9 84.5 m 291.1 84.5 l 291.1 385.5 l -9.9 385.5 l -9.9 84.5 l S U u 1 0 1 0 K 0.5 w -11.5 247 m -9.9 245.4 l -8.3 247 l -9.9 248.6 l -11.5 247 l S -9.9 247 m -9.9 247 l S 21.9 255.9 m 23.5 254.3 l 25.1 255.9 l 23.5 257.5 l 21.9 255.9 l S 23.5 255.9 m 23.5 255.9 l S 55.4 271.8 m 57 270.2 l 58.6 271.8 l 57 273.4 l 55.4 271.8 l S 57 271.8 m 57 271.8 l S 88.8 297.4 m 90.4 295.8 l 92 297.4 l 90.4 299 l 88.8 297.4 l S 90.4 297.4 m 90.4 297.4 l S 126.2 343.7 m 127.8 342.1 l 129.4 343.7 l 127.8 345.3 l 126.2 343.7 l S 127.8 343.7 m 127.8 343.7 l S 128.3 347.6 m 129.9 346 l 131.5 347.6 l 129.9 349.2 l 128.3 347.6 l S 129.9 347.6 m 129.9 347.6 l S 130.3 349.3 m 131.9 347.7 l 133.5 349.3 l 131.9 350.9 l 130.3 349.3 l S 131.9 349.3 m 131.9 349.3 l S 132.3 352.7 m 133.9 351.1 l 135.5 352.7 l 133.9 354.3 l 132.3 352.7 l S 133.9 352.7 m 133.9 352.7 l S 134.4 355.2 m 136 353.6 l 137.6 355.2 l 136 356.8 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143.178 l S 661.315 143.178 m 657.015 143.178 l S 0 To 1 0 0 1 351.915 138.508 0 Tp 0 Tv TP -22.5 0 Td 0 Tr 0 O 0 0 0 1 k (0.2) Tx 1 0 Tk (\r) TX TO 0 R 0 0 0 1 K 360.315 203.378 m 364.615 203.378 l S 661.315 203.378 m 657.015 203.378 l S 0 To 1 0 0 1 351.915 198.708 0 Tp 0 Tv TP -22.5 0 Td 0 Tr 0 O 0 0 0 1 k (0.4) Tx 1 0 Tk (\r) TX TO 0 R 0 0 0 1 K 360.315 263.578 m 364.615 263.578 l S 661.315 263.578 m 657.015 263.578 l S 0 To 1 0 0 1 351.915 258.908 0 Tp 0 Tv TP -22.5 0 Td 0 Tr 0 O 0 0 0 1 k (0.6) Tx 1 0 Tk (\r) TX TO 0 R 0 0 0 1 K 360.315 323.778 m 364.615 323.778 l S 661.315 323.778 m 657.015 323.778 l S 0 To 1 0 0 1 351.915 319.108 0 Tp 0 Tv TP -22.5 0 Td 0 Tr 0 O 0 0 0 1 k (0.8) Tx 1 0 Tk (\r) TX TO 0 R 0 0 0 1 K 360.315 383.978 m 364.615 383.978 l S 661.315 383.978 m 657.015 383.978 l S 0 To 1 0 0 1 351.915 379.308 0 Tp 0 Tv TP -9 0 Td 0 Tr 0 O 0 0 0 1 k (1) Tx 1 0 Tk (\r) TX TO 0 R 0 0 0 1 K 360.315 82.978 m 360.315 87.278 l S 360.315 383.978 m 360.315 379.678 l S 0 To 1 0 0 1 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594.415 381.778 l 595.415 382.778 l 594.415 383.778 l 593.415 382.778 l S 594.415 382.778 m 594.415 382.778 l S 626.915 383.278 m 627.915 382.278 l 628.915 383.278 l 627.915 384.278 l 626.915 383.278 l S 627.915 383.278 m 627.915 383.278 l S 660.315 383.578 m 661.315 382.578 l 662.315 383.578 l 661.315 384.578 l 660.315 383.578 l S 661.315 383.578 m 661.315 383.578 l S U u 1 1 1 1 K 512.315 383.978 m 512.315 383.978 l 512.315 82.978 l S U 1 Ap 0 O 0 0 0 1 k 0 J 0 j 1 w 142 82.6667 m 142.9763 82.6667 143.7678 83.4582 143.7678 84.4345 c 143.7678 85.4108 142.9763 86.2023 142 86.2023 c 141.0237 86.2023 140.2322 85.4108 140.2322 84.4345 c 140.2322 83.4582 141.0237 82.6667 142 82.6667 c f 512.3333 81 m 513.3096 81 514.1011 81.7915 514.1011 82.7678 c 514.1011 83.7441 513.3096 84.5356 512.3333 84.5356 c 511.357 84.5356 510.5655 83.7441 510.5655 82.7678 c 510.5655 81.7915 511.357 81 512.3333 81 c f LB %AI5_EndLayer-- %%PageTrailer gsave annotatepage grestore showpage %%Trailer Adobe_Illustrator_AI5 /terminate get exec Adobe_ColorImage_AI6 /terminate get exec Adobe_typography_AI5 /terminate get exec Adobe_cshow /terminate get exec Adobe_level2_AI5 /terminate get exec %%EOF %%EndDocument @endspecial 2712 x Fx(Figure)642 b(2:)996 b(Mean)642 b(Euler)g(c)-36 b(haracteristic)643 b(p)36 b(er)642 b(site)g(and)g (mean)g(b)36 b(ond)641 b(o)36 b(ccupation)4317 29486 y(n)-36 b(um)g(b)36 b(er)432 b(as)i(functions)f(of)i Fu(\257)74 b Fx(,)433 b(for)i Fu(q)416 b Fx(=)369 b(5000)434 b(in)g(dimension)f Fu(d)369 b Fx(=)g(2.)6268 33287 y(F)-108 b(or)542 b(small)h(v)-72 b(alues)543 b(of)g Fu(q)590 b Fx(\(to)542 b(whic)-36 b(h)542 b(the)g(ab)36 b(o)-36 b(v)g(e)543 b(men)-36 b(tioned)542 b(analysis)h(do)36 b(es)543 b(not)4317 34892 y(apply\))466 b(it)g(w)-36 b(ould)465 b(b)36 b(e,)474 b(in)466 b(particular,)474 b(in)-36 b(teresting)465 b(to)h(see)g(if)g(the)g(mean)f(lo)36 b(cal)467 b(Euler-)4317 36497 y(P)-36 b(oincar)g(\266)-614 b(e)449 b(c)-36 b(haracteristic)448 b(is)g(con)-36 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b(\(Glaub)36 b(er)464 b(dynamics\).)673 b(As)465 b(w)-36 b(e)465 b(needed)f(the)4317 49935 y(n)-36 b(um)g(b)36 b(er)328 b(of)i(connected)e(comp)36 b(onen)-36 b(ts)329 b(to)g(compute)f(the)h(w)-36 b(eigh)g(ts)329 b(of)h(this)f(distribution,)4317 51540 y(the)433 b(Hoshen{Kop)36 b(elman)434 b([HK)q(])f(cluster)h(algorithm)g(has)g(b)36 b(een)433 b(used.)6268 53743 y(W)-108 b(e)429 b(think)g(that)f(the)h (fact)g(that)g(the)f(mean)h(lo)36 b(cal)431 b(Euler-P)-36 b(oincar)g(\266)-614 b(e)428 b(c)-36 b(haracteristic)4317 55348 y(v)-72 b(anishes)391 b(at)g(the)f(transition)g(giv)-36 b(es)392 b(new)e(non)g(trivial)i(informations)f(on)g(the)f(top)36 b(ology)4317 56953 y(of)434 b(t)-36 b(ypical)435 b(con\257gurations)e (at)h(this)f(p)36 b(oin)-36 b(t.)25253 70015 y(25)p eop %%Page: 26 26 26 25 bop 16454 24181 a @beginspecial 115 @llx 214 @lly 469 @urx 555 @ury 1700 @rwi @setspecial %%BeginDocument: chi2.eps %!PS-Adobe-3.0 EPSF-3.0 %%Creator: Adobe Illustrator(TM) 7.0 %%For: (--- - cpt) (cnrs) %%Title: (chi2.eps) %%CreationDate: (12/16/02) (2:39 PM) %%BoundingBox: 115 214 469 555 %%HiResBoundingBox: 115.7061 214.0941 468.85 554.2239 %%DocumentProcessColors: Cyan Magenta Yellow Black %%DocumentFonts: Times-Italic %%DocumentNeededFonts: Times-Italic %%DocumentSuppliedResources: procset Adobe_level2_AI5 1.2 0 %%+ procset Adobe_typography_AI5 1.0 1 %%+ procset Adobe_ColorImage_AI6 1.1 0 %%+ procset Adobe_Illustrator_AI5 1.2 0 %%+ procset Adobe_cshow 2.0 8 %AI5_FileFormat 3.0 %AI3_ColorUsage: Color %AI3_IncludePlacedImages %AI7_ImageSettings: 1 %%CMYKCustomColor: 1 0 0.55 0 (Aigue-marine) %%+ 1 0.5 0 0 (Bleu) %%+ 0.8 0.05 0 0 (Bleu ciel) %%+ 1 0.9 0.1 0 (Bleu fonc\216) %%+ 0.5 0.4 0.3 0 (Bleu gris) %%+ 0.5 0.85 1 0 (Marron) %%+ 0.05 0.2 0.95 0 (Or) %%+ 0 0.45 1 0 (Orange) %%+ 0.15 1 1 0 (Rouge) %%+ 1 0.55 1 0 (Vert) %%+ 0.75 0.05 1 0 (Vert prairie) %%+ 0.45 0.9 0 0 (Violet) %%AI6_ColorSeparationSet: 1 1 (AI6 Default Color Separation Set) %%+ Options: 1 16 0 1 0 1 1 1 0 1 1 1 1 18 0 0 0 0 0 0 0 0 -1 -1 %%+ PPD: 1 21 0 0 60 45 2 2 1 0 0 1 0 0 0 0 0 0 0 0 0 0 () %AI3_TemplateBox: 300 225 300 225 %AI3_TileBox: 30 -165 568 616 %AI3_DocumentPreview: Macintosh_ColorPic %AI5_ArtSize: 595 842 %AI5_RulerUnits: 2 %AI5_ArtFlags: 0 0 0 1 0 0 1 1 0 %AI5_TargetResolution: 800 %AI5_NumLayers: 1 %AI5_OpenToView: -228 633 -1 1146 725 18 1 1 3 40 0 0 %AI5_OpenViewLayers: 7 %%PageOrigin:30 -165 %%AI3_PaperRect:-28 811 567 -31 %%AI3_Margin:28 -30 -29 31 %AI7_GridSettings: 72 8 72 8 1 0 0.8 0.8 0.8 0.9 0.9 0.9 %%EndComments %%BeginProlog %%BeginResource: procset Adobe_level2_AI5 1.2 0 %%Title: (Adobe Illustrator (R) Version 5.0 Level 2 Emulation) %%Version: 1.2 0 %%CreationDate: (04/10/93) () %%Copyright: ((C) 1987-1996 Adobe Systems Incorporated All Rights Reserved) userdict /Adobe_level2_AI5 25 dict dup begin put /packedarray where not { userdict begin /packedarray { array astore readonly } bind def /setpacking /pop load def /currentpacking false def end 0 } if pop userdict /defaultpacking currentpacking put true setpacking /initialize { Adobe_level2_AI5 begin } bind def /terminate { currentdict Adobe_level2_AI5 eq { end } if } bind def mark /setcustomcolor where not { /findcmykcustomcolor { 0 6 packedarray } bind def /findrgbcustomcolor { 1 5 packedarray } bind def /setcustomcolor { exch aload pop 0 eq { pop 4 { 4 index mul 4 1 roll } repeat 5 -1 roll pop setcmykcolor } { pop 3 { 1 exch sub 3 index mul 1 exch sub 3 1 roll } repeat 4 -1 roll pop setrgbcolor } ifelse } def } if /gt38? mark {version cvr cvx exec} stopped {cleartomark true} {38 gt exch pop} ifelse def userdict /deviceDPI 72 0 matrix defaultmatrix dtransform dup mul exch dup mul add sqrt put userdict /level2? systemdict /languagelevel known dup { pop systemdict /languagelevel get 2 ge } if put /level2ScreenFreq { begin 60 HalftoneType 1 eq { pop Frequency } if HalftoneType 2 eq { pop GrayFrequency } if HalftoneType 5 eq { pop Default level2ScreenFreq } if end } bind def userdict /currentScreenFreq level2? {currenthalftone level2ScreenFreq} {currentscreen pop pop} ifelse put level2? not { /setcmykcolor where not { /setcmykcolor { exch .11 mul add exch .59 mul add exch .3 mul add 1 exch sub setgray } def } if /currentcmykcolor where not { /currentcmykcolor { 0 0 0 1 currentgray sub } def } if /setoverprint where not { /setoverprint /pop load def } if /selectfont where not { /selectfont { exch findfont exch dup type /arraytype eq { makefont } { scalefont } ifelse setfont } bind def } if /cshow where not { /cshow { [ 0 0 5 -1 roll aload pop ] cvx bind forall } bind def } if } if cleartomark /anyColor? { add add add 0 ne } bind def /testColor { gsave setcmykcolor currentcmykcolor grestore } bind def /testCMYKColorThrough { testColor anyColor? } bind def userdict /composite? level2? { gsave 1 1 1 1 setcmykcolor currentcmykcolor grestore add add add 4 eq } { 1 0 0 0 testCMYKColorThrough 0 1 0 0 testCMYKColorThrough 0 0 1 0 testCMYKColorThrough 0 0 0 1 testCMYKColorThrough and and and } ifelse put composite? not { userdict begin gsave /cyan? 1 0 0 0 testCMYKColorThrough def /magenta? 0 1 0 0 testCMYKColorThrough def /yellow? 0 0 1 0 testCMYKColorThrough def /black? 0 0 0 1 testCMYKColorThrough def grestore /isCMYKSep? cyan? magenta? yellow? black? or or or def /customColor? isCMYKSep? not def end } if end defaultpacking setpacking %%EndResource %%BeginResource: procset Adobe_typography_AI5 1.0 1 %%Title: (Typography Operators) %%Version: 1.0 1 %%CreationDate:(6/10/1996) () %%Copyright: ((C) 1987-1996 Adobe Systems Incorporated All Rights Reserved) currentpacking true setpacking userdict /Adobe_typography_AI5 68 dict dup begin put /initialize { begin begin Adobe_typography_AI5 begin Adobe_typography_AI5 { dup xcheck { bind } if pop pop } forall end end end Adobe_typography_AI5 begin } def /terminate { currentdict Adobe_typography_AI5 eq { end } if } def /modifyEncoding { /_tempEncode exch ddef /_pntr 0 ddef { counttomark -1 roll dup type dup /marktype eq { pop pop exit } { /nametype eq { _tempEncode /_pntr dup load dup 3 1 roll 1 add ddef 3 -1 roll put } { /_pntr exch ddef } ifelse } ifelse } loop _tempEncode } def /havefont { systemdict /languagelevel known { /Font resourcestatus dup { exch pop exch pop } if } { systemdict /FontDirectory get 1 index known { pop true } { systemdict /fileposition known { dup length 6 add exch Ss 6 250 getinterval cvs pop Ss exch 0 exch getinterval status { pop pop pop pop true } { false } ifelse } { pop false } ifelse } ifelse } ifelse } def /TE { StandardEncoding 256 array copy modifyEncoding /_nativeEncoding exch def } def /subststring { exch 2 index exch search { exch pop exch dup () eq { pop exch concatstring } { 3 -1 roll exch concatstring concatstring } ifelse exch pop true } { pop pop false } ifelse } def /concatstring { 1 index length 1 index length 1 index add string dup 0 5 index putinterval dup 2 index 4 index putinterval 4 1 roll pop pop pop } def % /TZ { dup type /arraytype eq { /_wv exch def } { /_wv 0 def } ifelse /_useNativeEncoding exch def 2 index havefont { 3 index 255 string cvs dup (_Symbol_) eq { pop 2 index findfont } { dup length 1 sub 1 exch getinterval cvn findfont } ifelse } { dup 1 eq { 2 index 64 string cvs dup (-90pv-RKSJ-) (-83pv-RKSJ-) subststring { exch pop dup havefont { findfont false } { pop true } ifelse } { pop dup (-90ms-RKSJ-) (-Ext-RKSJ-) subststring { exch pop dup havefont { findfont false } { pop true } ifelse } { pop pop true } ifelse } ifelse { /Ryumin-Light-83pv-RKSJ-H havefont {/Ryumin-Light-83pv-RKSJ-H} {/Courier} ifelse findfont [1 0 0.5 1 0 0] makefont } if } { /Courier findfont } ifelse } ifelse _wv type /arraytype eq { _wv makeblendedfont } if dup length 10 add dict begin mark exch { 1 index /FID ne { def } if cleartomark mark } forall pop /FontScript exch def /FontDirection exch def /FontRequest exch def /FontName exch def counttomark 0 eq { 1 _useNativeEncoding eq { /Encoding _nativeEncoding def } if cleartomark } { /Encoding load 256 array copy modifyEncoding /Encoding exch def } ifelse FontName currentdict end definefont pop } def /tr { _ax _ay 3 2 roll } def /trj { _cx _cy _sp _ax _ay 6 5 roll } def /a0 { /Tx { dup currentpoint 3 2 roll tr _psf newpath moveto tr _ctm _pss } ddef /Tj { dup currentpoint 3 2 roll trj _pjsf newpath moveto trj _ctm _pjss } ddef } def /a1 { W B } def /e0 { /Tx { tr _psf } ddef /Tj { trj _pjsf } ddef } def /e1 { W F } def /i0 { /Tx { tr sp } ddef /Tj { trj jsp } ddef } def /i1 { W N } def /o0 { /Tx { tr sw rmoveto } ddef /Tj { trj swj rmoveto } ddef } def /r0 { /Tx { tr _ctm _pss } ddef /Tj { trj _ctm _pjss } ddef } def /r1 { W S } def /To { pop _ctm currentmatrix pop } def /TO { iTe _ctm setmatrix newpath } def /Tp { pop _tm astore pop _ctm setmatrix _tDict begin /W { } def /h { } def } def /TP { end iTm 0 0 moveto } def /Tr { _render 3 le { currentpoint newpath moveto } if dup 8 eq { pop 0 } { dup 9 eq { pop 1 } if } ifelse dup /_render exch ddef _renderStart exch get load exec } def /iTm { _ctm setmatrix _tm concat _shift aload pop _lineorientation 1 eq { exch } if translate _scale aload pop _lineorientation 1 eq _yokoorientation 1 eq or { exch } if scale } def /Tm { _tm astore pop iTm 0 0 moveto } def /Td { _mtx translate _tm _tm concatmatrix pop iTm 0 0 moveto } def /iTe { _render -1 eq { } { _renderEnd _render get dup null ne { load exec } { pop } ifelse } ifelse /_render -1 ddef } def /Ta { pop } def /Tf { 1 index type /nametype eq { dup 0.75 mul 1 index 0.25 mul neg } if /_fontDescent exch ddef /_fontAscent exch ddef /_fontSize exch ddef /_fontRotateAdjust _fontAscent _fontDescent add 2 div neg ddef /_fontHeight _fontSize ddef findfont _fontSize scalefont setfont } def /Tl { pop neg 0 exch _leading astore pop } def /Tt { pop } def /TW { 3 npop } def /Tw { /_cx exch ddef } def /TC { 3 npop } def /Tc { /_ax exch ddef } def /Ts { 0 exch _shift astore pop currentpoint iTm moveto } def /Ti { 3 npop } def /Tz { count 1 eq { 100 } if 100 div exch 100 div exch _scale astore pop iTm } def /TA { pop } def /Tq { pop } def /Tg { pop } def /TG { pop } def /Tv { /_lineorientation exch ddef } def /TV { /_charorientation exch ddef } def /Ty { dup /_yokoorientation exch ddef 1 sub neg Tv } def /TY { pop } def /T~ { Tx } def /Th { pop pop pop pop pop } def /TX { pop } def /Tk { _fontSize mul 1000 div _lineorientation 0 eq { neg 0 } { 0 exch } ifelse rmoveto pop } def /TK { 2 npop } def /T* { _leading aload pop _lineorientation 0 ne { exch } if Td } def /T*- { _leading aload pop _lineorientation 0 ne { exch } if exch neg exch neg Td } def /T- { _ax neg 0 rmoveto _lineorientation 1 eq _charorientation 0 eq and { 1 TV _hyphen Tx 0 TV } { _hyphen Tx } ifelse } def /T+ { } def /TR { _ctm currentmatrix pop _tm astore pop iTm 0 0 moveto } def /TS { currentfont 3 1 roll /_Symbol_ findfont _fontSize scalefont setfont 0 eq { Tx } { Tj } ifelse setfont } def /Xb { pop pop } def /Tb /Xb load def /Xe { pop pop pop pop } def /Te /Xe load def /XB { } def /TB /XB load def currentdict readonly pop end setpacking % /X^ { currentfont 5 1 roll dup havefont { findfont _fontSize scalefont setfont } { pop exch } ifelse 2 index 0 eq { Tx } { Tj } ifelse pop pop setfont } def /T^ /X^ load def %%EndResource %%BeginProcSet: Adobe_ColorImage_AI6 1.1 0 userdict /Adobe_ColorImage_AI6 known not { userdict /Adobe_ColorImage_AI6 24 dict put } if userdict /Adobe_ColorImage_AI6 get begin /initialize { Adobe_ColorImage_AI6 begin Adobe_ColorImage_AI6 { dup type /arraytype eq { dup xcheck { bind } if } if pop pop } forall } def /terminate { end } def currentdict /Adobe_ColorImage_AI6_Vars known not { /Adobe_ColorImage_AI6_Vars 15 dict def } if Adobe_ColorImage_AI6_Vars begin /channelcount 0 def /sourcecount 0 def /sourcearray 4 array def /plateindex -1 def /XIMask 0 def /XIBinary 0 def /XIChannelCount 0 def /XIBitsPerPixel 0 def /XIImageHeight 0 def /XIImageWidth 0 def /XIImageMatrix null def /XIBuffer null def /XIDataProc null def /XIVersion 6 def end /WalkRGBString null def /WalkCMYKString null def /StuffRGBIntoGrayString null def /RGBToGrayImageProc null def /StuffCMYKIntoGrayString null def /CMYKToGrayImageProc null def /ColorImageCompositeEmulator null def /SeparateCMYKImageProc null def /FourEqual null def /TestPlateIndex null def currentdict /_colorimage known not { /colorimage where { /colorimage get /_colorimage exch def } { /_colorimage null def } ifelse } if /_currenttransfer systemdict /currenttransfer get def /colorimage null def /XI null def /WalkRGBString { 0 3 index dup length 1 sub 0 3 3 -1 roll { 3 getinterval { } forall 5 index exec 3 index } for 5 { pop } repeat } def /WalkCMYKString { 0 3 index dup length 1 sub 0 4 3 -1 roll { 4 getinterval { } forall 6 index exec 3 index } for 5 { pop } repeat } def /StuffRGBIntoGrayString { .11 mul exch .59 mul add exch .3 mul add cvi 3 copy put pop 1 add } def /RGBToGrayImageProc { Adobe_ColorImage_AI6_Vars begin sourcearray 0 get exec dup length 3 idiv string dup 3 1 roll /StuffRGBIntoGrayString load exch WalkRGBString end } def /StuffCMYKIntoGrayString { exch .11 mul add exch .59 mul add exch .3 mul add dup 255 gt { pop 255 } if 255 exch sub cvi 3 copy put pop 1 add } def /CMYKToGrayImageProc { Adobe_ColorImage_AI6_Vars begin sourcearray 0 get exec dup length 4 idiv string dup 3 1 roll /StuffCMYKIntoGrayString load exch WalkCMYKString end } def /ColorImageCompositeEmulator { pop true eq { Adobe_ColorImage_AI6_Vars /sourcecount get 5 add { pop } repeat } { Adobe_ColorImage_AI6_Vars /channelcount get 1 ne { Adobe_ColorImage_AI6_Vars begin sourcearray 0 3 -1 roll put channelcount 3 eq { /RGBToGrayImageProc } { /CMYKToGrayImageProc } ifelse load end } if image } ifelse } def /SeparateCMYKImageProc { Adobe_ColorImage_AI6_Vars begin sourcecount 0 ne { sourcearray plateindex get exec } { sourcearray 0 get exec dup length 4 idiv string 0 2 index plateindex 4 2 index length 1 sub { get 255 exch sub 3 copy put pop 1 add 2 index } for pop pop exch pop } ifelse end } def /FourEqual { 4 index ne { pop pop pop false } { 4 index ne { pop pop false } { 4 index ne { pop false } { 4 index eq } ifelse } ifelse } ifelse } def /TestPlateIndex { Adobe_ColorImage_AI6_Vars begin /plateindex -1 def /setcmykcolor where { pop gsave 1 0 0 0 setcmykcolor systemdict /currentgray get exec 1 exch sub 0 1 0 0 setcmykcolor systemdict /currentgray get exec 1 exch sub 0 0 1 0 setcmykcolor systemdict /currentgray get exec 1 exch sub 0 0 0 1 setcmykcolor systemdict /currentgray get exec 1 exch sub grestore 1 0 0 0 FourEqual { /plateindex 0 def } { 0 1 0 0 FourEqual { /plateindex 1 def } { 0 0 1 0 FourEqual { /plateindex 2 def } { 0 0 0 1 FourEqual { /plateindex 3 def } { 0 0 0 0 FourEqual { /plateindex 5 def } if } ifelse } ifelse } ifelse } ifelse pop pop pop pop } if plateindex end } def /colorimage { Adobe_ColorImage_AI6_Vars begin /channelcount 1 index def /sourcecount 2 index 1 eq { channelcount 1 sub } { 0 } ifelse def 4 sourcecount add index dup 8 eq exch 1 eq or not end { /_colorimage load null ne { _colorimage } { Adobe_ColorImage_AI6_Vars /sourcecount get 7 add { pop } repeat } ifelse } { dup 3 eq TestPlateIndex dup -1 eq exch 5 eq or or { /_colorimage load null eq { ColorImageCompositeEmulator } { dup 1 eq { pop pop image } { Adobe_ColorImage_AI6_Vars /plateindex get 5 eq { gsave 0 _currenttransfer exec 1 _currenttransfer exec eq { 0 _currenttransfer exec 0.5 lt } { 0 _currenttransfer exec 1 _currenttransfer exec gt } ifelse { { pop 0 } } { { pop 1 } } ifelse systemdict /settransfer get exec } if _colorimage Adobe_ColorImage_AI6_Vars /plateindex get 5 eq { grestore } if } ifelse } ifelse } { dup 1 eq { pop pop image } { pop pop Adobe_ColorImage_AI6_Vars begin sourcecount -1 0 { exch sourcearray 3 1 roll put } for /SeparateCMYKImageProc load end systemdict /image get exec } ifelse } ifelse } ifelse } def /XG { pop pop } def /XF { 13 {pop} repeat } def /Xh { Adobe_ColorImage_AI6_Vars begin gsave /XIMask exch 0 ne def /XIImageHeight exch def /XIImageWidth exch def /XIImageMatrix exch def 0 0 moveto XIImageMatrix concat XIImageWidth XIImageHeight scale XIMask { /_lp /null ddef _fc /_lp /imagemask ddef } if /XIVersion 7 def end } def /XH { Adobe_ColorImage_AI6_Vars begin /XIVersion 6 def grestore end } def /XI { Adobe_ColorImage_AI6_Vars begin gsave /XIMask exch 0 ne def /XIBinary exch 0 ne def pop pop /XIChannelCount exch def /XIBitsPerPixel exch def /XIImageHeight exch def /XIImageWidth exch def pop pop pop pop /XIImageMatrix exch def XIBitsPerPixel 1 eq { XIImageWidth 8 div ceiling cvi } { XIImageWidth XIChannelCount mul } ifelse /XIBuffer exch string def XIBinary { /XIDataProc { currentfile XIBuffer readstring pop } def XIVersion 6 le { currentfile 128 string readline pop pop } if } { /XIDataProc { currentfile XIBuffer readhexstring pop } def } ifelse XIVersion 6 le { 0 0 moveto XIImageMatrix concat XIImageWidth XIImageHeight scale XIMask { /_lp /null ddef _fc /_lp /imagemask ddef } if } if XIMask { XIImageWidth XIImageHeight false [ XIImageWidth 0 0 XIImageHeight neg 0 0 ] /XIDataProc load imagemask } { XIImageWidth XIImageHeight XIBitsPerPixel [ XIImageWidth 0 0 XIImageHeight neg 0 0 ] /XIDataProc load XIChannelCount 1 eq { gsave 0 setgray image grestore } { false XIChannelCount colorimage } ifelse } ifelse grestore end } def end %%EndProcSet %%BeginResource: procset Adobe_Illustrator_AI5 1.2 0 %%Title: (Adobe Illustrator (R) Version 7.0 Full Prolog) %%Version: 1.2 0 %%CreationDate: (3/7/1994) () %%Copyright: ((C) 1987-1996 Adobe Systems Incorporated All Rights Reserved) currentpacking true setpacking userdict /Adobe_Illustrator_AI5_vars 107 dict dup begin put /_eo false def /_lp /none def /_pf { } def /_ps { } def /_psf { } def /_pss { } def /_pjsf { } def /_pjss { } def /_pola 0 def /_doClip 0 def /cf currentflat def /_lineorientation 0 def /_charorientation 0 def /_yokoorientation 0 def /_tm matrix def /_renderStart [ /e0 /r0 /a0 /o0 /e1 /r1 /a1 /i0 ] def /_renderEnd [ null null null null /i1 /i1 /i1 /i1 ] def /_render -1 def /_shift [0 0] def /_ax 0 def /_ay 0 def /_cx 0 def /_cy 0 def /_leading [ 0 0 ] def /_ctm matrix def /_mtx matrix def /_sp 16#020 def /_hyphen (-) def /_fontSize 0 def /_fontAscent 0 def /_fontDescent 0 def /_fontHeight 0 def /_fontRotateAdjust 0 def /Ss 256 string def Ss 0 (fonts/) putinterval /_cnt 0 def /_scale [1 1] def /_nativeEncoding 0 def /_useNativeEncoding 0 def /_tempEncode 0 def /_pntr 0 def /_tDict 2 dict def /_hfname 100 string def /_hffound false def /Tx { } def /Tj { } def /CRender { } def /_AI3_savepage { } def /_gf null def /_cf 4 array def /_rgbf 3 array def /_if null def /_of false def /_fc { } def /_gs null def /_cs 4 array def /_rgbs 3 array def /_is null def /_os false def /_sc { } def /_pd 1 dict def /_ed 15 dict def /_pm matrix def /_fm null def /_fd null def /_fdd null def /_sm null def /_sd null def /_sdd null def /_i null def /_lobyte 0 def /_hibyte 0 def /_cproc null def /_cscript 0 def /_hvax 0 def /_hvay 0 def /_hvwb 0 def /_hvcx 0 def /_hvcy 0 def /_bitfont null def /_bitlobyte 0 def /_bithibyte 0 def /_bitkey null def /_bitdata null def /_bitindex 0 def /discardSave null def /buffer 256 string def /beginString null def /endString null def /endStringLength null def /layerCnt 1 def /layerCount 1 def /perCent (%) 0 get def /perCentSeen? false def /newBuff null def /newBuffButFirst null def /newBuffLast null def /clipForward? false def end userdict /Adobe_Illustrator_AI5 known not { userdict /Adobe_Illustrator_AI5 95 dict put } if userdict /Adobe_Illustrator_AI5 get begin /initialize { Adobe_Illustrator_AI5 dup begin Adobe_Illustrator_AI5_vars begin discardDict { bind pop pop } forall dup /nc get begin { dup xcheck 1 index type /operatortype ne and { bind } if pop pop } forall end newpath } def /terminate { end end } def /_ null def /ddef { Adobe_Illustrator_AI5_vars 3 1 roll put } def /xput { dup load dup length exch maxlength eq { dup dup load dup length 2 mul dict copy def } if load begin def end } def /npop { { pop } repeat } def /hswj { dup stringwidth 3 2 roll { _hvwb eq { exch _hvcx add exch _hvcy add } if exch _hvax add exch _hvay add } cforall } def /vswj { 0 0 3 -1 roll { dup 255 le _charorientation 1 eq and { dup cstring stringwidth 5 2 roll _hvwb eq { exch _hvcy sub exch _hvcx sub } if exch _hvay sub exch _hvax sub 4 -1 roll sub exch 3 -1 roll sub exch } { _hvwb eq { exch _hvcy sub exch _hvcx sub } if exch _hvay sub exch _hvax sub _fontHeight sub } ifelse } cforall } def /swj { 6 1 roll /_hvay exch ddef /_hvax exch ddef /_hvwb exch ddef /_hvcy exch ddef /_hvcx exch ddef _lineorientation 0 eq { hswj } { vswj } ifelse } def /sw { 0 0 0 6 3 roll swj } def /vjss { 4 1 roll { dup cstring dup length 1 eq _charorientation 1 eq and { -90 rotate currentpoint _fontRotateAdjust add moveto gsave false charpath currentpoint 5 index setmatrix stroke grestore _fontRotateAdjust sub moveto _sp eq { 5 index 5 index rmoveto } if 2 copy rmoveto 90 rotate } { currentpoint _fontHeight sub 5 index sub 3 index _sp eq { 9 index sub } if currentpoint exch 4 index stringwidth pop 2 div sub exch _fontAscent sub moveto gsave 2 index false charpath 6 index setmatrix stroke grestore moveto pop pop } ifelse } cforall 6 npop } def /hjss { 4 1 roll { dup cstring gsave false charpath currentpoint 5 index setmatrix stroke grestore moveto _sp eq { 5 index 5 index rmoveto } if 2 copy rmoveto } cforall 6 npop } def /jss { _lineorientation 0 eq { hjss } { vjss } ifelse } def /ss { 0 0 0 7 3 roll jss } def /vjsp { 4 1 roll { dup cstring dup length 1 eq _charorientation 1 eq and { -90 rotate currentpoint _fontRotateAdjust add moveto false charpath currentpoint _fontRotateAdjust sub moveto _sp eq { 5 index 5 index rmoveto } if 2 copy rmoveto 90 rotate } { currentpoint _fontHeight sub 5 index sub 3 index _sp eq { 9 index sub } if currentpoint exch 4 index stringwidth pop 2 div sub exch _fontAscent sub moveto 2 index false charpath moveto pop pop } ifelse } cforall 6 npop } def /hjsp { 4 1 roll { dup cstring false charpath _sp eq { 5 index 5 index rmoveto } if 2 copy rmoveto } cforall 6 npop } def /jsp { matrix currentmatrix _lineorientation 0 eq {hjsp} {vjsp} ifelse } def /sp { matrix currentmatrix 0 0 0 7 3 roll _lineorientation 0 eq {hjsp} {vjsp} ifelse } def /pl { transform 0.25 sub round 0.25 add exch 0.25 sub round 0.25 add exch itransform } def /setstrokeadjust where { pop true setstrokeadjust /c { curveto } def /C /c load def /v { currentpoint 6 2 roll curveto } def /V /v load def /y { 2 copy curveto } def /Y /y load def /l { lineto } def /L /l load def /m { moveto } def } { /c { pl curveto } def /C /c load def /v { currentpoint 6 2 roll pl curveto } def /V /v load def /y { pl 2 copy curveto } def /Y /y load def /l { pl lineto } def /L /l load def /m { pl moveto } def } ifelse /d { setdash } def /cf { } def /i { dup 0 eq { pop cf } if setflat } def /j { setlinejoin } def /J { setlinecap } def /M { setmiterlimit } def /w { setlinewidth } def /XR { 0 ne /_eo exch ddef } def /H { } def /h { closepath } def /N { _pola 0 eq { _doClip 1 eq { _eo {eoclip} {clip} ifelse /_doClip 0 ddef } if newpath } { /CRender { N } ddef } ifelse } def /n { N } def /F { _pola 0 eq { _doClip 1 eq { gsave _pf grestore _eo {eoclip} {clip} ifelse newpath /_lp /none ddef _fc /_doClip 0 ddef } { _pf } ifelse } { /CRender { F } ddef } ifelse } def /f { closepath F } def /S { _pola 0 eq { _doClip 1 eq { gsave _ps grestore _eo {eoclip} {clip} ifelse newpath /_lp /none ddef _sc /_doClip 0 ddef } { _ps } ifelse } { /CRender { S } ddef } ifelse } def /s { closepath S } def /B { _pola 0 eq { _doClip 1 eq gsave F grestore { gsave S grestore _eo {eoclip} {clip} ifelse newpath /_lp /none ddef _sc /_doClip 0 ddef } { S } ifelse } { /CRender { B } ddef } ifelse } def /b { closepath B } def /W { /_doClip 1 ddef } def /* { count 0 ne { dup type /stringtype eq { pop } if } if newpath } def /u { } def /U { } def /q { _pola 0 eq { gsave } if } def /Q { _pola 0 eq { grestore } if } def /*u { _pola 1 add /_pola exch ddef } def /*U { _pola 1 sub /_pola exch ddef _pola 0 eq { CRender } if } def /D { pop } def /*w { } def /*W { } def /` { /_i save ddef clipForward? { nulldevice } if 6 1 roll 4 npop concat pop userdict begin /showpage { } def 0 setgray 0 setlinecap 1 setlinewidth 0 setlinejoin 10 setmiterlimit [] 0 setdash /setstrokeadjust where {pop false setstrokeadjust} if newpath 0 setgray false setoverprint } def /~ { end _i restore } def /O { 0 ne /_of exch ddef /_lp /none ddef } def /R { 0 ne /_os exch ddef /_lp /none ddef } def /g { /_gf exch ddef /_fc { _lp /fill ne { _of setoverprint _gf setgray /_lp /fill ddef } if } ddef /_pf { _fc _eo {eofill} {fill} ifelse } ddef /_psf { _fc hvashow } ddef /_pjsf { _fc hvawidthshow } ddef /_lp /none ddef } def /G { /_gs exch ddef /_sc { _lp /stroke ne { _os setoverprint _gs setgray /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /k { _cf astore pop /_fc { _lp /fill ne { _of setoverprint _cf aload pop setcmykcolor /_lp /fill ddef } if } ddef /_pf { _fc _eo {eofill} {fill} ifelse } ddef /_psf { _fc hvashow } ddef /_pjsf { _fc hvawidthshow } ddef /_lp /none ddef } def /K { _cs astore pop /_sc { _lp /stroke ne { _os setoverprint _cs aload pop setcmykcolor /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /Xa { _rgbf astore pop /_fc { _lp /fill ne { _of setoverprint _rgbf aload pop setrgbcolor /_lp /fill ddef } if } ddef /_pf { _fc _eo {eofill} {fill} ifelse } ddef /_psf { _fc hvashow } ddef /_pjsf { _fc hvawidthshow } ddef /_lp /none ddef } def /XA { _rgbs astore pop /_sc { _lp /stroke ne { _os setoverprint _rgbs aload pop setrgbcolor /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /_rgbtocmyk { 3 { 1 exch sub 3 1 roll } repeat 3 copy 1 4 1 roll 3 { 3 index 2 copy gt { exch } if pop 4 1 roll } repeat pop pop pop 4 1 roll 3 { 3 index sub 3 1 roll } repeat 4 -1 roll } def /Xx { exch /_gf exch ddef 0 eq { findcmykcustomcolor } { /findrgbcustomcolor where not { 4 1 roll _rgbtocmyk 5 -1 roll findcmykcustomcolor } { pop findrgbcustomcolor } ifelse } ifelse /_if exch ddef /_fc { _lp /fill ne { _of setoverprint _if _gf 1 exch sub setcustomcolor /_lp /fill ddef } if } ddef /_pf { _fc _eo {eofill} {fill} ifelse } ddef /_psf { _fc hvashow } ddef /_pjsf { _fc hvawidthshow } ddef /_lp /none ddef } def /XX { exch /_gs exch ddef 0 eq { findcmykcustomcolor } { /findrgbcustomcolor where not { 4 1 roll _rgbtocmyk 5 -1 roll findcmykcustomcolor } { pop findrgbcustomcolor } ifelse } ifelse /_is exch ddef /_sc { _lp /stroke ne { _os setoverprint _is _gs 1 exch sub setcustomcolor /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /x { /_gf exch ddef findcmykcustomcolor /_if exch ddef /_fc { _lp /fill ne { _of setoverprint _if _gf 1 exch sub setcustomcolor /_lp /fill ddef } if } ddef /_pf { _fc _eo {eofill} {fill} ifelse } ddef /_psf { _fc hvashow } ddef /_pjsf { _fc hvawidthshow } ddef /_lp /none ddef } def /X { /_gs exch ddef findcmykcustomcolor /_is exch ddef /_sc { _lp /stroke ne { _os setoverprint _is _gs 1 exch sub setcustomcolor /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /A { pop } def /annotatepage { userdict /annotatepage 2 copy known {get exec} {pop pop} ifelse } def /XT { pop pop } def /discard { save /discardSave exch store discardDict begin /endString exch store gt38? { 2 add } if load stopped pop end discardSave restore } bind def userdict /discardDict 7 dict dup begin put /pre38Initialize { /endStringLength endString length store /newBuff buffer 0 endStringLength getinterval store /newBuffButFirst newBuff 1 endStringLength 1 sub getinterval store /newBuffLast newBuff endStringLength 1 sub 1 getinterval store } def /shiftBuffer { newBuff 0 newBuffButFirst putinterval newBuffLast 0 currentfile read not { stop } if put } def 0 { pre38Initialize mark currentfile newBuff readstring exch pop { { newBuff endString eq { cleartomark stop } if shiftBuffer } loop } { stop } ifelse } def 1 { pre38Initialize /beginString exch store mark currentfile newBuff readstring exch pop { { newBuff beginString eq { /layerCount dup load 1 add store } { newBuff endString eq { /layerCount dup load 1 sub store layerCount 0 eq { cleartomark stop } if } if } ifelse shiftBuffer } loop } if } def 2 { mark { currentfile buffer readline not { stop } if endString eq { cleartomark stop } if } loop } def 3 { /beginString exch store /layerCnt 1 store mark { currentfile buffer readline not { stop } if dup beginString eq { pop /layerCnt dup load 1 add store } { endString eq { layerCnt 1 eq { cleartomark stop } { /layerCnt dup load 1 sub store } ifelse } if } ifelse } loop } def end userdict /clipRenderOff 15 dict dup begin put { /n /N /s /S /f /F /b /B } { { _doClip 1 eq { /_doClip 0 ddef _eo {eoclip} {clip} ifelse } if newpath } def } forall /Tr /pop load def /Bb {} def /BB /pop load def /Bg {12 npop} def /Bm {6 npop} def /Bc /Bm load def /Bh {4 npop} def end /Lb { 4 npop 6 1 roll pop 4 1 roll pop pop pop 0 eq { 0 eq { (%AI5_BeginLayer) 1 (%AI5_EndLayer--) discard } { /clipForward? true def /Tx /pop load def /Tj /pop load def currentdict end clipRenderOff begin begin } ifelse } { 0 eq { save /discardSave exch store } if } ifelse } bind def /LB { discardSave dup null ne { restore } { pop clipForward? { currentdict end end begin /clipForward? false ddef } if } ifelse } bind def /Pb { pop pop 0 (%AI5_EndPalette) discard } bind def /Np { 0 (%AI5_End_NonPrinting--) discard } bind def /Ln /pop load def /Ap /pop load def /Ar { 72 exch div 0 dtransform dup mul exch dup mul add sqrt dup 1 lt { pop 1 } if setflat } def /Mb { q } def /Md { } def /MB { Q } def /nc 4 dict def nc begin /setgray { pop } bind def /setcmykcolor { 4 npop } bind def /setrgbcolor { 3 npop } bind def /setcustomcolor { 2 npop } bind def currentdict readonly pop end end setpacking %%EndResource %%BeginResource: procset Adobe_cshow 2.0 8 %%Title: (Writing System Operators) %%Version: 2.0 8 %%CreationDate: (1/23/89) () %%Copyright: ((C) 1992-1996 Adobe Systems Incorporated All Rights Reserved) currentpacking true setpacking userdict /Adobe_cshow 14 dict dup begin put /initialize { Adobe_cshow begin Adobe_cshow { dup xcheck { bind } if pop pop } forall end Adobe_cshow begin } def /terminate { currentdict Adobe_cshow eq { end } if } def /cforall { /_lobyte 0 ddef /_hibyte 0 ddef /_cproc exch ddef /_cscript currentfont /FontScript known { currentfont /FontScript get } { -1 } ifelse ddef { /_lobyte exch ddef _hibyte 0 eq _cscript 1 eq _lobyte 129 ge _lobyte 159 le and _lobyte 224 ge _lobyte 252 le and or and _cscript 2 eq _lobyte 161 ge _lobyte 254 le and and _cscript 3 eq _lobyte 161 ge _lobyte 254 le and and _cscript 25 eq _lobyte 161 ge _lobyte 254 le and and _cscript -1 eq or or or or and { /_hibyte _lobyte ddef } { _hibyte 256 mul _lobyte add _cproc /_hibyte 0 ddef } ifelse } forall } def /cstring { dup 256 lt { (s) dup 0 4 3 roll put } { dup 256 idiv exch 256 mod (hl) dup dup 0 6 5 roll put 1 4 3 roll put } ifelse } def /clength { 0 exch { 256 lt { 1 } { 2 } ifelse add } cforall } def /hawidthshow { { dup cstring show _hvax _hvay rmoveto _hvwb eq { _hvcx _hvcy rmoveto } if } cforall } def /vawidthshow { { dup 255 le _charorientation 1 eq and { -90 rotate 0 _fontRotateAdjust rmoveto cstring _hvcx _hvcy _hvwb _hvax _hvay 6 -1 roll awidthshow 0 _fontRotateAdjust neg rmoveto 90 rotate } { currentpoint _fontHeight sub exch _hvay sub exch _hvax sub 2 index _hvwb eq { exch _hvcy sub exch _hvcx sub } if 3 2 roll cstring dup stringwidth pop 2 div neg _fontAscent neg rmoveto show moveto } ifelse } cforall } def /hvawidthshow { 6 1 roll /_hvay exch ddef /_hvax exch ddef /_hvwb exch ddef /_hvcy exch ddef /_hvcx exch ddef _lineorientation 0 eq { hawidthshow } { vawidthshow } ifelse } def /hvwidthshow { 0 0 3 -1 roll hvawidthshow } def /hvashow { 0 0 0 6 -3 roll hvawidthshow } def /hvshow { 0 0 0 0 0 6 -1 roll hvawidthshow } def currentdict readonly pop end setpacking %%EndResource %%EndProlog %%BeginSetup %%IncludeFont: Times-Italic Adobe_level2_AI5 /initialize get exec Adobe_cshow /initialize get exec Adobe_Illustrator_AI5_vars Adobe_Illustrator_AI5 Adobe_typography_AI5 /initialize get exec Adobe_ColorImage_AI6 /initialize get exec Adobe_Illustrator_AI5 /initialize get exec [ 39/quotesingle 96/grave 128/Adieresis/Aring/Ccedilla/Eacute/Ntilde/Odieresis /Udieresis/aacute/agrave/acircumflex/adieresis/atilde/aring/ccedilla/eacute /egrave/ecircumflex/edieresis/iacute/igrave/icircumflex/idieresis/ntilde /oacute/ograve/ocircumflex/odieresis/otilde/uacute/ugrave/ucircumflex /udieresis/dagger/degree/cent/sterling/section/bullet/paragraph/germandbls 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49.021 4.271 48.35 5.1 48.35 c 5.928 48.35 6.6 49.021 6.6 49.85 c 6.6 50.678 5.928 51.35 5.1 51.35 c s 3.1 23.1 m 3.929 23.1 4.6 22.428 4.6 21.6 c 4.6 20.771 3.929 20.1 3.1 20.1 c 2.272 20.1 1.6 20.771 1.6 21.6 c 1.6 22.428 2.272 23.1 3.1 23.1 c s 21.194 59.775 m 20.78 60.492 19.863 60.738 19.145 60.324 c 18.428 59.909 18.182 58.992 18.596 58.275 c 19.01 57.558 19.928 57.312 20.645 57.726 c 21.363 58.14 21.608 59.057 21.194 59.775 c s 38.944 59.275 m 38.53 59.992 37.613 60.238 36.895 59.824 c 36.178 59.409 35.932 58.492 36.346 57.775 c 36.76 57.058 37.678 56.812 38.395 57.226 c 39.113 57.64 39.358 58.557 38.944 59.275 c s 51.145 58.601 m 50.317 58.601 49.645 57.929 49.645 57.101 c 49.645 56.273 50.317 55.601 51.145 55.601 c 51.974 55.601 52.645 56.273 52.645 57.101 c 52.645 57.929 51.974 58.601 51.145 58.601 c s 4.395 58.601 m 3.567 58.601 2.895 57.929 2.895 57.101 c 2.895 56.273 3.567 55.601 4.395 55.601 c 5.224 55.601 5.895 56.273 5.895 57.101 c 5.895 57.929 5.224 58.601 4.395 58.601 c s %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Confettis) (Confettis) 4.85 3.617 76.85 75.617 [ %AI3_Tile (0 O 0 R 1 g 1 G ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 4.85 3.617 m 4.85 75.617 L 76.85 75.617 L 76.85 3.617 L 4.85 3.617 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 g 0 G ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 10.6 64.867 m 7.85 62.867 l S 9.1 8.617 m 6.85 6.867 l S 78.1 68.617 m 74.85 67.867 l S 76.85 56.867 m 74.35 55.117 l S 79.6 51.617 m 76.6 51.617 l S 76.35 44.117 m 73.6 45.867 l S 78.6 35.867 m 76.6 34.367 l S 76.1 23.867 m 73.35 26.117 l S 78.1 12.867 m 73.85 13.617 l S 68.35 14.617 m 66.1 12.867 l S 76.6 30.617 m 73.6 30.617 l S 62.85 58.117 m 60.956 60.941 l S 32.85 59.617 m 31.196 62.181 l S 47.891 64.061 m 49.744 66.742 l S 72.814 2.769 m 73.928 5.729 l S 67.976 2.633 m 67.35 5.909 l S 61.85 27.617 m 59.956 30.441 l S 53.504 56.053 m 51.85 58.617 l S 52.762 1.779 m 52.876 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l S 44.6 56.617 m 42.1 54.867 l S 47.35 51.367 m 44.35 51.367 l S 44.1 43.867 m 41.35 45.617 l S 43.35 33.117 m 42.6 30.617 l S 43.85 23.617 m 41.1 25.867 l S 44.35 15.617 m 42.35 16.867 l S 67.823 31.1 m 64.823 31.1 l S 27.1 32.617 m 29.6 30.867 l S 31.85 55.117 m 34.85 55.117 l S 19.6 40.867 m 22.1 39.117 l S 16.85 35.617 m 19.85 35.617 l S 20.1 28.117 m 22.85 29.867 l S 52.1 42.617 m 54.484 44.178 l S 52.437 50.146 m 54.821 48.325 l S 59.572 54.133 m 59.35 51.117 l S 50.185 10.055 m 53.234 9.928 l S 51.187 15.896 m 53.571 14.075 l S 58.322 19.883 m 59.445 16.823 l S 53.1 32.117 m 50.6 30.367 l S 52.85 24.617 m 49.6 25.617 l S 61.85 9.117 m 59.1 10.867 l S 69.35 34.617 m 66.6 36.367 l S 67.1 23.617 m 65.1 22.117 l S 24.435 46.055 m 27.484 45.928 l S 25.437 51.896 m 27.821 50.075 l S 62.6 47.117 m 65.321 46.575 l S 19.85 19.867 m 20.35 16.617 l S 21.85 21.867 m 25.35 22.617 l S 37.6 62.867 m 41.6 62.117 l S 38.323 42.1 m 38.823 38.6 l S 69.35 52.617 m 66.85 53.867 l S 14.85 62.117 m 18.1 59.367 l S 9.6 46.117 m 7.1 44.367 l S 20.6 51.617 m 18.6 50.117 l S 46.141 70.811 m 47.994 73.492 l S 69.391 40.561 m 71.244 43.242 l S 38.641 49.311 m 39.35 52.117 l S 25.141 16.811 m 25.85 19.617 l S 36.6 32.867 m 34.6 31.367 l S 6.1 68.617 m 2.85 67.867 l S 4.85 56.867 m 2.35 55.117 l S 7.6 51.617 m 4.6 51.617 l S 6.6 35.867 m 4.6 34.367 l S 6.1 12.867 m 1.85 13.617 l S 4.6 30.617 m 1.6 30.617 l S 72.814 74.769 m 73.928 77.729 l S 67.976 74.633 m 67.35 77.909 l S 52.762 73.779 m 52.876 76.776 l S 37.062 75.375 m 35.639 77.43 l S 20.795 75.242 m 22.12 77.193 l S 9.736 73.91 m 8.073 76.225 l S 10.1 23.617 m 6.35 24.367 l S 73.217 18.276 m 71.323 21.1 l S 28.823 39.6 m 29.505 42.389 l S 49.6 38.617 m 47.6 37.117 l S 60.323 73.6 m 62.323 76.6 l S 60.323 1.6 m 62.323 4.6 l S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Corde.c\231t\216) (Corde.c\231t\216) 1 4.6 60.9998 33.3999 [ %AI3_Tile (0 O 0 R 0 0 0 1 k 0 0 0 1 K ) @ ( %AI6_BeginPatternLayer 800 Ar 1 J 1 j 0.6 w 4 M []0 d %AI3_Note: 0 D 0 XR 24.9999 7 m 15.6521 4.663 8.125 8.6981 1 14.1407 C S 36.9999 7 m 22.3477 3.337 12.168 15.3276 1 23.859 C S 48.9999 7 m 29.3464 2.0866 17.7386 25.3332 1 30.6213 C S 1 30.9999 m 24.9999 36.9999 36.9999 1 60.9998 7 C S 13 30.9999 m 32.6534 35.9133 44.2611 12.6667 60.9998 7.3786 C S 24.9999 30.9999 m 39.652 34.6629 49.8317 22.6722 60.9998 14.1407 C S 36.9999 30.9999 m 46.3476 33.3369 53.8749 29.3018 60.9998 23.859 C S 48.9999 30.9999 m 53.3464 32.0865 57.2978 31.7908 60.9998 30.6213 C S 13 7 m 8.6535 5.9134 4.7019 6.2091 1 7.3786 C S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Damier) (Damier) 1 1 31.3995 31.3995 [ %AI3_Tile (0 O 0 R 0 0.91 1 0 k 0 0.91 1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 1 XR 19.9995 4.8 m 27.5995 4.8 L 27.5995 12.3995 L 19.9995 12.3995 L 19.9995 4.8 L f 31.3995 27.5995 m 31.3995 31.3995 L 27.5995 31.3995 L 27.5995 27.5995 L 31.3995 27.5995 L f 19.9995 27.5995 m 19.9995 19.9995 L 27.5995 19.9995 L 27.5995 27.5995 L 19.9995 27.5995 L f 0 XR 12.3995 12.3995 m 19.9995 12.3995 L 19.9995 19.9995 L 12.3995 19.9995 L 12.3995 12.3995 L f 1 XR 12.3995 27.5995 m 4.8 27.5995 L 4.8 19.9995 L 12.3995 19.9995 L 12.3995 27.5995 L f 4.8 12.3995 m 4.8 4.8 L 12.3995 4.8 L 12.3995 12.3995 L 4.8 12.3995 L f 19.9995 27.5995 m 19.9995 31.3995 L 12.3995 31.3995 L 12.3995 27.5995 L 19.9995 27.5995 L f 12.3995 4.8 m 12.3995 1 L 19.9995 1 L 19.9995 4.8 L 12.3995 4.8 L f 4.8 19.9995 m 1 19.9995 L 1 12.3995 L 4.8 12.3995 L 4.8 19.9995 L f 27.5995 19.9995 m 27.5995 12.3995 L 31.3995 12.3995 L 31.3995 19.9995 L 27.5995 19.9995 L f 4.8 31.3995 m 1 31.3995 L 1 27.5995 L 4.8 27.5995 L 4.8 31.3995 L f 27.5995 1 m 31.3995 1 L 31.3995 4.8 L 27.5995 4.8 L 27.5995 1 L f 1 4.8 m 1 1 L 4.8 1 L 4.8 4.8 L 1 4.8 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.05 0.2 0 k 0 0.05 0.2 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 1 XR 4.8 4.8 m 4.8 1 L 12.3995 1 L 12.3995 4.8 L 4.8 4.8 L f 4.8 12.3995 m 1 12.3995 L 1 4.8 L 4.8 4.8 L 4.8 12.3995 L f 19.9995 4.8 m 19.9995 1 L 27.5995 1 L 27.5995 4.8 L 19.9995 4.8 L f 12.3995 12.3995 m 12.3995 4.8 L 19.9995 4.8 L 19.9995 12.3995 L 12.3995 12.3995 L f 27.5995 4.8 m 31.3995 4.8 L 31.3995 12.3995 L 27.5995 12.3995 L 27.5995 4.8 L f 12.3995 19.9995 m 4.8 19.9995 L 4.8 12.3995 L 12.3995 12.3995 L 12.3995 19.9995 L f 4.8 27.5995 m 1 27.5995 L 1 19.9995 L 4.8 19.9995 L 4.8 27.5995 L f 19.9995 12.3995 m 27.5995 12.3995 L 27.5995 19.9995 L 19.9995 19.9995 L 19.9995 12.3995 L f 19.9995 19.9995 m 19.9995 27.5995 L 12.3995 27.5995 L 12.3995 19.9995 L 19.9995 19.9995 L f 27.5995 19.9995 m 31.3995 19.9995 L 31.3995 27.5995 L 27.5995 27.5995 L 27.5995 19.9995 L f 12.3995 27.5995 m 12.3995 31.3995 L 4.8 31.3995 L 4.8 27.5995 L 12.3995 27.5995 L f 27.5995 27.5995 m 27.5995 31.3995 L 19.9995 31.3995 L 19.9995 27.5995 L 27.5995 27.5995 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (DblTrait 1.2.c\231t\216) (DblTrait 1.2.c\231t\216) 1 1 39.2706 39.2706 [ %AI3_Tile (0 O 0 R 1 0.14 0.09 0 k 1 0.14 0.09 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 39.2704 18.0958 m 39.2704 26.6598 L 1.0001 26.6598 L 1.0001 18.0958 L 39.2704 18.0958 L f 39.2704 14.9037 m 39.2704 15.5776 L 1.0001 15.5776 L 1.0001 14.9037 L 39.2704 14.9037 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (DblTrait 1.2.ext) (DblTrait 1.2.ext) 1 1.0003 39.2706 39.271 [ %AI3_Tile (0 O 0 R 1 0.14 0.09 0 k 1 0.14 0.09 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 39.2708 26.6602 m 13.6111 26.6602 L 13.6111 1.0005 L 22.1751 1 L 22.1751 18.096 L 39.2708 18.096 L 39.2708 26.6602 L f 39.2708 15.578 m 24.6928 15.578 L 24.6928 1 L 25.367 1 L 25.367 14.9038 L 39.2708 14.9038 L 39.2708 15.578 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (DblTrait 1.2.int) (DblTrait 1.2.int) 1 1 39.2705 39.2706 [ %AI3_Tile (0 O 0 R 1 0.14 0.09 0 k 1 0.14 0.09 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 39.2702 22.175 m 39.2702 13.6108 L 26.66 13.6108 L 26.66 1.0003 L 18.0958 1.0003 L 18.0948 22.175 L 18.0958 22.175 L 18.0958 22.1752 L 39.2702 22.175 L f 39.2708 24.6929 m 15.5779 24.6929 L 15.5779 1.0003 L 14.9037 1.0003 L 14.9032 25.3675 L 39.2708 25.3675 L 39.2708 24.6929 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Etoile.c\231t\216) (Etoile.c\231t\216) 1 1 33.0117 33.0117 [ %AI3_Tile (0 O 0 R 0.05 0.2 0.95 0 k 0.05 0.2 0.95 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 1 D 0 XR 7.9689 26.0458 m 14.5331 22.9874 l 17.0095 29.7904 L 19.4859 22.9874 l 26.0473 26.0458 l 22.9889 19.4815 l 29.792 17.0052 l 22.9889 14.5288 l 26.0473 7.9674 l 19.4859 11.0257 l 17.0095 4.2226 l 14.5305 11.0257 l 7.9689 7.9674 l 11.0273 14.5288 l 4.2242 17.0052 l 11.0273 19.4843 L 7.9689 26.0458 l f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Etoiles) (Etoiles) 1 1 63.384 84.766 [ %AI3_Tile (0 O 0 R 1 0.9 0.1 0 k 1 0.9 0.1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 1 1 m 1 84.766 L 63.384 84.766 L 63.384 1 L 1 1 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.25 1 0 k 0 0.25 1 0 K ) @ ( %AI6_BeginPatternLayer *u 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 37.668 67.113 m 43.924 62.567 L 41.535 55.213 L 47.791 59.757 L 54.046 55.212 L 51.657 62.566 L 57.914 67.112 L 50.18 67.112 L 47.791 74.467 L 45.402 67.113 L 37.668 67.113 L f 16.596 59.757 m 22.851 55.212 L 20.462 62.566 L 26.719 67.112 L 18.985 67.112 L 16.596 74.467 L 14.207 67.113 L 6.473 67.113 L 12.729 62.567 L 10.34 55.213 L 16.596 59.757 L f 20.462 20.683 m 26.719 25.229 L 18.985 25.229 L 16.596 32.584 L 14.207 25.23 L 6.473 25.23 L 12.729 20.684 L 10.34 13.33 L 16.596 17.874 L 22.851 13.329 L 20.462 20.683 L f 38.447 34.271 m 36.058 41.625 L 42.315 46.171 L 34.581 46.171 L 32.192 53.526 L 29.803 46.172 L 22.069 46.172 L 28.325 41.626 L 25.936 34.272 L 32.192 38.816 L 38.447 34.271 L f 51.657 20.683 m 57.914 25.229 L 50.18 25.229 L 47.791 32.584 L 45.402 25.23 L 37.668 25.23 L 43.924 20.684 L 41.535 13.33 L 47.791 17.874 L 54.046 13.329 L 51.657 20.683 L f *U 1 XR 34.581 4.288 m 32.192 11.643 L 29.803 4.289 L 22.069 4.289 L 26.5962 1 L 37.7885 1 L 42.315 4.288 L 34.581 4.288 L f 53.261 4.289 m 57.7882 1 L 63.384 1 L 63.384 11.643 L 60.995 4.289 L 53.261 4.289 L f 4.866 41.625 m 11.123 46.171 L 3.389 46.171 L 1 53.526 L 1 38.816 L 7.255 34.271 L 4.866 41.625 L f 36.058 41.625 m 42.315 46.171 L 34.581 46.171 L 32.192 53.526 L 29.803 46.172 L 22.069 46.172 L 28.325 41.626 L 25.936 34.272 L 32.192 38.816 L 38.447 34.271 L 36.058 41.625 L f 53.261 46.172 m 59.517 41.626 L 57.128 34.272 L 63.384 38.816 L 63.384 53.526 L 60.995 46.172 L 53.261 46.172 L f 4.866 83.508 m 6.5974 84.766 L 1 84.766 L 1 80.699 L 7.255 76.154 L 4.866 83.508 L f 25.936 76.155 m 32.192 80.699 L 38.447 76.154 L 36.058 83.508 L 37.7895 84.766 L 26.5951 84.766 L 28.325 83.509 L 25.936 76.155 L f 22.851 55.212 m 20.462 62.566 L 26.719 67.112 L 18.985 67.112 L 16.596 74.467 L 14.207 67.113 L 6.473 67.113 L 12.729 62.567 L 10.34 55.213 L 16.596 59.757 L 22.851 55.212 L f 41.535 55.213 m 47.791 59.757 L 54.046 55.212 L 51.657 62.566 L 57.914 67.112 L 50.18 67.112 L 47.791 74.467 L 45.402 67.113 L 37.668 67.113 L 43.924 62.567 L 41.535 55.213 L f 50.18 25.229 m 47.791 32.584 L 45.402 25.23 L 37.668 25.23 L 43.924 20.684 L 41.535 13.33 L 47.791 17.874 L 54.046 13.329 L 51.657 20.683 L 57.914 25.229 L 50.18 25.229 L f 18.985 25.229 m 16.596 32.584 L 14.207 25.23 L 6.473 25.23 L 12.729 20.684 L 10.34 13.33 L 16.596 17.874 L 22.851 13.329 L 20.462 20.683 L 26.719 25.229 L 18.985 25.229 L f 3.388 4.289 m 1 11.643 L 1 1 L 6.5948 1 L 11.122 4.289 L 3.388 4.289 L f 57.128 76.154 m 63.384 80.699 L 63.384 84.766 L 57.7855 84.766 L 59.517 83.508 L 57.128 76.154 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Feuilles d'automne) (Feuilles d'automne) 1 1 52.733 89.816 [ %AI3_Tile (0 O 0 R 0.05 0.2 1 0 k 0.05 0.2 1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 52.733 89.816 m 52.733 1 L 1 1 L 1 89.816 L 52.733 89.816 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.83 0 1 0 k 0.83 0 1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 1 D 0 XR 25.317 2.083 m 25.994 2.283 26.284 2.435 V 24.815 5.147 29.266 9.428 30.186 10.168 C 30.787 9.943 30.907 7.41 30.23 6.073 C 31.073 6.196 33.262 4.818 34.02 3.529 C 34.085 4.217 35.655 7.158 36.481 7.535 C 35.561 7.933 34.896 9.406 34.134 10.854 C 35.156 11.021 36.555 10.1 38.026 9.195 C 38.541 9.996 39.915 10.968 41.174 11.484 C 40.086 12.171 39.591 12.912 39.094 14.372 C 38.052 13.806 35.865 13.657 35.336 13.944 C 35.85 15.057 38.096 15.6 38.827 15.547 C 38.573 16.409 38.425 18.562 38.598 21.155 C 36.939 19.839 35.393 18.522 33.734 18.58 C 34.003 17.158 33.367 15.353 32.99 14.86 C 32.417 15.604 32.006 16.431 32.361 18.408 C 30.908 18.893 29.671 19.439 28.297 20.697 C 28.297 18.866 27.725 17.664 26.857 16.388 C 28.117 15.9 29.389 14.697 29.385 13.658 C 28.537 13.81 26.845 14.554 26.352 15.547 C 25.634 14.8 23.95 13.491 22.346 13.487 C 23.534 12.632 24.454 11.598 24.549 9.686 C 25.802 10.657 28.255 11.272 29.635 10.674 C 24.794 6.438 25.262 3.405 25.317 2.083 C f 12.412 33.743 m 11.887 33.272 11.691 33.01 V 14.182 31.192 11.928 25.366 11.415 24.303 C 10.776 24.247 9.369 26.988 9.405 28.486 C 8.273 27.73 6.608 27.851 5.006 28.137 C 5.578 27.049 5.177 25.104 4.376 24.303 C 5.378 24.339 6.729 23.624 8.038 22.643 C 7.203 21.823 5.376 21.984 3.46 22.643 C 3.46 21.27 2.638 19.533 1.801 18.351 C 3.117 18.408 4.262 17.722 5.12 16.691 C 5.785 18.26 7.819 19.373 8.725 19.324 C 8.742 17.959 7.169 15.869 6.147 15.47 C 6.747 14.801 7.766 13.27 8.725 10.854 C 9.524 12.78 10.694 14.022 11.927 14.955 C 10.785 16.517 10.959 17.388 11.358 18.866 C 12.101 18.325 13.132 17.893 13.303 15.89 C 15.02 16.176 16.156 16.104 17.653 15.203 C 17.198 16.865 17.195 18.466 17.515 20.166 C 15.665 20.026 14.105 20.239 13.075 21.728 C 13.905 21.955 16.165 22.014 17.039 21.082 C 17.366 22.064 18.261 23.47 19.707 24.164 C 18.267 24.424 17.282 25.523 16.373 27.209 C 15.66 25.793 13.433 24.128 11.93 24.073 C 13.933 28.137 13.933 31.055 12.412 33.743 C f 31.125 30.5 m 31.445 31.128 31.648 31.385 V 34.045 29.444 38.851 32.752 39.746 33.521 C 39.636 34.153 37.511 35.29 35.794 34.26 C 36.234 35.549 35.332 37.51 34.134 38.552 C 35.873 38.451 38.019 39.813 38.541 40.555 C 38.763 39.577 39.946 38.307 41.231 37.293 C 41.582 38.266 40.887 40.384 39.971 41.986 C 41.206 42.487 42.318 43.417 42.776 44.676 C 43.233 43.359 44.236 42.685 45.58 41.929 C 44.421 40.502 43.64 38.328 43.92 37.465 C 45.243 37.8 46.814 40.518 46.937 41.607 C 47.812 40.841 49.366 40.154 51.947 39.848 C 50.246 38.77 49.884 36.778 49.3 35.347 C 48.152 35.794 45.983 35.853 45.008 35.29 C 45.721 34.711 47.061 34.16 49.071 34.146 C 49.071 32.601 49.534 31.469 50.788 30.254 C 49.065 30.267 46.965 29.781 45.469 29.389 C 45.221 30.718 44.378 32.314 43.233 32.715 C 43.227 31.854 43.493 29.605 44.378 28.938 C 43.513 28.37 42.26 26.993 41.803 25.276 C 41.181 26.601 40.32 27.906 38.457 28.35 C 39.642 29.403 40.477 31.42 40.143 32.887 C 35.091 28.905 32.414 30.203 31.125 30.5 C f 25.317 46.491 m 25.994 46.691 26.284 46.843 V 24.815 49.556 29.266 53.837 30.186 54.576 C 30.787 54.351 30.907 51.818 30.23 50.482 C 31.073 50.605 33.262 49.227 34.02 47.938 C 34.085 48.625 35.655 51.566 36.481 51.944 C 35.561 52.341 34.896 53.814 34.134 55.263 C 35.156 55.43 36.555 54.508 38.026 53.603 C 38.541 54.404 39.915 55.377 41.174 55.892 C 40.086 56.579 39.591 57.321 39.094 58.78 C 38.052 58.215 35.865 58.065 35.336 58.353 C 35.85 59.465 38.096 60.008 38.827 59.955 C 38.573 60.817 38.425 62.97 38.598 65.563 C 36.939 64.247 35.393 62.931 33.734 62.988 C 34.003 61.567 33.367 59.761 32.99 59.268 C 32.417 60.012 32.006 60.839 32.361 62.817 C 30.908 63.302 29.671 63.847 28.297 65.106 C 28.297 63.274 27.725 62.073 26.857 60.796 C 28.117 60.308 29.389 59.106 29.385 58.067 C 28.537 58.219 26.845 58.963 26.352 59.955 C 25.634 59.209 23.95 57.899 22.346 57.895 C 23.534 57.041 24.454 56.006 24.549 54.094 C 25.802 55.065 28.255 55.68 29.635 55.083 C 24.794 50.846 25.262 47.814 25.317 46.491 C f 12.412 78.151 m 11.887 77.68 11.691 77.418 V 14.182 75.601 11.928 69.774 11.415 68.711 C 10.776 68.655 9.369 71.396 9.405 72.894 C 8.273 72.138 6.608 72.259 5.006 72.545 C 5.578 71.458 5.177 69.512 4.376 68.711 C 5.378 68.747 6.729 68.032 8.038 67.052 C 7.203 66.231 5.376 66.393 3.46 67.052 C 3.46 65.678 2.638 63.941 1.801 62.759 C 3.117 62.817 4.262 62.13 5.12 61.1 C 5.785 62.669 7.819 63.781 8.725 63.732 C 8.742 62.367 7.169 60.277 6.147 59.878 C 6.747 59.209 7.766 57.678 8.725 55.263 C 9.524 57.189 10.694 58.431 11.927 59.364 C 10.785 60.925 10.959 61.796 11.358 63.274 C 12.101 62.734 13.132 62.301 13.303 60.298 C 15.02 60.584 16.156 60.512 17.653 59.612 C 17.198 61.273 17.195 62.874 17.515 64.574 C 15.665 64.434 14.105 64.648 13.075 66.136 C 13.905 66.363 16.165 66.422 17.039 65.49 C 17.366 66.472 18.261 67.878 19.707 68.572 C 18.267 68.832 17.282 69.931 16.373 71.617 C 15.66 70.202 13.433 68.536 11.93 68.482 C 13.933 72.545 13.933 75.464 12.412 78.151 C f 31.125 74.908 m 31.445 75.537 31.648 75.794 V 34.045 73.853 38.851 77.161 39.746 77.929 C 39.636 78.562 37.511 79.698 35.794 78.668 C 36.234 79.957 35.332 81.918 34.134 82.96 C 35.873 82.86 38.019 84.221 38.541 84.963 C 38.763 83.986 39.946 82.716 41.231 81.701 C 41.582 82.675 40.887 84.792 39.971 86.394 C 41.206 86.895 42.318 87.825 42.776 89.084 C 43.233 87.768 44.236 87.093 45.58 86.337 C 44.421 84.91 43.64 82.736 43.92 81.873 C 45.243 82.208 46.814 84.926 46.937 86.016 C 47.812 85.249 49.366 84.563 51.947 84.257 C 50.246 83.179 49.884 81.187 49.3 79.756 C 48.152 80.203 45.983 80.262 45.008 79.698 C 45.721 79.119 47.061 78.569 49.071 78.554 C 49.071 77.009 49.534 75.877 50.788 74.663 C 49.065 74.675 46.965 74.189 45.469 73.798 C 45.221 75.126 44.378 76.723 43.233 77.123 C 43.227 76.262 43.493 74.013 44.378 73.347 C 43.513 72.779 42.26 71.401 41.803 69.684 C 41.181 71.009 40.32 72.314 38.457 72.759 C 39.642 73.812 40.477 75.829 40.143 77.295 C 35.091 73.313 32.414 74.611 31.125 74.908 C f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Fl\217che 1.2.c\231t\216) (Fl\217che 1.2.c\231t\216) 1 1 39.404 39.4039 [ %AI3_Tile (0 O 0 R 0.75 0.75 0.375 0 k 0.75 0.75 0.375 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 1 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 20.202 20.202 m 39.404 20.202 l S 33.904 15.6187 m 39.4248 20.202 L 39.4248 20.202 L 33.887 24.6252 L S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Fl\217che 1.2.ext/int) (Fl\217che 1.2.ext/int) 1 1 39.4039 39.4039 [ %AI3_Tile (0 O 0 R 0.75 0.75 0.375 0 k 0.75 0.75 0.375 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 1 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 33.9039 15.6187 m 39.4247 20.202 L 39.4247 20.202 L 33.8869 24.6252 L S 39.2997 20.202 m 24.5706 20.202 l 20.4039 20.4792 20.4039 16.8125 v 20.4039 13.1458 20.4039 12.5625 y S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Laurier.c\231t\216) (Laurier.c\231t\216) 1.3972 1 28.9364 28.5392 [ %AI3_Tile (0 O 0 R 0 0.55 1 0.12 k 0 0.55 1 0.12 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.1571 15.2998 m 1 15.2998 L 1 14.1748 L 29.1571 14.1748 L 29.1571 15.2998 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.55 1 0.3 k 0 0.55 1 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 2.0183 27.4787 m 1.5899 25.4751 2.8132 21.8488 5.9125 18.7494 c 9.0107 15.6513 12.654 14.3407 14.6395 14.8545 C 14.6398 14.8547 L 15.1246 16.8113 13.8478 20.4883 10.7496 23.5865 c 7.6538 26.6824 3.9876 27.8936 2.0183 27.4787 C f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.39 0.7 0.12 k 0 0.39 0.7 0.12 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 2.0183 2.0091 m 1.5899 4.0126 2.8132 7.6389 5.9125 10.7382 c 9.0107 13.8365 12.654 15.147 14.6395 14.6332 C 14.6398 14.633 L 15.1246 12.6765 13.8478 8.9993 10.7496 5.9011 c 7.6538 2.8054 3.9876 1.5941 2.0183 2.0091 C f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.55 1 0.3 k 0 0.55 1 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 15.821 2.0091 m 15.3925 4.0126 16.6159 7.6389 19.7152 10.7382 c 22.8134 13.8365 26.4567 15.147 28.4422 14.6332 C 28.4424 14.633 L 28.9273 12.6765 27.6505 8.9993 24.5523 5.9011 c 21.4565 2.8054 17.7903 1.5941 15.821 2.0091 C f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.39 0.7 0.12 k 0 0.39 0.7 0.12 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 15.821 27.4787 m 15.3925 25.4751 16.6159 21.8488 19.7152 18.7494 c 22.8134 15.6513 26.4567 14.3407 28.4422 14.8545 C 28.4424 14.8547 L 28.9273 16.8113 27.6505 20.4883 24.5523 23.5865 c 21.4565 26.6824 17.7903 27.8936 15.821 27.4787 C f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Laurier.ext) (Laurier.ext) 1 1.3751 28.5393 28.9143 [ %AI3_Tile (0 O 0 R 0 0.55 1 0.12 k 0 0.55 1 0.12 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 14.2395 10.6375 m 14.2395 1 L 15.3645 1 L 15.3645 10.6375 L 14.2395 10.6375 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.55 1 0.3 k 0 0.55 1 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 10.5769 15.124 m 11.6906 16.8438 15.1198 18.5429 19.503 18.5429 c 23.8844 18.5429 27.3874 16.8935 28.428 15.1262 C 28.428 15.1259 L 27.3874 13.3995 23.8844 11.7023 19.503 11.7023 c 15.1249 11.7023 11.676 13.4382 10.5769 15.124 C f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Laurier.int) (Laurier.int) 1 1 28.5392 28.5392 [ %AI3_Tile (0 O 0 R 0 0.55 1 0.12 k 0 0.55 1 0.12 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 19.2768 15.3585 m 28.9144 15.3585 L 28.9144 14.2335 L 19.2768 14.2335 L 19.2768 15.3585 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.55 1 0.3 k 0 0.55 1 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 14.7461 18.9624 m 13.0264 17.8486 11.3273 14.4193 11.3273 10.0362 c 11.3273 5.6547 12.9768 2.1518 14.744 1.1112 C 14.7443 1.1112 L 16.4707 2.1518 18.1679 5.6547 18.1679 10.0362 c 18.1679 14.4143 16.432 17.8633 14.7461 18.9624 C f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Lozanges) (Lozanges) 1 1 37.1865 41.9411 [ %AI3_Tile (0 O 0 R 0.21 0 1 0 k 0.21 0 1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 1.0002 1.0004 m 1.0002 41.9411 L 37.1865 41.9411 L 37.1865 1.0004 L 1.0002 1.0004 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 g 0 G ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 1 XR 19.0936 41.9408 m 19.0929 41.9408 L 19.0933 41.9402 L 19.0936 41.9408 L f 7.0311 41.9408 m 7.0304 41.9408 L 7.0308 41.9402 L 7.0311 41.9408 L f 31.1556 41.9408 m 31.1548 41.9408 L 31.1552 41.9402 L 31.1556 41.9408 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.76 0.9 0 0 k 0.76 0.9 0 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 1 XR 37.1865 1 m 37.1865 11.2349 L 31.1552 1 L 37.1865 1 L f 19.0933 1 m 31.1552 1 L 25.124 11.2349 L 19.0933 1 L f 7.0308 1 m 19.0933 1 L 13.062 11.2349 L 7.0308 1 L f 1 1 m 7.0308 1 L 1 11.2349 L 1 1 L f 37.1859 11.2349 m 37.1865 11.236 L 37.1865 31.7059 L 31.1552 21.4704 L 37.1859 11.2349 L f 19.0933 21.4704 m 25.124 11.2349 L 31.1552 21.4704 L 25.124 31.7059 L 19.0933 21.4704 L f 7.0308 21.4704 m 13.062 11.2349 L 19.0933 21.4704 L 13.062 31.7059 L 7.0308 21.4704 L f 1 31.7059 m 1 11.2349 L 7.0308 21.4704 L 1 31.7059 L f 37.1859 31.7059 m 37.1865 31.707 L 37.1865 41.9408 L 31.1556 41.9408 L 31.1552 41.9402 L 37.1859 31.7059 L f 25.124 31.7059 m 31.1552 41.9402 L 31.1548 41.9408 L 19.0936 41.9408 L 19.0933 41.9402 L 25.124 31.7059 L f 13.062 31.7059 m 19.0933 41.9402 L 19.0929 41.9408 L 7.0311 41.9408 L 7.0308 41.9402 L 13.062 31.7059 L f 7.0304 41.9408 m 1 41.9408 L 1 31.7059 L 7.0308 41.9402 L 7.0304 41.9408 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Nid d'abeille) (Nid d'abeille) 4 1.6 70.151 77.983 [ %AI3_Tile (0 O 0 R 0 1 0.35 0 k 0 1 0.35 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 70.151 77.983 m 70.151 1.6 L 4 1.6 L 4 77.983 L 70.151 77.983 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.9921 1 0 0 k 0.9921 1 0 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 20.538 30.244 m S 26.05 20.696 m 15.025 20.696 L 9.513 30.244 L 15.025 39.792 L 26.05 39.792 L 31.564 30.244 L 26.05 20.696 L s 20.537 11.148 m S 26.05 1.6 m 15.024 1.6 L 9.512 11.148 L 15.024 20.696 L 26.05 20.696 L 31.563 11.148 L 26.05 1.6 L s 53.614 30.244 m S 59.126 20.696 m 48.101 20.696 L 42.589 30.244 L 48.101 39.792 L 59.126 39.792 L 64.639 30.244 L 59.126 20.696 L s 53.614 11.148 m S 59.126 1.6 m 48.101 1.6 L 42.588 11.148 L 48.101 20.696 L 59.126 20.696 L 64.638 11.148 L 59.126 1.6 L s 20.538 68.436 m S 26.051 58.888 m 15.025 58.888 L 9.513 68.436 L 15.025 77.984 L 26.051 77.984 L 31.564 68.436 L 26.051 58.888 L s 20.538 49.34 m S 26.051 39.792 m 15.025 39.792 L 9.513 49.34 L 15.025 58.888 L 26.05 58.888 L 31.564 49.34 L 26.051 39.792 L s 53.614 68.436 m S 59.127 58.888 m 48.102 58.888 L 42.589 68.436 L 48.101 77.985 L 59.127 77.985 L 64.639 68.436 L 59.127 58.888 L s 53.614 49.34 m S 59.127 39.792 m 48.101 39.792 L 42.589 49.34 L 48.101 58.888 L 59.127 58.888 L 64.639 49.341 L 59.127 39.792 L s 4 20.696 m S 3.876 30.244 m 9.512 30.244 L 15.024 20.696 L 9.512 11.147 L 3.876 11.147 L S 37.075 20.696 m S 42.588 11.148 m 31.563 11.148 L 26.05 20.696 L 31.563 30.244 L 42.589 30.244 L 48.101 20.696 L 42.588 11.148 L s 37.076 58.888 m S 42.589 49.34 m 31.564 49.34 L 26.05 58.888 L 31.564 68.436 L 42.589 68.436 L 48.101 58.888 L 42.589 49.34 L s 70.151 20.696 m S 70.2094 11.147 m 64.639 11.147 L 59.127 20.696 L 64.639 30.244 L 70.2094 30.244 L S 70.152 58.888 m S 70.0427 49.34 m 64.639 49.34 L 59.127 58.888 L 64.639 68.436 L 70.0427 68.436 L S 4 58.888 m S 3.876 68.436 m 9.513 68.436 L 15.025 58.888 L 9.513 49.34 L 3.876 49.34 L S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Polka) (Polka) 1 1 29.8 29.8 [ %AI3_Tile (0 O 0 R 0.45 0.9 0 0 k 0.45 0.9 0 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 1 1 m 1 29.8 L 29.8 29.8 L 29.8 1 L 1 1 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.09 0.18 0 0 k 0.09 0.18 0 0 K ) @ ( %AI6_BeginPatternLayer *u 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 11.08 8.2 m 11.08 9.791 9.79 11.08 8.2 11.08 c 6.609 11.08 5.32 9.791 5.32 8.2 c 5.32 6.61 6.609 5.32 8.2 5.32 c 9.79 5.32 11.08 6.61 11.08 8.2 c f 11.08 22.6 m 11.08 24.191 9.79 25.48 8.2 25.48 c 6.609 25.48 5.32 24.191 5.32 22.6 c 5.32 21.01 6.609 19.72 8.2 19.72 c 9.79 19.72 11.08 21.01 11.08 22.6 c f 18.28 15.4 m 18.28 16.991 16.99 18.28 15.4 18.28 c 13.809 18.28 12.52 16.991 12.52 15.4 c 12.52 13.81 13.809 12.52 15.4 12.52 c 16.99 12.52 18.28 13.81 18.28 15.4 c f 25.48 8.2 m 25.48 9.791 24.19 11.08 22.6 11.08 c 21.009 11.08 19.72 9.791 19.72 8.2 c 19.72 6.61 21.009 5.32 22.6 5.32 c 24.19 5.32 25.48 6.61 25.48 8.2 c f 25.48 22.6 m 25.48 24.191 24.19 25.48 22.6 25.48 c 21.009 25.48 19.72 24.191 19.72 22.6 c 19.72 21.01 21.009 19.72 22.6 19.72 c 24.19 19.72 25.48 21.01 25.48 22.6 c f *U 26.92 1 m 29.8 1 L 29.8 3.88 L 28.209 3.88 26.92 2.591 26.92 1 C f 15.4 3.88 m 13.809 3.88 12.52 2.591 12.52 1 C 18.28 1 L 18.28 2.591 16.99 3.88 15.4 3.88 c f 1 3.88 m 1 1 L 3.88 1 L 3.88 2.591 2.59 3.88 1 3.88 C f 1 XR 26.92 15.4 m 26.92 13.81 28.209 12.52 29.8 12.52 C 29.8 18.28 L 28.209 18.28 26.92 16.991 26.92 15.4 c f 0 XR 15.4 18.28 m 13.809 18.28 12.52 16.991 12.52 15.4 c 12.52 13.81 13.809 12.52 15.4 12.52 c 16.99 12.52 18.28 13.81 18.28 15.4 c 18.28 16.991 16.99 18.28 15.4 18.28 c f 1 XR 3.88 15.4 m 3.88 16.991 2.59 18.28 1 18.28 C 1 12.52 L 2.59 12.52 3.88 13.81 3.88 15.4 c f 0 XR 29.8 26.92 m 29.8 29.8 L 26.92 29.8 L 26.92 28.21 28.209 26.92 29.8 26.92 C f 15.4 26.92 m 16.99 26.92 18.28 28.21 18.28 29.8 C 12.52 29.8 L 12.52 28.21 13.809 26.92 15.4 26.92 c f 3.88 29.8 m 1 29.8 L 1 26.92 L 2.59 26.92 3.88 28.21 3.88 29.8 C f 1 XR 8.2 11.08 m 6.609 11.08 5.32 9.791 5.32 8.2 c 5.32 6.61 6.609 5.32 8.2 5.32 c 9.79 5.32 11.08 6.61 11.08 8.2 c 11.08 9.791 9.79 11.08 8.2 11.08 c f 22.6 11.08 m 21.009 11.08 19.72 9.791 19.72 8.2 c 19.72 6.61 21.009 5.32 22.6 5.32 c 24.19 5.32 25.48 6.61 25.48 8.2 c 25.48 9.791 24.19 11.08 22.6 11.08 c f 8.2 25.48 m 6.609 25.48 5.32 24.191 5.32 22.6 c 5.32 21.01 6.609 19.72 8.2 19.72 c 9.79 19.72 11.08 21.01 11.08 22.6 c 11.08 24.191 9.79 25.48 8.2 25.48 c f 22.6 25.48 m 21.009 25.48 19.72 24.191 19.72 22.6 c 19.72 21.01 21.009 19.72 22.6 19.72 c 24.19 19.72 25.48 21.01 25.48 22.6 c 25.48 24.191 24.19 25.48 22.6 25.48 c f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (TripleBiseau.c\231t\216) (TripleBiseau.c\231t\216) 1.0006 1 29.0006 31.6124 [ %AI3_Tile (0 O 0 R 0 0 0 0.3 k 0 0 0 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29 4.8087 m 29 4.8087 L 29.0026 5.4927 L 1.0026 5.4927 L 1 4.8087 L 1 4.8087 L 29 4.8087 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.2 k 0 0 0 0.2 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.0026 5.4927 m 29.0005 9.5045 L 1.0005 9.5045 L 1.0026 5.4927 L 29.0026 5.4927 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.4 k 0 0 0 0.4 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.0005 9.5045 m 29.0011 10.4865 L 1.0011 10.4865 L 1.0005 9.5045 L 29.0005 9.5045 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.3 k 0 0 0 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.0011 10.4865 m 29.003 17.209 L 1.003 17.209 L 1.0011 10.4865 L 29.0011 10.4865 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.5 k 0 0 0 0.5 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.003 17.209 m 29.0031 18.3656 L 1.0031 18.3656 L 1.003 17.209 L 29.003 17.209 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.4 k 0 0 0 0.4 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.0031 18.3656 m 29.0006 30.4752 L 1.0006 30.4752 L 1.0031 18.3656 L 29.0031 18.3656 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (TripleBiseau.ext) (TripleBiseau.ext) 1 1.0004 31.6124 31.6127 [ %AI3_Tile (0 O 0 R 0 0 0 0.3 k 0 0 0 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6118 5.4917 m 27.1221 5.4917 L 27.1205 1.0011 L 27.8031 1.0011 L 27.8031 4.8091 L 31.6118 4.8091 L 31.6118 5.4917 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.2 k 0 0 0 0.2 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6149 9.5062 m 23.1111 9.5062 L 23.1111 1.0015 L 27.1205 1.0015 L 27.1205 5.493 L 31.6144 5.493 L 31.6149 9.5062 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.4 k 0 0 0 0.4 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6124 10.485 m 22.1297 10.485 L 22.1292 1.0015 L 23.1084 1.0015 L 23.1084 9.5049 L 31.6124 9.5049 L 31.6124 10.485 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.3 k 0 0 0 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6129 17.2066 m 15.4064 17.2085 L 15.4064 1 L 22.1301 1 L 22.1301 10.4868 L 31.6129 10.4868 L 31.6129 17.2066 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.5 k 0 0 0 0.5 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6149 18.3658 m 14.2517 18.3658 L 14.2515 1.0009 L 15.4043 1.0009 L 15.4043 17.2093 L 31.6149 17.2093 L 31.6149 18.3658 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.4 k 0 0 0 0.4 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6124 30.4755 m 2.1395 30.4755 L 2.1395 1.0015 L 14.249 1 L 14.249 18.366 L 31.6149 18.366 L 31.6124 30.4755 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.6 k 0 0 0 0.6 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 15.4066 16.847 m 14.2778 18.3257 l 15.4066 17.2057 l 15.4066 16.847 l f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.5 k 0 0 0 0.5 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 23.1095 9.1906 m 22.1759 10.4392 l 23.1082 9.505 l 23.1095 9.1906 l f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.4 k 0 0 0 0.4 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 27.8039 4.6026 m 27.1619 5.4533 l 27.8029 4.8093 l 27.8039 4.6026 l f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Vagues transparentes) (Vagues transparentes) 17.926 10.516 68.663 69.012 [ %AI3_Tile (0 O 0 R 1 0 0.3 0 k 1 0 0.3 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 1 D 0 XR 17.926 69.012 m 17.926 10.516 L 68.663 10.516 L 68.663 69.012 L 17.926 69.012 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.55 0 0 0 k 0.55 0 0 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.75 w 4 M []0 d %AI3_Note: 0 D 0 XR 65.335 70.465 m 65.881 68.746 67.444 68.168 68.663 69.012 C 67.538 69.668 68.011 71.255 69.686 70.933 c 72.124 70.464 71.894 67.213 70.53 65.589 c 68.561 63.245 64.565 60.995 53.241 71.117 C S 39.964 70.465 m 40.511 68.746 42.074 68.168 43.293 69.012 C 42.168 69.668 42.64 71.255 44.316 70.933 c 46.753 70.464 46.524 67.213 45.16 65.589 c 43.191 63.245 39.195 60.995 27.87 71.117 c S 14.594 70.465 m 15.141 68.746 16.704 68.168 17.923 69.012 C 16.798 69.668 17.27 71.255 18.945 70.933 c 21.382 70.464 21.153 67.213 19.789 65.589 c 17.821 63.245 13.825 60.995 2.5 71.117 c S 10.959 51.619 m 22.282 41.497 26.278 43.747 28.247 46.09 c 29.611 47.715 29.841 50.965 27.403 51.434 c 25.728 51.757 25.255 50.169 26.38 49.513 C 25.161 48.669 23.599 49.248 23.052 50.966 c 22.723 51.997 23.38 53.966 24.872 54.903 c 27.267 56.406 31.371 56.05 36.328 51.619 c 47.653 41.497 51.649 43.746 53.618 46.09 c 54.982 47.715 55.212 50.965 52.774 51.434 c 51.099 51.757 50.626 50.169 51.751 49.513 C 50.532 48.669 48.97 49.248 48.423 50.966 c 48.094 51.997 48.751 53.966 50.243 54.903 c 52.638 56.406 56.742 56.05 61.699 51.619 C 73.024 41.497 77.02 43.747 78.988 46.09 c S 70.156 32.12 m 65.199 36.551 61.095 36.907 58.7 35.404 c 57.208 34.468 56.552 32.499 56.88 31.468 c 57.427 29.749 58.99 29.171 60.208 30.015 C 59.083 30.671 59.556 32.258 61.231 31.936 c 63.669 31.467 63.439 28.216 62.075 26.592 c 60.106 24.248 56.11 21.998 44.786 32.12 C 39.829 36.551 35.725 36.907 33.33 35.404 c 31.838 34.468 31.182 32.499 31.51 31.468 c 32.056 29.749 33.619 29.171 34.838 30.015 C 33.713 30.671 34.186 32.258 35.861 31.936 c 38.299 31.467 38.069 28.216 36.705 26.592 c 34.737 24.248 30.74 21.998 19.415 32.12 c 14.458 36.551 10.354 36.907 7.96 35.404 c S 19.792 7.094 m 21.157 8.719 21.386 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1 1 0 0 0 0 0 [1 0 0 1 0 0] p (Etoile.c\231t\216) Pc (Etoiles) 0 0 1 1 0 0 0 0 0 [1 0 0 1 0 0] p (Etoiles) Pc (Bandes transparentes) 0 0 1 1 0 0 0 0 0 [1 0 0 1 0 0] p (Bandes transparentes) Pc (TripleBiseau.ext) 0 0 1 1 0 0 0 0 0 [1 0 0 1 0 0] p (TripleBiseau.ext) Pc (TripleBiseau.c\231t\216) 0 0 1 1 0 0 0 0 0 [1 0 0 1 0 0] p (TripleBiseau.c\231t\216) Pc (Vagues transparentes) 0 0 1 1 0 0 0 0 0 [1 0 0 1 0 0] p (Vagues transparentes) Pc PB %AI5_EndPalette %%EndSetup %AI5_BeginLayer 1 1 1 1 0 0 0 79 128 255 Lb (Calque 1) Ln 0 A 0 R 0 0 0 1 K 800 Ar 1 J 1 j 0.75 w 4 M []0 d %AI3_Note: 0 D 0 XR 156.5 392.5 m 457.5 392.5 l S 1 w 156.6 242 m 160.9 242 l S 457.6 242 m 453.3 242 l S 0 To 1 0 0 1 144.2 237.33 0 Tp 0 Tv TP -28.4939 0 Td 0 Tr 0 O 0 0 0 1 k 0 J 0 j %_ 0 50 XQ /_Times-Italic 18 15.8939 -3.9059 Tf 0 Ts 100 100 Tz 0 Tt %_0 0 100 100 Xu %AI55J_GlyphSubst: GlyphSubstNone 1 TA %_ 0 XL 0 TY 0 TV 36 0 Xb XB 0 0 5 TC 100 100 200 TW 25 TG 0 0 0 Ti 2 Ta 0 0 2 2 3 Th 0 Tq 0 Tg 0 0 Tl 0 Tc 0 Tw (-0.2) Tx 1 0 Tk (\r) TX TO 0 R 0 0 0 1 K 1 J 1 j 156.6 279.6 m 160.9 279.6 l S 457.6 279.6 m 453.3 279.6 l S 156.6 317.3 m 160.9 317.3 l S 457.6 317.3 m 453.3 317.3 l S 0 To 1 0 0 1 144.2 312.63 0 Tp 0 Tv TP -28.4939 0 Td 0 Tr 0 O 0 0 0 1 k 0 J 0 j (-0.1) Tx 1 0 Tk (\r) TX TO 0 R 0 0 0 1 K 1 J 1 j 156.6 354.9 m 160.9 354.9 l S 457.6 354.9 m 453.3 354.9 l S 0 To 1 0 0 1 144.2 387.83 0 Tp 0 Tv TP -9 0 Td 0 Tr 0 O 0 0 0 1 k 0 J 0 j (0) Tx 1 0 Tk (\r) TX TO 0 R 0 0 0 1 K 1 J 1 j 156.6 430.1 m 160.9 430.1 l S 457.6 430.1 m 453.3 430.1 l S 156.6 467.8 m 160.9 467.8 l S 457.6 467.8 m 453.3 467.8 l S 0 To 1 0 0 1 144.2 463.13 0 Tp 0 Tv TP -22.5 0 Td 0 Tr 0 O 0 0 0 1 k 0 J 0 j (0.1) Tx 1 0 Tk (\r) TX TO 0 R 0 0 0 1 K 1 J 1 j 156.6 505.4 m 160.9 505.4 l S 457.6 505.4 m 453.3 505.4 l S 156.6 543 m 160.9 543 l S 457.6 543 m 453.3 543 l S 0 To 1 0 0 1 144.2 538.33 0 Tp 0 Tv TP -22.5 0 Td 0 Tr 0 O 0 0 0 1 k 0 J 0 j (0.2) Tx 1 0 Tk (\r) TX TO 0 R 0 0 0 1 K 1 J 1 j 156.6 242 m 156.6 246.3 l S 156.6 543 m 156.6 538.7 l S 0 To 1 0 0 1 156.6 218 0 Tp 0 Tv TP -11.25 0 Td 0 Tr 0 O 0 0 0 1 k 0 J 0 j 1 Ta (0.4) Tx 1 0 Tk (\r) TX TO 0 R 0 0 0 1 K 1 J 1 j 186.7 242 m 186.7 246.3 l S 186.7 543 m 186.7 538.7 l S 216.8 242 m 216.8 246.3 l S 216.8 543 m 216.8 538.7 l S 0 To 1 0 0 1 216.8 218 0 Tp 0 Tv TP -11.25 0 Td 0 Tr 0 O 0 0 0 1 k 0 J 0 j (0.6) Tx 1 0 Tk (\r) TX TO 0 R 0 0 0 1 K 1 J 1 j 246.9 242 m 246.9 246.3 l S 246.9 543 m 246.9 538.7 l S 277 242 m 277 246.3 l S 277 543 m 277 538.7 l S 0 To 1 0 0 1 277 218 0 Tp 0 Tv TP -11.25 0 Td 0 Tr 0 O 0 0 0 1 k 0 J 0 j (0.8) Tx 1 0 Tk (\r) TX TO 0 R 0 0 0 1 K 1 J 1 j 307.1 242 m 307.1 246.3 l S 307.1 543 m 307.1 538.7 l S 337.2 242 m 337.2 246.3 l S 337.2 543 m 337.2 538.7 l S 0 To 1 0 0 1 337.2 218 0 Tp 0 Tv TP -4.5 0 Td 0 Tr 0 O 0 0 0 1 k 0 J 0 j (1) Tx 1 0 Tk (\r) TX TO 0 R 0 0 0 1 K 1 J 1 j 367.3 242 m 367.3 246.3 l S 367.3 543 m 367.3 538.7 l S 397.4 242 m 397.4 246.3 l S 397.4 543 m 397.4 538.7 l S 0 To 1 0 0 1 397.4 218 0 Tp 0 Tv TP -11.25 0 Td 0 Tr 0 O 0 0 0 1 k 0 J 0 j (1.2) Tx 1 0 Tk (\r) TX TO 0 R 0 0 0 1 K 1 J 1 j 427.5 242 m 427.5 246.3 l S 427.5 543 m 427.5 538.7 l S 457.6 242 m 457.6 246.3 l S 457.6 543 m 457.6 538.7 l S 0 To 1 0 0 1 457.6 218 0 Tp 0 Tv TP -11.25 0 Td 0 Tr 0 O 0 0 0 1 k 0 J 0 j (1.4) Tx 1 0 Tk (\r) TX TO 0 R 0 0 0 1 K 1 J 1 j 156.6 242 m 457.6 242 l 457.6 543 l 156.6 543 l 156.6 242 l S u 1 1 1 1 K 168.8 536.3 m 168.8 536.3 l 187.8 531.6 l 206.7 522.2 l 225.7 507.3 l 244.6 488.7 l 263.6 467.5 l 282.5 436.3 l 293 415 l 301.5 391.3 l 311 369 l 320.4 352.7 l 339.4 321.7 l 358.3 302.6 l 377.3 287.5 l 396.2 276.6 l 415.2 265.6 l 434.1 259.6 l S U 1 1 0 0 K 0.5 w 168.8 536.3 m 168.8 536.3 l S 187.8 531.6 m 187.8 531.6 l S 206.7 522.2 m 206.7 522.2 l S 225.7 507.3 m 225.7 507.3 l S 244.6 488.7 m 244.6 488.7 l S 263.6 467.5 m 263.6 467.5 l S 282.5 436.3 m 282.5 436.3 l S 301.5 391.3 m 301.5 391.3 l S 320.4 352.7 m 320.4 352.7 l S 339.4 321.7 m 339.4 321.7 l S 358.3 302.6 m 358.3 302.6 l S 377.3 287.5 m 377.3 287.5 l S 396.2 276.6 m 396.2 276.6 l S 415.2 265.6 m 415.2 265.6 l S 434.1 259.6 m 434.1 259.6 l S u 1 1 1 1 K 0.75 w 301.5 242 m 301.5 242 l 301.5 543 l 301.5 242 l s U 1 Ap 0 O 0 0 0 1 k 0 J 0 j 1 w 301.4375 240.2322 m 302.4138 240.2322 303.2053 241.0237 303.2053 242 c 303.2053 242.9763 302.4138 243.7678 301.4375 243.7678 c 300.4612 243.7678 299.6697 242.9763 299.6697 242 c 299.6697 241.0237 300.4612 240.2322 301.4375 240.2322 c f 0 R 1 1 1 1 K 1 J 1 j 0.5 w 168.6875 534.5965 m 169.5662 534.5965 170.2785 535.3088 170.2785 536.1875 c 170.2785 537.0662 169.5662 537.7785 168.6875 537.7785 c 167.8088 537.7785 167.0965 537.0662 167.0965 536.1875 c 167.0965 535.3088 167.8088 534.5965 168.6875 534.5965 c s 187.5 529.909 m 188.3787 529.909 189.091 530.6213 189.091 531.5 c 189.091 532.3786 188.3787 533.091 187.5 533.091 c 186.6213 533.091 185.909 532.3786 185.909 531.5 c 185.909 530.6213 186.6213 529.909 187.5 529.909 c s 206.75 520.4715 m 207.6287 520.4715 208.341 521.1838 208.341 522.0625 c 208.341 522.9412 207.6287 523.6535 206.75 523.6535 c 205.8713 523.6535 205.159 522.9412 205.159 522.0625 c 205.159 521.1838 205.8713 520.4715 206.75 520.4715 c s 225.375 505.75 m 226.2537 505.75 226.966 506.4623 226.966 507.341 c 226.966 508.2196 226.2537 508.932 225.375 508.932 c 224.4963 508.932 223.784 508.2196 223.784 507.341 c 223.784 506.4623 224.4963 505.75 225.375 505.75 c s 244.7215 486.9715 m 245.6002 486.9715 246.3125 487.6838 246.3125 488.5625 c 246.3125 489.4412 245.6002 490.1535 244.7215 490.1535 c 243.8428 490.1535 243.1305 489.4412 243.1305 488.5625 c 243.1305 487.6838 243.8428 486.9715 244.7215 486.9715 c s 263.5 465.875 m 264.3787 465.875 265.091 466.5873 265.091 467.466 c 265.091 468.3446 264.3787 469.057 263.5 469.057 c 262.6213 469.057 261.909 468.3446 261.909 467.466 c 261.909 466.5873 262.6213 465.875 263.5 465.875 c s 282.375 434.625 m 283.2537 434.625 283.966 435.3373 283.966 436.216 c 283.966 437.0946 283.2537 437.807 282.375 437.807 c 281.4963 437.807 280.784 437.0946 280.784 436.216 c 280.784 435.3373 281.4963 434.625 282.375 434.625 c s 301.4715 389.534 m 302.3502 389.534 303.0625 390.2463 303.0625 391.125 c 303.0625 392.0037 302.3502 392.716 301.4715 392.716 c 300.5928 392.716 299.8805 392.0037 299.8805 391.125 c 299.8805 390.2463 300.5928 389.534 301.4715 389.534 c s 311.034 367.409 m 311.9127 367.409 312.625 368.1213 312.625 369 c 312.625 369.8787 311.9127 370.591 311.034 370.591 c 310.1553 370.591 309.443 369.8787 309.443 369 c 309.443 368.1213 310.1553 367.409 311.034 367.409 c s 292.9375 413.6875 m 293.8162 413.6875 294.5285 414.3998 294.5285 415.2785 c 294.5285 416.1571 293.8162 416.8695 292.9375 416.8695 c 292.0588 416.8695 291.3465 416.1571 291.3465 415.2785 c 291.3465 414.3998 292.0588 413.6875 292.9375 413.6875 c s 339.375 320.1875 m 340.2537 320.1875 340.966 320.8998 340.966 321.7785 c 340.966 322.6571 340.2537 323.3695 339.375 323.3695 c 338.4963 323.3695 337.784 322.6571 337.784 321.7785 c 337.784 320.8998 338.4963 320.1875 339.375 320.1875 c s 320.25 351.3465 m 321.1287 351.3465 321.841 352.0588 321.841 352.9375 c 321.841 353.8162 321.1287 354.5285 320.25 354.5285 c 319.3713 354.5285 318.659 353.8162 318.659 352.9375 c 318.659 352.0588 319.3713 351.3465 320.25 351.3465 c s 377.375 285.9375 m 378.2537 285.9375 378.966 286.6498 378.966 287.5285 c 378.966 288.4071 378.2537 289.1195 377.375 289.1195 c 376.4963 289.1195 375.784 288.4071 375.784 287.5285 c 375.784 286.6498 376.4963 285.9375 377.375 285.9375 c s 358.3125 301.0625 m 359.1912 301.0625 359.9035 301.7748 359.9035 302.6535 c 359.9035 303.5321 359.1912 304.2445 358.3125 304.2445 c 357.4338 304.2445 356.7215 303.5321 356.7215 302.6535 c 356.7215 301.7748 357.4338 301.0625 358.3125 301.0625 c s 396.1875 275 m 397.0662 275 397.7785 275.7123 397.7785 276.591 c 397.7785 277.4696 397.0662 278.182 396.1875 278.182 c 395.3088 278.182 394.5965 277.4696 394.5965 276.591 c 394.5965 275.7123 395.3088 275 396.1875 275 c s 415.159 264.034 m 416.0377 264.034 416.75 264.7463 416.75 265.625 c 416.75 266.5037 416.0377 267.216 415.159 267.216 c 414.2803 267.216 413.568 266.5037 413.568 265.625 c 413.568 264.7463 414.2803 264.034 415.159 264.034 c s 434.159 257.9715 m 435.0377 257.9715 435.75 258.6838 435.75 259.5625 c 435.75 260.4412 435.0377 261.1535 434.159 261.1535 c 433.2803 261.1535 432.568 260.4412 432.568 259.5625 c 432.568 258.6838 433.2803 257.9715 434.159 257.9715 c s LB %AI5_EndLayer-- %%PageTrailer gsave annotatepage grestore showpage %%Trailer Adobe_Illustrator_AI5 /terminate get exec Adobe_ColorImage_AI6 /terminate get exec Adobe_typography_AI5 /terminate get exec Adobe_cshow /terminate get exec Adobe_level2_AI5 /terminate get exec %%EOF %%EndDocument @endspecial 4317 26893 a Fx(Figure)516 b(3:)744 b(Mean)515 b(Euler)h(c)-36 b(haracteristic)516 b(p)36 b(er)516 b(site)g(as)g (function)g(of)h Fu(\257)74 b Fx(,)536 b(for)517 b Fu(q)557 b Fx(=)508 b(2)517 b(in)4317 28499 y(dimension)433 b Fu(d)369 b Fx(=)g(2.)4317 33480 y Fk(Ac)-50 b(kno)g(wledgmen)g(ts)4317 36541 y Fx(The)376 b(authors)g(thank)g(Salv)-72 b(ador)376 b(Miracle{Sol)-36 b(\266)-614 b(e)377 b(for)g(helpful)f(discussions.) 559 b(W)-108 b(arm)376 b(hos-)4317 38146 y(pitalit)-36 b(y)368 b(and)e(Financial)h(supp)36 b(ort)365 b(from)i(the)g(BiBoS)f (researc)-36 b(h)367 b(Cen)-36 b(ter,)380 b(Univ)-36 b(ersit)g(y)367 b(of)4317 39751 y(Bielefeld)451 b(and)e(Cen)-36 b(tre)449 b(de)g(Ph)-36 b(ysique)449 b(Th)-36 b(\266)-614 b(eorique,)455 b(CNRS)449 b(Marseille)i(are)e(gratefully)4317 41356 y(ac)-36 b(kno)g(wledged.)4317 46391 y Fy(References)4317 49865 y Fx([A)g(CCN])1735 b(M.)560 b(Aizenman,)592 b(J.T.)562 b(Cha)-36 b(y)g(es,)593 b(L.)560 b(Cha)-36 b(y)g(es,)592 b(C.M.)561 b(Newman,)593 b FA(Disc)-66 b(on-)10566 51470 y(tinuity)506 b(of)h(the)g(magnetization)e(in)i(one{dimensional)f Fx(1)p Fu(=)p Fr(j)p Fu(x)327 b Fr(\241)g Fu(y)48 b Fr(j)43697 50988 y Fs(2)44730 51470 y FA(Ising)10566 53075 y(and)465 b(Potts)g(mo)-66 b(dels)p Fx(,)434 b(J.)g(Stat.)f(Ph)-36 b(ys.)434 b Fh(50)p Fx(,)g(1{40)h(\(1988\).)4317 55787 y([A])4552 b(P)-108 b(.S.)396 b(Aleksandro)-36 b(v,)404 b FA(Combinatorial)429 b(T)-100 b(op)-66 b(olo)g(gy)p Fx(,)404 b(v)-36 b(ol)396 b(3,)404 b(Gra)-36 b(ylo)36 b(c)-36 b(k)397 b(Press,)10566 57392 y(Alban)-36 b(y)-108 b(,)434 b(1960.)4317 60104 y([B])4606 b(R.J.)429 b(Baxter,)g FA(Exactly)459 b(solve)-66 b(d)460 b(mo)-66 b(dels)459 b(in)f(statistic)-66 b(al)458 b(me)-66 b(chanics)p Fx(,)428 b(New-)10566 61709 y(Y)-108 b(ork,)434 b(Academic)g(Press,)g(1982.)4317 64421 y([Be])4028 b(C.)434 b(Berge,)h FA(Gr)-66 b(aphes)p Fx(,)434 b(P)-36 b(aris:)579 b(Gauthier-Villars,)433 b(1983.)25253 70015 y(26)p eop %%Page: 27 27 27 26 bop 4317 7306 a Fx([BF)-36 b(G])2772 b(Ph.)580 b(Blanc)-36 b(hard,)617 b(S.)580 b(F)-108 b(ortunato,)616 b(and)579 b(D.)i(Gandolfo,)617 b FA(Euler-Poinc)-66 b(ar)-33 b(\266)-631 b(e)10566 8911 y(char)-66 b(acteristic)349 b(and)h(phase)i(tr)-66 b(ansition)349 b(in)g(the)i(Potts)g(mo)-66 b(del)350 b(on)g Ft(Z)43269 8429 y Fs(2)43795 8911 y Fx(,)334 b(Nucl.)10566 10516 y(Ph)-36 b(ys.)434 b(B)g Fh(644)p Fx([FS],)g(495{508)i(\(2002\).)4317 13228 y([D])4534 b(R.)338 b(L.)g(Dobrushin,)357 b FA(Estimates)376 b(of)h (semi{invariants)d(for)j(the)f(Ising)g(mo)-66 b(del)10566 14833 y(at)401 b(low)g(temp)-66 b(er)g(atur)g(es)p Fx(,)376 b(Amer.)364 b(Math.)f(So)36 b(c.)364 b(T)-108 b(ransl.)364 b Fh(177)p Fx(,)378 b(59{81)365 b(\(1996\).)4317 17545 y([D)-36 b(W])3234 b(K.)447 b(Druhl)e(and)h(H.)g(W)-108 b(agner,)449 b FA(A)-33 b(lgebr)-66 b(aic)475 b(formulation)g(of)h (duality)g(tr)-66 b(ans-)10566 19150 y(formation)464 b(for)g(ab)-66 b(elian)464 b(lattic)-66 b(e)463 b(mo)-66 b(del)p Fx(,)433 b(Ann.)g(Ph)-36 b(ys.)434 b Fh(141)p Fx(,)h(225)f(\(1982\).)4317 21862 y([F1])4028 b(C.M.)539 b(F)-108 b(ortuin,)564 b FA(On)d(the)g(r)-66 b(andom{cluster)561 b(mo)-66 b(del)561 b(II:)f(The)h(p)-66 b(er)g(c)g(olation)10566 23468 y(mo)g(del)p Fx(,)434 b(Ph)-36 b(ysica)434 b Fh(58)p Fx(,)g(393{418)i(\(1972\).)4317 26180 y([F2])4028 b(C.M.)798 b(F)-108 b(ortuin,)886 b FA(On)799 b(the)g(r)-66 b(andom{cluster)798 b(mo)-66 b(del)798 b(III:)f(The)i(simple)10566 27785 y(r)-66 b(andom{cluster)465 b(mo)-66 b(del)p Fx(,)433 b(Ph)-36 b(ysica)434 b Fh(59)p Fx(,)g(545{570)i(\(1972\).)4317 30497 y([FK])3667 b(C.M.)540 b(F)-108 b(ortuin,)564 b(P)-108 b(.W.)539 b(Kasteleyn,)566 b FA(On)561 b(the)g(r)-66 b(andom{cluster)561 b(mo)-66 b(del)561 b(I:)10566 32102 y(Intr)-66 b(o)g(duction)587 b(and)i(r)-66 b(elation)588 b(to)h(other)f(mo)-66 b(dels)p Fx(,)603 b(Ph)-36 b(ysica)569 b Fh(57)p Fx(,)603 b(536{564)10566 33707 y(\(1972\).)4317 36419 y([FK)-36 b(G])2682 b(C.M.)310 b(F)-108 b(ortuin,)333 b(P)-108 b(.W.)310 b(Kasteleyn,)335 b(J.)309 b(Ginibre,)334 b FA(Corr)-66 b(elation)349 b(ine)-66 b(qualities)10566 38024 y(on)419 b(some)h(p)-66 b(artial)66 b(ly)419 b(or)-66 b(der)g(e)g(d)418 b(sets)p Fx(,)395 b(Comm)-36 b(un.)384 b(Math.)g(Ph)-36 b(ys.)384 b Fh(22)p Fx(,)395 b(89{103)10566 39629 y(\(1971\).)4317 42341 y([G])4506 b(R.B.)698 b(Gri\261ths)e FA(Corr)-66 b(elations)706 b(in)h(Ising)e(ferr)-66 b(omagnets)706 b(II)p Fx(,)696 b(J.)i(Math.)10566 43946 y(Ph)-36 b(ys.)434 b Fh(8)g Fx(484{489)i(\(1967\).)4317 46658 y([Gr])4000 b(G.)648 b(Grimmett,)701 b FA(Potts)662 b(mo)-66 b(dels)662 b(and)g(r)-66 b(andom{cluster)661 b(pr)-66 b(o)g(c)g(esses)662 b(with)10566 48263 y(many{b)-66 b(o)g(dy)464 b(inter)-66 b(actions)p Fx(,)431 b(J.)j(Stat.)g(Ph)-36 b(ys.)433 b Fh(75)p Fx(,)i(67{121)g(\(1994\).)4317 50976 y([Gra])3350 b(S.)434 b(B.)g(Gra)-36 b(y)-108 b(,)433 b(I.E.E.E.)i(T)-108 b(rans.)433 b(Comp.)h Fh(20)p Fx(,)h(551,)g(\(1971\).)4317 53688 y([Gri])3639 b(G.)434 b(Grimmett,)f FA(Per)-66 b(c)g(olation)p Fx(,)432 b(Springer,)h(2nd)g(edition)g(\(1999\).)4317 56400 y([Ha])3902 b(H.)377 b(Hadwiger,)389 b FA(V)-100 b(orlesungen)428 b(\304)-681 b(ub)-66 b(er)412 b(Inhalt,)421 b(Ob)-66 b(er\260\304)-664 b(ache)412 b(und)g(Isop)-66 b(erime-)10566 58005 y(trie)p Fx(,)433 b(Springer,)g(1957.)4317 60717 y([HK])3541 b(J.)370 b(Hoshen)f(and)f(R.)i(Kop)36 b(elman,)383 b FA(Per)-66 b(c)g(olation)404 b(and)i(cluster)g (distribution.)10566 62322 y(I.)636 b(Cluster)h(multiple)f(lab)-66 b(eling)636 b(te)-66 b(chnique)635 b(and)h(critic)-66 b(al)635 b(c)-66 b(onc)g(entr)g(ation)10566 63927 y(algorithm)p Fx(,)433 b(Ph)-36 b(ys.)434 b(Rev.)h(B)e Fh(14)p Fx(,)i(3438)f (\(1976\).)25253 70015 y(27)p eop %%Page: 28 28 28 27 bop 4317 7306 a Fx([HKW])2205 b(A.)390 b(Hin)-36 b(terman,)398 b(H.)389 b(Kunz,)398 b(and)389 b(F.Y.)h(W)-108 b(u,)398 b FA(Exact)424 b(r)-66 b(esults)424 b(for)g(the)g(Potts)10566 8911 y(mo)-66 b(dels)465 b(in)f(two)h(dimension)p Fx(,)432 b(J.)i(Stat.)g(Ph)-36 b(ys.)434 b Fh(19)p Fx(,)g(621{632)i(\(1978\).) 4317 11623 y([KLMR])1554 b(R.)496 b(Kotec)-36 b(k)18 b(\266)-668 b(y,)512 b(L.)496 b(Laanait,)511 b(A.)496 b(Messager,)511 b(and)495 b(J.)h(Ruiz,)511 b FA(The)522 b Fu(q)48 b FA({states)10566 13228 y(Potts)398 b(mo)-66 b(del)397 b(in)f(the)h(standar)-66 b(d)397 b(Pir)-66 b(o)g(gov-Sina)-133 b(\304)-531 b(\263)395 b(the)-66 b(ory:)563 b(Surfac)-66 b(e)396 b(tension)10566 14833 y(and)465 b(Wilson)f(lo)-66 b(ops)p Fx(,)435 b(J.)f(Stat.)f(Ph)-36 b(ys.)434 b Fh(58)p Fx(,)g(199)h(\(1990\).)4317 17545 y([KP])3631 b(R.)402 b(Kotec)-36 b(k)18 b(\266)-668 b(y)402 b(and)e(D.)i(Preiss,)408 b FA(Cluster)435 b(exp)-66 b(ansion)433 b(for)i(abstr)-66 b(act)434 b(p)-66 b(olymer)10566 19150 y(mo)g(dels,)433 b Fx(Comm)-36 b(un.)433 b(Math.)h(Ph)-36 b(ys.)434 b Fh(103)p Fx(,)g(491)h(\(1986\).)4317 21862 y([KS])3793 b(R.)312 b(Kotec)-36 b(k)18 b(\266)-668 b(y)313 b(and)e(S.)g(Shlosman,)336 b FA(First)352 b(or)-66 b(der)352 b(phase)i(tr)-66 b(ansitions)350 b(in)i(lar)-66 b(ge)10566 23468 y(entr)g(opy)464 b(lattic)-66 b(e)463 b(systems,)434 b Fx(Comm)-36 b(un.)433 b(Math.)g(Ph)-36 b(ys.)434 b Fh(83)p Fx(,)g(493)h(\(1982\).)4317 26180 y([LM])3522 b(J.)400 b(L.)f(Leb)36 b(o)-36 b(witz)399 b(and)g(A.)h(Martin-L\304) -650 b(of,)406 b FA(On)433 b(the)g(uniqueness)g(of)g(the)g(e)-66 b(qui-)10566 27785 y(librium)559 b(state)h(for)g(ising)f(spin)h (systems,)i Fx(Comm)-36 b(un.)537 b(Math.)h(Ph)-36 b(ys.)537 b Fh(25)p Fx(,)10566 29390 y(276)435 b(\(1972\).)4317 32102 y([LMMRS])650 b(L.)507 b(Laanait,)527 b(S.)507 b(Miracle-Sol)-36 b(\266)-614 b(e,)526 b(A.)507 b(Messager,)527 b(J.)507 b(Ruiz,)526 b(and)507 b(S.)g(Shlos-)10566 33707 y(man,)777 b FA(Interfac)-66 b(es)716 b(in)g(the)h(Potts)h(mo)-66 b(del)717 b(I:)f(Pir)-66 b(o)g(gov-Sinai)715 b(the)-66 b(ory)717 b(of)10566 35312 y(the)352 b(F)-100 b(ortuin-Kasteleyn)350 b(r)-66 b(epr)g(esentation)p Fx(,)333 b(Comm)-36 b(un.)311 b(Math.)f(Ph)-36 b(ys.)311 b Fh(140)p Fx(,)10566 36917 y(81{91)435 b(\(1991\).)4317 39629 y([LMeR])1987 b(L.)632 b(Laanait,)681 b(A.)632 b(Messager,)682 b(J.)632 b(Ruiz,)682 b FA(Disc)-66 b(ontinuity)644 b(of)j(the)f(Wilson)10566 41234 y(string)370 b(tension)f(in)g(the)h(4-dimensional)g(lattic)-66 b(e)368 b(pur)-66 b(e)371 b(gauge)f(Potts)h(mo)-66 b(del)p Fx(,)10566 42839 y(Comm)-36 b(un.)434 b(Math.)f(Ph)-36 b(ys.)434 b Fh(126)p Fx(,)g(103{131)i(\(1989\).)4317 45551 y([Le])4136 b(S.)304 b(Lefsc)-36 b(hetz,)329 b FA(Intr)-66 b(o)g(duction)344 b(to)h(T)-100 b(op)-66 b(olo)g(gy)p Fx(,)330 b(Princeton)303 b(Univ)-36 b(ersit)g(y)304 b(Press,)10566 47156 y(Princeton,)434 b(1942.)4317 49869 y([M])4335 b(S.)401 b(Miracle-Sol)-36 b(\266)-614 b(e,)409 b FA(On)435 b(the)g(c)-66 b(onver)g(genc)g(e)431 b(of)k(cluster)g(exp) -66 b(ansion)p Fx(,)407 b(Ph)-36 b(ysica)10566 51474 y Fh(A)499 b(279)p Fx(,)434 b(244-249)h(\(2000\).)4317 54186 y([MM])3143 b(A.)533 b(Messager)h(and)e(S.)h(Miracle-Sol)-36 b(\266)-614 b(e,)558 b FA(Equilibrium)d(states)i(of)e(the)h(two-)10566 55791 y(dimensional)386 b(Ising)h(mo)-66 b(del)387 b(in)f(the)i (two-phase)g(r)-66 b(e)g(gion)p Fx(,)365 b(Comm)-36 b(un.)349 b(Math.)10566 57396 y(Ph)-36 b(ys.)434 b Fh(40)p Fx(,)g(187{196)i (\(1975\).)4317 60108 y([MW])2999 b(K.)591 b(R.)g(Mec)-36 b(k)g(e)590 b(and)g(H.)h(W)-108 b(agner,)630 b FA(Euler)609 b(Char)-66 b(acteristic)607 b(and)i(R)-66 b(elate)g(d)10566 61713 y(Me)g(asur)g(es)650 b(for)g(R)-66 b(andom)650 b(Ge)-66 b(ometric)649 b(Sets)p Fx(,)685 b(J.)636 b(Stat.)f(Ph)-36 b(ys.)636 b Fh(64)p Fx(,)686 b(843,)10566 63318 y(\(1991\).)25253 70015 y(28)p eop %%Page: 29 29 29 28 bop 4317 7306 a Fx([M1])3685 b(K.)369 b(R.)g(Mec)-36 b(k)g(e,)381 b FA(Applic)-66 b(ations)404 b(of)g(Minkowski)g(F)-100 b(unctionals)405 b(in)f(Statistic)-66 b(al)10566 8911 y(Physics)p Fx(,)417 b(in)412 b(:)567 b FA(Statistic)-66 b(al)443 b(Physics)i(and)g(Sp)-66 b(atial)444 b(Statistics.)e(The)j(A) -33 b(rt)444 b(of)10566 10516 y(A)-33 b(nalyzing)594 b(and)i(Mo)-66 b(deling)594 b(Sp)-66 b(atial)595 b(Structur)-66 b(es)595 b(and)h(Pattern)f(F)-100 b(orma-)10566 12121 y(tion)p Fx(,)499 b(Lecture)485 b(Notes)i(in)f(Ph)-36 b(ysics)487 b Fh(554)p Fx(,)500 b(K.)487 b(R.)g(Mec)-36 b(k)g(e)486 b(and)g(D.)h(Sto)-36 b(y)g(an)10566 13726 y(Eds.)434 b(Springer)e(\(2000\).)4317 16438 y([M2])3685 b(K.)527 b(R.)g(Mec)-36 b(k)g(e,)550 b FA(Complete)f(F)-100 b(amily)550 b(of)g(F)-100 b(r)-66 b(actal)550 b(Dimensions)f(Base)-66 b(d)551 b(on)10566 18043 y(Inte)-66 b(gr)g(al)463 b(Ge)-66 b(ometry)p Fx(,)433 b(submitted)f(to)i(Ph)-36 b(ysica)434 b(A)f(\(2000\).)4317 20756 y([O])4515 b(B.)470 b(L.)f(Okun,)478 b FA(Euler)499 b(Char)-66 b(acteristic)495 b(in)i(Per)-66 b(c)g(olation)497 b(The)-66 b(ory)p Fx(,)478 b(J.)470 b(Stat.)10566 22361 y(Ph)-36 b(ys.)434 b Fh(59)p Fx(,)g(523,)h (\(1990\).)4317 25073 y([Or])4009 b(O.)655 b(Ore,)711 b FA(The)669 b(F)-100 b(our-Color)670 b(Pr)-66 b(oblem)p Fx(,)710 b(Academic)656 b(Press,)711 b(New-Y)-108 b(ork,)10566 26678 y(London,)433 b(1967.)4317 29390 y([PV])3667 b(C.-E.)591 b(P\257ster)e(and)g(Y.)i(V)-108 b(elenik,)629 b FA(R)-66 b(andom)608 b(cluster)h(r)-66 b(epr)g(esentation)606 b(of)10566 30995 y(the)465 b(Ashkin-T)-100 b(el)66 b(ler)464 b(mo)-66 b(del)p Fx(,)433 b(J.)h(Stat.)g(Ph)-36 b(ys.)433 b Fh(88)p Fx(,)i(1295{1331)h(\(1997\).)4317 33707 y([S])4804 b(L.)817 b(A.)f(San)-36 b(tal\265)-650 b(o,)913 b FA(Inte)-66 b(gr)g(al)815 b(Ge)-66 b(ometry)815 b(and)i(Ge)-66 b(ometric)815 b(Pr)-66 b(ob)g(ability)p Fx(,)10566 35312 y(Addison-W)-108 b(esley)g(,)434 b(\(1976\).)4317 38024 y([Se])4226 b(J.)434 b(Serra,)g FA(Mathematic)-66 b(al)463 b(Morpholo)-66 b(gy)p Fx(,)434 b(Academic)g(Press,)g(\(1982\).)4317 40736 y([SyEs])2720 b(M.)462 b(F.)f(Syk)-36 b(es)462 b(and)f(J.)h(W.)g(Essam,)468 b FA(Exact)491 b(Critic)-66 b(al)488 b(Per)-66 b(c)g(olation)489 b(Pr)-66 b(ob)g(a-)10566 42341 y(bilities)430 b(for)g(Site)g(and)h(Bond)h(Pr)-66 b(oblems)431 b(in)f(Two)i(Dimensions)p Fx(,)402 b(J.)c(Math.)10566 43946 y(Ph)-36 b(ys.)434 b Fh(5)p Fx(,)g(1117-1121,)i(\(1964\).)4317 46658 y([W)-108 b(a1])2999 b(H.)306 b(W)-108 b(agner,)331 b FA(Euler)348 b(Char)-66 b(acteristic)345 b(for)i(A)-33 b(r)-66 b(chime)g(de)g(an)344 b(L)-66 b(attic)g(es)p Fx(,)329 b(\(2000\).)10566 48263 y(\(unpublished\))4317 50976 y([W)-108 b(a2])2999 b(K.)307 b(R.)f(Mec)-36 b(k)g(e)306 b(Th.)g(Buc)-36 b(hert)305 b(and)h(H.)g(W)-108 b(agner,)332 b(Astron.)306 b(Astroph)-36 b(ys.)306 b Fh(288)p Fx(,)10566 52581 y(697,)435 b(\(1994\).)25253 70015 y(29)p eop %%Trailer end userdict /end-hook known{end-hook}if %%EOF