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%!PS-Adobe-2.0 %%Creator: dvipsk 5.86 p1.5d Copyright 1996-2001 ASCII Corp.(www-ptex@ascii.co.jp) %%based on dvipsk 5.86 Copyright 1999 Radical Eye Software (www.radicaleye.com) %%Title: kstopienu.dvi %%Pages: 11 %%PageOrder: Ascend %%BoundingBox: 0 0 596 842 %%DocumentFonts: CMBX12 CMMIB10 CMBSY10 CMR12 CMR10 CMMI10 CMR8 CMTI10 %%+ CMSL10 CMMI8 CMBX10 CMSY10 CMSY8 CMMI12 CMTI12 CMMIB7 CMBX8 CMR6 %%+ CMSY6 CMEX10 CMTT10 %%EndComments %DVIPSWebPage: (www.radicaleye.com) %DVIPSCommandLine: dvips -Ppdf kstopienu.dvi -o kstopienu.ps %DVIPSParameters: dpi=8000, compressed %DVIPSSource: TeX output 2004.08.02:1804 %%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 /dir 0 def/dyy{/dir 0 def}B/dyt{/dir 1 def}B/dty{/dir 2 def}B/dtt{/dir 3 def}B/p{dir 2 eq{-90 rotate show 90 rotate}{dir 3 eq{-90 rotate show 90 rotate}{show}ifelse}ifelse}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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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 34 /bracketleftBigg put dup 35 /bracketrightBigg put dup 50 /bracketlefttp put dup 51 /bracketrighttp put dup 52 /bracketleftbt put dup 53 /bracketrightbt put readonly def /FontBBox{-24 -2960 1454 772}readonly def /UniqueXX 5000774 def currentdict end currentfile eexec 80347982ab3942d930e069a70d0d48311d7190fa2d133a583138f76695558e7a e9348d37cac6651806d08527c1bb4a062a4835ac37784cc39ad8841404e438b4 d52d3901e47a1de4f7924e0fb3daf442499175bab1226edf692a4956739f8828 e80592f450c5d5c22ac88bcfbe9748f61d18243a16f4a4467f084e8e2be46ef4 7fc51c3a8199e3cda62ff9c4fb73956dab8b6683d2156377808cb35026073e80 523f59a30d195fcf9b9fce4ffafc6d5649664203ab24acb938d58d246707ffe7 d62f04bec4b70c21ef75beb2b812622b3c74e969d72d3cd11bd7106294a99caf 0b1629bc7d4de6b96ca82930831d64575f23f4ad06a0e45e315b1d392411be8d 6d73c998789ff258a07a3c8c2057325784514c845500bfd1a971310cfc11d41c 1a167dbd5ff012c60add4e87325f6e5299032a839de65fb1473a166aae1876a4 414a434f22c1d241591fb36f857df6fa930608750ffc0c54f44994662b1f00f1 400bf752ea8d83ffc4cb77a290bc2d99981ae59a191748ba5c7ba1a9d2583fd2 1398452b6ff5d83a059f7eadcd2ef744e9dd22bdf9c79d049bf06835e878c32b 7765c69bdd8ef4deb4ea7cfff4cf9354a4ddffa689de961d16772491c7afbd7f ffde42400764c68e954ee5c455a5687959829bc3b319b2147deaab3628662c80 30c5e02fea09609abe4eaa12e217bc3af673f1bc36a7039eb13fcacb4218fe0f c5a3f9452d4edf46cc91db67b624d4f2d37502fb9f11af4da18ca40b61097f95 d44329375467ed13c5cb585ec53f62b83ef9502cc755af44bf32b87b8ae9f3f2 f8dbf72dab90acafbacd280db6aaffaefdff6d5eff26669bac56280a950560e3 d01714ba38659b0e4e28bf8cdc1f15ff7e3ea9d95a6afbbe3d8e6905aa6d531d 6b6dcab89e2036cc492c65f76ddcc3cfcff33fde3d9ffd10f7a90530fd5c7683 4329baa902e701ca42717476298c9ff511b1941244bb1dfd0e5cab92a43970cd 1bdb292eadd055c97972844fdcdb0aa06401e7b2632b9d134f96bce0064860f3 9859da7a9a82be0a840672a1331212752ae1b521b693b384a72dba8d37a86eaf a0341e7fc5f6ef7a8c566aacb91e8bf5005c18837894c4eacff41dba54e071ca 83fbb931da9ee6ade43de532d888f4d9aeca091a3d43c0e6d335f3564bf933e9 8c39d2352d11a031a981653ec9a6920aea6ea863e3c12d42fbf4b84e825eafa2 e1185dae0a5c40d99edefcb4010f25cd31403e08d5856fb5fc1cda6d6c2c595e cf2e8529e1f635601218ba470b7665b8c2fb5ea080d8440573603e20dacf2c96 0ce78ca23d7dce493dddb69a427902b13f1f2b46d506500bb4bc7776d03703a6 201d28b6dae5ee4dbb87eb0a375add9d4791e687dc0ec17abc9415f76585d630 f2a1bdbf20b15da3ce0e37545c3371e72e729ab9690ab3007ba038db9086c4fd da23db4447d7a1da8bd59d91b89236a8efd0b5155d038c3bcb8afa7f039edf8e 9a8098ef709415651b54424be8affeb0e93d06c91c712837da1b552cc6cd0dd1 663b9318d852c3c62692a458b89b985b2f78699205266d5683ce56feeb113938 78b19cd59e8c1a046ade07bc444e01f8084bd51b09bc5db7897508df6134aec6 1289b31d9a3ba41d5f577cb905feef85e5476fae4454cbdd90878acc4c7c5525 392fd31a8fec76f175383ccbbd4841d333ce15f4934b259e385e8e7c8b2542ae af21ca0ed62c897fbfe9bc7b7b335dcc6d1f5f7056b699a6ec8006ac3e9fe749 ab6d8fcdaf04b84054ca1051dd1d35c2b8f8b32fa935a47d9b2cbffd73099719 fdb442ee98394947ecfa221b626ac37fa7c99dcc795cf2f27058ef9144b103b1 a0533f8d948f3453c36067b11def95ae1b35d554e092db4246a1106f75881013 66d63674c688dd8e8d7feab362694d2766f75315cd2326d8a79838cd11e5e3d2 5226393cfb7d209cd9aa85b9578b3af21c0e45787de208007fa94759e937edf5 dd986a36009b923d23e47d3848d57bb006ff8f24d2993a55d66fa51f7a 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 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 c43e28519671e8def84a1526a8b89450ef2bd624857da91e7a4a832f89e4f9cc 36f6027a64831992e98b1707ddc56e562de9ad0278d89f3416dfab55ea0e5b25 9cfdc4787442890a5a8986bd394cfd87942f66b3712745aa18e52c6bd1d44d48 3f75ca3a5d39391f2bb9441314fbb25ed2b6813e66bbdec80f12a88c2f94f601 fdb6b48613c26c3ac738dcd4ab05a16c34aac07eb789901b095230281fc71f04 5ac83d60c6b82255c6276398134634a8135902a31a52e84b55aece4be46e9d93 72e8c2738a3ae29ce61298d5c2e792bc098a143f3f08614489 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 43 /plus put dup 48 /zero put dup 50 /two 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 788e77e66098336ad67fe4cccaf0253272d5df79864bf4b734cb9a5859d557d8 bc11b8e00221ebc12e97de4b1f466ead83a4c894709363bca9040410a52d592e 34ee40cc7e5efa920546b981aa659513a24b1b85c221a1875b62d0b89e57a368 321b8043a5b094e0379760a443d632892b14ad6d19dacc8c78093243ad67e6a3 08e56e6b68412ee690b10dac6e17708754a00d51fc957b500eb80175716eef4b 2ca1ef867614659bee3f2b7319e97b6fdf1efc847bf3cee3156f72f21751da8e 5fb6898919e6799820d3de0642d756e09d6fae4ff08dd3deda3173bff4bb11f7 9109c97ddc05897af709ea199a90fcee8ce4c7a3c15b18170c41c04de2d3fba8 f34296a95b8e1e8de3739b17273f8f2c85e914615e8eac5e8bd2387ba3b1edf4 7968f06e2067d836d0f9f3e085cdfd2de06a62c81d786b304326f7002e83160a 36598589228b4dddddc43c85e1d126f8fe81b828028e26317af5894aaccf4f69 6301e1a9fc45935d8a414957f08febebbc3a72ada80f101e47447d019ade56e9 f4fab969bba2b44e47399fedf5caa1bcea216d7ba713d523d8c1e5c02115408a 277a0db93878d14fcdfef599a65ee2dcfa2e686970ab71ca719c88d69bbd406c 1f0e682d94e4b668a1ca41813956f5f6f6e768bd24c960ee003004655451167f b5b6123205f76f91d0ae86b736eab9a71066c65a3bef99adb9fa858e2075615f 24159a1002626cca108a965c26ccf425331d7f7088fc73b7fada77ca1fa7d4fe 08ca910e70475eb4827ae05761957a908697361d2df90263a29c791582fe6458 071a0d95664e50b9f3b27f8bee9253e329ab0da356ee8cb7c32789df2cfc91a9 c58caa72b2347c81d968b988b6ae2fa8801627f4349fca4d85b3f389e7e60b45 72ff5e9dd868ed9bd8f806fcc95e1eb0d97e7e4469cf4da3f0ddeae54b791424 e9640a495c9d688520b8bf11d00f7d5fdad654e6b31dfcaaf9a5cf23dd4919ae 5a829b3d8fb6a3c2e9354640f6aa9f7cc70b15282c24c4c85f2a1ab8604d03fd ffd7e048834f97bcc41809372b7156d199d7cff17adb5fec49acc015f5b2c176 e715eb6817f1010a33eecb14b75afee30087d2066d7998f2ae39d18b50be17ce c3ae0122eb328f1bff7739382ec0ce13b19901849274edc44ffc0b2b4b8f00ed 92a1d3c381bdb67d2fd0cee273d9e2477dda80abb6dc3d6d61ba57ec3aa18386 f462993d55b1000e01e3ea275965d39bc58a896ae5c612dfd09cc3ede75bca25 f750ed83f978177546bd04167bf394882cd6f3f031f5ed437c3b41eacaa1c582 dfc16c93c8ba2fd840489f07d26900eec43cb0d8b607e2069b3322c9c8dc25df 2423e895e35a5fc0dd7f0a1903ea8a4d1bb1a7c7765cea5256d742d50d10f8c1 703c6c3c39629678f60a2b0865460729a60d16257519bddc0dde798068327c62 24bbbed6654d8b6efd0776f9f6927885dc3a18e93e48e7bdac948d24a79e7b69 caa4e369b33ad76698fa2808e32dc0ab92b00c82827cac510b7c7efc8a7858b0 28797ba5b2ad 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMBX8 %!PS-AdobeFont-1.1: CMBX8 1.0 %%CreationDate: 1991 Aug 20 16:36:07 % 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 (CMBX8) readonly def /FamilyName (Computer Modern) readonly def /Weight (Bold) readonly def /ItalicAngle 0 def /isFixedPitch false def end readonly def /FontName /CMBX8 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 43 /plus put readonly def /FontBBox{-59 -250 1235 750}readonly def /UniqueXX 5000766 def currentdict end currentfile eexec 9b9c1569015f2c1d2bf560f4c0d52257bacdd6500abda5ed9835f6a016cfc8f0 0b6c052ed76a87856b50f4d80dfaeb508c97f8281f3f88b17e4d3b90c0f65ec3 79791aacdc162a66cbbc5be2f53aad8de72dd113b55a022fbfee658cb95f5bb3 2ba0357b5e050fddf264a07470bef1c52119b6fbd5c77ebed964ac5a2bbec9d8 b3e48ae5bb003a63d545774b922b9d5ff6b0066ece43645a131879b032137d6d 823385fe55f3402d557fd3b4486be1f91da738298311c1360c8158d61cb73427 3c21bce59b0f2e1d38c2fbc0984ce6a04f5d3bc84e2601397499a981b200b307 771141805f1f5cd7b12befe020f7121ec103dc2baf17f0aca1d0740c92a8dd61 12fa9c0d30cdae4f2af757b9f713c127d6ca02ef315205b81eff629104b21462 17d2b0f823133bccc80c9e400d6840db5fdf828f845313290fedee040d34f309 8f1b5a6b8941c81d1e607dcb310b14169cb433329994b4d1ac1b491e7422d518 2a8faf7ed3cbc2e23c58a2e310b56da54f51360556d27d58783694c51aaf62a3 a2db91ac8df80303c35cfd503341005020a5cf501fc0b64ff4f497951df6cd50 f00fafb04725d23bdd36616c7c06cd9052305682f6b6e521882922377b4979a2 e6f031b91b2a86d8631e81de17f90158ca05045c3b823da8b2d2aefd37a32728 45bace7594ceaafaecbf6140212789b3937a24cdd8dee327c934a9b0e328fd83 a1b535d9bbea6f0204ce5ee74cc30769734d4fa3dd0cac3986510c99ba062868 9285146cbe64caa89cc2f18a61d924e7f312fa189e0ae4deb913ed1cdfeae61b 4e0fe25f2775a8b2edabadebab4eb2ecf47258c1a77101c810cccd3b06633907 f765fc80bb1a2527f8a59c52760fffabbbac1d65a11708a3bea4557f24536773 d17dfd0eeee4e22f406e04765cf582d6ca4414f2441b6ff463c56018e44aa2fd c9af3f0480da99856aaa97e56b4bc28d9a74e6d74e5ee199932ba9548c9f5a24 4ad6d8509e006d51a96e77cf6decfe21ff0391441c8b95ace9dcb2d93694eb75 e76e0ef6fcdfb8a73c860e09dc49dcfea499450162b7373cccfe5e771eb05086 9552a2ff03a1c1c6a08405ec3ad93fa9c951b4aa746b4c4bf3f98a916ba7134e 93d777c339423c4fad91e1968b981744bda6f085de1cc197203bab365527f5b6 ecb1eed6d6c34c02962260e8a884fb87e693c09e1ce2f5a3b460ec192af18f15 22292c38c000443b1228bcfe27b99a1968f10d458e0c80017f493777db0e553d 1a209644c4d44c7e3e64b4cf858d876173dfceac430affed28282563bb7615b7 1df31f1ca012b218ae5df2f5ff01f3ea64c05a176608a351ac00da72cc4c3ef8 e792aa970b3bb760a6443233b45e1c165431a4020719e1f8149c98f31255d8d6 459b26d435b8291315cbf4d45207e3bd42907ee68ade6f38477423a845ca872a 250d7e0b610ad041b7d965d2d8c107b9938f95bfae8f15e7d27ecc14225048b7 dd09b219c490ce8e9532e1251427abe715381bf22849d9620d24a30720e0cdc3 62f841106fa0669c32d4de97aaa0e57410560f44378de1afc50792ba8b820c72 5cd6548f6d70a640b22a475ac8ee7a5849236df20c61eff68beef0b9b1a7e301 c0020d7932676964454a1a7fba3edb4edf79392bfc9adb99604fc00906f60f4e cff6b7eecb6b21a8e7b6 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMMIB7 %!PS-AdobeFont-1.1: CMMIB7 001.100 %%CreationDate: 1996 Jul 27 07:35:50 % Computer Modern fonts were designed by Donald E. Knuth. % Copyright (C) 1997 American Mathematical Society. All Rights Reserved. 11 dict begin /FontInfo 7 dict dup begin /version (001.100) readonly def /Notice (Copyright (C) 1997 American Mathematical Society. All Rights Reserved) readonly def /FullName (CMMIB7) readonly def /FamilyName (Computer Modern) readonly def /Weight (Bold) readonly def /ItalicAngle -14.035 def /isFixedPitch false def end readonly def /FontName /CMMIB7 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 83 /S put readonly def /FontBBox{0 -250 1294 750}readonly def /UniqueXX 5087389 def currentdict end currentfile eexec 80347982ab3942d930e069a70d0d48311d7e0b52c0ed66789470c7630b4058bc 245291b52b92c8f9be36d75f62106cad195042f7687c48fa7acfdf43fd09bae6 58b994fe72da7b48f84802762c20009a2ec7fa5fa7e50260a39d9f38622af04d 8bc09b911a1c693f04bad2d23ffbf44fcf913d2568043447dd56f0bda3f19339 85cbdaf4574ca411799fb8dc5e82f653e33c01c05c7a42a80e84be9d64537185 f3415ffb6bd9be5f4c7332bcf7d87e7b339c511fbdbe4b40647a7039134ab23b 4f2ba4e356b56ac0af86410708844987071f5f33f83d4c8eb5d757279aed9929 eb36857316b21f442f07d0c656fea207594cadd98994b1ad15814069ddabfdfa c13bc890d13b881b3bf55b9b9e81c146d62d67917286fa93a0f237328f770ceb 0163034a2e4bed5d941aeeb9cf73c11a97db79c2ac9a5d3cb5d6dd6be21ba151 e13fad260a2cd57be4cfd0e7537cae8e98234c00e211d2a6a2455af7b0bad186 0ea45d40493f448bd503dd21d6df4326be0a96a122ca228e84165b634886ddcd cc43182c60f51fd3bb7359f90dfd9d36838480e006336646c48fd73484de462b d7c6bf908438144e8f2f92beb5db0ce494d0d4405a607f9294d7b3928165f7fd 46410ccee49c4eb8ebe7a4cd30a2c6f23efa767af0ca7fceb1c17b805a369e0a 4e851040835fc9236c4d6c1608d9c75cca2a91e6abcf5d223652e8d0573af07e 2a0520dd372e383fd336ed6098e5f3ba2a67516c98b9897540110b9af47b404b 4dc3956df2551fec88da7b35ebcfae48b560a96ffab41f6a8553b2387cab90bb 671d9ec2615741b246eba6e7aa3d9a4b082b7233f9cef8f759bce8afc1c77b3b fe8a60604168e53076c5509162fed4f6c4432bfcfdff0b30678b1eb25475c620 a9b6f34a3778cfb21c1fbeb65ed2aecacd88dd7fe697c1bc7a0fe22ea69ca1b1 19adc8fb706cb24581b2a47ee76fd5cdeea408e3d1a047d8931fbd2701ddb832 3bfeeae25573f06986d687eba59dcb13f8c20db8c21c7376d668e6ddbf7ff325 b12059163ab7a939f6395b14f181d2d9c85d670491c6b85de5c857f3465d8dfa 46b36c4c2cb7a8fb890a0926cd2ee12cad41ccbc9d7f3b1fa041fbafe49961d4 c994c3161e494058fb2d04a6e73b21ef68199466f81a029db00d485b09f57f39 5372fe007cdc6dd099df340fd833cec7fae2c58051a3a1f5d3d08d452a86b4c2 f91daf08e4d498cda77ba0608227e78b0b13989048b0da6208abf66b94e140a9 c6f8168d0001706c938095920c48c9eda06a5a4a78576ce3be4c82de3d475847 1309a5ec29efef215025b3bee7d765b5d70ee0ed5d896cb31e3aa69c403f2906 16d18a570a892fc9cafb409831b0d6d9bea134f613286eb46b9feaeb3b19b42f 3662c6d679e0f03702e44bab993998c46b34e7e228bb6d4486b1e09196853a04 f11d8ffa26872911e1c395ea4191075a10ed3e57ef6963ce7ae6deee24224360 3429cc5f68c96e1978be83d90a0a26f74f13cd4c31de34782be7b0a937bcbbaf d4f869d19604ebd16023a88723fd26d2911254c39699cb55008e3441b66a581f 07028d8e89ad4c412946ed876a10b63aa7e7076914486f47348d45dd1f3d2ad4 839f70de1318016ce9e2ea0ad757a4b551b3850b841abe2bda7ba39a6a4c80a6 f774edf33a99364fa3b72475eac0271b2e1a5c455cf6f2f7ef1f92497f24e924 801f9c7f324f243b044b5f8469826900dd916a9b2df70a0064af82021613349a fdd6ecb8378f2f0fe3ffddf0ed4c89892f7407c7785bd024df1cf9867f3c2fe5 e1e52b7b952c120b3719610b6ef0e741be2fffe9a31bf28186bc6bcf0a5414f5 8d46820070721f3922705f853c00ff05ac63dc126fad5720eab51d8a133dbfa3 47ecd1cc289fbc9c6537fdc7209a5802c7b3b1d3c81ef7324c3ba25ce86c9ae3 ab8ba37c3f5150bfe3f6c6536924fb060814ecf4b44824fe4e146df8e6f3d71b 2162cad3591b5551a54e5254a961507f4cae45281ff75e8cb085db1053412f6d 924bd4ce2f56be68df0e92d18be6435b0006a5895e2b840df77dbea1d536b8a6 5c115351bdbcc9ef 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMMIB10 %!PS-AdobeFont-1.1: CMMIB10 1.100 %%CreationDate: 1996 Jul 23 07:54:00 % 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 (CMMIB10) readonly def /FamilyName (Computer Modern) readonly def /Weight (Bold) readonly def /ItalicAngle -14.04 def /isFixedPitch false def end readonly def /FontName /CMMIB10 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 186 /nu put dup 188 /pi put dup 75 /K put dup 82 /R put dup 83 /S put dup 101 /e put dup 120 /x put readonly def /FontBBox{-15 -250 1216 750}readonly def /UniqueXX 5087392 def currentdict end currentfile eexec 80347982ab3942d930e069a70d0d48311d725e830d1c76fba12e12486e989c98 74c2b527f0925722787027f44470d484262c360cdfdddf3657533a57bb16f730 48bfbbfcb73a650484015441fdc837add94ac8fbd2022e3ec8f115d4b4bb7b7f 15388f22cc6198efe768bd9fceb3446ee4a8dc27d6cd152485384ef5f59381ff da43f2d20c8fb08aa27ab2015b774db10dacfdcd33e60f178c461553146ab427 bdd7da12534ba078ad3d78041490e364babe4b85935b8c9c7758c2dbe253653c 892b1fc2c6a01103e0b8553f847bb38d8e4fcd563ebe51cb7d5f0877af29249d b61636618fb31eeb6cbb4ea4db687fd77ed1574da8c9f9d33b592ec0e38d798c 498a205cab252f7e2f1ddb82a38f331f917b8452af11b2b93e34c1ef55ee005c e8418dbcd0fb9d4d3fa8cb388ec91f16c8864913ad3fc8960d3c424650bdd12c 4db4049367faae97c660f00021f712e9eb6366b7ce74255ff62b72396ca43287 7c77fecdc53883427c90c1c3ff7bd46e472cea9bd72eef0e1be36abb3a50a7bf 6f5d460fa2fc81466014df9ee1e15365642c2de78706dfa740e035b4f28f290d 79b8ba16e5bca13fd9c3eb7eb54006ac2c1cf0bf363b3b69e923797a95b76515 073892c75cf733da7c07da8ed1a8d1ded902f784764c6df6fcd0fd28083d88c8 4c41aeaa6c2c2c1bb10219f4feaab75ee904f4314fc0b9de5e96054f2472ad86 42140315385400686cb07a0585d922ae4b1b25ae722edc6b4afe053560fc9ac9 20a1d2fb8d0921c52c9468d34dba9bed42e3a8308742d36186ed0a3b43f690a4 dca6bb2af8bd698fb303fd68df53edc5e01912cf007dd31ca7481ce844be1258 7002d4aafb204a8075fc6df86f22249d61dd840e7ef87362d72e35f4e8ece044 95ae41ee5c02d6aafaad37141935867a8770fbd9e9ea71e77d3c935c53100566 039eb96ba3821b284b42a0e2ac4ad3181ff029ce1394c31e7694b2e7f47d34c4 190a2ec05ecb43774baeceb345230f68a967b91883e3b184d030c1183d707d1f 2cda85d6de979350243ede31995d77233c2ee1e2b00c53ee0c0fea0c527c706e 114259f991939e5a79d0eb4ef82df7fb0f7434be3b242b840f1c0dee6aa1a98c 20f395e9b93d121bb1e0e420aaaf34ecc31289bea097a288ffbc9dc85f95b752 f4561d817fa7ad9921e00b0ec4cb9ef1385d0cedcd674a91381accbda3795e24 3046e6bf97bc0981e1025bb7f829377faf1f63c95712a9b7270af45cf4b45591 67e8d6386ecc03963a2ca4821c52e06df59666f1834f1e2d09daf781c03c02de 1671a79d9010727d7d855f4b662bc164b7a05f474cf875910d1de0e7c5ef1b7e 67e3d5a03a29bbe23e0a678f84f96b3d6c79854c9e79cc79fc5ea31d10ed40a7 06a7ea51155c89fd50eda611147e969a1ce61e7ba119468985defff743dc5c1e c71060ce6e4216ba29fedc8c8859eddeac34fb81ffb2e1f1972ab67df60239c3 af213b283f36b913b6759c9195faaa0fd2c3457c2326f6845f9e06fbcc425002 2c2be1dc20758a6de454ec0aacf970dcd68a0b2eea00a46beeccad975dc3f1be f91db6b296763529e0c0ac976071be0c2e2b1ccb633c9bc970882342dc60a4d5 e51f067ca4213f638631679bfea815b0a5c0ddeebac4d2b7736fcc46492e0e0a 0d3f388fba14b3f143fbe366a5341660e3175de13d9d54807cd36f5c5c84abe4 9383181e9473bc4be145a90c674b8cfed0c79ace9482fb6b720d96bb0cd686a5 e957d28c6002de93f499bbd997583480038732fc0ba42ffe86d27756cd4fb161 2d441768cacdd48a21d429b736dd5ff8cf65d789b2a979ecb99e820f7fc1a021 ffd29435872ef4a2ad5c0d640d056ea39e7528204cd3d3491ed66c4e45629f88 e6339a2b71644ad9fe34f3f04a885085515701ebab45b1a088fd4381698c4609 af4eca8434cef7f592d8b3d294715d4473c562a1e17c425aee830271fbccf9c0 f57228bfbca9f75a111cdffbc12113bd6d4c7f173acfc6bba961b198baedc065 06fcaf0cf47e112ed242fe155fa15d563627335d10000f4c08813561f4dabefe 3eacd481d5a4ffb322614102c2a95423204360f1546eee56cd26b5e782bcd22d 37e2bc201ea6ae7892684b0fa86ed36dee72373e6d3d21d9950cd3e86815ab66 76ab55fdf550770167cb481aa0fa0e6f89d5add54b203d44eb5f47435182d53a 7eec46b3b87d03175079f101d9aaf7c5d31e016bef54c74cb6bc6e28213b428a 6d39e0d1d5f291f4d2ed38f5875266bb2e7ca6839b51aa882a40f1239a721747 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2fc34a30d54a548e35bc991043a33bdc311f1a7913199e5523bc40bf4db67bcb 3f8a311275e5790a6c6ae1f35322f3bde08d90f5e4a0c788899bf6dd2dbe350d 78f814f36929efa850a000f78cafa9ebbba2346a4de716f7f2213d88d8e4f2cd 4fcd0b691faea56cca87ae37870214afcadd4319d93f92826385258ac6d7ebf0 be96f5dfdab604712d199fc838b2a7accef752fe721fa7a57ca14eacf0a0ac2c 90720c6eb5c2aad9e78557b47b40cfe3ea69e6c2734031848910f4d77de55032 e36291e363b3b90a1e0fd584e4a5f2cab66acea8666ff19708ede3b02d2e0958 f9d09b80a533367c65083153487536954904ec6cc0d0bf0df6db684533f135c7 6fa999620478c3534929bcf408f4f3ce609632f26f250fbf426c0f8005f42357 b206f4c459cc4203149ce39ee971514f00262910c7f5c66d3aba8254892bec77 d3698a2461feb62b8daea51a3ffac0dfa9821c10dd939c0ee1dd19158bd3d5cf d96d77d6127721f85605f32ff51c0a1ba23df05f7a134e30227a489792a2799a db02c0699f1e9bcccda497d77248a47a228e5a2950c774ddbbf86855277506c0 534a77486b87eea482f328be1314f50d959c52cd65b51898a552e8525596fe0f 749cf59491f45703bed0a781a768a18816182268ca29ebb08659d6bc34fe3073 37a16d70d353ef4a8df2ee0b51ba57667cbcb432d49c5e5ab12c8ba10ab2b798 784ae53d986833d4de9dd4709b20fd42deaeda5390d6a41928e43469af5c9320 db597bab25c87e9043cf1ae19b48ccf9ead59fafe694439f256f24045a9945e1 be9e7c949d31c1294ac21a6130c396b8e4aeb9ab5035cca84599440f2a78782f 6f58cd6eebabd9a858a5eb21432c534dfab5e26371971469e8aa5fddd549da09 cdb23f64dc8272016778568573260b8db6f13d11bdb1c193146e0269308810aa fc58b1dee2422cab592af589348d3fe65ab10020ddd3e6fb75088337093d0140 aedc8e80e41d104619b4247b6f 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 186 /ring put dup 188 /germandbls put dup 46 /period put dup 49 /one put dup 53 /five 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 109 /m put dup 110 /n put dup 111 /o put dup 114 /r put dup 115 /s put dup 116 /t put dup 118 /v put dup 120 /x put readonly def /FontBBox{-36 -251 1103 750}readonly def /UniqueXX 5000829 def currentdict end currentfile eexec 9b9c1569015f2c1d2bf560f4c0d52257bacee583a5c939393e012707b47e0c1f a47d284a1edc9d01a497d772bca8c543388e6dc0d1e2c4944740470e0914f65e fb0737b0851b2ba713a9a00b36d07da6bcb52920b9b59efe587734027a3c5e65 66aad332fe6fbcced1417802822a3b81d6187875263d6bbda04bbcf6e4870fee ad60f104bb3c5a766610dd11aea64a6b107b0b04439fa2888b8cc39232bb83f7 695aba81f0260cd5248b9e649cd803271dc8bb1656323089e9e2bb50f2b95088 87d31dc36e555668d9578b338402f8c259f6813b0b71e6cbd95e19c20ced8495 2559e47577e612a4d94de3c1b4c6c41a6a3fa9e2313457242de74c7e4c0d722b 3e224d18baa726369542682e9459b951b2ac638494880c42be4e2175a3c067e5 945bfc1a05d3de8c3e8ab97f80ab6000e1f78fc258b85d3c84b038d7d0f5be85 0d43fe03e26cdfbb41c36d14cb552e8447ca678efea1d275e85503123a2263b1 4077587683de69a8f5a88d666172668411d0d0fed3e037ee468627207505dbb3 59cfdc5d7f526fca5416d741073284f5dd2471e09f5916f4bff1a90eea4d1283 7731f6a36e5ea695f4efc3bf5669b7f60ab606df5819149c0c8a4817f06dc172 0543467645daeffe4457293e0c0407c4ec7857558d0452de2ac773f141783edf 81b30215ae8d2d062aeb3cb69eb0d62bf04780997c9c027a22896f456b784378 7f2ccdd4804375321e7946d3d254521249a4d28a360f4d3163912a688c16e807 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504e341ccf81689e47b82774001531aec998ed12a7b9c86485ff493d44d3aafc 8d64cb114c99fb8ff3a8944374244fca7fda0f410c3d4146d4075a99d9bd251b 690632f3ec1852f5ed59994458771fd03e0c4c88c5011e42f226964ec0dfe64b 4379d662c7a4dd155ce25048d136240ada5cc38d86b2032fad3f24af1b21f3c5 043a6724a45f87c273388ff0e0a7c213150f7fc6238d811179e5896e723d4c04 b754106cee9e5dd70935303ac0d0186575bc67299cd2211f41d09d5bb3d19f90 622d2261cc7d51e80f9f10eb2115335fd3908d61dc7bfc93b0f70b2dde0dd220 c46a5151247d32e48b21ec86105bd37c7a43a7cad5d87bfa0c48521a03c6148f 48862154b342cf66cf8594012ef347fa0d30 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 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 175 /beta put dup 177 /delta put dup 178 /epsilon1 put dup 181 /theta put dup 184 /lambda put dup 185 /mu put dup 186 /nu put dup 188 /pi put dup 190 /sigma put dup 191 /tau put dup 193 /phi put dup 34 /epsilon put dup 58 /period put dup 59 /comma put dup 60 /less put dup 61 /slash put dup 62 /greater put dup 65 /A put dup 67 /C put dup 69 /E put dup 71 /G put dup 73 /I put dup 75 /K put dup 76 /L put dup 77 /M put dup 78 /N put dup 80 /P put dup 81 /Q put dup 82 /R put dup 83 /S put dup 84 /T put dup 86 /V put dup 99 /c put dup 100 /d put dup 101 /e put dup 102 /f put dup 109 /m put dup 112 /p put dup 116 /t put dup 120 /x 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 2fcf6e4b1416901517da8f2fb3c9fe7a87bcbe6fd36cd5b5823fdb74229036a6 3c3346a1093e6b1036902c1bf42fc317c80abf04020a47b344c36de42f05c490 a0ff44ab6d5249e9f552a8707bb7661e242644814001c8430ebd5e5f0b944ceb 666ee64359d663e355b2f17093a964139d17287f6ca6a024767eba4fe4873855 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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 163 /multiply put dup 167 /plusminus put dup 175 /circledot put dup 177 /openbullet put dup 178 /bullet put dup 181 /reflexsubset put dup 184 /greaterequal put dup 185 /precedesequal put dup 186 /followsequal put dup 187 /similar put dup 188 /approxequal put dup 190 /propersuperset put dup 191 /lessmuch put dup 193 /precedes put dup 33 /arrowright put dup 39 /similarequal put dup 79 /O put dup 106 /bar put readonly def /FontBBox{-29 -960 1116 775}readonly def /UniqueXX 5000820 def currentdict end currentfile eexec 9b9c1569015f2c1d2bf560f4c0d52257bac8ced9b09a275ab231194ecf829352 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0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMR12 %!PS-AdobeFont-1.1: CMR12 1.0 %%CreationDate: 1991 Aug 20 16:38:05 % 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 167 /Sigma put dup 169 /Phi put dup 174 /ff put dup 175 /fi put dup 176 /fl put dup 177 /ffi put dup 178 /ffl put dup 181 /grave put dup 184 /breve put dup 185 /macron put dup 186 /ring put dup 187 /cedilla put dup 188 /germandbls put dup 190 /oe put dup 191 /oslash put dup 193 /OE put dup 34 /quotedblright put dup 37 /percent 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 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 88 /X put dup 90 /Z 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 196 /dieresis put readonly def /FontBBox{-34 -251 988 750}readonly def 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0038388b6fde716d707faf2ba26fd044d199a887ca2802c57cbf83722d3a71f3 50c21f679da0f021dab8db3167 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: 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 167 /Sigma put dup 169 /Phi put dup 174 /ff put dup 175 /fi put dup 176 /fl put dup 177 /ffi put dup 178 /ffl put dup 181 /grave put dup 184 /breve put dup 185 /macron put dup 186 /ring put dup 187 /cedilla put dup 188 /germandbls put dup 190 /oe put dup 191 /oslash put dup 193 /OE put dup 40 /parenleft put dup 41 /parenright put dup 49 /one put dup 50 /two put dup 51 /three put dup 52 /four put dup 53 /five put dup 65 /A put dup 69 /E 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 97 /a put dup 98 /b 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ea56179a0e51622a3375d0bfddb829e4f31a40c33ed0cd46fd8382f423ad4ed4 344b462b600517d24439f18e832a661487a74a7daf5de5b4ab03c0eca1c91d65 94900bbac64502d36f0216ec6671c2c2ffe2c59e074c1dcbd228a1082b2be2cb 68ba6ec744040efee133f1fa9075cc302df0189e4615328fe5578253fdca0de8 955b8003d23595473a 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 167 /plusminus put dup 168 /minusplus put dup 169 /circleplus put dup 174 /circledivide put dup 175 /circledot put dup 176 /circlecopyrt put dup 177 /openbullet put dup 178 /bullet put dup 181 /reflexsubset put dup 184 /greaterequal put dup 185 /precedesequal put dup 186 /followsequal put dup 187 /similar put dup 188 /approxequal put dup 190 /propersuperset put dup 191 /lessmuch put dup 193 /precedes put dup 48 /prime put dup 63 /perpendicular put dup 107 /bardbl put dup 196 /spade put readonly def /FontBBox{-30 -955 1185 779}readonly def /UniqueXX 5000818 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6b5891167bd625ee8fc5420f9011d8525993dab77236888e4365c6356b78e1eb b7f56d5cb5eb1b1d1f646ccf4c4f8e2b33cf3c95c596e2927f0a2d3b9926b167 ff2f1a90594e016fc6feb967553d7a8257f3ce372eb11ba0821801576766a33b 05e60e9de39615c8c1fb896dfbb159836b70e6de501bbe56a9c69f047e95 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMMI10 %!PS-AdobeFont-1.1: CMMI10 1.100 %%CreationDate: 1996 Jul 23 07:53:57 % 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 (CMMI10) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle -14.04 def /isFixedPitch false def end readonly def /FontName /CMMI10 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 167 /Sigma put dup 168 /Upsilon put dup 169 /Phi put dup 174 /alpha put dup 175 /beta put dup 176 /gamma put dup 177 /delta put dup 178 /epsilon1 put dup 181 /theta put dup 184 /lambda put dup 185 /mu put dup 186 /nu put dup 187 /xi put dup 188 /pi put dup 190 /sigma put dup 191 /tau put dup 193 /phi put dup 58 /period put dup 59 /comma put dup 65 /A put dup 69 /E put dup 75 /K put dup 82 /R put dup 86 /V put dup 96 /lscript put dup 99 /c put dup 100 /d put dup 101 /e put dup 112 /p put dup 120 /x put dup 196 /tie put readonly def /FontBBox{-32 -250 1048 750}readonly 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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 167 /Sigma put dup 168 /Upsilon put dup 169 /Phi put dup 174 /ff put dup 175 /fi put dup 176 /fl put dup 177 /ffi put dup 178 /ffl put dup 181 /grave put dup 184 /breve put dup 185 /macron put dup 186 /ring put dup 187 /cedilla put dup 188 /germandbls put dup 190 /oe put dup 191 /oslash put dup 193 /OE put dup 34 /quotedblright 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 47 /slash 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 90 /Z put dup 91 /bracketleft 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 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{-251 -250 1009 969}readonly def /UniqueXX 5000793 def 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310e2110689987d1562117b23aefa7e9f897f2411ac665c44612232d76d345ec d170cd21cb2ba91972e1af1d9a8624680737d53efcaf845efd30133070f67be9 87c9792326b75ed62332654ecd847959ed22d15897e275a8eaa7467c030d355b 7b77fbc342a6b1f08ca4eebdb4e3a4cbd502098ad94ca1b13bcb7dd2c45f1677 4115c2f6b001ac3ff072df9a0bd0c1f0155219944c41723fd1e6647d2f24bc90 a69eb9d8d6e0ad3faa4090fdce304ed361dffa21e10f841304973274e2c3f6f1 43c2b5c17a3c1cfa43dee870fc 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMBX10 %!PS-AdobeFont-1.1: CMBX10 1.00B %%CreationDate: 1992 Feb 19 19:54:06 % 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 (CMBX10) readonly def /FamilyName (Computer Modern) readonly def /Weight (Bold) readonly def /ItalicAngle 0 def /isFixedPitch false def end readonly def /FontName /CMBX10 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 167 /Sigma put dup 168 /Upsilon put dup 169 /Phi put dup 174 /ff put dup 175 /fi put dup 176 /fl put dup 177 /ffi put dup 178 /ffl put dup 181 /grave put dup 184 /breve put dup 185 /macron put dup 186 /ring put dup 187 /cedilla put dup 188 /germandbls put dup 190 /oe put dup 191 /oslash put dup 193 /OE put dup 40 /parenleft put dup 41 /parenright put dup 45 /hyphen put dup 47 /slash 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 78 /N put dup 82 /R put dup 83 /S 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 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 120 /x put dup 121 /y put dup 196 /dieresis put readonly def /FontBBox{-301 -250 1164 946}readonly def /UniqueXX 5000768 def currentdict end currentfile eexec 8053514d28ec28da1630165fab262882d3fca78881823c5537fe6c3dda8ee5b8 97e17cb027f5c73fdbb56b0a7c25fc3512b55fe8f3acfbffcc7f4a382d8299cc 8fd37d3cea49dabdca92847af0560b404ef71134b0f3d99934fc9d0b4e602011 b9cfb856c23f958f3c5a2fbe0ef8587d1f5774879c324e51fcb22888b74f2415 50d7401eb990d4f3a7af635198422283cac1b6cd446ddbcbd915db9bff88844e 784c6bf7389803d9450b0c21756a017306462c563d51ece66fcc9c831843ecae 1fefc1a232e2724f7baee428ae03aadb95c3035345c15e9922fe49e1f2cfc980 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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 167 /Sigma put dup 168 /Upsilon put dup 169 /Phi put dup 174 /alpha put dup 175 /beta put dup 176 /gamma put dup 177 /delta put dup 178 /epsilon1 put dup 181 /theta put dup 184 /lambda put dup 185 /mu put dup 186 /nu put dup 187 /xi put dup 188 /pi put dup 190 /sigma put dup 191 /tau put dup 193 /phi put dup 59 /comma put dup 61 /slash put dup 70 /F put dup 75 /K put dup 76 /L put dup 83 /S put dup 96 /lscript put dup 97 /a put dup 98 /b put dup 101 /e put dup 115 /s put dup 116 /t put dup 117 /u put dup 196 /tie put readonly def /FontBBox{-24 -250 1110 750}readonly 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0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMSL10 %!PS-AdobeFont-1.1: CMSL10 1.0 %%CreationDate: 1991 Aug 20 16:40:20 % 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 (CMSL10) readonly def /FamilyName (Computer Modern) readonly def /Weight (Medium) readonly def /ItalicAngle -9.46 def /isFixedPitch false def end readonly def /FontName /CMSL10 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 167 /Sigma put dup 168 /Upsilon put dup 169 /Phi put dup 174 /ff put dup 175 /fi put dup 176 /fl put dup 177 /ffi put dup 178 /ffl put dup 181 /grave put dup 184 /breve put dup 185 /macron put dup 186 /ring put dup 187 /cedilla put dup 188 /germandbls put dup 190 /oe put dup 191 /oslash put dup 193 /OE put dup 39 /quoteright put dup 48 /zero put dup 50 /two put dup 52 /four put dup 65 /A put dup 67 /C put dup 69 /E put dup 72 /H put dup 73 /I put dup 80 /P put dup 97 /a put dup 98 /b put dup 100 /d put dup 101 /e put dup 103 /g put dup 105 /i 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 196 /dieresis put readonly def /FontBBox{-62 -250 1123 750}readonly def /UniqueXX 5000798 def currentdict end currentfile eexec 9b9c1569015f2c1d2bf560f4c0d52257bacee583a5c939393e012707b47e0c1f a47d284a1edc9d01a497d772bca8c543388e6dc0d1e2c4944740470e0914f65e fb0737b0851b2ba713a9a00b36d07da6bcb52920b9b59efe587734027a3c5e65 66aad332fe6fbcced1417802822a3b81d6187875263d6bbda04bbcf6e4870fee ad60f104bb3c5a766610dd11aea64a6b107b0b04439fa2888b8cc39232bb83f7 695aba81f0260cd5248b9e649cd800bcb325468c79ffacb9cd3036f2ed7bb65d c6f12e33dd6d45b61272314f98990d08c0f8274e999f4b46af4b5c5da923683c 960face50087915d2044d7211a18e0c22967ef89552662ba990e2dfb9267e09e 354f41e74d44bd80a2d905d2edd60d8829e820c6ab0fdf322964c1ecb6569818 a465d5266d3366d748b412446e602f0cc52f3cad2213ff6ad92c04f6ce8bba94 890fb44eadc41a0c42eda4fe9722e6d4b17a3f6d35cf755d0a1c90d0c2033b16 ba76c456137acee0112e35edfb7206a9cb18dd9274401c70c3039059a583940f 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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 167 /Sigma put dup 168 /Upsilon put dup 169 /Phi put dup 174 /ff put dup 175 /fi put dup 176 /fl put dup 177 /ffi put dup 178 /ffl put dup 181 /grave put dup 184 /breve put dup 185 /macron put dup 186 /ring put dup 187 /cedilla put dup 188 /germandbls put dup 190 /oe put dup 191 /oslash put dup 193 /OE put dup 34 /quotedblright put dup 39 /quoteright put dup 44 /comma put dup 46 /period 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 72 /H put dup 73 /I 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 89 /Y put dup 92 /quotedblleft 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 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 196 /dieresis put readonly def /FontBBox{-163 -250 1146 969}readonly def /UniqueXX 5000828 def currentdict end currentfile eexec 8053514d28ec28da1630165fab262882d3ffd20326947b1065649b533eb5e9e3 a88a87fe987918a687950b26f647d6e08bf14d983ed1d4a8ca1e2da8d985f944 2eb916f5b6ed0697ac7c33e1e36a3bf460d34ce45f1631871097cb04f18e3889 4cf4ac1538eb19481311d24fe3be7beaa4a3730e8b4831fe59d6d9ce2e46116b 629c7ba2f9ce3ecba2f43bc162a5a077ca1b2882a42afdcec3f4b75b5d63e0bc 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%%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 167 /Sigma put dup 168 /Upsilon put dup 169 /Phi put dup 174 /ff put dup 175 /fi put dup 176 /fl put dup 177 /ffi put dup 178 /ffl put dup 181 /grave put dup 184 /breve put dup 185 /macron put dup 186 /ring put dup 187 /cedilla put dup 188 /germandbls put dup 190 /oe put dup 191 /oslash put dup 193 /OE 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 55 /seven put dup 56 /eight put dup 57 /nine put dup 76 /L put dup 83 /S put dup 97 /a put dup 98 /b put 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a63a83dd53f4bea322a00a8a85fc1ead9360303964996263a9371c5d0e88cb3a 65cfabfa231368dd117a91ec2a8e7154ffd08e0d7fbc08c05da460de61906a23 fc8d0f4c602c4510d998edce860ee077c9361b795dc7dcfaf6e047be84ff5cd5 f71ba202abee690c4ed1ed296064e0e6514493f9fe82e9c0a62e0d7f 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont %%BeginFont: CMBSY10 %!PS-AdobeFont-1.1: CMBSY10 1.00 %%CreationDate: 1992 Jul 23 21:21:18 % 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 (CMBSY10) readonly def /FamilyName (Computer Modern) readonly def /Weight (Bold) readonly def /ItalicAngle -14.035 def /isFixedPitch false def end readonly def /FontName /CMBSY10 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 167 /plusminus put dup 168 /minusplus put dup 169 /circleplus put dup 174 /circledivide put dup 175 /circledot put dup 176 /circlecopyrt put dup 177 /openbullet put dup 178 /bullet put dup 181 /reflexsubset put dup 184 /greaterequal put dup 185 /precedesequal put dup 186 /followsequal put dup 187 /similar put dup 188 /approxequal put dup 190 /propersuperset put dup 191 /lessmuch put dup 193 /precedes put dup 33 /arrowright put dup 196 /spade put readonly def /FontBBox{-27 -940 1332 825}readonly def /UniqueXX 5000762 def currentdict end currentfile eexec 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0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000 cleartomark %%EndFont TeXDict begin 39158280 55380996 1000 8000 8000 (kstopienu.dvi) @start /Fa 133[ 636 2[ 636 636 636 636 636 636 1[ 636 636 636 636 636 636 1[ 636 636 636 636 636 636 636 636 636 13[ 636 2[ 636 8[ 636 636 1[ 636 9[ 636 636 636 636 636 636 636 636 636 636 636 636 636 636 45[{ } 41 1212.12 /CMTT10 rf /Fb 202[ 738 738 738 738 14[ 646 646 34[{ } 6 1106.96 /CMEX10 rf /Fc 255[ 640{ } 1 664.176 /CMSY6 rf /Fd 205[ 406 1[ 406 4[ 621 43[{ } 3 664.176 /CMR6 rf /Fe 212[ 844 43[{ } 1 885.568 /CMBX8 rf /Ff 172[ 648 83[{ } 1 885.568 /CMMIB7 rf /Fg 135[ 799 18[ 671 18[ 1057 6[ 1177 75[{ } 4 1212.12 /CMMIB10 rf /Fh 135[ 598 1[ 598 1[ 432 531 548 2[ 664 731 1063 3[ 399 664 1[ 399 598 664 598 1[ 664 43[ 664 3[ 664 2[ 399 46[{ } 18 1328.35 /CMTI12 rf /Fi 135[ 739 3[ 470 3[ 653 2[ 1138 6[ 641 603 676 560 12[ 758 1[ 762 800 990 1030 838 1[ 1042 1258 885 1107 1[ 574 1[ 1026 1[ 963 1[ 931 1[ 975 2[ 1012 650 1012 361 361 23[ 609 3[ 770 1[ 565 739 1[ 738 1[ 643 783 759 2[ 606 2[ 525 576 1[ 734 12[{ } 40 1328.35 /CMMI12 rf /Fj 149[ 369 26[ 1058 39[ 1033 5[ 1328 8[ 1033 17[ 1033 3[ 1033 1[ 1033{ } 8 1328.35 /CMSY10 rf /Fk 132[ 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 3[ 1336 975 975 939 723 957 1[ 885 1012 975 1192 813 1011 1[ 469 1[ 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 1[ 1084 2[ 650 11[ 650 7[ 1084 723 723 759 2[ 939 6[ 1084 813{ } 80 1328.35 /CMR12 rf /Fl 134[ 789 1[ 1079 1[ 830 581 589 610 1[ 830 747 830 1245 415 789 1[ 415 830 747 457 682 830 664 830 726 13[ 830 1115 1[ 1021 2[ 1418 3[ 557 3[ 981 3[ 1128 11[ 747 747 747 747 747 34[ 1245 14[{ } 34 1328.35 /CMBX12 rf /Fm 148[ 470 43[ 732 14[ 255 33[ 470 6[ 732 732 5[ 732{ } 7 885.568 /CMSY8 rf /Fn 222[ 1212 8[ 943 17[ 943 3[ 943 1[ 943{ } 5 1212.12 /CMSY10 rf /Fo 135[ 693 7[ 610 10[ 564 631 525 12[ 707 3[ 920 6[ 1029 5[ 895 3[ 909 6[ 337 27[ 722 4[ 691 1[ 599 8[ 539 628 13[{ } 16 1212.12 /CMMI10 rf /Fp 132[ 606 539 640 640 875 640 673 471 478 475 1[ 673 606 673 1010 337 640 370 337 673 606 370 539 673 539 673 606 3[ 337 1[ 337 741 909 1[ 1246 909 909 875 673 892 1[ 825 943 909 1111 758 943 623 438 909 951 791 825 926 875 859 909 3[ 943 1[ 337 337 606 606 606 606 606 606 606 606 606 606 606 337 404 337 2[ 471 471 1[ 943 3[ 606 11[ 606 3[ 606 3[ 1010 1[ 673 707 2[ 875 8[{ } 79 1212.12 /CMR10 rf /Fq 134[ 736 736 1[ 736 774 542 550 574 1[ 774 697 774 1162 387 2[ 387 774 697 426 639 774 620 774 678 13[ 774 1045 3[ 1091 10[ 1007 1[ 1054 7[ 697 697 697 697 697 697 697 697 697 697 697 1[ 465 3[ 542 542 25[ 1162 14[{ } 41 1212.12 /CMBX10 rf /Fr 138[ 545 340 435 13[ 436 2[ 403 500 384 12[ 572 6[ 640 793 4[ 595 8[ 470 1[ 261 28[ 559 4[ 540 1[ 463 566 22[{ } 17 885.568 /CMMI8 rf /Fs 138[ 673 471 478 475 1[ 673 606 673 4[ 337 1[ 606 1[ 539 673 1[ 673 606 16[ 825 6[ 438 909 2[ 825 1[ 875 1[ 909 12[ 606 1[ 606 1[ 606 8[ 337 39[{ } 23 1212.12 /CMSL10 rf /Ft 128[ 620 4[ 496 589 562 805 558 651 403 496 511 1[ 620 620 681 991 310 558 372 372 620 558 372 558 620 558 558 620 4[ 624 2[ 901 2[ 901 901 867 681 884 1[ 822 1[ 901 1087 760 932 1[ 467 901 938 791 822 915 867 853 901 6[ 372 11[ 372 1[ 372 4[ 372 4[ 624 15[ 620 18[{ } 53 1212.12 /CMTI10 rf /Fu 134[ 497 1[ 680 1[ 523 366 371 2[ 523 470 523 784 261 497 288 261 523 470 288 418 523 418 523 470 13[ 523 6[ 588 18[ 470 470 470 1[ 470 470 470 470 470 470 4[ 732 1[ 366 366 40[{ } 35 885.568 /CMR8 rf /Fv 159[ 461 36[ 307 59[{ } 2 1106.96 /CMMI10 rf /Fw 143[ 615 553 615 922 1[ 584 338 307 615 553 338 492 615 492 615 553 97[{ } 15 1106.96 /CMR10 rf /Fx 128[ 780 4[ 694 824 2[ 824 867 607 616 607 824 867 780 867 1301 434 824 477 434 867 780 477 694 867 694 867 780 6[ 954 1[ 1170 1604 1170 1[ 1127 867 1149 1[ 1062 1214 1170 1430 975 1213 802 563 1[ 1225 1019 1062 1192 1127 1105 1170 18[ 434 520 434 4[ 434 26[ 867 12[{ } 52 1594.02 /CMR12 rf /Fy 248[ 1188 1188 6[{ } 2 1328.35 /CMBSY10 rf /Fz 222[ 2200 33[{ } 1 1912.83 /CMBSY10 rf /FA 172[ 920 83[{ } 1 1328.35 /CMMIB10 rf /FB 154[ 1059 25[ 1858 49[ 1305 1[ 1103 23[{ } 4 1912.83 /CMMIB10 rf /FC 134[ 1136 1[ 1554 1[ 1196 837 849 879 2[ 1076 1196 1793 3[ 598 1196 1076 658 982 1196 956 1196 1046 17[ 1616 1[ 2041 1293 1685 5[ 1412 27[ 837 837 17[ 1076 22[{ } 26 1912.83 /CMBX12 rf end %%EndProlog %%BeginSetup %%Feature: *Resolution 8000dpi TeXDict begin %%PaperSize: A4 %%EndSetup %%Page: 1 1 1 0 bop FC 3575 4206 a(Measuremen) -60 b(t) 716 b(of) h(the) g(branc) -60 b(hing) 716 b(ratio) g(for) h(the) 5770 6642 y(deca) -60 b(y) p FB 717 w(K) p FA 13601 6929 a(S) p Fz 15259 6642 a(!) p FB 611 w(\274) p Fy 19446 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a(k) p Fx 25654 21034 a(,) 520 b(F.) g(Bossi) p Fw 32392 20456 a(c) p Fx 32939 21034 a(,) f(P) -130 b(.) 520 b(Branc) -43 b(hini) p Fw 42650 20456 a(m) p Fx 43628 21034 a(,) 5147 22802 y(S.) 520 b(A.) g(Bulyc) -43 b(hjo) g(v) p Fw 16138 22224 a(f) p Fx 16616 22802 a(,) 520 b(R.) g(Caloi) p Fw 23488 22224 a(k) p Fx 24127 22802 a(,) g(P) -130 b(.) 520 b(Campana) p Fw 33729 22224 a(c) p Fx 34278 22802 a(,) g(G.) f(Cap) 43 b(on) p Fw 42134 22224 a(c) p Fx 42683 22802 a(,) 4971 24570 y(T.) 521 b(Capussela) p Fw 14094 23992 a(g) p Fx 14718 24570 a(,) e(G.) h(Carb) 43 b(oni) p Fv 23615 23992 a(`) p Fx 24133 24570 a(,) 520 b(F.) f(Ceradini) p Fw 33129 23992 a(m) p Fx 34107 24570 a(,) g(F.) h(Cerv) -43 b(elli) p Fw 42498 23992 a(i) p Fx 42858 24570 a(,) 4879 26098 y(F.) 520 b(Cev) -43 b(enini) p Fw 13010 25519 a(g) p Fx 13633 26098 a(,) 519 b(G.) h(Chiefari) p Fw 22445 25519 a(g) p Fx 23069 26098 a(,) f(P) -130 b(.) 520 b(Ciam) -43 b(brone) p Fw 33582 25519 a(c) p Fx 34129 26098 a(,) 520 b(S.) g(Conetti) p Fw 42280 25519 a(p) p Fx 42950 26098 a(,) 3719 27866 y(E.) g(De) g(Lucia) p Fw 12151 27287 a(c) p Fx 12698 27866 a(,) g(A.) g(De) g(San) -43 b(tis) p Fw 22570 27287 a(k) p Fx 23209 27866 a(,) 520 b(P) -130 b(.) 519 b(De) h(Simone) p Fw 33657 27287 a(c) p Fx 34204 27866 a(,) g(G.) g(De) g(Zorzi) p Fw 43472 27287 a(k) p Fx 44111 27866 a(,) 2472 29633 y(S.) g(Dell'Agnello) p Fw 12900 29055 a(c) p Fx 13446 29633 a(,) g(A.) f(Denig) p Fw 20750 29055 a(d) p Fx 21421 29633 a(,) g(A.) h(Di) g(Domenico) p Fw 33646 29055 a(k) p Fx 34285 29633 a(,) g(C.) g(Di) g(Donato) p Fw 44732 29055 a(g) p Fx 45358 29633 a(,) 6077 31372 y(S.) g(Di) g(F) -130 b(alco) p Fw 13881 30793 a(i) p Fx 14243 31372 a(,) 520 b(B.) g(Di) g(Micco) p Fw 23694 30793 a(m) p Fx 24672 31372 a(,) f(A.) h(Doria) p Fw 31802 30793 a(g) p Fx 32427 31372 a(,) g(M.) g(Dreucci) p Fw 41207 30793 a(c) p Fx 41753 31372 a(,) 7096 33140 y(O.) f(Erriquez) p Fw 15312 32561 a(a) p Fx 15920 33140 a(,) h(A.) g(F) -130 b(arilla) p Fw 23616 32561 a(m) p Fx 24593 33140 a(,) 520 b(G.) f(F) -130 b(elici) p Fw 31564 32561 a(c) p Fx 32109 33140 a(,) 520 b(A.) g(F) -130 b(errari) p Fw 40065 32561 a(d) p Fx 40734 33140 a(,) 5124 34907 y(M.) 520 b(L.) g(F) -130 b(errer) p Fw 13795 34329 a(c) p Fx 14342 34907 a(,) 519 b(G.) h(Fino) 43 b(cc) -43 b(hiaro) p Fw 25690 34329 a(c) p Fx 26237 34907 a(,) 520 b(C.) g(F) -130 b(orti) p Fw 32849 34329 a(c) p Fx 33396 34907 a(,) 519 b(P) -130 b(.) 520 b(F) -130 b(ranzini) p Fw 42067 34329 a(k) p Fx 42706 34907 a(,) 6535 36675 y(C.) 520 b(Gatti) p Fw 12529 36097 a(k) p Fx 13169 36675 a(,) f(P) -130 b(.) 520 b(Gauzzi) p Fw 20962 36097 a(k) p Fx 21601 36675 a(,) g(S.) g(Gio) -43 b(v) -87 b(annella) p Fw 32625 36097 a(c) p Fx 33171 36675 a(,) 520 b(E.) g(Gorini) p Fw 40748 36097 a(e) p Fx 41295 36675 a(,) 6354 38443 y(E.) f(Graziani) p Fw 14450 37865 a(m) p Fx 15428 38443 a(,) g(M.) h(Incagli) p Fw 23577 37865 a(i) p Fx 23940 38443 a(,) g(W.) f(Kluge) p Fw 31699 37865 a(d) p Fx 32370 38443 a(,) h(V.) g(Kulik) -43 b(o) g(v) p Fw 40998 37865 a(f) p Fx 41476 38443 a(,) 4038 40211 y(F.) 519 b(Laca) -43 b(v) -87 b(a) p Fw 10973 39632 a(k) p Fx 11614 40211 a(,) 520 b(G.) f(Lanfranc) -43 b(hi) p Fw 22311 39632 a(c) p Fx 22859 40211 a(,) 519 b(J.) h(Lee-F) -130 b(ranzini) p Fw 34283 39632 a(c) p Fv(;) p Fw(n) p Fx 35752 40211 a(,) 520 b(D.) f(Leone) p Fw 43121 39632 a(d) p Fx 43792 40211 a(,) 4109 41979 y(F.) h(Lu) p Fw 8184 41400 a(c) p Fv(;) p Fw(b) p Fx 9654 41979 a(,) g(M.) g (Martemiano) -43 b(v) p Fw 22313 41400 a(c) p Fv(;) p Fw(f) p Fx 23592 41979 a(,) 520 b(M.) g(Martini) p Fw 32349 41400 a(c) p Fx 32896 41979 a(,) g(M.) g(Matsyuk) p Fw 42442 41400 a(c) p Fv(;) p Fw(f) p Fx 43721 41979 a(,) 3389 43746 y(W.) f(Mei) p Fw 8764 43168 a(c) p Fx 9311 43746 a(,) h(L.) g(Merola) p Fw 17179 43168 a(g) p Fx 17803 43746 a(,) g(R.) g(Messi) p Fv 24910 43168 a(`) p Fx 25425 43746 a(,) g(S.) g(Miscetti) p Fw 33976 43168 a(c) p Fx 34522 43746 a(,) f(M.) h(Moulson) p Fw 43893 43168 a(c) p Fx 44441 43746 a(,) 5182 45514 y(S.) g(M) 43 b(\304) -824 b(uller) p Fw 11728 44936 a(d) p Fx 12398 45514 a(,) 520 b(F.) g(Murtas) p Fw 21012 44936 a(c) p Fx 21560 45514 a(,) f(M.) h(Nap) 43 b(olitano) p Fw 32699 44936 a(g) p Fx 33325 45514 a(,) 520 b(F.) f(Nguy) -43 b(en) p Fw 41670 44936 a(m) p Fx 42648 45514 a(,) 3224 47282 y(M.) 520 b(P) -43 b(alutan) p Fw 11222 46704 a(c) p Fx 11769 47282 a(,) 520 b(E.) g(P) -43 b(asqualucci) p Fw 23008 46704 a(k) p Fx 23646 47282 a(,) 520 b(L.) g(P) -43 b(assalacqua) p Fw 34979 46704 a(c) p Fx 35526 47282 a(,) 520 b(A.) g(P) -43 b(asseri) p Fw 43630 46704 a(m) p Fx 44606 47282 a(,) 5167 49050 y(V.) 520 b(P) -43 b(atera) p Fw 12038 48471 a(j) p Fv(;) p Fw(c) p Fx 13231 49050 a(,) 520 b(F.) f(P) -43 b(erfetto) p Fw 21902 48471 a(g) p Fx 22526 49050 a(,) 519 b(E.) h(P) -43 b(etrolo) p Fw 30676 48471 a(k) p Fx 31315 49050 a(,) 520 b(L.) g(P) -43 b(on) g(tecorv) g(o) p Fw 42024 48471 a(k) p Fx 42663 49050 a(,) 3033 50818 y(M.) 520 b(Prima) -43 b(v) g(era) p Fw 12680 50239 a(e) p Fx 13226 50818 a(,) 520 b(P) -130 b(.) 520 b(San) -43 b(tangelo) p Fw 23739 50239 a(c) p Fx 24287 50818 a(,) 520 b(E.) g(San) -43 b(to) g(v) g(etti) p Fv 34455 50239 a(`) p Fx 34970 50818 a(,) 520 b(G.) g(Saracino) p Fw 44172 50239 a(g) p Fx 44797 50818 a(,) 3947 52556 y(R.) f(D.) h(Sc) -43 b(ham) g(b) 43 b(erger) p Fw 17170 51978 a(n) p Fx 17840 52556 a(,) 520 b(B.) g(Sciascia) p Fw 26412 51978 a(c) p Fx 26958 52556 a(,) g(A.) g(Sciubba) p Fw 35672 51978 a(j) p Fv(;) p Fw(c) p Fx 36865 52556 a(,) g(F.) g(Scuri) p Fw 43521 51978 a(i) p Fx 43883 52556 a(,) 5789 54324 y(I.) g(S\257ligoi) p Fw 12162 53746 a(c) p Fx 12709 54324 a(,) g(A.) f(Sibidano) -43 b(v) p Fw 22723 53746 a(c) p Fv(;) p Fw(h) p Fx 24193 54324 a(,) 520 b(T.) g(Spadaro) p Fw 33036 53746 a(c) p Fx 33585 54324 a(,) g(E.) f(Spiriti) p Fw 41064 53746 a(m) p Fx 42041 54324 a(,) 6211 56092 y(M.) h(T) -130 b(abidze) p Fw 14188 55513 a(c) p Fv(;) p Fw(o) p Fx 15596 56092 a(,) 520 b(M.) g(T) -130 b(esta) p Fw 22888 55513 a(k) p Fx 23528 56092 a(,) 519 b(L.) h(T) -130 b(ortora) p Fw 31828 55513 a(m) p Fx 32808 56092 a(,) 519 b(P) -130 b(.) 520 b(V) -130 b(alen) -43 b(te) p Fw 40980 55513 a(k) p Fx 41619 56092 a(,) 3990 57860 y(B.) 520 b(V) -130 b(aleriani) p Fw 12379 57281 a(d) p Fx 13049 57860 a(,) 520 b(G.) f(V) -130 b(enanzoni) p Fw 23464 57281 a(c) p Fx 24012 57860 a(,) 520 b(S.) f(V) -130 b(eneziano) p Fw 33896 57281 a(k) p Fx 34536 57860 a(,) 520 b(A.) f(V) -130 b(en) -43 b(tura) p Fw 43292 57281 a(e) p Fx 43840 57860 a(,) 12496 59627 y(R.) 520 b(V) -130 b(ersaci) p Fw 19724 59049 a(m) p Fx 20701 59627 a(,) 520 b(I.) f(Villella) p Fw 28245 59049 a(g) p Fx 28868 59627 a(,) g(G.) h(Xu) p Fw 34297 59049 a(c) p Fv(;) p Fw(b) p Fu 5422 61357 a(a) p Ft 6830 61797 a(Dip) -62 b(artimento) 431 b(di) i(Fisic) -62 b(a) 432 b(del) 62 b(l'Universit\265) -620 b(a) 430 b(e) k(Sezione) e (INFN,) i(Bari,) f(Italy.) p Fu 3586 62863 a(b) p Ft 5046 63303 a(Permanent) h(addr) -62 b(ess:) 431 b(Institute) h(of) h (High) f(Ener) -62 b(gy) 433 b(Physics) f(of) h(A) -62 b(c) g(ademic) g(a) 431 b(Sinic) -62 b(a,) 19950 64808 y(Beijing,) 432 b(China.) p Fu 7779 65874 a(c) p Ft 9135 66313 a(L) -62 b(ab) g(or) g(atori) 431 b(Nazionali) g(di) i(F) -93 b(r) -62 b(asc) g(ati) 432 b(del) 62 b(l'INFN,) 432 b(F) -93 b(r) -62 b(asc) g(ati,) 432 b(Italy.) p Fu 3852 67379 a(d) p Ft 5312 67819 a(Institut) g(f) 15 b(\304) -635 b(ur) 433 b(Exp) -62 b(erimentel) 62 b(le) 432 b(Kernphysik,) f (Universit\304) -620 b(at) 431 b(Karlsruhe,) g(Germany.) p Fu 5255 68885 a(e) p Ft 6610 69324 a(Dip) -62 b(artimento) 432 b(di) h(Fisic) -62 b(a) 432 b(del) 62 b(l'Universit\265) -620 b(a) 430 b(e) j(Sezione) f(INFN,) i(L) -62 b(e) g(c) g(c) g(e,) 432 b(Italy.) p Fu 4475 70390 a(f) p Ft 5769 70830 a(Permanent) i(addr) -62 b(ess:) 431 b(Institute) h(for) h(The) -62 b(or) g(etic) g(al) 431 b(and) i(Exp) -62 b(erimental) 432 b(Physics,) p Fs 2618 76159 a(Con) -34 b(tributed) 406 b(pap) 34 b(er) 404 b(to) h(ICHEP'04) 18540 b(2) 404 b(August) i(2004) p 90 rotate dyy eop %%Page: 2 2 2 1 bop Ft 19608 1107 a(Mosc) -62 b(ow,) 432 b(R) -31 b(ussia.) p Fu 2536 2173 a(g) p Ft 3957 2612 a(Dip) -62 b(artimento) 432 b(di) h(Scienze) f(Fisiche) g(del) 62 b(l'Universit\265) -620 b(a) 430 b(\\F) -93 b(e) -62 b(deric) g(o) 431 b(II") j(e) f(Sezione) g(INFN,) 20529 4118 y(Nap) -62 b(oli,) 431 b(Italy.) p Fu 2781 5183 a(h) p Ft 4241 5623 a(Permanent) j(addr) -62 b(ess:) 430 b(Budker) j(Institute) f(of) g(Nucle) -62 b(ar) 432 b(Physics,) f (Novosibirsk,) f(R) -31 b(ussia) p Fu 5550 6689 a(i) p Ft 6748 7129 a(Dip) -62 b(artimento) 432 b(di) h(Fisic) -62 b(a) 432 b(del) 62 b(l'Universit\265) -620 b(a) 430 b(e) j(Sezione) g (INFN,) h(Pisa,) e(Italy.) p Fu 4383 8194 a(j) p Ft 5608 8634 a(Dip) -62 b(artimento) 431 b(di) i(Ener) -62 b(getic) g(a) 432 b(del) 62 b(l'Universit\265) -620 b(a) 430 b(\\L) -62 b(a) 433 b(Sapienza",) e(R) -62 b(oma,) 433 b(Italy.) p Fu 2749 9700 a(k) p Ft 4182 10140 a(Dip) -62 b(artimento) 432 b(di) h(Fisic) -62 b(a) 432 b(del) 62 b(l'Universit\265) -620 b(a) 430 b(\\L) -62 b(a) 433 b(Sapienza") f(e) h(Sezione) g(INFN,) h(R) -62 b(oma,) 22621 11645 y(Italy.) p Fr 2827 12711 a(`) p Ft 4149 13151 a(Dip) g(artimento) 432 b(di) g(Fisic) -62 b(a) 433 b(del) 62 b(l'Universit\265) -620 b(a) 429 b(\\T) -93 b(or) 434 b(V) -93 b(er) -62 b(gata") 431 b(e) i(Sezione) g(INFN,) h(R) -62 b(oma,) 22621 14656 y(Italy.) p Fu 3170 15722 a(m) p Ft 4892 16162 a(Dip) g(artimento) 431 b(di) i(Fisic) -62 b(a) 432 b(del) 62 b(l'Universit\265) -620 b(a) 430 b(\\R) -62 b(oma) 433 b(T) -93 b(r) -62 b(e") 433 b(e) g(Sezione) g(INFN,) h(R) -62 b(oma,) 22621 17667 y(Italy.) p Fu 3786 18733 a(n) p Ft 5246 19173 a(Physics) 431 b(Dep) -62 b(artment,) 432 b(State) h(University) e(of) i(New) h(Y) -93 b(ork) 433 b(at) g(Stony) g(Br) -62 b(o) g(ok,) 433 b(USA.) p Fu 3326 20238 a(o) p Ft 4734 20678 a(Permanent) g(addr) -62 b(ess:) 431 b(High) i(Ener) -62 b(gy) 433 b(Physics) e(Institute,) h (Tbilisi) g(State) h(University,) 19714 22183 y(Tbilisi,) f(Ge) -62 b(or) g(gia.) p Fu 9937 23249 a(p) p Ft 11397 23689 a(Physics) 431 b(Dep) -62 b(artment,) 432 b(University) g(of) h(Vir) -62 b(ginia,) 432 b(USA.) p 2214 27244 43836 45 v Fq 2214 28971 a(Abstract) p Fp 2214 31722 a(W) -101 b(e) 447 b(presen) -34 b(t) 448 b(a) g(preliminary) f(measuremen) -34 b(t) 448 b(of) g(the) g(branc) -34 b(hing) 449 b(ratios) f(for) f(the) h (t) -34 b(w) g(o) 449 b(c) -34 b(harge) 2214 33227 y(mo) 34 b(des) 510 b(of) g(the) g(deca) -34 b(y) p Fo 509 w(K) p Fr 14244 33415 a(S) p Fn 15434 33227 a(!) p Fo 513 w(\274) 43 b(e\272) p Fp 588 w(p) 34 b(erformed) 509 b(using) h(the) g(KLOE) f (detector.) p Fo 509 w(K) p Fr 41183 33415 a(S) p Fp 41861 33227 a(-mesons) 2214 34733 y(are) 599 b(pro) 34 b(duced) 600 b(in) g(the) h(reaction) p Fo 599 w(e) p Fu 19221 34293 a(+) p Fo 20009 34733 a(e) p Fm 20573 34293 a(\241) p Fn 22023 34733 a(!) p Fo 663 w(\301) p Fn 663 w(!) p Fo 663 w(K) p Fr 28187 34921 a(S) p Fo 28865 34733 a(K) p Fr 29894 34921 a(L) p Fp 31189 34733 a(at) f(the) h(D) -34 b(A\251NE) 600 b(collider.) e(In) 2214 36238 y(a) 534 b(sample) g(of) p Fn 535 w(\273) p Fp 351 w(1) p Fo(:) p Fp(5) p Fn 355 w(\243) p Fp 356 w(10) p Fu 14751 35799 a(8) p Fo 15811 36238 a(K) p Fr 16840 36426 a(S) p Fp 17518 36238 a(-tagged) g(ev) -34 b(en) g(ts) 535 b(w) -34 b(e) 535 b(\257nd) g(22700) p Fn 356 w(\247) p Fp 356 w(200) f(semileptonic) p Fo 534 w(K) p Fr 45372 36426 a(S) p Fp 2214 37744 a(deca) -34 b(ys.) 463 b(Normalizing) g(to) h (the) p Fo 464 w(K) p Fr 18070 37932 a(S) p Fn 18747 37744 a(!) p Fo(\274) p Fu 20693 37304 a(+) p Fo 21481 37744 a(\274) p Fm 22215 37304 a(\241) p Fp 23466 37744 a(coun) -34 b(t) 464 b(in) g(the) g(same) f(data) h(sample,) g(w) -34 b(e) 464 b(obtain) 2214 39249 y(BR\() p Fo(K) p Fr 5465 39437 a(S) p Fn 6621 39249 a(!) p Fo 479 w(\274) p Fm 9046 38809 a(\241) p Fo 9834 39249 a(e) p Fu 10398 38809 a(+) p Fo 11185 39249 a(\272) p Fp 77 w(\)) 277 b(=) g(\(3) p Fo(:) p Fp(54) p Fn 326 w(\247) p Fp 326 w(0) p Fo(:) p Fp(05) p Fu 20205 39431 a(stat) p Fn 22160 39249 a(\247) p Fp 326 w(0) p Fo(:) p Fp(05) p Fu 25584 39431 a(syst) p Fp 27244 39249 a(\)) p Fn 326 w(\243) p Fp 326 w(10) p Fm 30522 38809 a(\241) p Fu(4) p Fp 32269 39249 a(and) 490 b(BR\() p Fo(K) p Fr 37962 39437 a(S) p Fn 39119 39249 a(!) p Fo 479 w(\274) p Fu 41544 38809 a(+) p Fo 42331 39249 a(e) p Fm 42895 38809 a(\241) p Fp 43751 39249 a(\271) p Fo -674 w(\272) p Fp 77 w(\)) 277 b(=) 2214 40755 y(\(3) p Fo(:) p Fp(54) p Fn 315 w(\247) p Fp 314 w(0) p Fo(:) p Fp(05) p Fu 8567 40937 a(stat) p Fn 10510 40755 a(\247) p Fp 314 w(0) p Fo(:) p Fp(04) p Fu 13922 40937 a(syst) p Fp 15582 40755 a(\)) p Fn 315 w(\243) p Fp 314 w(10) p Fm 18837 40315 a(\241) p Fu(4) p Fp 20095 40755 a(.) 472 b(The) g(total) g(branc) -34 b(hing) 473 b(ratio) f(is) f(BR\() p Fo(K) p Fr 39624 40943 a(S) p Fn 40752 40755 a(!) p Fo 449 w(\274) 43 b(e\272) p Fp 77 w(\)) 249 b(=) 2214 42260 y(\(7) p Fo(:) p Fp(09) p Fn 272 w(\247) p Fp 272 w(0) p Fo(:) p Fp(07) p Fu 8482 42442 a(stat) p Fn 10383 42260 a(\247) p Fp 272 w(0) p Fo(:) p Fp(08) p Fu 13753 42442 a(syst) p Fp 15413 42260 a(\)) p Fn 273 w(\243) p Fp 272 w(10) p Fm 18584 41820 a(\241) p Fu(4) p Fp 19842 42260 a(.) 408 b(Eac) -34 b(h) 409 b(BR) f(is) g(inclusiv) -34 b(e) 408 b(of) h(radiativ) -34 b(e) 408 b(photons) j(in) d(the) 2214 43766 y(\257nal) 399 b(state.) g(W) -101 b(e) 397 b(measure) i(for) f(the) h(\257rst) g (time) f(the) h(c) -34 b(harge) 399 b(asymmetry) p Fo 398 w(A) p Fr 37246 43954 a(S) p Fp 38058 43766 a(=) 135 b(\() p Fn(\241) p Fp(2) p Fn 257 w(\247) p Fp 258 w(9) p Fu 43220 43948 a(stat) p Fn 45107 43766 a(\247) p Fp 2214 45271 a(6) p Fu 2820 45453 a(syst) p Fp 4480 45271 a(\)) p Fn 270 w(\243) p Fp 269 w(10) p Fm 7645 44831 a(\241) p Fu(3) p Fp 8903 45271 a(.) p 2214 46776 V Fl 2214 51418 a(1) 1495 b(In) -42 b(tro) 42 b(duction) p Fk 2214 55957 a(The) 350 b(measuremen) -36 b(t) 349 b(of) i(the) e(k) -72 b(aon) 351 b(semileptonic) f(deca) -36 b(y) 351 b(widths) f(pro) -36 b(vides) 350 b(sev) -36 b(eral) 351 b(tests) 2214 57562 y(of) 305 b(man) -36 b(y) 305 b(fundamen) -36 b(tal) 303 b(asp) 36 b(ects) 305 b(of) g(the) f(standard) f(mo) 36 b(del,) 305 b(SM.) g(The) f(most) g(precise) h(test) 2214 59167 y(of) 515 b(unitarit) -36 b(y) 513 b(of) i(the) e(CKM) h(matrix) h (comes) f(from) g(its) g(\257rst) f(ro) -36 b(w.) 515 b(De\257ning) f(1) p Fj 350 w(\241) p Fk 350 w(\242) p Fj 505 w(') 2214 60772 y(j) p Fi(V) p Fu 3341 60971 a(ud) p Fj 4442 60772 a(j) p Fu 4811 60290 a(2) p Fk 5709 60772 a(+) p Fj 373 w(j) p Fi(V) p Fu 8221 60971 a(us) p Fj 9170 60772 a(j) p Fu 9539 60290 a(2) p Fk 10065 60772 a(,) 548 b(w) -36 b(e) 547 b(exp) 36 b(ect) 548 b(\242) 562 b(=) g(0) 548 b(at) p Fj 547 w(O) p Fk 37 w(\(10) p Fm 26257 60290 a(\241) p Fu(5) p Fk 27515 60772 a(\).) f(Using) p Fj 548 w(j) p Fi(V) p Fu 33826 60971 a(ud) p Fj 34927 60772 a(j) p Fk 547 w(as) h(extracted) f(from) 2214 62377 y(sup) 36 b(erallo) -36 b(w) g(ed) 463 b(n) -36 b(uclear) 462 b(deca) -36 b(ys) 463 b(and) f(the) g(measured) f(neutron) h(lifetime) h ([1],) h(and) p Fj 462 w(j) p Fi(V) p Fu 44731 62576 a(us) p Fj 45681 62377 a(j) p Fk 2214 63982 a(as) 411 b(extracted) f(from) h(the) e(semileptonic) i(deca) -36 b(y) 411 b(width) f(of) h(the) p Fi 409 w(K) p Fr 34233 64181 a(L) p Fk 34928 63982 a(,) g(a) f(precision) h(test) f(on) 2214 65587 y(\242) 393 b(to) g(b) 36 b(etter) 393 b(than) f(1\045) i(can) f (b) 36 b(e) 393 b(p) 36 b(erformed.) 393 b(W) -108 b(e) 394 b(are) f(able) h(to) f(test) g(if) h(\242) f(is) g(zero) h(with) f(a) 2214 67192 y(comparable) 346 b(precision) f(extracting) p Fi 346 w(V) p Fu 21249 67391 a(us) p Fk 22544 67192 a(from) h(the) f (measuremen) -36 b(t) 345 b(of) p Fi 346 w(K) p Fr 38011 67391 a(S) p Fk 39033 67192 a(semileptonic) 2214 68798 y(deca) -36 b(y) 434 b(width.) 2214 71731 y(The) 315 b(kno) -36 b(wledge) 316 b(of) g(b) 36 b(oth) 314 b(the) p Fi 315 w(K) p Fr 18481 71930 a(L) p Fk 19491 71731 a(and) h(the) p Fi 314 w(K) p Fr 25130 71930 a(S) p Fk 26122 71731 a(semileptonic) g (deca) -36 b(y) 316 b(branc) -36 b(hing) 314 b(ratios) 23590 76159 y(2) p 90 rotate dyy eop %%Page: 3 3 3 2 bop Fk 2214 1107 a(and) 504 b(lifetimes) j(allo) -36 b(ws) 506 b(the) f(v) -72 b(alidit) -36 b(y) 506 b(of) g(the) e(\242) p Fi(S) p Fk 568 w(=) 490 b(\242) p Fi(Q) p Fk 505 w(rule) 505 b(to) g(b) 36 b(e) 505 b(tested) f(through) 2214 2712 y(the) 433 b(quan) -36 b(tit) g(y) p Fi 4815 6339 a(R) 11 b(e) p Fk(\() p Fi(x) p Fu 7664 6538 a(+) p Fk 8451 6339 a(\)) 369 b(=) 10839 5441 y(1) p 10839 6029 651 45 v 10839 7251 a(2) p Fj 11918 6339 a(\243) p Fk 13379 5441 a(BR\() p Fi(K) p Fr 16870 5640 a(S) p Fj 17916 5441 a(!) p Fi 369 w(\274) 48 b(e\272) p Fk 84 w(\)) p Fi(=\277) p Fr 23450 5640 a(S) p Fj 24421 5441 a(\241) p Fk 295 w(BR) q(\() p Fi(K) p Fr 29241 5640 a(L) p Fj 30304 5441 a(!) p Fi 370 w(\274) g(e\272) p Fk 84 w(\)) p Fi(=\277) p Fr 35839 5640 a(L) p 13379 6029 23154 45 v Fk 13390 7251 a(BR\() p Fi(K) p Fr 16881 7450 a(S) p Fj 17926 7251 a(!) p Fi 370 w(\274) g(e\272) p Fk 84 w(\)) p Fi(=\277) p Fr 23461 7450 a(S) p Fk 24432 7251 a(+) 295 b(BR\() p Fi(K) p Fr 29230 7450 a(L) p Fj 30293 7251 a(!) p Fi 370 w(\274) 48 b(e\272) p Fk 84 w(\)) p Fi(=\277) p Fr 35828 7450 a(L) p Fk 44388 6339 a(\(1\)) 2214 11455 y(In) 316 b(the) g(Standard) e(Mo) 36 b(del,) p Fi 317 w(R) 11 b(e) p Fk(\() p Fi(x) p Fu 18430 11654 a(+) p Fk 19217 11455 a(\)) 316 b(is) h(exp) 36 b(ected) 316 b(to) g(b) 36 b(e) 316 b(of) h(the) e(order) h(of) p Fi 317 w(G) p Fr 38812 11654 a(F) p Fi 39594 11455 a(m) p Fu 40732 10973 a(2) p Fr 40732 11784 a(\274) p Fj 41728 11455 a(\273) p Fk 369 w(10) p Fm 44430 10973 a(\241) p Fu(7) p Fk 45688 11455 a(,) 2214 13060 y(receiving) 557 b(con) -36 b(tribution) 555 b(from) h(second) g(order) g(w) -36 b(eak) 557 b(transitions) f([2,3].) i(A) -36 b(t) 555 b(presen) -36 b(t,) 2214 14665 y(the) 492 b(most) h(precise) g(test) f (of) i(the) e(\242) p Fi(S) p Fk 547 w(=) 469 b(\242) p Fi(Q) p Fk 493 w(rule) 492 b(comes) h(from) h(analysis) g(of) f(the) f (time) 2214 16271 y(distribution) 474 b(of) h(semileptonic) g (strangeness-tagged) g(k) -72 b(aon) 475 b(deca) -36 b(ys) 475 b(at) g(CPLEAR) g([4].) 2214 17876 y(The) 406 b(CPLEAR) f(collab) 36 b(oration) 408 b(\257nds) p Fi 404 w(R) 11 b(e) p Fk(\() p Fi(x) p Fu 24467 18075 a(+) p Fk 25254 17876 a(\)) 405 b(to) h(b) 36 b(e) 405 b(compatible) h(with) g (zero) g(with) g(an) 2214 19481 y(error) 433 b(of) i(6) p Fj 295 w(\243) p Fk 296 w(10) p Fm 10449 18999 a(\241) p Fu(3) p Fk 11707 19481 a(.) 2214 22432 y(Finally) -108 b(,) 343 b(discrete) g(symmetries) g(are) f(tested) g(through) g(the) g (measuremen) -36 b(t) 341 b(of) i(the) f(c) -36 b(harge) 2214 24037 y(asymmetries) 434 b(for) p Fi 434 w(K) p Fr 12801 24236 a(L) p Fk 13930 24037 a(and) p Fi 433 w(K) p Fr 17566 24236 a(S) p Fk 18676 24037 a(deca) -36 b(ys,) p Fi 434 w(A) p Fr 24138 24236 a(L;S) p Fk 25717 24037 a(,) 434 b(de\257ned) e(as) p Fi 10821 27798 a(A) p Fr 11796 27997 a(L;S) p Fk 13743 27798 a(=) 15257 26899 y(\241) 221 b(\(K) p Fu 17808 27098 a(L) p Fr(;) p Fu(S) p Fj 19604 26899 a(!) p Fi 369 w(\274) p Fm 22087 26417 a(\241) p Fk 22874 26899 a(e) p Fu 23452 26417 a(+) p Fi 24239 26899 a(\272) p Fk 84 w(\)) p Fj 295 w(\241) p Fk 295 w(\241) g(\(K) p Fu 29646 27098 a(L) p Fr(;) p Fu(S) p Fj 31442 26899 a(!) p Fi 369 w(\274) p Fu 33925 26417 a(+) p Fk 34712 26899 a(e) p Fm 35290 26417 a(\241) p Fk 36152 26899 a(\271) p Fi -725 w(\272) p Fk 84 w(\)) p 15257 27488 22053 45 v 15268 28709 a(\241) g(\(K) p Fu 17819 28908 a(L) p Fr(;) p Fu(S) p Fj 19615 28709 a(!) p Fi 369 w(\274) p Fm 22098 28326 a(\241) p Fk 22885 28709 a(e) p Fu 23463 28326 a(+) p Fi 24250 28709 a(\272) p Fk 83 w(\)) 295 b(+) g(\241) 221 b(\(K) p Fu 29635 28908 a(L) p Fr(;) p Fu(S) p Fj 31431 28709 a(!) p Fi 370 w(\274) p Fu 33915 28326 a(+) p Fk 34701 28709 a(e) p Fm 35279 28326 a(\241) p Fk 36141 28709 a(\271) p Fi -724 w(\272) p Fk 83 w(\)) 2214 31477 y(If) p Fi 559 w(C) 95 b(P) 181 b(T) p Fk 739 w(in) -36 b(v) -72 b(ariance) 559 b(holds,) g(eac) -36 b(h) 558 b(of) h(the) f(t) -36 b(w) g(o) 559 b(c) -36 b(harge) 558 b(asymmetries) h(are) g(exp) 36 b(ected) 2214 33082 y(to) 585 b(b) 36 b(e) 585 b(equal) h(to) g(2) p Fj 399 w(\243) p Fi 398 w(R) 11 b(e) p Fk(\() p Fi(\262) p Fk(\)) p Fj 627 w(') p Fk 627 w(3) p Fj 399 w(\243) p Fk 399 w(10) p Fm 22892 32600 a(\241) p Fu(3) p Fk 24150 33082 a(,) 586 b(where) p Fi 585 w(\262) p Fk 585 w(is) g(the) f (parameter) g(describing) p Fi 2214 34687 a(C) 95 b(P) p Fk 644 w(violation) 464 b(in) f(the) p Fi 462 w(K) p Fu 15152 34205 a(0) p Fj 15992 34687 a(\241) p Fk 17689 34352 a(\271) p Fi 17341 34687 a(K) p Fu 18543 34205 a(0) p Fk 19531 34687 a(mass) g(matrix.) h(A) e(di\256erence) g(b) 36 b(et) -36 b(w) g(een) p Fi 462 w(A) p Fr 40681 34886 a(S) p Fk 41821 34687 a(and) p Fi 462 w(A) p Fr 45354 34886 a(L) p Fk 2214 36293 a(signals) p Fi 439 w(C) 95 b(P) 181 b(T) p Fk 619 w(violation) 441 b(either) d(in) g(the) g(mass) g (matrix,) h(or) g(in) f(the) g(deca) -36 b(y) 439 b(amplitudes.) 2214 37898 y(The) 618 b(v) -72 b(alue) 619 b(of) p Fi 620 w(A) p Fr 11259 38097 a(L) p Fk 12572 37898 a(is) g(kno) -36 b(wn) 619 b(at) f(presen) -36 b(t) 618 b(with) g(a) h(precision) g(of) g (10) p Fm 37846 37416 a(\241) p Fu(4) p Fk 39723 37898 a([5,6],) h(while) p Fi 2214 39503 a(A) p Fr 3189 39702 a(S) p Fk 4385 39503 a(has) 519 b(nev) -36 b(er) 518 b(y) -36 b(et) 519 b(b) 36 b(een) 519 b(measured.) f(A) -36 b(t) 519 b(presen) -36 b(t,) 518 b(the) g(most) h(precise) f(test) h (of) p Fi 520 w(C) 95 b(P) 181 b(T) p Fk 2214 41108 a(conserv) -72 b(ation) 356 b(in) g(the) g(mixing) h(has) f(b) 36 b(een) 355 b(p) 36 b(erformed) 356 b(using) g(in) -36 b(terferometry) 356 b(tec) -36 b(hnique) 2214 42713 y(at) 434 b(the) f(CPLEAR) g(exp) 36 b(erimen) -36 b(t) 434 b([7]) g(and) f(has) h(a) g(precision) f(of) i (3) p Fj 295 w(\243) p Fk 295 w(10) p Fm 36908 42231 a(\241) p Fu(4) p Fk 38167 42713 a(.) p Fl 2214 48173 a(2) 1495 b(Measuremen) -42 b(t) 499 b(metho) 42 b(d) p Fk 2214 52729 a(W) -108 b(e) 542 b(measure) g(the) p Fi 541 w(K) p Fr 13191 52928 a(S) p Fk 14409 52729 a(branc) -36 b(hing) 541 b(ratios) i(using) f(k) -72 b(aons) 542 b(from) p Fi 542 w(\301) p Fj 554 w(!) p Fi 553 w(K) p Fr 38975 52928 a(S) p Fi 39652 52729 a(K) p Fr 40759 52928 a(L) p Fk 41996 52729 a(deca) -36 b(ys,) 2214 54334 y(collected) 631 b(with) f(the) g(KLOE) f(exp) 36 b(erimen) -36 b(t) 630 b([8,9]) h(op) 36 b(erating) 631 b(at) f(the) g(D) -36 b(A\251NE) p Fi 631 w(e) p Fu 43873 53852 a(+) p Fi 44660 54334 a(e) p Fm 45263 53852 a(\241) p Fk 2214 55939 a(collider) 308 b([10].) p Fi 308 w(\301) p Fk(-mesons) f(are) g(pro) 36 b(duced) 306 b(in) h(small) h(angle) f(\(25) h(mrad\)) e(collisions) j (of) f(equal) 2214 57544 y(energy) 574 b(electrons) g(and) f(p) 36 b(ositrons,) 574 b(giving) h(the) p Fi 573 w(\301) p Fk 573 w(a) f(small) h(transv) -36 b(erse) 574 b(momen) -36 b(tum) 2214 59150 y(comp) 36 b(onen) -36 b(t) 457 b(in) h(the) f (horizon) -36 b(tal) 458 b(plane,) p Fi 458 w(p) p Fr 23329 59349 a(\301) p Fj 24133 59150 a(\273) p Fk 189 w(13) 221 b(Me) -91 b(V) p Fi 19 w(=c:) 458 b(\301) p Fk(-mesons) f(deca) -36 b(y) p Fj 458 w(\273) p Fk 189 w(34\045) 459 b(of) 2214 60755 y(the) 395 b(time) h(in) -36 b(to) p Fi 396 w(K) p Fr 11048 60954 a(L) p Fi 11742 60755 a(K) p Fr 12849 60954 a(S) p Fk 13922 60755 a(pairs.) p Fi 396 w(K) p Fr 18539 60954 a(L) p Fk 19234 60755 a('s) 396 b(and) p Fi 395 w(K) p Fr 24102 60954 a(S) p Fk 24779 60755 a('s) g(deca) -36 b(y) 396 b(with) g(mean) g(paths) p Fi 395 w(\270) p Fu 40249 60954 a(L) p Fj 41039 60755 a(\273) p Fk 148 w(340) 217 b(cm) 2214 62360 y(and) p Fi 433 w(\270) p Fu 5502 62559 a(S) p Fj 6227 62360 a(\273) p Fk 148 w(0) p Fi(:) p Fk(6) g(cm,) 435 b(resp) 36 b(ectiv) -36 b(ely) -108 b(.) 2214 65311 y(The) 469 b(main) g(adv) -72 b(an) -36 b(tage) 469 b(of) h(studying) f(k) -72 b(aons) 469 b(at) g(a) p Fi 470 w(\301) p Fk({factory) h(is) f(that) p Fi 469 w(K) p Fr 38789 65510 a(L) p Fk 39484 65311 a('s) g(and) p Fi 469 w(K) p Fr 44499 65510 a(S) p Fk 45175 65311 a('s) 2214 66916 y(are) 624 b(pro) 36 b(duced) 624 b(nearly) h(bac) -36 b(k-to-bac) g(k) 624 b(in) g(the) g(lab) 36 b(oratory) 625 b(so) g(that) f(detection) g(of) h(a) 2214 68521 y(long-liv) -36 b(ed) 386 b(k) -72 b(aon) 387 b(tags) f(the) f(pro) 36 b(duction) 385 b(of) h(a) p Fi 387 w(K) p Fr 26153 68720 a(S) p Fk 26829 68521 a(-meson) f(and) h(giv) -36 b(es) 387 b(its) e(direction) h(and) 2214 70126 y(momen) -36 b(tum.) 582 b(The) g(con) -36 b(tamination) 583 b(from) p Fi 583 w(K) p Fr 25414 70325 a(L) p Fi 26108 70126 a(K) p Fr 27215 70325 a(L) p Fk 28493 70126 a(and) p Fi 582 w(K) p Fr 32278 70325 a(S) p Fi 32954 70126 a(K) p Fr 34061 70325 a(S) p Fk 35320 70126 a(\257nal) g(states) f(is) h(neg-) 2214 71731 y(ligible) 544 b([11,12].) h(Since) d(the) g(branc) -36 b(hing) 542 b(ratio) h(for) p Fi 543 w(K) p Fr 29158 71930 a(S) p Fj 30389 71731 a(!) p Fi 555 w(\274) p Fu 33058 71249 a(+) p Fi 33845 71731 a(\274) p Fm 34631 71249 a(\241) p Fk 35960 71731 a(is) g(kno) -36 b(wn) 543 b(with) g(an) 23590 76159 y(3) p 90 rotate dyy eop %%Page: 4 4 4 3 bop Fk 2214 1107 a(accuracy) 468 b(of) p Fj 469 w(\273) p Fk 427 w(0) p Fi(:) p Fk(2\045) g([13],) h(the) p Fi 468 w(K) p Fr 20054 1306 a(S) p Fj 21157 1107 a(!) p Fi 428 w(\274) 48 b(e\272) p Fk 550 w(branc) -36 b(hing) 467 b(ratio) h(is) g(ev) -72 b(aluated) 468 b(b) -36 b(y) 467 b(nor-) 2214 2712 y(malizing) 439 b(the) f(n) -36 b(um) g(b) 36 b(er) 436 b(of) j(signal) g(ev) -36 b(en) g(ts,) 438 b(separately) h(for) f(eac) -36 b(h) 438 b(c) -36 b(harge) 438 b(state,) h(to) f(the) 2214 4317 y(n) -36 b(um) g(b) 36 b(er) 454 b(of) p Fi 456 w(K) p Fr 9579 4516 a(S) p Fj 10661 4317 a(!) p Fi 407 w(\274) p Fu 13182 3835 a(+) p Fi 13968 4317 a(\274) p Fm 14754 3835 a(\241) p Fk 15996 4317 a(ev) -36 b(en) g(ts) 455 b(in) h(the) e(same) i(data) f(set.) h (This) g(allo) -36 b(ws) 456 b(cancellation) 2214 5922 y(of) 483 b(the) e(uncertain) -36 b(ties) 481 b(arising) i(from) f(the) g(in) -36 b(tegrated) 481 b(luminosit) -36 b(y) -108 b(,) 482 b(the) p Fi 482 w(\301) p Fk 481 w(pro) 36 b(duction) 2214 7527 y(cross) 437 b(section,) g(and) g(the) f(tagging) i(e\261ciency) -108 b(.) 437 b(The) g(measuremen) -36 b(t) 436 b(is) h(based) g(on) f (an) h(in-) 2214 9132 y(tegrated) 544 b(luminosit) -36 b(y) 545 b(of) g(410) 217 b(pb) p Fm 19137 8650 a(\241) p Fu(1) p Fk 20940 9132 a(at) 544 b(the) p Fi 544 w(\301) p Fk 544 w(p) 36 b(eak) 545 b(collected) h(during) d(t) -36 b(w) g(o) 545 b(distinct) 2214 10738 y(data-taking) 435 b(p) 36 b(erio) g(ds) 435 b(in) g(the) g(y) -36 b(ears) 435 b(2001) i(and) d(2002,) j(corresp) 36 b(onding) 434 b(to) p Fj 435 w(\273) p Fk 150 w(1) p Fi(:) p Fk(2) p Fj 298 w(\243) p Fk 296 w(10) p Fu 45523 10255 a(9) p Fi 2214 12343 a(\301) p Fk(-mesons) 555 b(pro) 36 b(duced.) 554 b(Since) i(the) f(mac) -36 b(hine) 555 b(conditions) g(w) -36 b(ere) 556 b(di\256eren) -36 b(t) 554 b(during) h(the) 2214 13948 y(t) -36 b(w) g(o) 455 b(p) 36 b(erio) g(ds,) 455 b(w) -36 b(e) 455 b(ha) -36 b(v) g(e) 455 b(measured) g(the) f(branc) -36 b(hing) 454 b(ratios) i(separately) f(for) h(eac) -36 b(h) 454 b(data) 2214 15553 y(set.) 434 b(Our) e(\257nal) i(results) f (are) h(based) f(on) g(the) g(a) -36 b(v) g(erages) 435 b(of) f(these) g(measuremen) -36 b(ts.) p Fl 2214 21260 a(3) 1495 b(Selection) 499 b(criteria) p Fk 2214 25852 a(Ab) 36 b(out) 318 b(half) i(of) g(the) p Fi 319 w(K) p Fr 13196 26051 a(L) p Fk 13890 25852 a(-mesons) f(reac) -36 b(h) 319 b(the) f(calorimeter,) j(where) e(most) g(in) -36 b(teract.) 319 b(A) p Fi 319 w(K) p Fr 45355 26051 a(L) p Fk 2214 27457 a(in) -36 b(teraction) 312 b(is) h(called) g(a) g(\\) p Fi(K) p Fr 16103 27656 a(L) p Fk 16798 27457 a(-) p Fh(cr) -66 b(ash) p Fk(") 312 b(in) h(the) f(follo) -36 b(wing.) 314 b(A) p Fi 313 w(K) p Fr 32775 27656 a(L) p Fk 33470 27457 a(-crash) d(is) i(iden) -36 b(ti\257ed) 311 b(as) i(a) 2214 29062 y(lo) 36 b(cal) 350 b(energy) e(dep) 36 b(osit) 348 b(with) g(energy) h(ab) 36 b(o) -36 b(v) g(e) 349 b(100) 217 b(Me) -91 b(V) 348 b(and) g(a) h(time) f(of) h(\260igh) -36 b(t) 347 b(indicating) 2214 30667 y(lo) -36 b(w) 477 b(v) -36 b(elo) 36 b(cit) -36 b(y:) p Fi 478 w(\257) p Fj 294 w(\273) p Fk 220 w(0) p Fi(:) p Fk(218.) 478 b(The) e(co) 36 b(ordinates) 476 b(of) h(the) f(energy) g(dep) 36 b(osit) 476 b(determine) f(the) p Fi 2214 32272 a(K) p Fr 3321 32471 a(L) p Fk 4016 32272 a('s) 338 b(direction) g(to) p Fj 338 w(\273) p Fk 148 w(20) 217 b(mrad) 338 b(and) g(its) g(momen) -36 b(tum) p Fl 337 w(p) p Fr 29760 32471 a(L) p Fk 30455 32272 a(,) 338 b(whic) -36 b(h) 338 b(is) h(w) -36 b(eakly) 340 b(dep) 36 b(enden) -36 b(t) 2214 33878 y(on) 468 b(the) p Fi 468 w(K) p Fr 7437 34077 a(L) p Fk 8600 33878 a(direction) g(b) 36 b(ecause) 468 b(of) h(the) e(motion) i(of) g(the) p Fi 467 w(\301) p Fk(-meson.) f(A) p Fi 468 w(K) p Fr 39055 34077 a(L) p Fk 39750 33878 a(-crash) g(th) -36 b(us) 2214 35483 y(tags) 321 b(the) f(pro) 36 b(duction) 320 b(of) i(a) p Fi 321 w(K) p Fr 16927 35682 a(S) p Fk 17924 35483 a(of) g(momen) -36 b(tum) p Fl 320 w(p) p Fr 26839 35682 a(S) p Fk 27664 35483 a(=) p Fl 148 w(p) p Fr 29654 35682 a(\301) p Fj 30333 35483 a(\241) p Fl 65 w(p) p Fr 32261 35682 a(L) p Fk 32956 35483 a(.) p Fi 321 w(K) p Fr 34745 35682 a(S) p Fk 35422 35483 a(-mesons) 320 b(are) h(tagged) 2214 37088 y(with) 444 b(an) f(o) -36 b(v) g(erall) 445 b(e\261ciency) g(of) p Fj 444 w(\273) p Fk 165 w(30\045.) g(Both) p Fi 443 w(K) p Fr 27008 37287 a(S) p Fj 28071 37088 a(!) p Fi 387 w(\274) 48 b(e\272) p Fk 526 w(and) p Fi 444 w(K) p Fr 35991 37287 a(S) p Fj 37053 37088 a(!) p Fi 387 w(\274) p Fu 39554 36606 a(+) p Fi 40341 37088 a(\274) p Fm 41127 36606 a(\241) p Fk 42357 37088 a(deca) -36 b(ys) 2214 38693 y(are) 415 b(selected) f(from) h(this) f(tagged) h(sample.) g(Ev) -36 b(en) g(t) 414 b(selection) h(consists) g(of) g(\257ducial) g(cuts,) 2214 40298 y(particle) 434 b(iden) -36 b(ti\257cation) 433 b(b) -36 b(y) 433 b(time) h(of) g(\260igh) -36 b(t,) 434 b(and) f(kinematic) h(closure.) 2214 43285 y(Iden) -36 b(ti\257cation) 352 b(of) p Fi 354 w(K) p Fr 12589 43484 a(S) p Fj 13634 43285 a(!) p Fi 370 w(\274) p Fu 16118 42803 a(+) p Fi 16904 43285 a(\274) p Fm 17690 42803 a(\241) p Fk 18830 43285 a(deca) -36 b(ys) 353 b(requires) g(t) -36 b(w) g(o) 353 b(trac) -36 b(ks) 353 b(of) h(opp) 36 b(osite) 353 b(curv) -72 b(ature.) 2214 44890 y(T) -108 b(rac) -36 b(ks) 616 b(m) -36 b(ust) 615 b(extrap) 36 b(olate) 617 b(to) f(the) f(in) -36 b(teraction) 615 b(p) 36 b(oin) -36 b(t) 616 b(\(IP\)) f(within) h(few) g(cen) -36 b(time-) 2214 46495 y(ters.) 543 b(The) g(reconstructed) e(momen) -36 b(ta) 543 b(and) f(p) 36 b(olar) 544 b(angles) f(m) -36 b(ust) 542 b(lie) i(in) f(the) f(in) -36 b(terv) -72 b(als) 2214 48100 y(120) 221 b(Me) -91 b(V) p Fi 19 w(=c) 206 b(<) g(p) g(<) p Fk 206 w(300) 221 b(Me) -91 b(V) p Fi 19 w(=c) p Fk 467 w(and) 468 b(30) p Fm 22154 47618 a(\261) p Fi 22886 48100 a(<) 206 b(\265) 242 b(<) p Fk 206 w(150) p Fm 28120 47618 a(\261) p Fk 28646 48100 a(.) 469 b(A) e(cut) h(in) f (\() p Fi(p) p Fm 35903 48299 a(?) p Fi 36690 48100 a(;) 221 b(p) p Fm 37925 48307 a(k) p Fk 38452 48100 a(\)) 467 b(selects) h(non-) 2214 49706 y(spiralling) 474 b(trac) -36 b(ks.) 473 b(The) g(n) -36 b(um) g(b) 36 b(ers) 471 b(of) p Fi 474 w(K) p Fr 22760 49905 a(S) p Fj 23873 49706 a(!) p Fi 436 w(\274) p Fu 26423 49224 a(+) p Fi 27210 49706 a(\274) p Fm 27996 49224 a(\241) p Fk 29255 49706 a(ev) -36 b(en) g(ts) 473 b(found) f(in) h(eac) -36 b(h) 473 b(data) g(set) 2214 51311 y(are) 352 b(sho) -36 b(wn) 352 b(in) g(T) -108 b(ab.) 352 b(1.) h(Con) -36 b(tamination) 352 b(due) f(to) p Fi 352 w(K) p Fr 27713 51510 a(S) p Fk 28742 51311 a(deca) -36 b(ys) 352 b(other) g(than) p Fi 351 w(K) p Fr 40161 51510 a(S) p Fj 41207 51311 a(!) p Fi 369 w(\274) p Fu 43690 50829 a(+) p Fi 44477 51311 a(\274) p Fm 45263 50829 a(\241) p Fk 2214 52916 a(is) 434 b(w) -36 b(ell) 434 b(b) 36 b(elo) -36 b(w) 434 b(the) g(p) 36 b(er-mil) 433 b(lev) -36 b(el) 434 b(and) f(is) h(ignored.) 2214 55903 y(Iden) -36 b(ti\257cation) 545 b(of) p Fi 547 w(K) p Fr 12975 56102 a(S) p Fj 14211 55903 a(!) p Fi 560 w(\274) 48 b(e\272) p Fk 629 w(ev) -36 b(en) g(ts) 545 b(also) i(b) 36 b(egins) 546 b(with) g(the) f(requiremen) -36 b(t) 545 b(of) h(t) -36 b(w) g(o) 2214 57508 y(trac) g(ks) 400 b(of) h(opp) 36 b(osite) 400 b(curv) -72 b(ature.) 400 b(T) -108 b(rac) -36 b(ks) 401 b(m) -36 b(ust) 399 b(extrap) 36 b(olate) p Fh 401 w(and) 434 b(form) g(a) g(vertex) p Fk 399 w(close) 2214 59113 y(to) 647 b(the) g(IP) -108 b(.) 647 b(The) h(in) -36 b(v) -72 b(arian) -36 b(t) 647 b(mass) p Fi 648 w(M) p Fr 21948 59312 a(\274) 32 b(\274) p Fk 23795 59113 a(of) 648 b(the) e(pair,) i(calculated) g(assuming) f(b) 36 b(oth) 2214 60718 y(trac) -36 b(ks) 550 b(are) f(pions,) h(m) -36 b(ust) 549 b(b) 36 b(e) 549 b(smaller) h(than) f(490) 217 b(Me) -91 b(V.) 550 b(This) g(rejects) p Fj 550 w(\273) p Fk 345 w(95\045) g(of) g(the) p Fi 2214 62323 a(\274) p Fu 3000 61841 a(+) p Fi 3787 62323 a(\274) p Fm 4573 61841 a(\241) p Fk 5793 62323 a(deca) -36 b(ys.) 2214 65311 y(Electrons) 596 b(and) g(pions) g(are) g(discriminated) g(b) -36 b(y) 596 b(time) g(of) h(\260igh) -36 b(t) 596 b(\(TOF\).) g(T) -108 b(rac) -36 b(ks) 596 b(are) 2214 66916 y(therefore) 426 b(required) g(to) h(b) 36 b(e) 426 b(asso) 36 b(ciated) 427 b(with) g(calorimeter) g(energy) f(clusters.) h(F) -108 b(or) 426 b(eac) -36 b(h) 2214 68521 y(trac) g(k,) 303 b(w) -36 b(e) 303 b(compute) f(the) g(di\256erence) p Fi 301 w(\261) p Fr 21066 68720 a(t) p Fk 21462 68521 a(\() p Fi(m) p Fk(\)) 148 b(=) p Fi 148 w(t) p Fu 25390 68720 a(cl) p Fj 26150 68521 a(\241) p Fi 27 w(L=c\257) p Fk 74 w(\() p Fi(m) p Fk(\)) 302 b(using) g(the) g(cluster) g(time) p Fi 303 w(t) p Fu 45315 68720 a(cl) p Fk 2214 70126 a(and) 359 b(the) f(trac) -36 b(k) 360 b(length) p Fi 359 w(L) p Fk(.) f(The) g(v) -36 b(elo) 36 b(cit) -36 b(y) p Fi 361 w(\257) p Fk 433 w(is) 360 b(computed) e(from) h(the) g(trac) -36 b(k) 360 b(momen) -36 b(tum) 2214 71731 y(for) 398 b(eac) -36 b(h) 397 b(mass) h(h) -36 b(yp) 36 b(othesis,) p Fi 398 w(m) p Fk 148 w(=) p Fi 148 w(m) p Fr 20532 71930 a(e) p Fk 21419 71731 a(and) p Fi 397 w(m) p Fk 148 w(=) p Fi 148 w(m) p Fr 27496 71930 a(\274) p Fk 28122 71731 a(.) 398 b(In) f(order) g(to) h(a) -36 b(v) g(oid) 398 b(uncertain) -36 b(ties) 23590 76159 y(4) p 90 rotate dyy eop %%Page: 5 5 5 4 bop Fk 2214 1107 a(due) 419 b(to) i(the) f(determination) g(of) p Fi 421 w(T) p Fu 19060 1306 a(0) p Fk 20006 1107 a(\(the) g(time) g(of) h(the) f(bunc) -36 b(h) 419 b(crossing) h(pro) 36 b(ducing) 420 b(the) 2214 2712 y(ev) -36 b(en) g(t\),) 433 b(w) -36 b(e) 434 b(mak) -36 b(e) 434 b(cuts) f(on) h(the) f(t) -36 b(w) g(o-trac) g(k) 434 b(di\256erence) p Fi 16661 5483 a(d\261) p Fr 17913 5682 a(t;) p Fu(ab) p Fk 19931 5483 a(=) p Fi 369 w(\261) p Fr 21888 5682 a(t) p Fk 22283 5483 a(\() p Fi(m) p Fr 23927 5682 a(a) p Fk 24482 5483 a(\)) p Fu 24988 5682 a(1) p Fj 25809 5483 a(\241) p Fi 295 w(\261) p Fr 27713 5682 a(t) p Fk 28108 5483 a(\() p Fi(m) p Fr 29752 5682 a(b) p Fk 30210 5483 a(\)) p Fu 30716 5682 a(2) p Fk 31241 5483 a(,) 2214 8253 y(where) 462 b(the) g(mass) h(h) -36 b(yp) 36 b(othesis) p Fi 463 w(m) p Fr 19069 8460 a(a) p Fu(\() p Fr(b) p Fu(\)) p Fk 21220 8253 a(is) 463 b(used) f(for) h(the) f(trac) -36 b(k) 463 b(1\(2\).) g(This) g(di\256erence) f(is) 2214 9858 y(zero) 449 b(for) h(the) e(correct) h(mass) g(assignmen) -36 b(ts.) 449 b(An) g(additional) g(fraction) g(of) p Fi 450 w(K) p Fr 40109 10057 a(S) p Fj 41181 9858 a(!) p Fi 395 w(\274) p Fu 43690 9376 a(+) p Fi 44477 9858 a(\274) p Fm 45263 9376 a(\241) p Fk 2214 11463 a(ev) -36 b(en) g(ts) 349 b(is) h(rejected) f(b) -36 b(y) 349 b(requiring) p Fj 350 w(j) p Fi(d\261) p Fr 20879 11662 a(t;\274) 32 b(\274) p Fj 22679 11463 a(j) p Fi 369 w(>) p Fk 369 w(1) p Fi(:) p Fk(7) 217 b(ns.) 350 b(The) f(di\256erences) p Fi 349 w(d\261) p Fr 38710 11662 a(t;\274) p Fu 32 w(e) p Fk 40706 11463 a(and) p Fi 349 w(d\261) p Fr 44403 11662 a(t;) p Fu(e) p Fr(\274) p Fk 2214 13069 a(are) 519 b(calculated) h (for) g(ev) -36 b(en) g(ts) 519 b(surviving) i(the) d(previous) i(cut.) f(The) g(scatter) h(plot) f(of) h(the) 2214 14674 y(t) -36 b(w) g(o) 451 b(v) -72 b(ariables) 452 b(is) g(sho) -36 b(wn) 451 b(in) g(Fig.) h(1) f(for) h(Mon) -36 b(te) 450 b(Carlo) j(ev) -36 b(en) g(ts.) 451 b(The) g(cuts) g(applied) g(on) 2214 16279 y(these) 461 b(time) h(di\256erences) f(for) h(the) f(selection) h (of) p Fi 463 w(K) p Fr 27132 16478 a(S) p Fj 28225 16279 a(!) p Fi 417 w(\274) 48 b(e\272) p Fk 545 w(ev) -36 b(en) g(ts) 461 b(are) h(illustrated) g(in) 2214 17884 y(the) 472 b(\257gure:) p Fj 472 w(j) p Fi(d\261) p Fr 10127 18083 a(t;\274) p Fu 32 w(e) p Fj 11773 17884 a(j) p Fi 435 w(<) p Fk 435 w(1) p Fi(:) p Fk(4) 217 b(ns,) p Fi 473 w(d\261) p Fr 19224 18083 a(t;) p Fu(e) p Fr(\274) p Fi 21305 17884 a(>) p Fk 435 w(3) p Fi(:) p Fk(2) g(ns;) 472 b(or) p Fj 473 w(j) p Fi(d\261) p Fr 29949 18083 a(t;) p Fu(e) p Fr(\274) p Fj 31596 17884 a(j) p Fi 434 w(<) p Fk 435 w(1) p Fi(:) p Fk(4) 217 b(ns,) p Fi 473 w(d\261) p Fr 39046 18083 a(t;\274) p Fu 32 w(e) p Fi 41127 17884 a(>) p Fk 435 w(3) p Fi(:) p Fk(2) g(ns.) 2214 19489 y(After) 436 b(the) g(TOF) g(requiremen) -36 b(ts,) 436 b(particle) g(t) -36 b(yp) 36 b(es) 437 b(and) e(c) -36 b(harges) 437 b(for) f(signal) i(ev) -36 b(en) g(ts) 436 b(can) 5504 38552 y @beginspecial 20 @llx 30 @lly 580 @urx 580 @ury 1657 @rwi @setspecial %%BeginDocument: ddt_pe_vs_ep_allmcoffidatiz.eps %!PS-Adobe-2.0 EPSF-2.0 %%BoundingBox: 20 30 580 580 %%Title: ddt_pe_vs_ep_allmcoffidatiz.eps %%Creator: HIGZ Version 1.26/04 %%CreationDate: 2004/07/27 11.25 %%EndComments %%BeginProlog 80 dict begin /s {stroke} def /l {lineto} def /m {moveto} def /t {translate} def /sw {stringwidth} def /r {rotate} def /rl {roll} def /R {repeat} 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1814 587 bl 3 3 1843 587 bl 3 3 1872 587 bl 2 3 1902 587 bl 2 3 1931 587 bl 2 2 1960 587 bl 2 2 1989 587 bl 1 1 2019 588 bl 2 1 2048 588 bl 2 1 2077 588 bl 2 2 2106 587 bl 2 2 2135 587 bl 1 1 2165 588 bl 2 1 2194 588 bl 2 1 2223 588 bl 1 1 2253 588 bl 1 1 1347 617 bl 2 2 1376 617 bl 4 3 1404 616 bl 5 5 1433 615 bl 5 5 1462 615 bl 6 5 1491 615 bl 6 5 1520 615 bl 6 6 1549 615 bl 5 5 1579 615 bl 5 5 1608 615 bl 5 5 1637 615 bl 4 5 1667 615 bl 5 5 1696 615 bl 5 4 1725 616 bl 4 4 1755 616 bl 4 3 1784 616 bl 3 3 1814 616 bl 3 3 1843 616 bl 3 3 1872 616 bl 3 3 1901 616 bl 2 3 1931 616 bl 3 3 1960 616 bl 2 2 1989 617 bl 3 2 2018 617 bl 2 2 2048 617 bl 2 2 2077 617 bl 2 2 2106 617 bl 2 2 2135 617 bl 1 1 2165 617 bl 2 1 2194 617 bl 0 1 2224 617 bl 2 1 2252 617 bl 1 2 1318 646 bl 2 2 1347 646 bl 4 4 1375 645 bl 5 6 1404 644 bl 7 6 1432 644 bl 7 6 1461 644 bl 6 6 1491 644 bl 6 6 1520 644 bl 6 6 1549 644 bl 7 6 1578 644 bl 6 6 1608 644 bl 5 5 1637 644 bl 4 4 1667 645 bl 5 5 1696 644 bl 5 4 1725 645 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6 6 1812 790 bl 6 6 1841 790 bl 5 6 1871 790 bl 5 6 1900 790 bl 5 5 1929 790 bl 4 4 1959 791 bl 5 4 1988 791 bl 3 4 2018 791 bl 4 4 2047 791 bl 4 4 2076 791 bl 3 4 2106 791 bl 3 2 2135 792 bl 2 2 2165 792 bl 2 2 2194 792 bl 2 2 2223 792 bl 2 2 2252 792 bl 1 1 1172 822 bl 4 4 1200 820 bl 10 10 1226 817 bl 13 14 1254 815 bl 17 16 1281 814 bl 18 18 1310 813 bl 18 18 1339 813 bl 18 18 1368 813 bl 16 16 1398 814 bl 15 14 1428 815 bl 13 14 1458 815 bl 12 12 1488 816 bl 10 10 1518 817 bl 9 10 1548 817 bl 9 9 1577 818 bl 8 8 1607 818 bl 8 8 1636 818 bl 6 6 1666 819 bl 7 7 1695 819 bl 7 6 1724 819 bl 6 6 1754 819 bl 6 6 1783 819 bl 5 5 1813 820 bl 5 5 1842 820 bl 5 6 1871 819 bl 5 4 1900 820 bl 4 4 1930 820 bl 4 4 1959 820 bl 3 4 1989 820 bl 4 4 2018 820 bl 3 4 2047 820 bl 3 3 2076 821 bl 2 2 2106 821 bl 2 2 2135 821 bl 2 2 2165 821 bl 1 2 2194 821 bl 0 0 2224 822 bl 1 1 2253 822 bl 1 1 1172 851 bl 6 6 1199 848 bl 12 11 1225 846 bl 16 16 1252 843 bl 19 19 1280 842 bl 19 19 1309 842 bl 19 19 1338 842 bl 18 18 1368 842 bl 16 16 1398 843 bl 15 15 1428 844 bl 13 13 1458 845 bl 12 12 1488 845 bl 10 10 1518 846 bl 10 10 1547 846 bl 9 8 1577 847 bl 7 7 1607 848 bl 6 6 1637 848 bl 6 7 1666 848 bl 6 6 1695 848 bl 5 6 1725 848 bl 5 5 1754 849 bl 6 5 1783 849 bl 4 5 1813 849 bl 5 5 1842 849 bl 4 4 1872 849 bl 4 4 1901 849 bl 4 4 1930 849 bl 3 3 1960 850 bl 3 3 1989 850 bl 3 3 2018 850 bl 3 3 2047 850 bl 2 3 2077 850 bl 2 2 2106 850 bl 1 1 2136 851 bl 1 1 2165 851 bl 2 1 2194 851 bl 0 1 2224 851 bl 1 1 2253 851 bl 3 3 1171 879 bl 7 7 1198 877 bl 14 13 1224 874 bl 18 19 1251 871 bl 21 21 1279 870 bl 21 21 1308 870 bl 20 19 1338 871 bl 18 17 1368 872 bl 16 15 1398 873 bl 15 15 1428 873 bl 13 13 1458 874 bl 12 11 1488 875 bl 10 11 1518 875 bl 9 9 1548 876 bl 7 7 1578 877 bl 7 7 1607 877 bl 6 7 1637 877 bl 6 7 1666 877 bl 5 5 1696 878 bl 5 5 1725 878 bl 5 5 1754 878 bl 4 5 1784 878 bl 4 5 1813 878 bl 3 3 1843 879 bl 3 3 1872 879 bl 3 3 1901 879 bl 3 3 1930 879 bl 3 3 1960 879 bl 3 3 1989 879 bl 3 3 2018 879 bl 2 3 2048 879 bl 2 1 2077 880 bl 1 1 2107 880 bl 1 1 2136 880 bl 1 1 2194 880 bl 0 1 2224 880 bl 1 1 1143 909 bl 3 3 1171 908 bl 9 9 1197 905 bl 16 16 1223 902 bl 20 21 1250 899 bl 23 22 1278 899 bl 22 22 1308 899 bl 21 21 1337 899 bl 18 18 1368 901 bl 17 17 1398 901 bl 15 15 1428 902 bl 13 13 1458 903 bl 11 11 1488 904 bl 10 10 1518 905 bl 9 9 1548 905 bl 7 7 1578 906 bl 7 7 1607 906 bl 6 6 1637 907 bl 6 5 1666 907 bl 5 5 1696 907 bl 5 4 1725 908 bl 4 4 1755 908 bl 4 4 1784 908 bl 4 4 1813 908 bl 3 4 1843 908 bl 3 3 1872 908 bl 3 3 1901 908 bl 2 2 1931 909 bl 2 2 1960 909 bl 2 2 1989 909 bl 2 2 2019 909 bl 1 1 2048 909 bl 2 1 2077 909 bl 1 1 2107 909 bl 1 1 2136 909 bl 1 1 2165 909 bl 0 1 2224 909 bl 0 1 2253 909 bl 1 1 1143 938 bl 3 4 1171 937 bl 10 10 1197 934 bl 18 18 1222 930 bl 22 22 1249 928 bl 23 23 1278 927 bl 22 22 1308 928 bl 20 20 1338 929 bl 18 18 1368 930 bl 17 17 1398 930 bl 15 16 1428 931 bl 13 13 1458 932 bl 12 12 1488 933 bl 10 10 1518 934 bl 8 8 1548 935 bl 7 7 1578 935 bl 6 6 1608 936 bl 6 6 1637 936 bl 5 5 1667 936 bl 4 4 1696 937 bl 4 4 1725 937 bl 4 4 1755 937 bl 4 4 1784 937 bl 4 4 1813 937 bl 3 2 1843 938 bl 3 2 1872 938 bl 3 3 1901 937 bl 2 2 1931 938 bl 2 2 1960 938 bl 2 2 1989 938 bl 2 2 2019 938 bl 1 2 2048 938 bl 2 2 2077 938 bl 2 2 2106 938 bl 1 0 2136 939 bl 1 1 2165 938 bl 0 0 2224 939 bl 1 1 2253 938 bl 1 1 1143 968 bl 3 3 1171 967 bl 10 10 1197 963 bl 18 19 1222 959 bl 23 22 1249 957 bl 23 24 1278 956 bl 23 23 1307 957 bl 21 22 1337 957 bl 18 18 1368 959 bl 17 17 1398 960 bl 15 14 1428 961 bl 13 13 1458 962 bl 10 10 1489 963 bl 10 10 1518 963 bl 9 8 1548 964 bl 7 7 1578 965 bl 6 6 1608 965 bl 6 6 1637 965 bl 5 5 1667 966 bl 5 4 1696 966 bl 5 4 1725 966 bl 3 4 1755 966 bl 4 4 1784 966 bl 2 2 1814 967 bl 3 3 1843 967 bl 3 2 1872 967 bl 2 2 1902 967 bl 2 2 1931 967 bl 2 2 1960 967 bl 2 2 1989 967 bl 1 1 2019 968 bl 1 1 2048 968 bl 0 0 2078 968 bl 1 1 2107 968 bl 1 1 2136 968 bl 1 1 2194 968 bl 0 0 2224 968 bl 1 1 1143 997 bl 3 3 1171 996 bl 10 11 1197 992 bl 18 19 1222 988 bl 22 22 1249 986 bl 23 23 1278 986 bl 23 22 1307 986 bl 22 21 1337 987 bl 20 19 1367 988 bl 17 17 1398 989 bl 15 15 1428 990 bl 13 13 1458 991 bl 11 11 1488 992 bl 10 9 1518 993 bl 8 8 1548 993 bl 7 7 1578 994 bl 6 6 1608 994 bl 6 6 1637 994 bl 6 5 1666 995 bl 5 5 1696 995 bl 3 4 1726 995 bl 3 3 1755 996 bl 4 3 1784 996 bl 3 3 1814 996 bl 3 3 1843 996 bl 3 2 1872 996 bl 2 2 1902 996 bl 2 2 1931 996 bl 2 2 1960 996 bl 1 1 1990 997 bl 1 1 2019 997 bl 1 1 2048 997 bl 1 1 2077 997 bl 1 1 2107 997 bl 1 1 2136 997 bl 1 1 2165 997 bl 0 1 2195 997 bl 0 1 2253 997 bl 1 1 1143 1026 bl 3 3 1171 1025 bl 10 11 1197 1021 bl 18 19 1222 1017 bl 22 21 1249 1016 bl 23 23 1278 1015 bl 23 23 1307 1015 bl 21 21 1337 1016 bl 20 19 1367 1017 bl 17 17 1398 1018 bl 15 15 1428 1019 bl 13 13 1458 1020 bl 11 11 1488 1021 bl 10 9 1518 1022 bl 8 9 1548 1022 bl 7 7 1578 1023 bl 6 7 1608 1023 bl 6 5 1637 1024 bl 4 5 1667 1024 bl 4 5 1696 1024 bl 3 3 1726 1025 bl 3 3 1755 1025 bl 3 3 1784 1025 bl 3 3 1814 1025 bl 2 3 1843 1025 bl 3 3 1872 1025 bl 1 1 1902 1026 bl 2 3 1931 1025 bl 2 1 1960 1026 bl 1 1 1990 1026 bl 1 1 2019 1026 bl 1 1 2048 1026 bl 0 1 2078 1026 bl 0 1 2107 1026 bl 1 1 2136 1026 bl 1 1 1143 1055 bl 3 3 1171 1054 bl 10 10 1197 1051 bl 18 18 1222 1047 bl 22 22 1249 1045 bl 23 23 1278 1044 bl 23 23 1307 1044 bl 21 21 1337 1045 bl 20 19 1367 1046 bl 17 17 1398 1047 bl 15 15 1428 1048 bl 13 13 1458 1049 bl 11 11 1488 1050 bl 10 9 1518 1051 bl 8 8 1548 1052 bl 7 7 1578 1052 bl 5 6 1608 1053 bl 6 5 1637 1053 bl 4 4 1667 1054 bl 4 4 1696 1054 bl 4 4 1725 1054 bl 3 3 1755 1054 bl 4 3 1784 1054 bl 2 3 1814 1054 bl 3 3 1843 1054 bl 3 2 1872 1055 bl 2 2 1902 1055 bl 2 2 1931 1055 bl 2 1 1960 1055 bl 1 1 1990 1055 bl 1 1 2019 1055 bl 2 1 2077 1055 bl 1 1 2107 1055 bl 1 1 2136 1055 bl 1 1 2194 1055 bl 1 2 1143 1084 bl 3 2 1171 1084 bl 10 10 1197 1080 bl 18 18 1222 1076 bl 22 22 1249 1074 bl 23 22 1278 1074 bl 23 22 1307 1074 bl 22 22 1337 1074 bl 20 20 1367 1075 bl 17 18 1398 1076 bl 15 14 1428 1078 bl 13 12 1458 1079 bl 10 10 1489 1080 bl 10 10 1518 1080 bl 8 8 1548 1081 bl 7 8 1578 1081 bl 6 6 1608 1082 bl 5 6 1637 1082 bl 5 4 1667 1083 bl 4 4 1696 1083 bl 3 4 1726 1083 bl 3 4 1755 1083 bl 4 4 1784 1083 bl 2 2 1814 1084 bl 2 2 1843 1084 bl 2 2 1873 1084 bl 1 2 1902 1084 bl 2 2 1931 1084 bl 2 2 1960 1084 bl 1 0 1990 1085 bl 1 2 2019 1084 bl 1 0 2048 1085 bl 1 1 2077 1084 bl 1 0 2107 1085 bl 1 2 2136 1084 bl 1 0 2165 1085 bl 0 0 2224 1085 bl 0 0 2253 1085 bl 1 0 1143 1114 bl 3 2 1171 1113 bl 10 10 1197 1109 bl 19 19 1221 1105 bl 23 23 1249 1103 bl 24 24 1277 1102 bl 23 23 1307 1103 bl 22 22 1337 1103 bl 20 20 1367 1104 bl 18 18 1397 1105 bl 15 15 1428 1107 bl 13 13 1458 1108 bl 11 11 1488 1109 bl 10 10 1518 1109 bl 8 8 1548 1110 bl 7 7 1578 1111 bl 6 6 1608 1111 bl 6 6 1637 1111 bl 4 4 1667 1112 bl 4 4 1696 1112 bl 3 4 1726 1112 bl 3 3 1755 1113 bl 2 3 1785 1113 bl 2 2 1814 1113 bl 2 2 1843 1113 bl 1 1 1873 1114 bl 2 2 1902 1113 bl 2 2 1931 1113 bl 2 2 1960 1113 bl 1 2 1990 1113 bl 1 1 2019 1114 bl 1 1 2048 1114 bl 2 1 2077 1114 bl 0 0 2107 1114 bl 0 0 2224 1114 bl 1 1 1143 1143 bl 3 3 1171 1142 bl 11 11 1196 1138 bl 19 19 1221 1134 bl 23 23 1249 1132 bl 23 24 1278 1131 bl 23 23 1307 1132 bl 22 21 1337 1133 bl 20 19 1367 1134 bl 17 17 1398 1135 bl 15 15 1428 1136 bl 13 13 1458 1137 bl 11 11 1488 1138 bl 10 9 1518 1139 bl 8 8 1548 1139 bl 7 7 1578 1140 bl 7 7 1607 1140 bl 5 5 1637 1141 bl 4 5 1667 1141 bl 4 4 1696 1141 bl 3 3 1726 1142 bl 3 3 1755 1142 bl 3 3 1784 1142 bl 2 2 1814 1142 bl 2 2 1843 1142 bl 1 1 1873 1143 bl 2 2 1902 1142 bl 2 1 1931 1143 bl 1 1 1961 1143 bl 1 1 1990 1143 bl 1 1 2019 1143 bl 1 1 2048 1143 bl 0 1 2078 1143 bl 0 1 2253 1143 bl 3 3 1171 1171 bl 10 11 1197 1167 bl 18 19 1222 1163 bl 22 23 1249 1161 bl 23 23 1278 1161 bl 23 23 1307 1161 bl 21 21 1337 1162 bl 20 19 1367 1163 bl 17 17 1398 1164 bl 15 15 1428 1165 bl 13 13 1458 1166 bl 12 11 1488 1167 bl 10 10 1518 1168 bl 8 9 1548 1168 bl 7 7 1578 1169 bl 6 5 1608 1170 bl 5 5 1637 1170 bl 4 5 1667 1170 bl 4 3 1696 1171 bl 3 3 1726 1171 bl 3 3 1755 1171 bl 2 1 1785 1172 bl 2 1 1814 1172 bl 2 2 1843 1172 bl 1 1 1873 1172 bl 2 1 1902 1172 bl 2 1 1931 1172 bl 1 1 1961 1172 bl 1 1 1990 1172 bl 1 1 2019 1172 bl 10 10 1197 1197 bl 20 21 1221 1191 bl 23 23 1249 1190 bl 23 24 1278 1190 bl 23 24 1307 1190 bl 22 22 1337 1191 bl 20 20 1367 1192 bl 17 17 1398 1193 bl 16 16 1427 1194 bl 14 14 1458 1195 bl 12 12 1488 1196 bl 10 10 1518 1197 bl 9 9 1548 1197 bl 7 8 1578 1198 bl 6 6 1608 1199 bl 6 5 1637 1199 bl 4 4 1667 1200 bl 3 3 1697 1200 bl 3 3 1726 1200 bl 3 2 1755 1201 bl 2 2 1785 1201 bl 2 2 1814 1201 bl 2 2 1843 1201 bl 1 1 1873 1201 bl 2 2 1902 1201 bl 2 1 1931 1201 bl 2 1 1960 1201 bl 1 1 1990 1201 bl 1 1 2019 1201 bl 17 17 1222 1222 bl 26 26 1247 1218 bl 27 26 1276 1218 bl 27 26 1305 1218 bl 24 24 1336 1219 bl 22 22 1366 1220 bl 21 22 1396 1220 bl 19 20 1426 1221 bl 17 18 1456 1222 bl 15 16 1486 1223 bl 13 13 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bl 17 17 1485 1281 bl 14 15 1516 1282 bl 12 12 1546 1283 bl 9 9 1577 1285 bl 7 7 1607 1286 bl 4 5 1638 1287 bl 3 3 1668 1288 bl 2 3 1697 1288 bl 1 2 1727 1288 bl 1 1 1756 1289 bl 1 1 1785 1289 bl 2 1 1814 1289 bl 1 1 1873 1289 bl 1 1 1902 1289 bl 2 1 1931 1289 bl 1 1 1961 1289 bl 1 1 1990 1289 bl 1 1 2048 1289 bl 0 1 2078 1289 bl 19 19 1309 1309 bl 27 27 1334 1305 bl 26 26 1364 1306 bl 24 23 1394 1307 bl 21 21 1425 1308 bl 19 19 1455 1309 bl 16 17 1486 1310 bl 14 13 1516 1312 bl 11 11 1547 1313 bl 7 7 1578 1315 bl 5 5 1608 1316 bl 4 4 1638 1317 bl 2 3 1668 1317 bl 2 3 1697 1317 bl 1 1 1727 1318 bl 1 1 1756 1318 bl 2 1 1785 1318 bl 0 1 1815 1318 bl 1 1 1844 1318 bl 1 1 1873 1318 bl 1 1 1902 1318 bl 0 1 1961 1318 bl 1 1 1990 1318 bl 1 1 2019 1318 bl 1 1 2048 1318 bl 0 1 2253 1318 bl 19 19 1338 1338 bl 24 24 1365 1336 bl 23 23 1395 1336 bl 21 21 1425 1337 bl 17 18 1456 1339 bl 14 14 1487 1341 bl 12 12 1517 1342 bl 8 8 1548 1344 bl 5 6 1579 1345 bl 4 4 1609 1346 bl 3 3 1638 1346 bl 2 3 1668 1346 bl 2 2 1697 1347 bl 1 1 1727 1347 bl 1 1 1756 1347 bl 1 1 1785 1347 bl 1 1 1815 1347 bl 1 1 1844 1347 bl 1 1 1873 1347 bl 1 1 1902 1347 bl 0 0 1932 1348 bl 0 0 1961 1348 bl 16 16 1369 1369 bl 21 20 1396 1367 bl 19 19 1426 1368 bl 15 16 1457 1369 bl 12 12 1488 1371 bl 10 10 1518 1372 bl 7 6 1549 1374 bl 5 4 1579 1375 bl 3 4 1609 1375 bl 2 2 1639 1376 bl 2 2 1668 1376 bl 1 2 1698 1376 bl 1 0 1727 1377 bl 1 0 1756 1377 bl 0 0 1786 1377 bl 1 0 1815 1377 bl 1 0 1844 1377 bl 1 0 1902 1377 bl 1 0 2019 1377 bl 1 0 2048 1377 bl 0 0 2107 1377 bl 0 0 2224 1377 bl 14 14 1399 1399 bl 17 17 1427 1398 bl 13 13 1458 1400 bl 10 10 1489 1401 bl 6 7 1520 1403 bl 5 5 1550 1404 bl 3 3 1580 1405 bl 3 3 1609 1405 bl 2 2 1639 1405 bl 2 1 1668 1406 bl 1 1 1698 1406 bl 1 1 1727 1406 bl 1 1 1756 1406 bl 0 1 1786 1406 bl 1 1 1815 1406 bl 1 1 1844 1406 bl 1 1 1873 1406 bl 1 1 1902 1406 bl 1 1 1931 1406 bl 1 1 1990 1406 bl 0 1 2078 1406 bl 1 1 2165 1406 bl 9 9 1431 1431 bl 10 10 1460 1430 bl 6 7 1491 1432 bl 4 5 1521 1433 bl 4 4 1550 1433 bl 3 3 1580 1434 bl 3 3 1609 1434 bl 2 1 1639 1435 bl 0 1 1669 1435 bl 1 1 1698 1435 bl 1 1 1756 1435 bl 0 1 1786 1435 bl 1 1 1844 1435 bl 0 1 1932 1435 bl 0 1 1961 1435 bl 0 1 2078 1435 bl 5 5 1462 1462 bl 6 5 1491 1462 bl 3 3 1522 1463 bl 3 3 1551 1463 bl 2 2 1580 1464 bl 1 1 1610 1464 bl 2 1 1639 1464 bl 1 1 1669 1464 bl 1 1 1698 1464 bl 1 1 1727 1464 bl 0 1 1786 1464 bl 2 2 1493 1493 bl 2 2 1522 1493 bl 2 2 1551 1493 bl 1 1 1581 1493 bl 1 1 1610 1493 bl 1 1 1639 1493 bl 1 0 1756 1494 bl 0 0 1786 1494 bl 1 0 1844 1494 bl 1 1 1873 1493 bl 2 2 1522 1522 bl 1 0 1552 1523 bl 1 0 1581 1523 bl 1 2 1610 1522 bl 1 0 1727 1523 bl 0 0 1786 1523 bl 0 0 1815 1523 bl 0 0 1932 1523 bl 1 1 1552 1552 bl 1 1 1581 1552 bl 1 1 1610 1552 bl 1 1 1698 1552 bl 1 1 1727 1552 bl 0 1 1786 1552 bl 1 1 1902 1552 bl 1 1 1610 1581 bl 0 1 1669 1581 bl 1 1 1698 1581 bl 1 0 1873 1815 bl 6 lw 577 1260 m 1008 Y s 577 1260 m 416 X s 993 1260 m 1008 Y s 1260 577 m 1008 X s 1260 577 m 416 Y s 1260 993 m 1008 X s gr gr showpage end %%EOF %%EndDocument @endspecial 18845 w @beginspecial 20 @llx 30 @lly 580 @urx 580 @ury 1657 @rwi @setspecial %%BeginDocument: ddt_pe_vs_ep_allmcprivdatiz.eps %!PS-Adobe-2.0 EPSF-2.0 %%BoundingBox: 20 30 580 580 %%Title: ddt_pe_vs_ep_allmcprivdatiz.eps %%Creator: HIGZ Version 1.26/04 %%CreationDate: 2004/07/27 11.26 %%EndComments %%BeginProlog 80 dict begin /s {stroke} def /l {lineto} def /m {moveto} def /t {translate} def /sw {stringwidth} def /r {rotate} def /rl {roll} def /R {repeat} def /d {rlineto} def /rm {rmoveto} def /gr {grestore} def /f {eofill} def /c {setrgbcolor} def /lw {setlinewidth} def /sd {setdash} def /cl {closepath} def /sf {scalefont setfont} def /black {0 setgray} def /box {m dup 0 exch d exch 0 d 0 exch neg d cl} def /NC{systemdict begin initclip end}def/C{NC box clip newpath}def /bl {box s} def /bf {box f} def /Y { 0 exch d} def /X { 0 d} def /mp {newpath /y exch def /x exch def} def /side {[w .77 mul w .23 mul] .385 w mul sd w 0 l currentpoint t -144 r} def /mr {mp x y w2 0 360 arc} def /m24 {mr s} def /m20 {mr f} def /mb {mp x y w2 add m w2 neg 0 d 0 w neg d w 0 d 0 w d cl} def /mt {mp x y w2 add m w2 neg w neg d w 0 d cl} def /m21 {mb f} def /m25 {mb s} def /m22 {mt f} def /m26 {mt s} def /m23 {mp x y w2 sub m w2 w d w neg 0 d cl f} def /m27 {mp x y w2 add m w3 neg w2 neg d w3 w2 neg d w3 w2 d cl s} def /m28 {mp x w2 sub y w2 sub w3 add m w3 0 d 0 w3 neg d w3 0 d 0 w3 d w3 0 d 0 w3 d w3 neg 0 d 0 w3 d w3 neg 0 d 0 w3 neg d w3 neg 0 d cl s } def /m29 {mp gsave x w2 sub y w2 add w3 sub m currentpoint t 4 {side} repeat cl fill gr} def /m30 {mp gsave x w2 sub y w2 add w3 sub m currentpoint t 5 {side} repeat s gr} def /m31 {mp x y w2 sub m 0 w d x w2 sub y m w 0 d x w2 sub y w2 add m w w neg d x w2 sub y w2 sub m w w d s} def /m2 {mp x y w2 sub m 0 w d x w2 sub y m w 0 d s} def /m5 {mp x w2 sub y w2 sub m w w d x w2 sub y w2 add m w w neg d s} def /reencdict 24 dict def /ReEncode {reencdict begin /nco&na exch def /nfnam exch def /basefontname exch def /basefontdict basefontname findfont def /newfont basefontdict maxlength dict def basefontdict {exch dup /FID ne {dup /Encoding eq {exch dup length array copy newfont 3 1 roll put} {exch newfont 3 1 roll put} ifelse} {pop pop} ifelse } forall newfont /FontName nfnam put nco&na aload pop nco&na length 2 idiv {newfont /Encoding get 3 1 roll put} repeat nfnam newfont definefont pop end } def /accvec [ 176 /agrave 181 /Agrave 190 /acircumflex 192 /Acircumflex 201 /adieresis 204 /Adieresis 209 /ccedilla 210 /Ccedilla 211 /eacute 212 /Eacute 213 /egrave 214 /Egrave 215 /ecircumflex 216 /Ecircumflex 217 /edieresis 218 /Edieresis 219 /icircumflex 220 /Icircumflex 221 /idieresis 222 /Idieresis 223 /ntilde 224 /Ntilde 226 /ocircumflex 228 /Ocircumflex 229 /odieresis 230 /Odieresis 231 /ucircumflex 236 /Ucircumflex 237 /udieresis 238 /Udieresis 239 /aring 242 /Aring 243 /ydieresis 244 /Ydieresis 246 /aacute 247 /Aacute 252 /ugrave 253 /Ugrave] def /Times-Roman /Times-Roman accvec ReEncode /Times-Italic /Times-Italic accvec ReEncode /Times-Bold /Times-Bold accvec ReEncode /Times-BoldItalic /Times-BoldItalic accvec ReEncode /Helvetica /Helvetica accvec ReEncode /Helvetica-Oblique /Helvetica-Oblique accvec ReEncode /Helvetica-Bold /Helvetica-Bold accvec ReEncode /Helvetica-BoldOblique /Helvetica-BoldOblique accvec ReEncode /Courier /Courier accvec ReEncode /Courier-Oblique /Courier-Oblique accvec ReEncode /Courier-Bold /Courier-Bold accvec ReEncode /Courier-BoldOblique /Courier-BoldOblique accvec ReEncode /oshow {gsave [] 0 sd true charpath stroke gr} def /stwn { /fs exch def /fn exch def /text exch def fn findfont fs sf text sw pop xs add /xs exch def} def /stwb { /fs exch def /fn exch def /nbas exch def /textf exch def textf length /tlen exch def nbas tlen gt {/nbas tlen def} if fn findfont fs sf textf dup length nbas sub nbas getinterval sw pop neg xs add /xs exch def} def /accspe [ 65 /plusminus 66 /bar 67 /existential 68 /universal 69 /exclam 70 /numbersign 71 /greater 72 /question 73 /integral 74 /colon 75 /semicolon 76 /less 77 /bracketleft 78 /bracketright 79 /greaterequal 80 /braceleft 81 /braceright 82 /radical 83 /spade 84 /heart 85 /diamond 86 /club 87 /lessequal 88 /multiply 89 /percent 90 /infinity 48 /circlemultiply 49 /circleplus 50 /emptyset 51 /lozenge 52 /bullet 53 /arrowright 54 /arrowup 55 /arrowleft 56 /arrowdown 57 /arrowboth 48 /degree 44 /comma 43 /plus 45 /angle 42 /angleleft 47 /divide 61 /notequal 40 /equivalence 41 /second 97 /approxequal 98 /congruent 99 /perpendicular 100 /partialdiff 101 /florin 102 /intersection 103 /union 104 /propersuperset 105 /reflexsuperset 106 /notsubset 107 /propersubset 108 /reflexsubset 109 /element 110 /notelement 111 /gradient 112 /logicaland 113 /logicalor 114 /arrowdblboth 115 /arrowdblleft 116 /arrowdblup 117 /arrowdblright 118 /arrowdbldown 119 /ampersand 120 /omega1 121 /similar 122 /aleph ] def /Symbol /Special accspe ReEncode %%EndProlog gsave .25 .25 scale gsave 0 0 t black [] 0 sd 1 lw 2608 2608 0 0 C /xs 0 def (d) /Times-Roman 86 stwn (d) /Symbol 86 stwn (t,e) /Times-Roman 68 stwn (p) /Symbol 68 stwn ( \(ns\)) /Times-Roman 86 stwn gsave 2268 163 t 0 r xs neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (d) show currentpoint pop 0 t /Symbol findfont 86 sf 0 0 m (d) show currentpoint pop 0 t /Times-Roman findfont 68 sf 0 -29 m (t,e) show currentpoint pop 0 t /Symbol findfont 68 sf 0 -29 m (p) show currentpoint pop 0 t /Times-Roman findfont 86 sf 0 0 m ( \(ns\)) show gr /xs 0 def (d) /Times-Roman 86 stwn (d) /Symbol 86 stwn (t,) /Times-Roman 68 stwn (p) /Symbol 60 stwn (e) /Times-Roman 68 stwn ( \(ns\)) /Times-Roman 86 stwn gsave 163 2268 t 90 r xs neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (d) show currentpoint pop 0 t /Symbol findfont 86 sf 0 0 m (d) show currentpoint pop 0 t /Times-Roman findfont 68 sf 0 -29 m (t,) show currentpoint pop 0 t /Symbol findfont 68 sf 0 -29 m (p) show currentpoint pop 0 t /Times-Roman findfont 68 sf 0 -29 m (e) show currentpoint pop 0 t /Times-Roman findfont 86 sf 0 0 m ( \(ns\)) show gr 1928 1928 340 340 C NC 5 lw 1928 1928 340 340 bl 1928 1928 340 340 C NC 1 lw 340 340 m 1928 Y s 3 lw 374 488 m -34 X s 357 563 m -17 X s 357 637 m -17 X s 357 711 m -17 X s 374 785 m -34 X s 357 859 m -17 X s 357 933 m -17 X s 357 1007 m -17 X s 374 1082 m -34 X s 357 1156 m -17 X s 357 1230 m -17 X s 357 1304 m -17 X s 374 1378 m -34 X s 357 1452 m -17 X s 357 1526 m -17 X s 357 1601 m -17 X s 374 1675 m -34 X s 357 1749 m -17 X s 357 1823 m -17 X s 357 1897 m -17 X s 374 1971 m -34 X s 357 2045 m -17 X s 357 2120 m -17 X s 357 2194 m -17 X s 374 2268 m -34 X s 374 488 m -34 X s 357 414 m -17 X s /xs 0 def (-2) /Times-Roman 86 stwn gsave 283 460 t 0 r xs neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (-2) show gr /xs 0 def (0) /Times-Roman 86 stwn gsave 283 757 t 0 r xs neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (0) show gr /xs 0 def (2) /Times-Roman 86 stwn gsave 283 1053 t 0 r xs neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (2) show gr /xs 0 def (4) /Times-Roman 86 stwn gsave 283 1350 t 0 r xs neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (4) show gr /xs 0 def (6) /Times-Roman 86 stwn gsave 283 1646 t 0 r xs neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (6) show gr /xs 0 def (8) /Times-Roman 86 stwn gsave 283 1943 t 0 r xs neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (8) show gr /xs 0 def (10) /Times-Roman 86 stwn gsave 283 2239 t 0 r xs neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (10) show gr 1 lw 340 340 m 1928 X s 3 lw 488 374 m -34 Y s 563 357 m -17 Y s 637 357 m -17 Y s 711 357 m -17 Y s 785 374 m -34 Y s 859 357 m -17 Y s 933 357 m -17 Y s 1007 357 m -17 Y s 1082 374 m -34 Y s 1156 357 m -17 Y s 1230 357 m -17 Y s 1304 357 m -17 Y s 1378 374 m -34 Y s 1452 357 m -17 Y s 1526 357 m -17 Y s 1601 357 m -17 Y s 1675 374 m -34 Y s 1749 357 m -17 Y s 1823 357 m -17 Y s 1897 357 m -17 Y s 1971 374 m -34 Y s 2045 357 m -17 Y s 2120 357 m -17 Y s 2194 357 m -17 Y s 2268 374 m -34 Y s 488 374 m -34 Y s 414 357 m -17 Y s /xs 0 def (-2) /Times-Roman 86 stwn gsave 488 261 t 0 r xs 2 div neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (-2) show gr /xs 0 def (0) /Times-Roman 86 stwn gsave 785 261 t 0 r xs 2 div neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (0) show gr /xs 0 def (2) /Times-Roman 86 stwn gsave 1082 261 t 0 r xs 2 div neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (2) show gr /xs 0 def (4) /Times-Roman 86 stwn gsave 1378 261 t 0 r xs 2 div neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (4) show gr /xs 0 def (6) /Times-Roman 86 stwn gsave 1675 261 t 0 r xs 2 div neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (6) show gr /xs 0 def (8) /Times-Roman 86 stwn gsave 1971 261 t 0 r xs 2 div neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (8) show gr /xs 0 def (10) /Times-Roman 86 stwn gsave 2268 261 t 0 r xs 2 div neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (10) show gr 1928 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20 812 1338 bl 15 14 844 1341 bl 9 8 876 1344 bl 6 6 907 1345 bl 3 3 937 1346 bl 2 1 967 1347 bl 1 1 1026 1347 bl 1 1 1084 1347 bl 1 1 1318 1347 bl 1 0 617 1377 bl 2 2 646 1376 bl 6 6 673 1374 bl 12 12 699 1371 bl 19 20 725 1367 bl 27 26 750 1364 bl 26 26 780 1364 bl 23 22 811 1366 bl 15 16 844 1369 bl 9 10 876 1372 bl 7 8 906 1373 bl 4 4 937 1375 bl 2 2 967 1376 bl 1 2 997 1376 bl 1 2 1026 1376 bl 2 2 1084 1376 bl 1 0 1201 1377 bl 1 1 588 1406 bl 1 1 617 1406 bl 4 4 645 1404 bl 8 8 672 1402 bl 16 16 697 1398 bl 23 24 723 1394 bl 28 28 750 1392 bl 28 28 779 1392 bl 22 23 811 1395 bl 16 16 843 1398 bl 9 9 876 1402 bl 7 7 906 1403 bl 4 4 937 1404 bl 2 2 967 1405 bl 1 1 997 1406 bl 1 2 1026 1405 bl 1 1 1055 1406 bl 1 1 1084 1406 bl 2 2 1113 1405 bl 1 1 1143 1406 bl 1 1 559 1435 bl 1 1 588 1435 bl 2 2 617 1434 bl 5 5 644 1433 bl 10 10 671 1430 bl 17 17 697 1427 bl 25 25 722 1423 bl 29 29 749 1421 bl 28 29 779 1421 bl 24 23 810 1424 bl 17 17 843 1427 bl 11 11 875 1430 bl 7 7 906 1432 bl 4 5 937 1433 bl 2 2 967 1434 bl 3 3 996 1434 bl 1 1 1026 1435 bl 1 1 1084 1435 bl 1 1 559 1464 bl 1 1 588 1464 bl 4 4 616 1463 bl 6 7 644 1461 bl 11 11 671 1459 bl 19 19 696 1455 bl 25 25 722 1452 bl 29 29 749 1450 bl 29 29 778 1450 bl 24 23 810 1453 bl 16 16 843 1457 bl 11 11 875 1459 bl 6 6 907 1462 bl 4 4 937 1463 bl 4 4 966 1463 bl 2 2 996 1464 bl 1 1 1026 1464 bl 1 1 1114 1464 bl 1 1 1172 1464 bl 0 1 1231 1464 bl 1 1 500 1493 bl 2 2 558 1493 bl 2 2 587 1493 bl 5 5 615 1491 bl 8 8 643 1490 bl 12 12 670 1488 bl 20 20 695 1484 bl 26 26 721 1481 bl 29 29 749 1479 bl 28 28 779 1480 bl 22 22 811 1483 bl 17 17 843 1485 bl 11 10 875 1489 bl 6 6 907 1491 bl 4 4 937 1492 bl 4 4 966 1492 bl 2 2 996 1493 bl 1 2 1026 1493 bl 1 2 1055 1493 bl 2 2 1084 1493 bl 1 1 1114 1493 bl 1 1 1143 1493 bl 1 2 1260 1493 bl 2 2 558 1522 bl 3 2 587 1522 bl 5 4 615 1521 bl 9 8 642 1519 bl 14 14 669 1516 bl 20 20 695 1513 bl 25 26 722 1510 bl 29 29 749 1509 bl 27 27 779 1510 bl 22 22 811 1512 bl 16 16 843 1515 bl 11 10 875 1518 bl 6 6 907 1520 bl 4 4 937 1521 bl 4 4 966 1521 bl 3 2 996 1522 bl 1 2 1055 1522 bl 2 2 1084 1522 bl 1 1 1114 1523 bl 1 1 500 1552 bl 2 1 529 1552 bl 3 3 558 1551 bl 3 3 587 1551 bl 5 5 615 1550 bl 9 9 642 1548 bl 12 12 670 1546 bl 19 19 696 1543 bl 25 25 722 1540 bl 29 29 749 1538 bl 27 27 779 1539 bl 22 22 811 1541 bl 15 15 844 1545 bl 11 11 875 1547 bl 7 7 906 1549 bl 4 5 937 1550 bl 3 3 967 1551 bl 2 2 996 1551 bl 3 3 1025 1551 bl 2 2 1055 1551 bl 2 1 1084 1552 bl 1 1 1114 1552 bl 1 1 1143 1552 bl 1 1 1289 1552 bl 2 2 1347 1551 bl 1 1 471 1581 bl 1 1 500 1581 bl 2 3 529 1580 bl 2 3 558 1580 bl 3 3 587 1580 bl 5 5 615 1579 bl 9 9 642 1577 bl 14 13 669 1575 bl 20 19 695 1572 bl 23 23 723 1570 bl 27 27 750 1568 bl 26 27 780 1568 bl 20 21 812 1571 bl 16 15 843 1574 bl 11 11 875 1576 bl 8 7 906 1578 bl 4 5 937 1579 bl 4 3 966 1580 bl 1 1 997 1581 bl 3 3 1025 1580 bl 1 1 1055 1581 bl 2 1 1084 1581 bl 0 1 1231 1581 bl 1 1 1318 1581 bl 1 1 1347 1581 bl 1 1 442 1610 bl 2 2 500 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937 bl 3 4 1580 937 bl 4 4 1609 937 bl 4 4 1638 937 bl 4 4 1667 937 bl 5 5 1696 936 bl 5 4 1725 937 bl 5 4 1754 937 bl 4 4 1784 937 bl 4 4 1813 937 bl 4 4 1842 937 bl 3 4 1872 937 bl 4 4 1901 937 bl 4 4 1930 937 bl 3 3 1960 937 bl 3 4 1989 937 bl 3 3 2018 937 bl 2 2 2048 938 bl 2 2 2077 938 bl 1 1 2107 938 bl 1 2 2136 938 bl 1 2 2165 938 bl 2 2 2194 938 bl 0 1 2224 938 bl 1 2 2253 938 bl 0 1 1231 968 bl 1 2 1289 967 bl 1 1 1318 968 bl 2 2 1347 967 bl 2 2 1376 967 bl 2 2 1405 967 bl 1 2 1435 967 bl 3 2 1463 967 bl 3 3 1492 967 bl 2 3 1522 967 bl 3 3 1551 967 bl 3 4 1580 966 bl 3 2 1609 967 bl 4 4 1638 966 bl 3 3 1668 967 bl 3 3 1697 967 bl 3 4 1726 966 bl 4 4 1755 966 bl 4 4 1784 966 bl 4 4 1813 966 bl 3 3 1843 967 bl 3 3 1872 967 bl 3 3 1901 967 bl 2 2 1931 967 bl 2 2 1960 967 bl 2 2 1989 967 bl 3 2 2018 967 bl 2 2 2048 967 bl 2 2 2077 967 bl 1 1 2107 968 bl 1 2 2136 967 bl 1 2 2194 967 bl 0 1 2224 968 bl 1 1 2253 968 bl 1 1 1260 997 bl 1 2 1318 996 bl 1 1 1347 997 bl 2 1 1376 997 bl 2 2 1405 996 bl 1 2 1435 996 bl 2 2 1464 996 bl 2 2 1493 996 bl 2 2 1522 996 bl 3 3 1551 996 bl 2 2 1580 996 bl 3 3 1609 996 bl 2 2 1639 996 bl 2 2 1668 996 bl 3 3 1697 996 bl 3 3 1726 996 bl 3 3 1755 996 bl 2 2 1785 996 bl 3 3 1814 996 bl 3 3 1843 996 bl 3 2 1872 996 bl 3 3 1901 996 bl 2 1 1931 997 bl 2 2 1960 996 bl 2 2 1989 996 bl 2 2 2019 996 bl 2 2 2048 996 bl 2 1 2077 997 bl 1 1 2107 997 bl 1 1 2165 997 bl 1 1 2194 997 bl 2 1 2223 997 bl 0 1 1231 1026 bl 1 1 1318 1026 bl 1 1 1347 1026 bl 0 1 1377 1026 bl 2 1 1405 1026 bl 1 1 1435 1026 bl 1 1 1464 1026 bl 2 1 1493 1026 bl 2 1 1522 1026 bl 2 1 1551 1026 bl 1 1 1581 1026 bl 2 2 1610 1026 bl 2 3 1639 1025 bl 2 1 1668 1026 bl 2 3 1697 1025 bl 1 1 1727 1026 bl 2 1 1756 1026 bl 2 1 1785 1026 bl 2 1 1814 1026 bl 2 2 1843 1026 bl 3 3 1872 1025 bl 1 1 1902 1026 bl 2 2 1931 1026 bl 2 1 1960 1026 bl 1 1 1990 1026 bl 1 1 2019 1026 bl 2 1 2048 1026 bl 2 1 2077 1026 bl 2 1 2106 1026 bl 1 1 2136 1026 bl 1 1 2165 1026 bl 1 1 2194 1026 bl 0 1 2224 1026 bl 1 1 2253 1026 bl 1 1 1260 1055 bl 1 1 1318 1055 bl 0 1 1377 1055 bl 1 1 1406 1055 bl 1 1 1435 1055 bl 1 1 1464 1055 bl 2 2 1522 1055 bl 1 2 1581 1055 bl 1 2 1610 1055 bl 1 1 1639 1055 bl 1 1 1669 1055 bl 2 2 1697 1055 bl 1 1 1727 1055 bl 1 1 1756 1055 bl 2 2 1814 1055 bl 2 2 1843 1055 bl 1 2 1873 1055 bl 1 1 1902 1055 bl 2 1 1931 1055 bl 1 1 1961 1055 bl 1 2 1990 1055 bl 1 2 2019 1055 bl 2 2 2048 1055 bl 2 2 2077 1055 bl 1 1 2107 1055 bl 1 2 2136 1055 bl 0 1 2224 1055 bl 1 1 2253 1055 bl 1 0 1347 1085 bl 0 0 1377 1085 bl 1 0 1464 1085 bl 0 0 1523 1085 bl 1 0 1581 1085 bl 1 0 1610 1085 bl 1 0 1639 1085 bl 1 0 1698 1085 bl 1 0 1727 1085 bl 1 2 1756 1084 bl 1 0 1815 1085 bl 2 2 1843 1084 bl 1 2 1873 1084 bl 2 2 1960 1084 bl 2 2 1989 1084 bl 1 0 2019 1085 bl 1 0 2048 1085 bl 0 0 2078 1085 bl 1 0 2107 1085 bl 1 0 2136 1085 bl 1 0 2165 1085 bl 1 2 2253 1084 bl 1 1 1260 1114 bl 1 1 1347 1114 bl 2 1 1376 1114 bl 1 1 1493 1114 bl 1 1 1552 1114 bl 1 1 1581 1114 bl 1 1 1610 1114 bl 1 1 1639 1114 bl 2 1 1668 1114 bl 1 1 1698 1114 bl 1 1 1785 1114 bl 1 1 1873 1114 bl 1 1 1902 1114 bl 2 2 1931 1113 bl 1 1 1961 1114 bl 1 1 1990 1114 bl 1 1 2019 1114 bl 2 1 2077 1114 bl 1 1 2136 1114 bl 1 1 2165 1114 bl 1 1 2194 1114 bl 1 1 1318 1143 bl 0 1 1377 1143 bl 0 1 1523 1143 bl 1 1 1581 1143 bl 1 1 1610 1143 bl 1 1 1669 1143 bl 1 1 1698 1143 bl 2 1 1814 1143 bl 2 1 1960 1143 bl 1 1 1990 1143 bl 1 1 2019 1143 bl 1 1 2048 1143 bl 2 1 2077 1143 bl 1 1 2165 1143 bl 1 1 1493 1172 bl 0 1 1523 1172 bl 1 1 1756 1172 bl 1 1 1873 1172 bl 1 1 1902 1172 bl 1 1 1990 1172 bl 1 1 2019 1172 bl 1 1 2136 1172 bl 1 1 2194 1172 bl 1 1 1552 1201 bl 2 1 1639 1201 bl 1 1 1669 1201 bl 1 1 1785 1201 bl 1 1 1873 1201 bl 1 1 1990 1201 bl 1 1 2165 1201 bl 1 0 1289 1231 bl 1 0 1347 1231 bl 1 0 1873 1231 bl 1 0 1902 1231 bl 0 0 2224 1231 bl 1 1 1406 1260 bl 1 1 1464 1260 bl 1 1 1610 1260 bl 1 1 1990 1289 bl 1 1 1347 1318 bl 1 1 1406 1318 bl 0 1 1523 1347 bl 0 0 1377 1377 bl 1 0 1639 1377 bl 1 1 1756 1435 bl 1 1 1464 1464 bl 1 1 2253 1727 bl 6 lw 577 1260 m 1008 Y s 577 1260 m 416 X s 993 1260 m 1008 Y s 1260 577 m 1008 X s 1260 577 m 416 Y s 1260 993 m 1008 X s gr gr showpage end %%EOF %%EndDocument @endspecial Fp 2214 40943 a(Fig.) 477 b(1.) f(Scatter) i(plot) f(of) h (the) f(time) g(di\256erences) p Fo 477 w(d\261) p Fr 26591 41125 a(t;\274) p Fu 32 w(e) p Fp 28714 40943 a(vs) p Fo 477 w(d\261) p Fr 31479 41125 a(t;) p Fu(e) p Fr(\274) p Fp 33602 40943 a(for) p Fo 477 w(e\274) p Fp 521 w(and) p Fo 478 w(\274) 43 b(e) p Fp 478 w(mass) 477 b(as-) 2214 42448 y(signmen) -34 b(ts) 464 b(for) f(Mon) -34 b(te) 463 b(Carlo) g(ev) -34 b(en) g(ts,) 463 b(from) g(all) p Fo 462 w(K) p Fr 26781 42636 a(S) p Fp 27921 42448 a(deca) -34 b(ys) 463 b(\(left\)) h(and) f(from) p Fo 463 w(K) p Fr 41316 42636 a(S) p Fn 42428 42448 a(!) p Fo 435 w(\274) 43 b(e\272) p Fp 2214 43954 a(deca) -34 b(ys) 404 b(\(righ) -34 b(t\).) p Fk 2214 46326 a(b) 36 b(e) 402 b(assigned) g(v) -36 b(ery) 403 b(precisely:) g(the) e(probabilit) -36 b(y) 403 b(of) f(misiden) -36 b(tifying) 403 b(a) p Fi 403 w(\274) p Fu 38044 45844 a(+) p Fi 38830 46326 a(e) p Fm 39433 45844 a(\241) p Fk 40295 46326 a(\271) p Fi -725 w(\272) p Fk 486 w(\() p Fi(\274) p Fm 42641 45844 a(\241) p Fi 43427 46326 a(e) p Fu 44030 45844 a(+) p Fi 44817 46326 a(\272) p Fk 84 w(\)) 2214 47931 y(ev) -36 b(en) g(t) 433 b(as) h(a) p Fi 434 w(\274) p Fm 9113 47449 a(\241) p Fi 9900 47931 a(e) p Fu 10503 47449 a(+) p Fi 11290 47931 a(\272) p Fk 517 w(\() p Fi(\274) p Fu 13742 47449 a(+) p Fi 14528 47931 a(e) p Fm 15131 47449 a(\241) p Fk 15992 47931 a(\271) p Fi -724 w(\272) p Fk 84 w(\)) f(is) h(less) g(than) f (10) p Fm 25626 47449 a(\241) p Fu(4) p Fk 26884 47931 a(.) 2214 50865 y(Finally) -108 b(,) 342 b(for) g(ev) -36 b(en) g(ts) 341 b(passing) h(all) g(of) g(the) f(ab) 36 b(o) -36 b(v) g(e) 342 b(criteria,) g(w) -36 b(e) 341 b(compute) g(the) g(missing) g(en-) 2214 52470 y(ergy) 376 b(and) f(momen) -36 b(tum) p Fi 374 w(E) p Fu 15214 52669 a(miss) p Fk 17057 52470 a(,) p Fi 375 w(p) p Fu 18446 52669 a(miss) p Fk 20289 52470 a(.) 376 b(F) -108 b(or) p Fi 374 w(\274) p Fm 24083 51988 a(\247) p Fi 24870 52470 a(e) p Fm 25473 51988 a(\250) p Fk 26334 52470 a(\271) p Fi -724 w(\272) p Fk 83 w(\() p Fi(\272) p Fk 84 w(\)) 375 b(deca) -36 b(ys,) 376 b(these) e(v) -72 b(ariables) 377 b(are) e(the) 2214 54075 y(neutrino) 365 b(energy) i(and) f(momen) -36 b(tum,) 366 b(and) g(satisfy) p Fi 368 w(E) p Fu 28441 54274 a(miss) p Fk 30431 54075 a(=) p Fi 148 w(cp) p Fu 32804 54274 a(miss) p Fi 34646 54075 a(:) p Fk 367 w(The) g(distribution) g(of) p Fi 2214 55680 a(E) p Fu 3177 55879 a(miss) p Fj 5333 55680 a(\241) p Fi 314 w(cp) p Fu 7893 55879 a(miss) p Fk 10195 55680 a(is) 461 b(sho) -36 b(wn) 460 b(in) g(Fig.) h(2) f(after) h(the) e(time-of-\260igh) -36 b(t) 460 b(cuts) f(are) i(imp) 36 b(osed,) 460 b(for) p Fi 2214 57285 a(\274) p Fu 3000 56803 a(+) p Fi 3787 57285 a(e) p Fm 4390 56803 a(\241) p Fk 5251 57285 a(\271) p Fi -724 w(\272) p Fk 456 w(\(left) 373 b(panel\)) g(and) g(for) p Fi 373 w(\274) p Fm 18092 56803 a(\241) p Fi 18879 57285 a(e) p Fu 19482 56803 a(+) p Fi 20269 57285 a(\272) p Fk 456 w(\(righ) -36 b(t) 373 b(panel\)) g(candidate) f(ev) -36 b(en) g(ts.) 373 b(A) g(clear) h(p) 36 b(eak) 2214 58890 y(at) p Fi 357 w(E) p Fu 4690 59089 a(miss) p Fj 6672 58890 a(\241) p Fi 139 w(cp) p Fu 9057 59089 a(miss) p Fk 11047 58890 a(=) 148 b(0) 357 b(is) g(eviden) -36 b(t) 357 b(and) g(corresp) 36 b(onds) 356 b(to) h(a) h(clean) f(signal) h(for) p Fi 358 w(K) p Fr 40831 59089 a(S) p Fj 41876 58890 a(!) p Fi 369 w(\274) 48 b(e\272) p Fk 84 w(.) 2214 60495 y(Ev) -36 b(en) g(ts) 508 b(with) p Fi 509 w(E) p Fu 10542 60694 a(miss) p Fj 12731 60495 a(\241) p Fi 346 w(cp) p Fu 15323 60694 a(miss) p Fi 17662 60495 a(>) p Fk 496 w(10) 217 b(Me) -91 b(V) 509 b(are) g(mostly) g(due) f(to) p Fi 508 w(K) p Fr 35705 60694 a(S) p Fj 36878 60495 a(!) p Fi 497 w(\274) p Fu 39489 60013 a(+) p Fi 40276 60495 a(\274) p Fm 41062 60013 a(\241) p Fk 42357 60495 a(deca) -36 b(ys) 2214 62100 y(in) 485 b(whic) -36 b(h) 485 b(a) h(pion) f(deca) -36 b(ys) 486 b(to) g(a) f(m) -36 b(uon) 485 b(b) 36 b(efore) 486 b(reac) -36 b(hing) 485 b(the) g(trac) -36 b(king) 486 b(v) -36 b(olume) 486 b(or) g(in) 2214 63706 y(whic) -36 b(h) 497 b(one) g(of) h(the) f(t) -36 b(w) g(o) 498 b(pion) f(trac) -36 b(ks) 497 b(is) h(badly) f(reconstructed.) g(The) g(\257t) g(of) h(the) e(data) 2214 65311 y(to) 486 b(the) f(sum) g(of) h(the) g(signal) g (and) f(bac) -36 b(kground) 485 b(sp) 36 b(ectra) 486 b(sim) -36 b(ulated) 485 b(using) h(the) f(Mon) -36 b(te) 2214 66916 y(Carlo) 460 b(\(MC\)) e(is) h(also) h(sho) -36 b(wn.) 459 b(The) f(MC) h(sim) -36 b(ulation) 459 b(of) p Fi 460 w(K) p Fr 31937 67115 a(S) p Fj 33025 66916 a(!) p Fi 412 w(\274) 48 b(e\272) p Fk 542 w(deca) -36 b(ys) 459 b(includes) 2214 68521 y(an) 368 b(infrared-\257nite) f(treatmen) -36 b(t) 367 b(of) i(radiativ) -36 b(e) 369 b(corrections.) g(The) f (kinematics) h(of) g(the) e(de-) 2214 70126 y(ca) -36 b(y) p Fi 520 w(K) p Fr 5719 70325 a(S) p Fj 6910 70126 a(!) p Fi 516 w(\274) 48 b(e\272) p Fk 602 w(has) 519 b(b) 36 b(een) 519 b(sampled) g(from) g(a) h(four-b) 36 b(o) g(dy) 519 b(di\256eren) -36 b(tial) 519 b(deca) -36 b(y) 520 b(width) 2214 71731 y(whic) -36 b(h) 433 b(includes) g(a) h (photon) f(in) h(the) f(\257nal) g(state) h([14].) 23590 76159 y(5) p 90 rotate dyy eop %%Page: 6 6 6 5 bop 11171 44 25922 45 v Fq 12889 1625 a(Channel) 2383 b(Num) -39 b(b) 39 b(er) 465 b(of) f(selected) h(ev) -39 b(en) g(ts) p Fp 20640 3883 a(Y) -101 b(ear) 404 b(2001) 3470 b(Y) -101 b(ear) 403 b(2002) p 11171 4605 V Fo 12088 6186 a(K) p Fr 13117 6374 a(S) p Fn 14132 6186 a(!) p Fo 336 w(\274) p Fu 16414 5746 a(+) p Fo 17202 6186 a(\274) p Fm 17936 5746 a(\241) p Fp 20642 6186 a(20) 202 b(903) g(541) 3473 b(37) 203 b(313) f(575) p 11171 6907 V Fo 11835 8488 a(K) p Fr 12864 8676 a(S) p Fn 13879 8488 a(!) p Fo 336 w(\274) p Fu 16161 8048 a(+) p Fo 16949 8488 a(e) p Fm 17513 8048 a(\241) p Fp 18369 8488 a(\271) p Fo -674 w(\272) p Fp 1708 w(4) g(082) p Fn 270 w(\247) p Fp 269 w(83) 3103 b(7) 202 b(176) p Fn 269 w(\247) p Fp 269 w(117) p 11171 9210 V Fo 11835 10791 a(K) p Fr 12864 10979 a(S) p Fn 13879 10791 a(!) p Fo 336 w(\274) p Fm 16161 10351 a(\241) p Fo 16949 10791 a(e) p Fu 17513 10351 a(+) p Fo 18301 10791 a(\272) p Fp 1708 w(4) g(155) p Fn 270 w(\247) p Fp 269 w(81) 3103 b(7) 202 b(282) p Fn 269 w(\247) p Fp 269 w(112) p 11171 11512 V Fo 12623 13093 a(K) p Fr 13652 13281 a(S) p Fn 14666 13093 a(!) p Fo 337 w(\274) 43 b(e\272) p Fp 2193 w(8) 202 b(236) p Fn 270 w(\247) p Fp 269 w(116) 2497 b(14) 202 b(458) p Fn 269 w(\247) p Fp 269 w(162) p 11171 13815 V 2214 14767 a(T) -101 b(able) 404 b(1) 2214 16273 y(Num) -34 b(b) 34 b(er) 382 b(of) g(selected) p Fo 380 w(K) p Fr 13757 16461 a(S) p Fn 14772 16273 a(!) p Fo 336 w(\274) p Fu 17054 15833 a(+) p Fo 17842 16273 a(\274) p Fm 18576 15833 a(\241) p Fp 19745 16273 a(and) p Fo 382 w(K) p Fr 23108 16461 a(S) p Fn 24122 16273 a(!) p Fo 337 w(\274) 43 b(e\272) p Fp 459 w(deca) -34 b(ys) 382 b(for) f(the) h(2001) g(and) g (2002) g(data) 2214 17778 y(sets.) 5504 38241 y @beginspecial 55 @llx 22 @lly 580 @urx 580 @ury 1657 @rwi @setspecial %%BeginDocument: fit2001_eppm_modo2.eps %!PS-Adobe-2.0 EPSF-2.0 %%BoundingBox: 55 22 580 580 %%Title: fit2001_eppm_modo2.eps %%Creator: HIGZ Version 1.26/04 %%CreationDate: 2004/07/27 14.41 %%EndComments %%BeginProlog 80 dict begin /s {stroke} def /l {lineto} def /m {moveto} def /t {translate} def /sw {stringwidth} def /r {rotate} def /rl {roll} def /R {repeat} def /d {rlineto} def /rm {rmoveto} def /gr {grestore} def /f {eofill} def /c {setrgbcolor} def /lw {setlinewidth} def /sd {setdash} def /cl {closepath} def /sf {scalefont setfont} def /black {0 setgray} def /box {m dup 0 exch d exch 0 d 0 exch neg d cl} def /NC{systemdict begin initclip end}def/C{NC box clip newpath}def /bl {box s} def /bf {box f} def /Y { 0 exch d} def /X { 0 d} def /mp {newpath /y exch def /x exch def} def /side {[w .77 mul w .23 mul] .385 w mul sd w 0 l currentpoint t -144 r} def /mr {mp x y w2 0 360 arc} def /m24 {mr s} def /m20 {mr f} def /mb {mp x y w2 add m w2 neg 0 d 0 w neg d w 0 d 0 w d cl} def /mt {mp x y w2 add m w2 neg w neg d w 0 d cl} def /m21 {mb f} def /m25 {mb s} def /m22 {mt f} def /m26 {mt s} def /m23 {mp x y w2 sub m w2 w d w neg 0 d cl f} def /m27 {mp x y w2 add m w3 neg w2 neg d w3 w2 neg d w3 w2 d cl s} def /m28 {mp x w2 sub y w2 sub w3 add m w3 0 d 0 w3 neg d w3 0 d 0 w3 d w3 0 d 0 w3 d w3 neg 0 d 0 w3 d w3 neg 0 d 0 w3 neg d w3 neg 0 d cl s } def /m29 {mp gsave x w2 sub y w2 add w3 sub m currentpoint t 4 {side} repeat cl fill gr} def /m30 {mp gsave x w2 sub y w2 add w3 sub m currentpoint t 5 {side} repeat s gr} def /m31 {mp x y w2 sub m 0 w d x w2 sub y m w 0 d x w2 sub y w2 add m w w neg d x w2 sub y w2 sub m w w d s} def /m2 {mp x y w2 sub m 0 w d x w2 sub y m w 0 d s} def /m5 {mp x w2 sub y w2 sub m w w d x w2 sub y w2 add m w w neg d s} def /reencdict 24 dict def /ReEncode {reencdict begin /nco&na exch def /nfnam exch def /basefontname exch def /basefontdict basefontname findfont def /newfont basefontdict maxlength dict def basefontdict {exch dup /FID ne {dup /Encoding eq {exch dup length array copy newfont 3 1 roll put} {exch newfont 3 1 roll put} ifelse} {pop pop} ifelse } forall newfont /FontName nfnam put nco&na aload pop nco&na length 2 idiv {newfont /Encoding get 3 1 roll put} repeat nfnam newfont definefont pop end } def /accvec [ 176 /agrave 181 /Agrave 190 /acircumflex 192 /Acircumflex 201 /adieresis 204 /Adieresis 209 /ccedilla 210 /Ccedilla 211 /eacute 212 /Eacute 213 /egrave 214 /Egrave 215 /ecircumflex 216 /Ecircumflex 217 /edieresis 218 /Edieresis 219 /icircumflex 220 /Icircumflex 221 /idieresis 222 /Idieresis 223 /ntilde 224 /Ntilde 226 /ocircumflex 228 /Ocircumflex 229 /odieresis 230 /Odieresis 231 /ucircumflex 236 /Ucircumflex 237 /udieresis 238 /Udieresis 239 /aring 242 /Aring 243 /ydieresis 244 /Ydieresis 246 /aacute 247 /Aacute 252 /ugrave 253 /Ugrave] def /Times-Roman /Times-Roman accvec ReEncode /Times-Italic /Times-Italic accvec ReEncode /Times-Bold /Times-Bold accvec ReEncode /Times-BoldItalic /Times-BoldItalic accvec ReEncode /Helvetica /Helvetica accvec ReEncode /Helvetica-Oblique /Helvetica-Oblique accvec ReEncode /Helvetica-Bold /Helvetica-Bold accvec ReEncode /Helvetica-BoldOblique /Helvetica-BoldOblique accvec ReEncode /Courier /Courier accvec ReEncode /Courier-Oblique /Courier-Oblique accvec ReEncode /Courier-Bold /Courier-Bold accvec ReEncode /Courier-BoldOblique /Courier-BoldOblique accvec ReEncode /oshow {gsave [] 0 sd true charpath stroke gr} def /stwn { /fs exch def /fn exch def /text exch def fn findfont fs sf text sw pop xs add /xs exch def} def /stwb { /fs exch def /fn exch def /nbas exch def /textf exch def textf length /tlen exch def nbas tlen gt {/nbas tlen def} if fn findfont fs sf textf dup length nbas sub nbas getinterval sw pop neg xs add /xs exch def} def /accspe [ 65 /plusminus 66 /bar 67 /existential 68 /universal 69 /exclam 70 /numbersign 71 /greater 72 /question 73 /integral 74 /colon 75 /semicolon 76 /less 77 /bracketleft 78 /bracketright 79 /greaterequal 80 /braceleft 81 /braceright 82 /radical 83 /spade 84 /heart 85 /diamond 86 /club 87 /lessequal 88 /multiply 89 /percent 90 /infinity 48 /circlemultiply 49 /circleplus 50 /emptyset 51 /lozenge 52 /bullet 53 /arrowright 54 /arrowup 55 /arrowleft 56 /arrowdown 57 /arrowboth 48 /degree 44 /comma 43 /plus 45 /angle 42 /angleleft 47 /divide 61 /notequal 40 /equivalence 41 /second 97 /approxequal 98 /congruent 99 /perpendicular 100 /partialdiff 101 /florin 102 /intersection 103 /union 104 /propersuperset 105 /reflexsuperset 106 /notsubset 107 /propersubset 108 /reflexsubset 109 /element 110 /notelement 111 /gradient 112 /logicaland 113 /logicalor 114 /arrowdblboth 115 /arrowdblleft 116 /arrowdblup 117 /arrowdblright 118 /arrowdbldown 119 /ampersand 120 /omega1 121 /similar 122 /aleph ] def /Symbol /Special accspe ReEncode %%EndProlog gsave .25 .25 scale gsave 0 0 t black [] 0 sd 1 lw 2608 2608 0 0 C /xs 0 def (E) /Times-Italic 120 stwn (miss) /Times-Italic 84 stwn ( - cP) /Times-Italic 120 stwn (miss) /Times-Italic 84 stwn ( \(MeV\)) /Times-Italic 120 stwn gsave 2268 141 t 0 r xs neg 0 t 0 0 m /Times-Italic findfont 120 sf 0 0 m (E) show currentpoint pop 0 t /Times-Italic findfont 84 sf 0 -40 m (miss) show currentpoint pop 0 t /Times-Italic findfont 120 sf 0 0 m ( - cP) show currentpoint pop 0 t /Times-Italic findfont 84 sf 0 -40 m (miss) show currentpoint pop 0 t /Times-Italic findfont 120 sf 0 0 m ( \(MeV\)) show gr /xs 0 def (N. Evts./1MeV) /Times-Italic 120 stwn gsave 624 2248 t 90 r xs neg 0 t 0 0 m /Times-Italic findfont 120 sf 0 0 m (N. Evts./1MeV) show gr 5 lw 0 0 1 c /w 23 def /w2 {w 2 div} def /w3 {w 3 div} def 816 1882 m20 gsave 862 1854 t 0 r 0 0 m /Times-Roman findfont 86 sf 0 0 m (Data) show gr 1 0 0 c 816 1979 m -34 X s gsave 862 1950 t 0 r 0 0 m /Times-Roman findfont 86 sf 0 0 m (MC fit) show gr black gsave 816 2075 t 0 r 0 0 m /Times-Roman findfont 68 sf 0 0 m (\040) show currentpoint pop 0 t /Symbol findfont 68 sf 0 0 m (p) show currentpoint pop 0 t /Times-Roman findfont 48 sf 0 34 m (-) show currentpoint pop 0 t /Times-Roman findfont 68 sf 0 0 m (e) show currentpoint pop 0 t /Times-Roman findfont 48 sf 0 34 m (+) show currentpoint pop 0 t /Symbol findfont 68 sf 0 0 m (n) show gr gsave 816 1690 t 0 r 0 0 m /Times-Roman findfont 68 sf 0 0 m (N\(\040) show currentpoint pop 0 t /Symbol findfont 68 sf 0 0 m (p) show currentpoint pop 0 t /Times-Roman findfont 48 sf 0 34 m (-) show currentpoint pop 0 t /Times-Roman findfont 68 sf 0 0 m (e) show currentpoint pop 0 t /Times-Roman findfont 48 sf 0 34 m (+) show currentpoint pop 0 t /Symbol findfont 68 sf 0 0 m (n) show currentpoint pop 0 t /Times-Roman findfont 68 sf 0 0 m (\) = 4082 ) show currentpoint pop 0 t /Special findfont 68 sf 0 0 m (A) show currentpoint pop 0 t /Times-Roman findfont 68 sf 0 0 m ( 84) show gr 1814 1928 454 340 C NC 1814 1928 454 340 bl 1814 1928 454 340 C NC 1 lw 454 340 m 1928 Y s 3 lw 488 340 m -34 X s 471 379 m -17 X s 471 417 m -17 X s 471 456 m -17 X s 471 494 m -17 X s 488 533 m -34 X s 471 571 m -17 X s 471 610 m -17 X s 471 649 m -17 X s 471 687 m -17 X s 488 726 m -34 X s 471 764 m -17 X s 471 803 m -17 X s 471 841 m -17 X s 471 880 m -17 X s 488 918 m -34 X s 471 957 m -17 X s 471 996 m -17 X s 471 1034 m -17 X s 471 1073 m -17 X s 488 1111 m -34 X s 471 1150 m -17 X s 471 1188 m -17 X s 471 1227 m -17 X s 471 1265 m -17 X s 488 1304 m -34 X s 471 1343 m -17 X s 471 1381 m -17 X s 471 1420 m -17 X s 471 1458 m -17 X s 488 1497 m -34 X s 471 1535 m -17 X s 471 1574 m -17 X s 471 1612 m -17 X s 471 1651 m -17 X s 488 1690 m -34 X s 471 1728 m -17 X s 471 1767 m -17 X s 471 1805 m -17 X s 471 1844 m -17 X s 488 1882 m -34 X s 471 1921 m -17 X s 471 1959 m -17 X s 471 1998 m -17 X s 471 2037 m -17 X s 488 2075 m -34 X s 471 2114 m -17 X s 471 2152 m -17 X s 471 2191 m -17 X s 471 2229 m -17 X s 488 2268 m -34 X s /xs 0 def (0) /Times-Roman 86 stwn gsave 397 312 t 0 r xs neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (0) show gr /xs 0 def (250) /Times-Roman 86 stwn gsave 397 505 t 0 r xs neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (250) show gr /xs 0 def (500) /Times-Roman 86 stwn gsave 397 697 t 0 r xs neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (500) show gr /xs 0 def (750) /Times-Roman 86 stwn gsave 397 890 t 0 r xs neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (750) show gr /xs 0 def (1000) /Times-Roman 86 stwn gsave 397 1083 t 0 r xs neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (1000) show gr /xs 0 def (1250) /Times-Roman 86 stwn gsave 397 1276 t 0 r xs neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (1250) show gr /xs 0 def (1500) /Times-Roman 86 stwn gsave 397 1468 t 0 r xs neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (1500) show gr /xs 0 def (1750) /Times-Roman 86 stwn gsave 397 1661 t 0 r xs neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (1750) show gr /xs 0 def (2000) /Times-Roman 86 stwn gsave 397 1854 t 0 r xs neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (2000) show gr /xs 0 def (2250) /Times-Roman 86 stwn gsave 397 2047 t 0 r xs neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (2250) show gr /xs 0 def (2500) /Times-Roman 86 stwn gsave 397 2239 t 0 r xs neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (2500) show gr 1 lw 454 340 m 1814 X s 3 lw 454 374 m -34 Y s 510 357 m -17 Y s 567 357 m -17 Y s 624 357 m -17 Y s 680 374 m -34 Y s 737 357 m -17 Y s 794 357 m -17 Y s 850 357 m -17 Y s 907 374 m -34 Y s 964 357 m -17 Y s 1021 357 m -17 Y s 1077 357 m -17 Y s 1134 374 m -34 Y s 1191 357 m -17 Y s 1247 357 m -17 Y s 1304 357 m -17 Y s 1361 374 m -34 Y s 1417 357 m -17 Y s 1474 357 m -17 Y s 1531 357 m -17 Y s 1587 374 m -34 Y s 1644 357 m -17 Y s 1701 357 m -17 Y s 1758 357 m -17 Y s 1814 374 m -34 Y s 1871 357 m -17 Y s 1928 357 m -17 Y s 1984 357 m -17 Y s 2041 374 m -34 Y s 2098 357 m -17 Y s 2154 357 m -17 Y s 2211 357 m -17 Y s 2268 374 m -34 Y s /xs 0 def (-80) /Times-Roman 86 stwn gsave 454 261 t 0 r xs 2 div neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (-80) show gr /xs 0 def (-60) /Times-Roman 86 stwn gsave 680 261 t 0 r xs 2 div neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (-60) show gr /xs 0 def (-40) /Times-Roman 86 stwn gsave 907 261 t 0 r xs 2 div neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (-40) show gr /xs 0 def (-20) /Times-Roman 86 stwn gsave 1134 261 t 0 r xs 2 div neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (-20) show gr /xs 0 def (0) /Times-Roman 86 stwn gsave 1361 261 t 0 r xs 2 div neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (0) show gr /xs 0 def (20) /Times-Roman 86 stwn gsave 1587 261 t 0 r xs 2 div neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (20) show gr /xs 0 def (40) /Times-Roman 86 stwn gsave 1814 261 t 0 r xs 2 div neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (40) show gr /xs 0 def (60) /Times-Roman 86 stwn gsave 2041 261 t 0 r xs 2 div neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (60) show gr /xs 0 def (80) /Times-Roman 86 stwn gsave 2268 261 t 0 r xs 2 div neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (80) show gr 1814 1928 454 340 C 0 0 1 c 459 349 m 4 Y s 459 353 m 3 Y s 454 353 m 5 X s 459 353 m 6 X s 471 345 m 2 Y s 471 347 m 2 Y s 465 347 m 6 X s 471 347 m 5 X s 482 344 m 2 Y s 482 346 m 2 Y s 476 346 m 6 X s 482 346 m 6 X s 493 353 m20 505 346 m 3 Y s 505 349 m 2 Y s 499 349 m 6 X s 505 349 m 5 X s 516 355 m20 527 345 m 2 Y s 527 347 m 2 Y s 522 347 m 5 X s 527 347 m 6 X s 539 347 m 3 Y s 539 350 m 3 Y s 533 350 m 6 X s 539 350 m 5 X s 550 348 m 3 Y s 550 351 m 3 Y s 544 351 m 6 X s 550 351 m 6 X s 561 347 m 3 Y s 561 350 m 3 Y s 556 350 m 5 X s 561 350 m 6 X s 573 346 m 3 Y s 573 349 m 2 Y s 567 349 m 6 X s 573 349 m 5 X s 584 353 m20 595 347 m 3 Y s 595 350 m 3 Y s 590 350 m 5 X s 595 350 m 6 X s 607 361 m20 618 348 m 3 Y s 618 351 m 3 Y s 612 351 m 6 X s 618 351 m 6 X s 629 357 m20 641 356 m20 652 353 m20 663 347 m 2 Y s 663 349 m 3 Y s 658 349 m 5 X s 663 349 m 6 X s 675 348 m 3 Y s 675 351 m 3 Y s 669 351 m 6 X s 675 351 m 5 X s 686 353 m20 697 348 m 3 Y s 697 351 m 3 Y s 692 351 m 5 X s 697 351 m 6 X s 709 347 m 3 Y s 709 350 m 3 Y s 703 350 m 6 X s 709 350 m 5 X s 720 353 m20 731 352 m20 743 354 m20 754 355 m20 765 356 m20 777 347 m 2 Y s 777 349 m 3 Y s 771 349 m 6 X s 777 349 m 5 X s 788 358 m20 799 354 m20 811 353 m20 822 357 m20 833 356 m20 845 359 m20 856 361 m20 867 356 m20 879 355 m20 890 361 m20 901 358 m20 913 348 m 3 Y s 913 351 m 3 Y s 907 351 m 6 X s 913 351 m 5 X s 924 347 m 2 Y s 924 349 m 3 Y s 918 349 m 6 X s 924 349 m 6 X s 935 353 m20 947 359 m20 958 358 m20 969 360 m20 981 373 m20 992 366 m20 1004 366 m20 1015 355 m20 1026 358 m20 1038 358 m20 1049 367 m20 1060 359 m20 1072 361 m20 1083 354 m20 1094 359 m20 1106 368 m20 1117 366 m20 1128 374 m20 1140 370 m20 1151 373 m20 1162 370 m20 1174 371 m20 1185 365 m20 1196 385 m20 1208 378 m20 1219 384 m20 1230 395 m20 1242 388 m20 1253 393 m20 1264 396 m20 1276 398 m20 1287 441 m20 1298 468 m20 1310 501 m20 1321 551 m 2 Y s 1321 576 m 2 Y s 1321 565 m20 1332 614 m 4 Y s 1332 641 m 3 Y s 1332 629 m20 1344 666 m 4 Y s 1344 693 m 5 Y s 1344 682 m20 1355 712 m 6 Y s 1355 741 m 6 Y s 1355 730 m20 1366 678 m 5 Y s 1366 705 m 6 Y s 1366 694 m20 1378 598 m 3 Y s 1378 624 m 3 Y s 1378 612 m20 1389 557 m 2 Y s 1389 581 m 2 Y s 1389 570 m20 1400 507 m s 1400 530 m s 1400 518 m20 1412 484 m20 1423 456 m20 1434 437 m20 1446 436 m20 1457 439 m20 1468 431 m20 1480 428 m20 1491 447 m20 1502 451 m20 1514 461 m20 1525 486 m20 1536 484 m20 1548 510 m 1 Y s 1548 533 m 1 Y s 1548 522 m20 1559 519 m 1 Y s 1559 543 m 1 Y s 1559 531 m20 1570 559 m 2 Y s 1570 584 m 2 Y s 1570 572 m20 1582 629 m 4 Y s 1582 656 m 4 Y s 1582 645 m20 1593 674 m 5 Y s 1593 702 m 5 Y s 1593 690 m20 1604 775 m 7 Y s 1604 805 m 7 Y s 1604 794 m20 1616 949 m 11 Y s 1616 982 m 11 Y s 1616 971 m20 1627 1118 m 14 Y s 1627 1154 m 14 Y s 1627 1143 m20 1639 1269 m 16 Y s 1639 1308 m 15 Y s 1639 1296 m20 1650 1446 m 18 Y s 1650 1487 m 18 Y s 1650 1475 m20 1661 1653 m 21 Y s 1661 1697 m 21 Y s 1661 1686 m20 1673 1825 m 23 Y s 1673 1871 m 22 Y s 1673 1859 m20 1684 1918 m 24 Y s 1684 1965 m 24 Y s 1684 1953 m20 1695 2010 m 25 Y s 1695 2058 m 25 Y s 1695 2047 m20 1707 2073 m 25 Y s 1707 2121 m 26 Y s 1707 2110 m20 1718 2088 m 26 Y s 1718 2137 m 25 Y s 1718 2125 m20 1729 1903 m 24 Y s 1729 1950 m 24 Y s 1729 1939 m20 1741 1812 m 23 Y s 1741 1857 m 23 Y s 1741 1846 m20 1752 1723 m 22 Y s 1752 1767 m 22 Y s 1752 1756 m20 1763 1602 m 20 Y s 1763 1645 m 20 Y s 1763 1633 m20 1775 1537 m 19 Y s 1775 1579 m 19 Y s 1775 1568 m20 1786 1376 m 17 Y s 1786 1416 m 17 Y s 1786 1404 m20 1797 1259 m 16 Y s 1797 1298 m 15 Y s 1797 1286 m20 1809 1179 m 15 Y s 1809 1217 m 14 Y s 1809 1205 m20 1820 1154 m 15 Y s 1820 1191 m 14 Y s 1820 1180 m20 1831 974 m 11 Y s 1831 1008 m 11 Y s 1831 996 m20 1843 925 m 11 Y s 1843 958 m 11 Y s 1843 947 m20 1854 855 m 9 Y s 1854 887 m 9 Y s 1854 875 m20 1865 847 m 8 Y s 1865 878 m 9 Y s 1865 867 m20 1877 752 m 7 Y s 1877 782 m 7 Y s 1877 770 m20 1888 761 m 7 Y s 1888 791 m 7 Y s 1888 780 m20 1899 699 m 6 Y s 1899 728 m 5 Y s 1899 716 m20 1911 631 m 4 Y s 1911 658 m 4 Y s 1911 646 m20 1922 592 m 3 Y s 1922 618 m 3 Y s 1922 606 m20 1933 544 m 2 Y s 1933 568 m 2 Y s 1933 557 m20 1945 513 m s 1945 536 m s 1945 524 m20 1956 489 m20 1967 440 m20 1979 442 m20 1990 422 m20 2001 400 m20 2013 390 m20 2024 397 m20 2035 384 m20 2047 367 m20 2058 375 m20 2069 376 m20 2081 371 m20 2092 360 m20 2103 360 m20 2115 356 m20 2126 357 m20 2137 361 m20 2149 345 m 2 Y s 2149 347 m 2 Y s 2143 347 m 6 X s 2149 347 m 5 X s 2160 352 m20 2171 356 m20 2183 345 m 2 Y s 2183 347 m 2 Y s 2177 347 m 6 X s 2183 347 m 5 X s 2194 345 m 2 Y s 2194 347 m 2 Y s 2188 347 m 6 X s 2194 347 m 6 X s 2205 346 m 3 Y s 2205 349 m 2 Y s 2200 349 m 5 X s 2205 349 m 6 X s 2217 345 m 2 Y s 2217 347 m 2 Y s 2211 347 m 6 X s 2217 347 m 5 X s 2228 347 m 2 Y s 2228 349 m 3 Y s 2222 349 m 6 X s 2228 349 m 6 X s 2239 346 m 3 Y s 2239 349 m 2 Y s 2234 349 m 5 X s 2239 349 m 6 X s 2251 345 m 3 Y s 2251 348 m 2 Y s 2245 348 m 6 X s 2251 348 m 5 X s 2262 344 m 2 Y s 2262 346 m 2 Y s 2256 346 m 6 X s 2262 346 m 6 X s 1 0 0 c 459 344 m 1 Y s 459 346 m 2 Y s 454 346 m 5 X s 460 346 m 5 X s /w 0 def /w2 {w 2 div} def /w3 {w 3 div} def 459 346 m20 471 349 m 2 Y s 471 352 m 2 Y s 465 351 m 5 X s 471 351 m 5 X s 471 351 m20 482 345 m 2 Y s 482 348 m 1 Y s 476 347 m 5 X s 482 347 m 6 X s 482 347 m20 493 345 m 2 Y s 493 348 m 1 Y s 488 347 m 5 X s 494 347 m 5 X s 493 347 m20 505 346 m 1 Y s 505 348 m 2 Y s 499 348 m 5 X s 505 348 m 5 X s 505 348 m20 516 346 m 2 Y s 516 349 m 2 Y s 510 348 m 5 X s 516 348 m 6 X s 516 348 m20 527 344 m 1 Y s 527 346 m 1 Y s 522 346 m 5 X s 528 346 m 5 X s 527 346 m20 539 348 m 1 Y s 539 351 m 1 Y s 533 350 m 5 X s 539 350 m 5 X s 539 350 m20 550 344 m 1 Y s 550 347 m 1 Y s 544 346 m 5 X s 551 346 m 5 X s 550 346 m20 561 343 m 2 Y s 561 346 m 1 Y s 556 345 m 5 X s 562 345 m 5 X s 561 345 m20 573 346 m 2 Y s 573 349 m 2 Y s 567 349 m 5 X s 573 349 m 5 X s 573 349 m20 584 347 m 2 Y s 584 350 m 2 Y s 578 350 m 5 X s 585 350 m 5 X s 584 350 m20 595 345 m 2 Y s 595 348 m 1 Y s 590 347 m 5 X s 596 347 m 5 X s 595 347 m20 607 346 m 2 Y s 607 349 m 1 Y s 601 348 m 5 X s 607 348 m 5 X s 607 348 m20 618 349 m 2 Y s 618 352 m 3 Y s 612 352 m 5 X s 619 352 m 5 X s 618 352 m20 629 349 m 2 Y s 629 352 m 2 Y s 624 351 m 5 X s 630 351 m 5 X s 629 351 m20 641 343 m 1 Y s 641 345 m 1 Y s 635 345 m 5 X s 641 345 m 5 X s 641 345 m20 652 346 m 2 Y s 652 349 m 2 Y s 646 349 m 5 X s 653 349 m 5 X s 652 349 m20 663 349 m 2 Y s 663 352 m 3 Y s 658 352 m 5 X s 664 352 m 5 X s 663 352 m20 675 348 m 2 Y s 675 351 m 2 Y s 669 350 m 5 X s 675 350 m 5 X s 675 350 m20 686 346 m 2 Y s 686 349 m 1 Y s 680 348 m 5 X s 687 348 m 5 X s 686 348 m20 697 353 m 2 Y s 697 356 m 3 Y s 692 356 m 5 X s 698 356 m 5 X s 697 356 m20 709 349 m 2 Y s 709 352 m 3 Y s 703 352 m 5 X s 709 352 m 5 X s 709 352 m20 720 349 m 2 Y s 720 352 m 2 Y s 714 351 m 5 X s 721 351 m 5 X s 720 351 m20 731 348 m 2 Y s 731 351 m 2 Y s 726 350 m 5 X s 732 350 m 5 X s 731 350 m20 743 350 m 2 Y s 743 353 m 3 Y s 737 353 m 5 X s 743 353 m 5 X s 743 353 m20 754 346 m 2 Y s 754 349 m 1 Y s 748 348 m 5 X s 755 348 m 5 X s 754 348 m20 765 345 m 2 Y s 765 348 m 1 Y s 760 347 m 5 X s 766 347 m 5 X s 765 347 m20 777 349 m 2 Y s 777 353 m 2 Y s 771 352 m 5 X s 777 352 m 5 X s 777 352 m20 788 354 m 2 Y s 788 357 m 3 Y s 782 357 m 6 X s 789 357 m 5 X s 788 357 m20 799 349 m 3 Y s 799 353 m 2 Y s 794 352 m 5 X s 800 352 m 5 X s 799 352 m20 811 350 m 2 Y s 811 353 m 3 Y s 805 353 m 5 X s 811 353 m 5 X s 811 353 m20 822 349 m 2 Y s 822 352 m 2 Y s 816 352 m 6 X s 823 352 m 5 X s 822 352 m20 833 349 m 2 Y s 833 352 m 2 Y s 828 351 m 5 X s 834 351 m 5 X s 833 351 m20 845 349 m 2 Y s 845 352 m 2 Y s 839 352 m 5 X s 845 352 m 5 X s 845 352 m20 856 349 m 2 Y s 856 352 m 2 Y s 850 352 m 6 X s 857 352 m 5 X s 856 352 m20 867 354 m 3 Y s 867 358 m 3 Y s 862 358 m 5 X s 868 358 m 5 X s 867 358 m20 879 348 m 1 Y s 879 351 m 1 Y s 873 350 m 5 X s 879 350 m 5 X s 879 350 m20 890 348 m 2 Y s 890 351 m 2 Y s 884 350 m 6 X s 891 350 m 5 X s 890 350 m20 901 351 m 2 Y s 901 355 m 2 Y s 896 354 m 5 X s 902 354 m 5 X s 901 354 m20 913 352 m 2 Y s 913 355 m 3 Y s 907 355 m 5 X s 913 355 m 5 X s 913 355 m20 924 354 m 2 Y s 924 357 m 3 Y s 918 357 m 6 X s 925 357 m 5 X s 924 357 m20 935 356 m 3 Y s 935 360 m 3 Y s 930 360 m 5 X s 936 360 m 5 X s 935 360 m20 947 355 m 3 Y s 947 359 m 3 Y s 941 358 m 5 X s 947 358 m 5 X s 947 358 m20 958 355 m 2 Y s 958 358 m 3 Y s 952 358 m 6 X s 959 358 m 5 X s 958 358 m20 969 357 m 3 Y s 969 361 m 3 Y s 964 361 m 5 X s 970 361 m 5 X s 969 361 m20 981 353 m 2 Y s 981 356 m 3 Y s 975 356 m 5 X s 981 356 m 6 X s 981 356 m20 992 357 m 3 Y s 992 361 m 3 Y s 987 360 m 5 X s 993 360 m 5 X s 992 360 m20 1004 357 m 3 Y s 1004 361 m 3 Y s 998 361 m 5 X s 1004 361 m 5 X s 1004 361 m20 1015 358 m 3 Y s 1015 362 m 3 Y s 1009 361 m 5 X s 1015 361 m 6 X s 1015 361 m20 1026 354 m 3 Y s 1026 358 m 3 Y s 1021 358 m 5 X s 1027 358 m 5 X s 1026 358 m20 1038 351 m 2 Y s 1038 354 m 2 Y s 1032 353 m 5 X s 1038 353 m 5 X s 1038 353 m20 1049 351 m 2 Y s 1049 354 m 2 Y s 1043 353 m 5 X s 1049 353 m 6 X s 1049 353 m20 1060 354 m 2 Y s 1060 357 m 3 Y s 1055 357 m 5 X s 1061 357 m 5 X s 1060 357 m20 1072 359 m 3 Y s 1072 363 m 3 Y s 1066 363 m 5 X s 1072 363 m 5 X s 1072 363 m20 1083 363 m 3 Y s 1083 367 m 4 Y s 1077 367 m 5 X s 1083 367 m 6 X s 1083 367 m20 1094 359 m 3 Y s 1094 363 m 3 Y s 1089 363 m 5 X s 1095 363 m 5 X s 1094 363 m20 1106 355 m 3 Y s 1106 359 m 3 Y s 1100 358 m 5 X s 1106 358 m 5 X s 1106 358 m20 1117 359 m 2 Y s 1117 363 m 3 Y s 1111 362 m 5 X s 1117 362 m 6 X s 1117 362 m20 1128 357 m 3 Y s 1128 361 m 2 Y s 1123 360 m 5 X s 1129 360 m 5 X s 1128 360 m20 1140 361 m 3 Y s 1140 365 m 3 Y s 1134 364 m 5 X s 1140 364 m 5 X s 1140 364 m20 1151 367 m 4 Y s 1151 372 m 3 Y s 1145 371 m 5 X s 1151 371 m 6 X s 1151 371 m20 1162 357 m 2 Y s 1162 361 m 2 Y s 1157 360 m 5 X s 1163 360 m 5 X s 1162 360 m20 1174 362 m 3 Y s 1174 366 m 3 Y s 1168 366 m 5 X s 1174 366 m 5 X s 1174 366 m20 1185 365 m 3 Y s 1185 369 m 3 Y s 1179 369 m 5 X s 1186 369 m 5 X s 1185 369 m20 1196 361 m 3 Y s 1196 365 m 3 Y s 1191 365 m 5 X s 1197 365 m 5 X s 1196 365 m20 1208 366 m 3 Y s 1208 370 m 3 Y s 1202 369 m 5 X s 1208 369 m 5 X s 1208 369 m20 1219 369 m 3 Y s 1219 374 m 3 Y s 1213 373 m 5 X s 1220 373 m 5 X s 1219 373 m20 1230 374 m 3 Y s 1230 378 m 4 Y s 1225 378 m 5 X s 1231 378 m 5 X s 1230 378 m20 1242 379 m 4 Y s 1242 384 m 4 Y s 1236 384 m 5 X s 1242 384 m 5 X s 1242 384 m20 1253 380 m 3 Y s 1253 384 m 4 Y s 1247 384 m 5 X s 1254 384 m 5 X s 1253 384 m20 1264 389 m 4 Y s 1264 394 m 4 Y s 1259 393 m 5 X s 1265 393 m 5 X s 1264 393 m20 1276 406 m 4 Y s 1276 411 m 4 Y s 1270 411 m 5 X s 1276 411 m 5 X s 1276 411 m20 1287 419 m 4 Y s 1287 424 m 4 Y s 1281 424 m 5 X s 1288 424 m 5 X s 1287 424 m20 1298 459 m 4 Y s 1298 464 m 4 Y s 1293 464 m 5 X s 1299 464 m 5 X s 1298 464 m20 1310 500 m 5 Y s 1310 506 m 5 Y s 1304 505 m 5 X s 1310 505 m 5 X s 1310 505 m20 1321 568 m 6 Y s 1321 575 m 6 Y s 1315 575 m 5 X s 1322 575 m 5 X s 1321 575 m20 1332 630 m 5 Y s 1332 636 m 5 Y s 1327 636 m 5 X s 1333 636 m 5 X s 1332 636 m20 1344 689 m 5 Y s 1344 696 m 5 Y s 1338 695 m 5 X s 1344 695 m 5 X s 1344 695 m20 1355 712 m 6 Y s 1355 719 m 6 Y s 1349 718 m 5 X s 1356 718 m 5 X s 1355 718 m20 1366 685 m 6 Y s 1366 692 m 6 Y s 1361 691 m 5 X s 1367 691 m 5 X s 1366 691 m20 1378 636 m 6 Y s 1378 643 m 7 Y s 1372 643 m 5 X s 1378 643 m 5 X s 1378 643 m20 1389 556 m 5 Y s 1389 562 m 5 Y s 1383 561 m 5 X s 1390 561 m 5 X s 1389 561 m20 1400 508 m 5 Y s 1400 514 m 6 Y s 1395 514 m 5 X s 1401 514 m 5 X s 1400 514 m20 1412 477 m 6 Y s 1412 484 m 6 Y s 1406 484 m 5 X s 1412 484 m 5 X s 1412 484 m20 1423 450 m 6 Y s 1423 457 m 5 Y s 1417 456 m 5 X s 1424 456 m 5 X s 1423 456 m20 1434 433 m 5 Y s 1434 439 m 6 Y s 1429 439 m 5 X s 1435 439 m 5 X s 1434 439 m20 1446 434 m 6 Y s 1446 441 m 6 Y s 1440 441 m 5 X s 1446 441 m 5 X s 1446 441 m20 1457 425 m 5 Y s 1457 432 m 5 Y s 1451 431 m 6 X s 1458 431 m 5 X s 1457 431 m20 1468 443 m 7 Y s 1468 452 m 7 Y s 1463 451 m 5 X s 1469 451 m 5 X s 1468 451 m20 1480 426 m 6 Y s 1480 433 m 6 Y s 1474 432 m 5 X s 1480 432 m 5 X s 1480 432 m20 1491 432 m 7 Y s 1491 440 m 7 Y s 1485 439 m 6 X s 1492 439 m 5 X s 1491 439 m20 1502 441 m 7 Y s 1502 449 m 8 Y s 1497 449 m 5 X s 1503 449 m 5 X s 1502 449 m20 1514 442 m 8 Y s 1514 451 m 7 Y s 1508 450 m 5 X s 1514 450 m 5 X s 1514 450 m20 1525 466 m 9 Y s 1525 476 m 8 Y s 1519 475 m 6 X s 1526 475 m 5 X s 1525 475 m20 1536 475 m 9 Y s 1536 485 m 9 Y s 1531 485 m 5 X s 1537 485 m 5 X s 1536 485 m20 1548 506 m 10 Y s 1548 517 m 10 Y s 1542 517 m 5 X s 1548 517 m 5 X s 1548 517 m20 1559 509 m 10 Y s 1559 520 m 10 Y s 1553 520 m 6 X s 1560 520 m 5 X s 1559 520 m20 1570 570 m 12 Y s 1570 583 m 12 Y s 1565 583 m 5 X s 1571 583 m 5 X s 1570 583 m20 1582 607 m 13 Y s 1582 621 m 13 Y s 1576 621 m 5 X s 1582 621 m 5 X s 1582 621 m20 1593 677 m 14 Y s 1593 692 m 15 Y s 1587 692 m 6 X s 1594 692 m 5 X s 1593 692 m20 1604 839 m 18 Y s 1604 858 m 18 Y s 1599 858 m 5 X s 1605 858 m 5 X s 1604 858 m20 1616 990 m 20 Y s 1616 1011 m 20 Y s 1610 1010 m 5 X s 1616 1010 m 5 X s 1616 1010 m20 1627 1149 m 22 Y s 1627 1172 m 23 Y s 1621 1172 m 6 X s 1628 1172 m 5 X s 1627 1172 m20 1639 1287 m 25 Y s 1639 1313 m 25 Y s 1633 1312 m 5 X s 1639 1312 m 5 X s 1639 1312 m20 1650 1539 m 28 Y s 1650 1568 m 28 Y s 1644 1568 m 5 X s 1650 1568 m 6 X s 1650 1568 m20 1661 1724 m 30 Y s 1661 1755 m 30 Y s 1656 1755 m 5 X s 1662 1755 m 5 X s 1661 1755 m20 1673 1929 m 32 Y s 1673 1962 m 32 Y s 1667 1962 m 5 X s 1673 1962 m 5 X s 1673 1962 m20 1684 2030 m 33 Y s 1684 2064 m 33 Y s 1678 2064 m 5 X s 1684 2064 m 6 X s 1684 2064 m20 1695 2121 m 33 Y s 1695 2156 m 33 Y s 1690 2155 m 5 X s 1696 2155 m 5 X s 1695 2155 m20 1707 2249 m 35 Y s 1701 2284 m 5 X s 1707 2284 m 5 X s 1707 2284 m20 1718 2176 m 34 Y s 1718 2211 m 34 Y s 1712 2211 m 5 X s 1718 2211 m 6 X s 1718 2211 m20 1729 1993 m 33 Y s 1729 2027 m 33 Y s 1724 2027 m 5 X s 1730 2027 m 5 X s 1729 2027 m20 1741 1825 m 31 Y s 1741 1857 m 31 Y s 1735 1857 m 5 X s 1741 1857 m 5 X s 1741 1857 m20 1752 1707 m 29 Y s 1752 1738 m 29 Y s 1746 1737 m 5 X s 1752 1737 m 6 X s 1752 1737 m20 1763 1620 m 29 Y s 1763 1650 m 28 Y s 1758 1649 m 5 X s 1764 1649 m 5 X s 1763 1649 m20 1775 1433 m 27 Y s 1775 1461 m 26 Y s 1769 1460 m 5 X s 1775 1460 m 5 X s 1775 1460 m20 1786 1317 m 25 Y s 1786 1343 m 25 Y s 1780 1343 m 5 X s 1786 1343 m 6 X s 1786 1343 m20 1797 1212 m 24 Y s 1797 1237 m 24 Y s 1792 1236 m 5 X s 1798 1236 m 5 X s 1797 1236 m20 1809 1114 m 23 Y s 1809 1138 m 22 Y s 1803 1137 m 5 X s 1809 1137 m 5 X s 1809 1137 m20 1820 1026 m 21 Y s 1820 1049 m 20 Y s 1814 1048 m 5 X s 1820 1048 m 6 X s 1820 1048 m20 1831 935 m 19 Y s 1831 955 m 20 Y s 1826 955 m 5 X s 1832 955 m 5 X s 1831 955 m20 1843 845 m 18 Y s 1843 864 m 18 Y s 1837 863 m 5 X s 1843 863 m 5 X s 1843 863 m20 1854 828 m 17 Y s 1854 846 m 18 Y s 1848 846 m 5 X s 1855 846 m 5 X s 1854 846 m20 1865 769 m 17 Y s 1865 787 m 17 Y s 1860 787 m 5 X s 1866 787 m 5 X s 1865 787 m20 1877 726 m 15 Y s 1877 743 m 15 Y s 1871 742 m 5 X s 1877 742 m 5 X s 1877 742 m20 1888 693 m 15 Y s 1888 709 m 15 Y s 1882 708 m 5 X s 1889 708 m 5 X s 1888 708 m20 1899 653 m 14 Y s 1899 669 m 14 Y s 1894 668 m 5 X s 1900 668 m 5 X s 1899 668 m20 1911 636 m 14 Y s 1911 651 m 13 Y s 1905 650 m 5 X s 1911 650 m 5 X s 1911 650 m20 1922 582 m 12 Y s 1922 595 m 12 Y s 1916 595 m 5 X s 1923 595 m 5 X s 1922 595 m20 1933 544 m 11 Y s 1933 556 m 12 Y s 1928 556 m 5 X s 1934 556 m 5 X s 1933 556 m20 1945 525 m 11 Y s 1945 537 m 10 Y s 1939 536 m 5 X s 1945 536 m 5 X s 1945 536 m20 1956 471 m 9 Y s 1956 481 m 9 Y s 1950 481 m 5 X s 1957 481 m 5 X s 1956 481 m20 1967 461 m 8 Y s 1967 470 m 9 Y s 1962 470 m 5 X s 1968 470 m 5 X s 1967 470 m20 1979 447 m 8 Y s 1979 456 m 8 Y s 1973 455 m 5 X s 1979 455 m 5 X s 1979 455 m20 1990 419 m 7 Y s 1990 427 m 7 Y s 1984 426 m 5 X s 1991 426 m 5 X s 1990 426 m20 2001 399 m 6 Y s 2001 406 m 6 Y s 1996 406 m 5 X s 2002 406 m 5 X s 2001 406 m20 2013 395 m 6 Y s 2013 402 m 6 Y s 2007 402 m 5 X s 2013 402 m 5 X s 2013 402 m20 2024 380 m 5 Y s 2024 386 m 5 Y s 2018 385 m 5 X s 2025 385 m 5 X s 2024 385 m20 2035 371 m 5 Y s 2035 377 m 4 Y s 2030 376 m 5 X s 2036 376 m 5 X s 2035 376 m20 2047 363 m 3 Y s 2047 368 m 3 Y s 2041 367 m 5 X s 2047 367 m 5 X s 2047 367 m20 2058 363 m 4 Y s 2058 368 m 3 Y s 2052 367 m 5 X s 2059 367 m 5 X s 2058 367 m20 2069 359 m 3 Y s 2069 363 m 3 Y s 2064 363 m 5 X s 2070 363 m 5 X s 2069 363 m20 2081 359 m 3 Y s 2081 363 m 3 Y s 2075 363 m 5 X s 2081 363 m 5 X s 2081 363 m20 2092 357 m 3 Y s 2092 361 m 4 Y s 2086 361 m 6 X s 2093 361 m 5 X s 2092 361 m20 2103 354 m 3 Y s 2103 358 m 3 Y s 2098 358 m 5 X s 2104 358 m 5 X s 2103 358 m20 2115 357 m 4 Y s 2115 362 m 3 Y s 2109 361 m 5 X s 2115 361 m 5 X s 2115 361 m20 2126 355 m 3 Y s 2126 359 m 3 Y s 2120 359 m 6 X s 2127 359 m 5 X s 2126 359 m20 2137 350 m 2 Y s 2137 353 m 3 Y s 2132 353 m 5 X s 2138 353 m 5 X s 2137 353 m20 2149 350 m 2 Y s 2149 353 m 2 Y s 2143 352 m 5 X s 2149 352 m 5 X s 2149 352 m20 2160 347 m 1 Y s 2160 349 m 2 Y s 2154 349 m 6 X s 2161 349 m 5 X s 2160 349 m20 2171 349 m 2 Y s 2171 352 m 2 Y s 2166 351 m 5 X s 2172 351 m 5 X s 2171 351 m20 2183 345 m 2 Y s 2183 348 m 1 Y s 2177 347 m 5 X s 2183 347 m 5 X s 2183 347 m20 2194 347 m 2 Y s 2194 350 m 2 Y s 2188 349 m 6 X s 2195 349 m 5 X s 2194 349 m20 2205 347 m 2 Y s 2205 350 m 2 Y s 2200 350 m 5 X s 2206 350 m 5 X s 2205 350 m20 2217 352 m 2 Y s 2217 355 m 3 Y s 2211 355 m 5 X s 2217 355 m 5 X s 2217 355 m20 2228 345 m 1 Y s 2228 347 m 1 Y s 2222 346 m 6 X s 2229 346 m 5 X s 2228 346 m20 2239 345 m 1 Y s 2239 347 m 2 Y s 2234 347 m 5 X s 2240 347 m 5 X s 2239 347 m20 2251 347 m 1 Y s 2251 349 m 2 Y s 2245 349 m 5 X s 2251 349 m 5 X s 2251 349 m20 2262 343 m 1 Y s 2262 345 m 1 Y s 2256 344 m 6 X s 2263 344 m 5 X s 2262 344 m20 gr gr showpage end %%EOF %%EndDocument @endspecial 18845 w @beginspecial 55 @llx 22 @lly 580 @urx 580 @ury 1657 @rwi @setspecial %%BeginDocument: fit2001_empp_modo2.eps %!PS-Adobe-2.0 EPSF-2.0 %%BoundingBox: 55 22 580 580 %%Title: fit2001_empp_modo2.eps %%Creator: HIGZ Version 1.26/04 %%CreationDate: 2004/07/27 14.42 %%EndComments %%BeginProlog 80 dict begin /s {stroke} def /l {lineto} def /m {moveto} def /t {translate} def /sw {stringwidth} def /r {rotate} def /rl {roll} def /R {repeat} def /d {rlineto} def /rm {rmoveto} def /gr {grestore} def /f {eofill} def /c {setrgbcolor} def /lw {setlinewidth} def /sd {setdash} def /cl {closepath} def /sf {scalefont setfont} def /black {0 setgray} def /box {m dup 0 exch d exch 0 d 0 exch neg d cl} def /NC{systemdict begin initclip end}def/C{NC box clip newpath}def /bl {box s} def /bf {box f} def /Y { 0 exch d} def /X { 0 d} def /mp {newpath /y exch def /x exch def} def /side {[w .77 mul w .23 mul] .385 w mul sd w 0 l currentpoint t -144 r} def /mr {mp x y w2 0 360 arc} def /m24 {mr s} def /m20 {mr f} def /mb {mp x y w2 add m w2 neg 0 d 0 w neg d w 0 d 0 w d cl} def /mt {mp x y w2 add m w2 neg w neg d w 0 d cl} def /m21 {mb f} def /m25 {mb s} def /m22 {mt f} def /m26 {mt s} def /m23 {mp x y w2 sub m w2 w d w neg 0 d cl f} def /m27 {mp x y w2 add m w3 neg w2 neg d w3 w2 neg d w3 w2 d cl s} def /m28 {mp x w2 sub y w2 sub w3 add m w3 0 d 0 w3 neg d w3 0 d 0 w3 d w3 0 d 0 w3 d w3 neg 0 d 0 w3 d w3 neg 0 d 0 w3 neg d w3 neg 0 d cl s } def /m29 {mp gsave x w2 sub y w2 add w3 sub m currentpoint t 4 {side} repeat cl fill gr} def /m30 {mp gsave x w2 sub y w2 add w3 sub m currentpoint t 5 {side} repeat s gr} def /m31 {mp x y w2 sub m 0 w d x w2 sub y m w 0 d x w2 sub y w2 add m w w neg d x w2 sub y w2 sub m w w d s} def /m2 {mp x y w2 sub m 0 w d x w2 sub y m w 0 d s} def /m5 {mp x w2 sub y w2 sub m w w d x w2 sub y w2 add m w w neg d s} def /reencdict 24 dict def /ReEncode {reencdict begin /nco&na exch def /nfnam exch def /basefontname exch def /basefontdict basefontname findfont def /newfont basefontdict maxlength dict def basefontdict {exch dup /FID ne {dup /Encoding eq {exch dup length array copy newfont 3 1 roll put} {exch newfont 3 1 roll put} ifelse} {pop pop} ifelse } forall newfont /FontName nfnam put nco&na aload pop nco&na length 2 idiv {newfont /Encoding get 3 1 roll put} repeat nfnam newfont definefont pop end } def /accvec [ 176 /agrave 181 /Agrave 190 /acircumflex 192 /Acircumflex 201 /adieresis 204 /Adieresis 209 /ccedilla 210 /Ccedilla 211 /eacute 212 /Eacute 213 /egrave 214 /Egrave 215 /ecircumflex 216 /Ecircumflex 217 /edieresis 218 /Edieresis 219 /icircumflex 220 /Icircumflex 221 /idieresis 222 /Idieresis 223 /ntilde 224 /Ntilde 226 /ocircumflex 228 /Ocircumflex 229 /odieresis 230 /Odieresis 231 /ucircumflex 236 /Ucircumflex 237 /udieresis 238 /Udieresis 239 /aring 242 /Aring 243 /ydieresis 244 /Ydieresis 246 /aacute 247 /Aacute 252 /ugrave 253 /Ugrave] def /Times-Roman /Times-Roman accvec ReEncode /Times-Italic /Times-Italic accvec ReEncode /Times-Bold /Times-Bold accvec ReEncode /Times-BoldItalic /Times-BoldItalic accvec ReEncode /Helvetica /Helvetica accvec ReEncode /Helvetica-Oblique /Helvetica-Oblique accvec ReEncode /Helvetica-Bold /Helvetica-Bold accvec ReEncode /Helvetica-BoldOblique /Helvetica-BoldOblique accvec ReEncode /Courier /Courier accvec ReEncode /Courier-Oblique /Courier-Oblique accvec ReEncode /Courier-Bold /Courier-Bold accvec ReEncode /Courier-BoldOblique /Courier-BoldOblique accvec ReEncode /oshow {gsave [] 0 sd true charpath stroke gr} def /stwn { /fs exch def /fn exch def /text exch def fn findfont fs sf text sw pop xs add /xs exch def} def /stwb { /fs exch def /fn exch def /nbas exch def /textf exch def textf length /tlen exch def nbas tlen gt {/nbas tlen def} if fn findfont fs sf textf dup length nbas sub nbas getinterval sw pop neg xs add /xs exch def} def /accspe [ 65 /plusminus 66 /bar 67 /existential 68 /universal 69 /exclam 70 /numbersign 71 /greater 72 /question 73 /integral 74 /colon 75 /semicolon 76 /less 77 /bracketleft 78 /bracketright 79 /greaterequal 80 /braceleft 81 /braceright 82 /radical 83 /spade 84 /heart 85 /diamond 86 /club 87 /lessequal 88 /multiply 89 /percent 90 /infinity 48 /circlemultiply 49 /circleplus 50 /emptyset 51 /lozenge 52 /bullet 53 /arrowright 54 /arrowup 55 /arrowleft 56 /arrowdown 57 /arrowboth 48 /degree 44 /comma 43 /plus 45 /angle 42 /angleleft 47 /divide 61 /notequal 40 /equivalence 41 /second 97 /approxequal 98 /congruent 99 /perpendicular 100 /partialdiff 101 /florin 102 /intersection 103 /union 104 /propersuperset 105 /reflexsuperset 106 /notsubset 107 /propersubset 108 /reflexsubset 109 /element 110 /notelement 111 /gradient 112 /logicaland 113 /logicalor 114 /arrowdblboth 115 /arrowdblleft 116 /arrowdblup 117 /arrowdblright 118 /arrowdbldown 119 /ampersand 120 /omega1 121 /similar 122 /aleph ] def /Symbol /Special accspe ReEncode %%EndProlog gsave .25 .25 scale gsave 0 0 t black [] 0 sd 1 lw 2608 2608 0 0 C /xs 0 def (E) /Times-Italic 120 stwn (miss) /Times-Italic 84 stwn ( - cP) /Times-Italic 120 stwn (miss) /Times-Italic 84 stwn ( \(MeV\)) /Times-Italic 120 stwn gsave 2268 141 t 0 r xs neg 0 t 0 0 m /Times-Italic findfont 120 sf 0 0 m (E) show currentpoint pop 0 t /Times-Italic findfont 84 sf 0 -40 m (miss) show currentpoint pop 0 t /Times-Italic findfont 120 sf 0 0 m ( - cP) show currentpoint pop 0 t /Times-Italic findfont 84 sf 0 -40 m (miss) show currentpoint pop 0 t /Times-Italic findfont 120 sf 0 0 m ( \(MeV\)) show gr /xs 0 def (N. Evts./1MeV) /Times-Italic 120 stwn gsave 624 2248 t 90 r xs neg 0 t 0 0 m /Times-Italic findfont 120 sf 0 0 m (N. Evts./1MeV) show gr 5 lw 0 0 1 c /w 23 def /w2 {w 2 div} def /w3 {w 3 div} def 816 1882 m20 gsave 862 1854 t 0 r 0 0 m /Times-Roman findfont 86 sf 0 0 m (Data) show gr 1 0 0 c 816 1979 m -34 X s gsave 862 1950 t 0 r 0 0 m /Times-Roman findfont 86 sf 0 0 m (MC fit) show gr black gsave 816 2075 t 0 r 0 0 m /Times-Roman findfont 68 sf 0 0 m (\040) show currentpoint pop 0 t /Symbol findfont 68 sf 0 0 m (p) show currentpoint pop 0 t /Times-Roman findfont 48 sf 0 34 m (+) show currentpoint pop 0 t /Times-Roman findfont 68 sf 0 0 m (e) show currentpoint pop 0 t /Times-Roman findfont 48 sf 0 34 m (-) show currentpoint pop 0 t /Symbol findfont 68 sf 0 0 m (n) show currentpoint pop 0 t /Symbol findfont 68 sf (n) dup length 1 sub 1 getinterval stringwidth pop 2 div neg 0 rm /Symbol findfont 48 sf 0 48 rm ( -) stringwidth pop 2 div neg 0 rm ( -) show gsave gr gr gsave 816 1690 t 0 r 0 0 m /Times-Roman findfont 68 sf 0 0 m (N\(\040) show currentpoint pop 0 t /Symbol findfont 68 sf 0 0 m (p) show currentpoint pop 0 t /Times-Roman findfont 48 sf 0 34 m (+) show currentpoint pop 0 t /Times-Roman findfont 68 sf 0 0 m (e) show currentpoint pop 0 t /Times-Roman findfont 48 sf 0 34 m (-) show currentpoint pop 0 t /Symbol findfont 68 sf 0 0 m (n) show currentpoint pop 0 t /Symbol findfont 68 sf (n) dup length 1 sub 1 getinterval stringwidth pop 2 div neg 0 rm /Symbol findfont 48 sf 0 48 rm ( -) stringwidth pop 2 div neg 0 rm ( -) show /Times-Roman findfont 68 sf 0 0 m (\) = 4155 ) show currentpoint pop 0 t /Special findfont 68 sf 0 0 m (A) show currentpoint pop 0 t /Times-Roman findfont 68 sf 0 0 m ( 82) show gsave gr gr 1814 1928 454 340 C NC 1814 1928 454 340 bl 1814 1928 454 340 C NC 1 lw 454 340 m 1928 Y s 3 lw 488 340 m -34 X s 471 379 m -17 X s 471 417 m -17 X s 471 456 m -17 X s 471 494 m -17 X s 488 533 m -34 X s 471 571 m -17 X s 471 610 m -17 X s 471 649 m -17 X s 471 687 m -17 X s 488 726 m -34 X s 471 764 m -17 X s 471 803 m -17 X s 471 841 m -17 X s 471 880 m -17 X s 488 918 m -34 X s 471 957 m -17 X s 471 996 m -17 X s 471 1034 m -17 X s 471 1073 m -17 X s 488 1111 m -34 X s 471 1150 m -17 X s 471 1188 m -17 X s 471 1227 m -17 X s 471 1265 m -17 X s 488 1304 m -34 X s 471 1343 m -17 X s 471 1381 m -17 X s 471 1420 m -17 X s 471 1458 m -17 X s 488 1497 m -34 X s 471 1535 m -17 X s 471 1574 m -17 X s 471 1612 m -17 X s 471 1651 m -17 X s 488 1690 m -34 X s 471 1728 m -17 X s 471 1767 m -17 X s 471 1805 m -17 X s 471 1844 m -17 X s 488 1882 m -34 X s 471 1921 m -17 X s 471 1959 m -17 X s 471 1998 m -17 X s 471 2037 m -17 X s 488 2075 m -34 X s 471 2114 m -17 X s 471 2152 m -17 X s 471 2191 m -17 X s 471 2229 m -17 X s 488 2268 m -34 X s /xs 0 def (0) /Times-Roman 86 stwn gsave 397 312 t 0 r xs neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (0) show gr /xs 0 def (250) /Times-Roman 86 stwn gsave 397 505 t 0 r xs neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (250) show gr /xs 0 def (500) /Times-Roman 86 stwn gsave 397 697 t 0 r xs neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (500) show gr /xs 0 def (750) /Times-Roman 86 stwn gsave 397 890 t 0 r xs neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (750) show gr /xs 0 def (1000) /Times-Roman 86 stwn gsave 397 1083 t 0 r xs neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (1000) show gr /xs 0 def (1250) /Times-Roman 86 stwn gsave 397 1276 t 0 r xs neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (1250) show gr /xs 0 def (1500) /Times-Roman 86 stwn gsave 397 1468 t 0 r xs neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (1500) show gr /xs 0 def (1750) /Times-Roman 86 stwn gsave 397 1661 t 0 r xs neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (1750) show gr /xs 0 def (2000) /Times-Roman 86 stwn gsave 397 1854 t 0 r xs neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (2000) show gr /xs 0 def (2250) /Times-Roman 86 stwn gsave 397 2047 t 0 r xs neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (2250) show gr /xs 0 def (2500) /Times-Roman 86 stwn gsave 397 2239 t 0 r xs neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (2500) show gr 1 lw 454 340 m 1814 X s 3 lw 454 374 m -34 Y s 510 357 m -17 Y s 567 357 m -17 Y s 624 357 m -17 Y s 680 374 m -34 Y s 737 357 m -17 Y s 794 357 m -17 Y s 850 357 m -17 Y s 907 374 m -34 Y s 964 357 m -17 Y s 1021 357 m -17 Y s 1077 357 m -17 Y s 1134 374 m -34 Y s 1191 357 m -17 Y s 1247 357 m -17 Y s 1304 357 m -17 Y s 1361 374 m -34 Y s 1417 357 m -17 Y s 1474 357 m -17 Y s 1531 357 m -17 Y s 1587 374 m -34 Y s 1644 357 m -17 Y s 1701 357 m -17 Y s 1758 357 m -17 Y s 1814 374 m -34 Y s 1871 357 m -17 Y s 1928 357 m -17 Y s 1984 357 m -17 Y s 2041 374 m -34 Y s 2098 357 m -17 Y s 2154 357 m -17 Y s 2211 357 m -17 Y s 2268 374 m -34 Y s /xs 0 def (-80) /Times-Roman 86 stwn gsave 454 261 t 0 r xs 2 div neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (-80) show gr /xs 0 def (-60) /Times-Roman 86 stwn gsave 680 261 t 0 r xs 2 div neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (-60) show gr /xs 0 def (-40) /Times-Roman 86 stwn gsave 907 261 t 0 r xs 2 div neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (-40) show gr /xs 0 def (-20) /Times-Roman 86 stwn gsave 1134 261 t 0 r xs 2 div neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (-20) show gr /xs 0 def (0) /Times-Roman 86 stwn gsave 1361 261 t 0 r xs 2 div neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (0) show gr /xs 0 def (20) /Times-Roman 86 stwn gsave 1587 261 t 0 r xs 2 div neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (20) show gr /xs 0 def (40) /Times-Roman 86 stwn gsave 1814 261 t 0 r xs 2 div neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (40) show gr /xs 0 def (60) /Times-Roman 86 stwn gsave 2041 261 t 0 r xs 2 div neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (60) show gr /xs 0 def (80) /Times-Roman 86 stwn gsave 2268 261 t 0 r xs 2 div neg 0 t 0 0 m /Times-Roman findfont 86 sf 0 0 m (80) show gr 1814 1928 454 340 C 0 0 1 c 459 344 m 2 Y s 459 346 m 2 Y s 454 346 m 5 X s 459 346 m 6 X s 471 345 m 2 Y s 471 347 m 2 Y s 465 347 m 6 X s 471 347 m 5 X s 482 346 m 3 Y s 482 349 m 2 Y s 476 349 m 6 X s 482 349 m 6 X s 493 353 m20 505 348 m 3 Y s 505 351 m 3 Y s 499 351 m 6 X s 505 351 m 5 X s 516 343 m 2 Y s 516 345 m 2 Y s 510 345 m 6 X s 516 345 m 6 X s 527 352 m20 539 343 m 2 Y s 539 345 m 2 Y s 533 345 m 6 X s 539 345 m 5 X s 550 348 m 3 Y s 550 351 m 3 Y s 544 351 m 6 X s 550 351 m 6 X s 561 346 m 3 Y s 561 349 m 2 Y s 556 349 m 5 X s 561 349 m 6 X s 573 345 m 2 Y s 573 347 m 2 Y s 567 347 m 6 X s 573 347 m 5 X s 584 352 m20 595 352 m20 607 345 m 2 Y s 607 347 m 2 Y s 601 347 m 6 X s 607 347 m 5 X s 618 345 m 3 Y s 618 348 m 2 Y s 612 348 m 6 X s 618 348 m 6 X s 629 352 m20 641 345 m 3 Y s 641 348 m 2 Y s 635 348 m 6 X s 641 348 m 5 X s 652 345 m 2 Y s 652 347 m 2 Y s 646 347 m 6 X s 652 347 m 6 X s 663 345 m 3 Y s 663 348 m 2 Y s 658 348 m 5 X s 663 348 m 6 X s 675 354 m20 686 344 m 2 Y s 686 346 m 3 Y s 680 346 m 6 X s 686 346 m 6 X s 697 346 m 3 Y s 697 349 m 2 Y s 692 349 m 5 X s 697 349 m 6 X s 709 347 m 2 Y s 709 349 m 3 Y s 703 349 m 6 X s 709 349 m 5 X s 720 352 m20 731 345 m 3 Y s 731 348 m 2 Y s 726 348 m 5 X s 731 348 m 6 X s 743 348 m 3 Y s 743 351 m 3 Y s 737 351 m 6 X s 743 351 m 5 X s 754 348 m 3 Y s 754 351 m 3 Y s 748 351 m 6 X s 754 351 m 6 X s 765 356 m20 777 347 m 2 Y s 777 349 m 3 Y s 771 349 m 6 X s 777 349 m 5 X s 788 344 m 2 Y s 788 346 m 3 Y s 782 346 m 6 X s 788 346 m 6 X s 799 347 m 2 Y s 799 349 m 3 Y s 794 349 m 5 X s 799 349 m 6 X s 811 359 m20 822 352 m20 833 352 m20 845 354 m20 856 356 m20 867 347 m 2 Y s 867 349 m 3 Y s 862 349 m 5 X s 867 349 m 6 X s 879 347 m 2 Y s 879 349 m 3 Y s 873 349 m 6 X s 879 349 m 5 X s 890 356 m20 901 355 m20 913 353 m20 924 346 m 3 Y s 924 349 m 2 Y s 918 349 m 6 X s 924 349 m 6 X s 935 356 m20 947 348 m 3 Y s 947 351 m 3 Y s 941 351 m 6 X s 947 351 m 5 X s 958 356 m20 969 356 m20 981 347 m 2 Y s 981 349 m 3 Y s 975 349 m 6 X s 981 349 m 6 X s 992 357 m20 1004 357 m20 1015 353 m20 1026 354 m20 1038 358 m20 1049 362 m20 1060 356 m20 1072 355 m20 1083 365 m20 1094 361 m20 1106 362 m20 1117 362 m20 1128 368 m20 1140 359 m20 1151 362 m20 1162 362 m20 1174 371 m20 1185 371 m20 1196 373 m20 1208 367 m20 1219 373 m20 1230 372 m20 1242 380 m20 1253 389 m20 1264 395 m20 1276 396 m20 1287 421 m20 1298 454 m20 1310 496 m s 1310 519 m s 1310 507 m20 1321 548 m 2 Y s 1321 573 m 2 Y s 1321 561 m20 1332 601 m 3 Y s 1332 627 m 3 Y s 1332 615 m20 1344 678 m 5 Y s 1344 705 m 6 Y s 1344 694 m20 1355 705 m 6 Y s 1355 734 m 6 Y s 1355 723 m20 1366 673 m 5 Y s 1366 701 m 5 Y s 1366 689 m20 1378 627 m 4 Y s 1378 654 m 4 Y s 1378 642 m20 1389 533 m 2 Y s 1389 557 m 2 Y s 1389 546 m20 1400 499 m s 1400 522 m s 1400 511 m20 1412 481 m20 1423 447 m20 1434 454 m20 1446 442 m20 1457 438 m20 1468 438 m20 1480 422 m20 1491 433 m20 1502 416 m20 1514 448 m20 1525 454 m20 1536 473 m20 1548 474 m20 1559 504 m20 1570 537 m 2 Y s 1570 561 m 2 Y s 1570 550 m20 1582 581 m 3 Y s 1582 607 m 2 Y s 1582 595 m20 1593 681 m 6 Y s 1593 709 m 6 Y s 1593 698 m20 1604 714 m 6 Y s 1604 742 m 6 Y s 1604 731 m20 1616 885 m 10 Y s 1616 917 m 10 Y s 1616 906 m20 1627 1001 m 12 Y s 1627 1035 m 12 Y s 1627 1024 m20 1639 1099 m 13 Y s 1639 1135 m 13 Y s 1639 1124 m20 1650 1239 m 15 Y s 1650 1277 m 15 Y s 1650 1265 m20 1661 1439 m 18 Y s 1661 1480 m 18 Y s 1661 1468 m20 1673 1628 m 20 Y s 1673 1671 m 20 Y s 1673 1659 m20 1684 1705 m 22 Y s 1684 1749 m 22 Y s 1684 1738 m20 1695 1774 m 22 Y s 1695 1819 m 22 Y s 1695 1808 m20 1707 1853 m 23 Y s 1707 1899 m 23 Y s 1707 1888 m20 1718 1757 m 22 Y s 1718 1802 m 22 Y s 1718 1791 m20 1729 1622 m 21 Y s 1729 1665 m 21 Y s 1729 1654 m20 1741 1525 m 19 Y s 1741 1567 m 19 Y s 1741 1555 m20 1752 1403 m 18 Y s 1752 1443 m 18 Y s 1752 1432 m20 1763 1291 m 16 Y s 1763 1330 m 16 Y s 1763 1319 m20 1775 1209 m 15 Y s 1775 1247 m 15 Y s 1775 1235 m20 1786 1077 m 13 Y s 1786 1113 m 12 Y s 1786 1101 m20 1797 1028 m 13 Y s 1797 1063 m 12 Y s 1797 1052 m20 1809 958 m 11 Y s 1809 991 m 11 Y s 1809 980 m20 1820 912 m 10 Y s 1820 944 m 11 Y s 1820 933 m20 1831 818 m 8 Y s 1831 849 m 8 Y s 1831 838 m20 1843 794 m 7 Y s 1843 824 m 8 Y s 1843 813 m20 1854 734 m 7 Y s 1854 763 m 7 Y s 1854 752 m20 1865 681 m 5 Y s 1865 709 m 5 Y s 1865 697 m20 1877 667 m 5 Y s 1877 695 m 5 Y s 1877 683 m20 1888 589 m 3 Y s 1888 614 m 3 Y s 1888 603 m20 1899 591 m 3 Y s 1899 617 m 3 Y s 1899 605 m20 1911 539 m 1 Y s 1911 563 m 1 Y s 1911 551 m20 1922 500 m20 1933 485 m20 1945 458 m20 1956 443 m20 1967 424 m20 1979 406 m20 1990 398 m20 2001 385 m20 2013 376 m20 2024 372 m20 2035 371 m20 2047 375 m20 2058 360 m20 2069 360 m20 2081 368 m20 2092 355 m20 2103 356 m20 2115 348 m 3 Y s 2115 351 m 3 Y s 2109 351 m 6 X s 2115 351 m 5 X s 2126 353 m20 2137 352 m20 2149 357 m20 2160 355 m20 2171 345 m 2 Y s 2171 347 m 2 Y s 2166 347 m 5 X s 2171 347 m 6 X s 2183 353 m20 2194 345 m 2 Y s 2194 347 m 2 Y s 2188 347 m 6 X s 2194 347 m 6 X s 2205 345 m 3 Y s 2205 348 m 2 Y s 2200 348 m 5 X s 2205 348 m 6 X s 2217 344 m 2 Y s 2217 346 m 3 Y s 2211 346 m 6 X s 2217 346 m 5 X s 2228 344 m 2 Y s 2228 346 m 3 Y s 2222 346 m 6 X s 2228 346 m 6 X s 2239 342 m 2 Y s 2239 344 m 2 Y s 2234 344 m 5 X s 2239 344 m 6 X s 2251 343 m 2 Y s 2251 345 m 2 Y s 2245 345 m 6 X s 2251 345 m 5 X s 2262 342 m 2 Y s 2262 344 m 2 Y s 2256 344 m 6 X s 2262 344 m 6 X s 1 0 0 c 459 344 m 1 Y s 459 346 m 1 Y s 454 346 m 5 X s 460 346 m 5 X s /w 0 def /w2 {w 2 div} def /w3 {w 3 div} def 459 346 m20 471 345 m 1 Y s 471 347 m 2 Y s 465 347 m 5 X s 471 347 m 5 X s 471 347 m20 482 344 m 1 Y s 482 346 m 1 Y s 476 345 m 5 X s 482 345 m 6 X s 482 345 m20 493 345 m 1 Y s 493 348 m 1 Y s 488 347 m 5 X s 494 347 m 5 X s 493 347 m20 505 348 m 1 Y s 505 350 m 2 Y s 499 350 m 5 X s 505 350 m 5 X s 505 350 m20 516 345 m 1 Y s 516 347 m 1 Y s 510 347 m 5 X s 516 347 m 6 X s 516 347 m20 527 347 m 1 Y s 527 349 m 2 Y s 522 349 m 5 X s 528 349 m 5 X s 527 349 m20 539 343 m s 539 345 m s 533 344 m 5 X s 539 344 m 5 X s 539 344 m20 550 346 m 1 Y s 550 348 m 2 Y s 544 348 m 5 X s 551 348 m 5 X s 550 348 m20 561 343 m 1 Y s 561 345 m 1 Y s 556 344 m 5 X s 562 344 m 5 X s 561 344 m20 573 348 m 1 Y s 573 350 m 2 Y s 567 350 m 5 X s 573 350 m 5 X s 573 350 m20 584 343 m 1 Y s 584 345 m 1 Y s 578 344 m 5 X s 585 344 m 5 X s 584 344 m20 595 344 m 1 Y s 595 346 m 2 Y s 590 346 m 5 X s 596 346 m 5 X s 595 346 m20 607 348 m 1 Y s 607 350 m 2 Y s 601 350 m 5 X s 607 350 m 5 X s 607 350 m20 618 343 m 1 Y s 618 346 m s 612 345 m 5 X s 619 345 m 5 X s 618 345 m20 629 347 m 1 Y s 629 349 m 2 Y s 624 349 m 5 X s 630 349 m 5 X s 629 349 m20 641 347 m 2 Y s 641 350 m 1 Y s 635 349 m 5 X s 641 349 m 5 X s 641 349 m20 652 344 m 1 Y s 652 347 m 1 Y s 646 346 m 5 X s 653 346 m 5 X s 652 346 m20 663 345 m 2 Y s 663 348 m 1 Y s 658 347 m 5 X s 664 347 m 5 X s 663 347 m20 675 345 m 2 Y s 675 348 m 1 Y s 669 347 m 5 X s 675 347 m 5 X s 675 347 m20 686 346 m 2 Y s 686 349 m 1 Y s 680 348 m 5 X s 687 348 m 5 X s 686 348 m20 697 347 m 2 Y s 697 350 m 1 Y s 692 349 m 5 X s 698 349 m 5 X s 697 349 m20 709 350 m 2 Y s 709 354 m 2 Y s 703 353 m 5 X s 709 353 m 5 X s 709 353 m20 720 346 m 2 Y s 720 349 m 1 Y s 714 348 m 5 X s 721 348 m 5 X s 720 348 m20 731 345 m 1 Y s 731 347 m 1 Y s 726 346 m 5 X s 732 346 m 5 X s 731 346 m20 743 346 m 2 Y s 743 349 m 1 Y s 737 348 m 5 X s 743 348 m 5 X s 743 348 m20 754 348 m 1 Y s 754 350 m 2 Y s 748 350 m 5 X s 755 350 m 5 X s 754 350 m20 765 347 m 2 Y s 765 350 m 2 Y s 760 349 m 5 X s 766 349 m 5 X s 765 349 m20 777 348 m 2 Y s 777 351 m 1 Y s 771 350 m 5 X s 777 350 m 5 X s 777 350 m20 788 349 m 2 Y s 788 352 m 2 Y s 782 351 m 6 X s 789 351 m 5 X s 788 351 m20 799 347 m 2 Y s 799 350 m 1 Y s 794 349 m 5 X s 800 349 m 5 X s 799 349 m20 811 348 m 2 Y s 811 351 m 1 Y s 805 350 m 5 X s 811 350 m 5 X s 811 350 m20 822 346 m 1 Y s 822 348 m 1 Y s 816 348 m 6 X s 823 348 m 5 X s 822 348 m20 833 348 m 2 Y s 833 351 m 2 Y s 828 351 m 5 X s 834 351 m 5 X s 833 351 m20 845 349 m 2 Y s 845 352 m 1 Y s 839 351 m 5 X s 845 351 m 5 X s 845 351 m20 856 346 m 1 Y s 856 349 m 1 Y s 850 348 m 6 X s 857 348 m 5 X s 856 348 m20 867 350 m 2 Y s 867 353 m 2 Y s 862 352 m 5 X s 868 352 m 5 X s 867 352 m20 879 347 m 1 Y s 879 349 m 2 Y s 873 349 m 5 X s 879 349 m 5 X s 879 349 m20 890 349 m 1 Y s 890 351 m 2 Y s 884 351 m 6 X s 891 351 m 5 X s 890 351 m20 901 351 m 2 Y s 901 354 m 2 Y s 896 353 m 5 X s 902 353 m 5 X s 901 353 m20 913 352 m 2 Y s 913 356 m 2 Y s 907 355 m 5 X s 913 355 m 5 X s 913 355 m20 924 348 m 1 Y s 924 351 m 1 Y s 918 350 m 6 X s 925 350 m 5 X s 924 350 m20 935 349 m 2 Y s 935 352 m 2 Y s 930 351 m 5 X s 936 351 m 5 X s 935 351 m20 947 352 m 2 Y s 947 355 m 2 Y s 941 354 m 5 X s 947 354 m 5 X s 947 354 m20 958 351 m 2 Y s 958 354 m 2 Y s 952 354 m 6 X s 959 354 m 5 X s 958 354 m20 969 348 m 1 Y s 969 350 m 2 Y s 964 350 m 5 X s 970 350 m 5 X s 969 350 m20 981 351 m 2 Y s 981 354 m 2 Y s 975 354 m 5 X s 981 354 m 6 X s 981 354 m20 992 351 m 2 Y s 992 355 m 2 Y s 987 354 m 5 X s 993 354 m 5 X s 992 354 m20 1004 349 m 2 Y s 1004 352 m 2 Y s 998 352 m 5 X s 1004 352 m 5 X s 1004 352 m20 1015 354 m 2 Y s 1015 357 m 2 Y s 1009 357 m 5 X s 1015 357 m 6 X s 1015 357 m20 1026 350 m 2 Y s 1026 353 m 2 Y s 1021 352 m 5 X s 1027 352 m 5 X s 1026 352 m20 1038 355 m 3 Y s 1038 359 m 2 Y s 1032 358 m 5 X s 1038 358 m 5 X s 1038 358 m20 1049 350 m 2 Y s 1049 353 m 2 Y s 1043 352 m 5 X s 1049 352 m 6 X s 1049 352 m20 1060 355 m 3 Y s 1060 359 m 2 Y s 1055 358 m 5 X s 1061 358 m 5 X s 1060 358 m20 1072 355 m 3 Y s 1072 359 m 2 Y s 1066 358 m 5 X s 1072 358 m 5 X s 1072 358 m20 1083 356 m 3 Y s 1083 360 m 3 Y s 1077 360 m 5 X s 1083 360 m 6 X s 1083 360 m20 1094 351 m 2 Y s 1094 354 m 2 Y s 1089 354 m 5 X s 1095 354 m 5 X s 1094 354 m20 1106 356 m 2 Y s 1106 359 m 2 Y s 1100 358 m 5 X s 1106 358 m 5 X s 1106 358 m20 1117 355 m 2 Y s 1117 359 m 2 Y s 1111 358 m 5 X s 1117 358 m 6 X s 1117 358 m20 1128 358 m 3 Y s 1128 362 m 2 Y s 1123 361 m 5 X s 1129 361 m 5 X s 1128 361 m20 1140 358 m 3 Y s 1140 362 m 2 Y s 1134 361 m 5 X s 1140 361 m 5 X s 1140 361 m20 1151 355 m 3 Y s 1151 359 m 2 Y s 1145 358 m 5 X s 1151 358 m 6 X s 1151 358 m20 1162 359 m 3 Y s 1162 363 m 2 Y s 1157 362 m 5 X s 1163 362 m 5 X s 1162 362 m20 1174 362 m 3 Y s 1174 366 m 2 Y s 1168 365 m 5 X s 1174 365 m 5 X s 1174 365 m20 1185 359 m 2 Y s 1185 362 m 3 Y s 1179 362 m 5 X s 1186 362 m 5 X s 1185 362 m20 1196 365 m 3 Y s 1196 369 m 3 Y s 1191 369 m 5 X s 1197 369 m 5 X s 1196 369 m20 1208 368 m 3 Y s 1208 372 m 3 Y s 1202 371 m 5 X s 1208 371 m 5 X s 1208 371 m20 1219 367 m 2 Y s 1219 370 m 3 Y s 1213 370 m 5 X s 1220 370 m 5 X s 1219 370 m20 1230 367 m 2 Y s 1230 371 m 2 Y s 1225 370 m 5 X s 1231 370 m 5 X s 1230 370 m20 1242 368 m 3 Y s 1242 372 m 2 Y s 1236 371 m 5 X s 1242 371 m 5 X s 1242 371 m20 1253 378 m 3 Y s 1253 382 m 3 Y s 1247 382 m 5 X s 1254 382 m 5 X s 1253 382 m20 1264 387 m 3 Y s 1264 391 m 3 Y s 1259 390 m 5 X s 1265 390 m 5 X s 1264 390 m20 1276 406 m 4 Y s 1276 411 m 4 Y s 1270 411 m 5 X s 1276 411 m 5 X s 1276 411 m20 1287 416 m 3 Y s 1287 420 m 3 Y s 1281 419 m 5 X s 1288 419 m 5 X s 1287 419 m20 1298 449 m 3 Y s 1298 453 m 4 Y s 1293 453 m 5 X s 1299 453 m 5 X s 1298 453 m20 1310 496 m 4 Y s 1310 501 m 4 Y s 1304 500 m 5 X s 1310 500 m 5 X s 1310 500 m20 1321 557 m 4 Y s 1321 563 m 4 Y s 1315 562 m 5 X s 1322 562 m 5 X s 1321 562 m20 1332 621 m 5 Y s 1332 627 m 5 Y s 1327 627 m 5 X s 1333 627 m 5 X s 1332 627 m20 1344 684 m 5 Y s 1344 690 m 6 Y s 1338 690 m 5 X s 1344 690 m 5 X s 1344 690 m20 1355 712 m 6 Y s 1355 719 m 5 Y s 1349 718 m 5 X s 1356 718 m 5 X s 1355 718 m20 1366 692 m 5 Y s 1366 698 m 6 Y s 1361 698 m 5 X s 1367 698 m 5 X s 1366 698 m20 1378 632 m 5 Y s 1378 638 m 6 Y s 1372 638 m 5 X s 1378 638 m 5 X s 1378 638 m20 1389 565 m 5 Y s 1389 571 m 5 Y s 1383 570 m 5 X s 1390 570 m 5 X s 1389 570 m20 1400 513 m 5 Y s 1400 519 m 5 Y s 1395 519 m 5 X s 1401 519 m 5 X s 1400 519 m20 1412 474 m 5 Y s 1412 480 m 5 Y s 1406 479 m 5 X s 1412 479 m 5 X s 1412 479 m20 1423 449 m 5 Y s 1423 455 m 5 Y s 1417 454 m 5 X s 1424 454 m 5 X s 1423 454 m20 1434 435 m 4 Y s 1434 441 m 4 Y s 1429 440 m 5 X s 1435 440 m 5 X s 1434 440 m20 1446 421 m 5 Y s 1446 427 m 5 Y s 1440 427 m 5 X s 1446 427 m 5 X s 1446 427 m20 1457 428 m 5 Y s 1457 434 m 6 Y s 1451 434 m 6 X s 1458 434 m 5 X s 1457 434 m20 1468 428 m 5 Y s 1468 434 m 6 Y s 1463 434 m 5 X s 1469 434 m 5 X s 1468 434 m20 1480 412 m 5 Y s 1480 418 m 5 Y s 1474 417 m 5 X s 1480 417 m 5 X s 1480 417 m20 1491 415 m 6 Y s 1491 422 m 5 Y s 1485 421 m 6 X s 1492 421 m 5 X s 1491 421 m20 1502 429 m 6 Y s 1502 437 m 6 Y s 1497 436 m 5 X s 1503 436 m 5 X s 1502 436 m20 1514 434 m 6 Y s 1514 441 m 7 Y s 1508 441 m 5 X s 1514 441 m 5 X s 1514 441 m20 1525 433 m 6 Y s 1525 440 m 7 Y s 1519 440 m 6 X s 1526 440 m 5 X s 1525 440 m20 1536 448 m 7 Y s 1536 456 m 7 Y s 1531 455 m 5 X s 1537 455 m 5 X s 1536 455 m20 1548 471 m 8 Y s 1548 480 m 8 Y s 1542 479 m 5 X s 1548 479 m 5 X s 1548 479 m20 1559 496 m 8 Y s 1559 505 m 9 Y s 1553 505 m 6 X s 1560 505 m 5 X s 1559 505 m20 1570 534 m 10 Y s 1570 545 m 10 Y s 1565 545 m 5 X s 1571 545 m 5 X s 1570 545 m20 1582 578 m 11 Y s 1582 591 m 10 Y s 1576 590 m 5 X s 1582 590 m 5 X s 1582 590 m20 1593 635 m 13 Y s 1593 649 m 12 Y s 1587 648 m 6 X s 1594 648 m 5 X s 1593 648 m20 1604 746 m 14 Y s 1604 761 m 15 Y s 1599 761 m 5 X s 1605 761 m 5 X s 1604 761 m20 1616 850 m 16 Y s 1616 867 m 16 Y s 1610 867 m 5 X s 1616 867 m 5 X s 1616 867 m20 1627 962 m 18 Y s 1627 981 m 18 Y s 1621 981 m 6 X s 1628 981 m 5 X s 1627 981 m20 1639 1099 m 20 Y s 1639 1120 m 20 Y s 1633 1119 m 5 X s 1639 1119 m 5 X s 1639 1119 m20 1650 1305 m 22 Y s 1650 1328 m 23 Y s 1644 1328 m 5 X s 1650 1328 m 6 X s 1650 1328 m20 1661 1415 m 24 Y s 1661 1440 m 24 Y s 1656 1439 m 5 X s 1662 1439 m 5 X s 1661 1439 m20 1673 1618 m 26 Y s 1673 1645 m 26 Y s 1667 1644 m 5 X s 1673 1644 m 5 X s 1673 1644 m20 1684 1669 m 26 Y s 1684 1696 m 27 Y s 1678 1696 m 5 X s 1684 1696 m 6 X s 1684 1696 m20 1695 1843 m 29 Y s 1695 1873 m 28 Y s 1690 1872 m 5 X s 1696 1872 m 5 X s 1695 1872 m20 1707 1792 m 28 Y s 1707 1821 m 28 Y s 1701 1821 m 5 X s 1707 1821 m 5 X s 1707 1821 m20 1718 1775 m 28 Y s 1718 1804 m 28 Y s 1712 1804 m 5 X s 1718 1804 m 6 X s 1718 1804 m20 1729 1677 m 27 Y s 1729 1705 m 26 Y s 1724 1704 m 5 X s 1730 1704 m 5 X s 1729 1704 m20 1741 1565 m 26 Y s 1741 1592 m 26 Y s 1735 1592 m 5 X s 1741 1592 m 5 X s 1741 1592 m20 1752 1429 m 24 Y s 1752 1454 m 24 Y s 1746 1454 m 5 X s 1752 1454 m 6 X s 1752 1454 m20 1763 1313 m 23 Y s 1763 1337 m 23 Y s 1758 1337 m 5 X s 1764 1337 m 5 X s 1763 1337 m20 1775 1215 m 22 Y s 1775 1238 m 21 Y s 1769 1237 m 5 X s 1775 1237 m 5 X s 1775 1237 m20 1786 1114 m 20 Y s 1786 1135 m 20 Y s 1780 1134 m 5 X s 1786 1134 m 6 X s 1786 1134 m20 1797 1014 m 18 Y s 1797 1034 m 18 Y s 1792 1033 m 5 X s 1798 1033 m 5 X s 1797 1033 m20 1809 918 m 17 Y s 1809 936 m 18 Y s 1803 936 m 5 X s 1809 936 m 5 X s 1809 936 m20 1820 910 m 17 Y s 1820 929 m 17 Y s 1814 928 m 5 X s 1820 928 m 6 X s 1820 928 m20 1831 825 m 16 Y s 1831 842 m 16 Y s 1826 842 m 5 X s 1832 842 m 5 X s 1831 842 m20 1843 770 m 15 Y s 1843 786 m 15 Y s 1837 785 m 5 X s 1843 785 m 5 X s 1843 785 m20 1854 712 m 14 Y s 1854 727 m 14 Y s 1848 726 m 5 X s 1855 726 m 5 X s 1854 726 m20 1865 676 m 13 Y s 1865 690 m 14 Y s 1860 690 m 5 X s 1866 690 m 5 X s 1865 690 m20 1877 645 m 12 Y s 1877 659 m 12 Y s 1871 658 m 5 X s 1877 658 m 5 X s 1877 658 m20 1888 614 m 12 Y s 1888 627 m 12 Y s 1882 627 m 5 X s 1889 627 m 5 X s 1888 627 m20 1899 594 m 11 Y s 1899 606 m 12 Y s 1894 606 m 5 X s 1900 606 m 5 X s 1899 606 m20 1911 572 m 11 Y s 1911 584 m 11 Y s 1905 584 m 5 X s 1911 584 m 5 X s 1911 584 m20 1922 541 m 10 Y s 1922 552 m 10 Y s 1916 551 m 5 X s 1923 551 m 5 X s 1922 551 m20 1933 510 m 9 Y s 1933 520 m 9 Y s 1928 519 m 5 X s 1934 519 m 5 X s 1933 519 m20 1945 486 m 9 Y s 1945 496 m 9 Y s 1939 496 m 5 X s 1945 496 m 5 X s 1945 496 m20 1956 460 m 8 Y s 1956 469 m 8 Y s 1950 468 m 5 X s 1957 468 m 5 X s 1956 468 m20 1967 434 m 6 Y s 1967 442 m 6 Y s 1962 441 m 5 X s 1968 441 m 5 X s 1967 441 m20 1979 417 m 7 Y s 1979 425 m 6 Y s 1973 424 m 5 X s 1979 424 m 5 X s 1979 424 m20 1990 401 m 5 Y s 1990 407 m 6 Y s 1984 407 m 5 X s 1991 407 m 5 X s 1990 407 m20 2001 390 m 5 Y s 2001 396 m 5 Y s 1996 395 m 5 X s 2002 395 m 5 X s 2001 395 m20 2013 381 m 4 Y s 2013 386 m 5 Y s 2007 386 m 5 X s 2013 386 m 5 X s 2013 386 m20 2024 373 m 4 Y s 2024 378 m 4 Y s 2018 378 m 5 X s 2025 378 m 5 X s 2024 378 m20 2035 363 m 4 Y s 2035 368 m 3 Y s 2030 367 m 5 X s 2036 367 m 5 X s 2035 367 m20 2047 360 m 3 Y s 2047 364 m 3 Y s 2041 363 m 5 X s 2047 363 m 5 X s 2047 363 m20 2058 361 m 3 Y s 2058 365 m 3 Y s 2052 364 m 5 X s 2059 364 m 5 X s 2058 364 m20 2069 360 m 3 Y s 2069 364 m 3 Y s 2064 363 m 5 X s 2070 363 m 5 X s 2069 363 m20 2081 354 m 2 Y s 2081 357 m 3 Y s 2075 357 m 5 X s 2081 357 m 5 X s 2081 357 m20 2092 356 m 2 Y s 2092 360 m 2 Y s 2086 359 m 6 X s 2093 359 m 5 X s 2092 359 m20 2103 353 m 2 Y s 2103 356 m 2 Y s 2098 355 m 5 X s 2104 355 m 5 X s 2103 355 m20 2115 352 m 2 Y s 2115 355 m 2 Y s 2109 355 m 5 X s 2115 355 m 5 X s 2115 355 m20 2126 351 m 2 Y s 2126 354 m 2 Y s 2120 354 m 6 X s 2127 354 m 5 X s 2126 354 m20 2137 347 m 2 Y s 2137 350 m 1 Y s 2132 349 m 5 X s 2138 349 m 5 X s 2137 349 m20 2149 345 m 1 Y s 2149 348 m 1 Y s 2143 347 m 5 X s 2149 347 m 5 X s 2149 347 m20 2160 349 m 2 Y s 2160 352 m 2 Y s 2154 351 m 6 X s 2161 351 m 5 X s 2160 351 m20 2171 346 m 2 Y s 2171 349 m 1 Y s 2166 348 m 5 X s 2172 348 m 5 X s 2171 348 m20 2183 345 m 1 Y s 2183 347 m 1 Y s 2177 347 m 5 X s 2183 347 m 5 X s 2183 347 m20 2194 347 m 2 Y s 2194 350 m 2 Y s 2188 349 m 6 X s 2195 349 m 5 X s 2194 349 m20 2205 343 m 1 Y s 2205 345 m 1 Y s 2200 344 m 5 X s 2206 344 m 5 X s 2205 344 m20 2217 342 m 1 Y s 2217 344 m 1 Y s 2211 343 m 5 X s 2217 343 m 5 X s 2217 343 m20 2228 345 m 1 Y s 2228 347 m 1 Y s 2222 346 m 6 X s 2229 346 m 5 X s 2228 346 m20 2239 343 m 1 Y s 2239 345 m 1 Y s 2234 344 m 5 X s 2240 344 m 5 X s 2239 344 m20 2251 343 m 1 Y s 2251 345 m 1 Y s 2245 345 m 5 X s 2251 345 m 5 X s 2251 345 m20 2262 343 m 1 Y s 2262 345 m 1 Y s 2256 344 m 6 X s 2263 344 m 5 X s 2262 344 m20 gr gr showpage end %%EOF %%EndDocument @endspecial 2214 40632 a(Fig.) 414 b(2.) p Fo 415 w(E) p Fu 6952 40814 a(miss) p Fn 9071 40632 a(\241) p Fo 277 w(cp) p Fu 11426 40814 a(miss) p Fp 13683 40632 a(sp) 34 b(ectrum) 415 b(for) p Fo 415 w(\274) p Fm 21590 40193 a(\241) p Fo 22378 40632 a(e) p Fu 22942 40193 a(+) p Fo 23729 40632 a(\272) p Fp 492 w(\(left) g(panel\)) h(and) f(for) p Fo 415 w(\274) p Fu 36105 40193 a(+) p Fo 36893 40632 a(e) p Fm 37457 40193 a(\241) p Fp 38313 40632 a(\271) p Fo -675 w(\272) p Fp 492 w(\(righ) -34 b(t) 416 b(panel\)) 2214 42138 y(candidate) 520 b(ev) -34 b(en) g(ts.) 519 b(Filled) f(dots) i (represen) -34 b(t) 519 b(data) h(from) f(y) -34 b(ear-2001) 519 b(data) h(set;) f(the) g(crosses) 2214 43643 y(are) 419 b(the) h(result) g(of) g(a) g(\257t) h(v) -67 b(arying) 418 b(the) j(normalization) e(of) i(MC) f(distributions) h(for) f(signal) g (and) 2214 45149 y(bac) -34 b(kground.) p Fk 2214 47387 a(The) 454 b(free) h(\257t) e(parameters) h(are) g(the) g(signal) h (and) e(bac) -36 b(kground) 454 b(normalizations.) i(Three) 2214 48992 y(indep) 36 b(enden) -36 b(t) 536 b(\257ts) i(are) h(p) 36 b(erformed:) 539 b(one) f(for) i(eac) -36 b(h) 538 b(c) -36 b(harge) 539 b(state) g(and) f(one) g(in) h(whic) -36 b(h) 2214 50597 y(w) g(e) 455 b(do) g(not) g(distinguish) f(b) -36 b(y) 455 b(c) -36 b(harge.) 455 b(The) g(estimated) g(n) -36 b(um) g(b) 36 b(ers) 453 b(of) j(signal) g(ev) -36 b(en) g(ts) 454 b(are) 2214 52202 y(sho) -36 b(wn) 497 b(in) h(T) -108 b(ab.) 498 b(1.) g(The) f(quoted) h(errors) f(includes) g(the) g(con) -36 b(tributions) 497 b(from) h(\260uctua-) 2214 53807 y(tions) 473 b(in) g(the) g(signal) h(statistics,) g(from) g(the) f (bac) -36 b(kground) 473 b(subtraction,) g(and) f(from) i(the) 2214 55412 y(\257nite) 358 b(statistics) h(of) g(the) f(MC) h(sp) 36 b(ectra,) 358 b(whic) -36 b(h) 359 b(amoun) -36 b(t) 358 b(to) p Fj 358 w(\273) p Fk 370 w(74\045,) p Fj 359 w(\273) p Fk 369 w(24,) i(and) p Fj 358 w(\273) p Fk 369 w(59\045,) 2214 57017 y(resp) 36 b(ectiv) -36 b(ely) -108 b(.) p Fl 2214 62375 a(4) 1495 b(E\261ciency) 498 b(estimates) p Fk 2214 66916 a(F) -108 b(or) 440 b(b) 36 b(oth) p Fi 439 w(K) p Fr 8735 67115 a(S) p Fj 9792 66916 a(!) p Fi 380 w(\274) p Fu 12286 66434 a(+) p Fi 13073 66916 a(\274) p Fm 13859 66434 a(\241) p Fk 15086 66916 a(\(normalization\)) 441 b(and) p Fi 439 w(K) p Fr 27984 67115 a(S) p Fj 29041 66916 a(!) p Fi 381 w(\274) 48 b(e\272) p Fk 522 w(\(signal\)) 441 b(ev) -36 b(en) g(ts,) 440 b(con) -36 b(tri-) 2214 68521 y(butions) 526 b(to) g(the) g(tagging) h(and) f(selection) h (ine\261ciencies) g(due) f(to) g(purely) g(geometrical) 2214 70126 y(e\256ects) 323 b(ha) -36 b(v) g(e) 323 b(b) 36 b(een) 323 b(estimated) g(using) g(MC) g(sim) -36 b(ulation,) 323 b(while) h(data) f(ha) -36 b(v) g(e) 323 b(b) 36 b(een) 323 b(used) f(to) 2214 71731 y(estimate) 426 b(the) g(corrections) g(for) g (trac) -36 b(king) 427 b(and) e(trigger) i(ine\261ciencies.) f(F) -108 b(or) p Fi 426 w(K) p Fr 41192 71930 a(S) p Fj 42237 71731 a(!) p Fi 370 w(\274) 48 b(e\272) p Fk 23590 76159 a(6) p 90 rotate dyy eop %%Page: 7 7 7 6 bop 2214 155 48441 45 v Fg 3080 1736 a(K) p Ff 4257 1918 a(S) p Fq 5411 1736 a(deca) -39 b(y) 464 b(mo) 39 b(de) 13713 b(Selection) 465 b(e\261ciency) p Fp 20131 3994 a(Y) -101 b(ear) 403 b(2001) 13342 b(Y) -101 b(ear) 403 b(2002) p 2214 4716 V Fo 5496 6296 a(\274) p Fu 6230 5857 a(+) p Fo 7018 6296 a(\274) p Fm 7752 5857 a(\241) p Fp 8540 6296 a(\() p Fo(\260) p Fp 67 w(\)) 3947 b(0) p Fo(:) p Fp(6123) p Fn 269 w(\247) p Fp 269 w(0) p Fo(:) p Fp(0006) 22339 6624 y(stat) p Fn 24691 6296 a(\247) p Fp 269 w(0) p Fo(:) p Fp(0025) 29270 6624 y(syst) 32721 6296 y(0) p Fo(:) p Fp(6273) p Fn 270 w(\247) p Fp 269 w(0) p Fo(:) p Fp(0002) 40937 6624 y(stat) p Fn 43288 6296 a(\247) p Fp 270 w(0) p Fo(:) p Fp(0025) 47868 6624 y(syst) p 2214 7018 V Fo 6062 8599 a(\274) p Fm 6796 8159 a(\241) p Fo 7584 8599 a(e) p Fu 8148 8159 a(+) p Fo 8935 8599 a(\272) p Fp 4590 w(0) p Fo(:) p Fp(2277) p Fn 269 w(\247) p Fp 269 w(0) p Fo(:) p Fp(0013) 22339 8927 y(stat) p Fn 24691 8599 a(\247) p Fp 269 w(0) p Fo(:) p Fp(0017) 29270 8927 y(syst) 32721 8599 y(0) p Fo(:) p Fp(2358) p Fn 270 w(\247) p Fp 269 w(0) p Fo(:) p Fp(0010) 40937 8927 y(stat) p Fn 43288 8599 a(\247) p Fp 270 w(0) p Fo(:) p Fp(0024) 47868 8927 y(syst) p 2214 9321 V Fo 6062 10901 a(\274) p Fu 6796 10461 a(+) p Fo 7584 10901 a(e) p Fm 8148 10461 a(\241) p Fp 9004 10901 a(\271) p Fo -675 w(\272) p Fp 4590 w(0) p Fo(:) p Fp(2324) p Fn 269 w(\247) p Fp 269 w(0) p Fo(:) p Fp(0013) 22339 11229 y(stat) p Fn 24691 10901 a(\247) p Fp 269 w(0) p Fo(:) p Fp(0012) 29270 11229 y(syst) 32721 10901 y(0) p Fo(:) p Fp(2378) p Fn 270 w(\247) p Fp 269 w(0) p Fo(:) p Fp(0012) 40937 11229 y(stat) p Fn 43288 10901 a(\247) p Fp 270 w(0) p Fo(:) p Fp(0015) 47868 11229 y(syst) p 2214 11623 V Fo 6849 13204 a(\274) 43 b(e\272) p Fp 5378 w(0) p Fo(:) p Fp(2297) p Fn 269 w(\247) p Fp 269 w(0) p Fo(:) p Fp(0009) 22339 13532 y(stat) p Fn 24691 13204 a(\247) p Fp 269 w(0) p Fo(:) p Fp(0016) 29270 13532 y(syst) 32721 13204 y(0) p Fo(:) p Fp(2361) p Fn 270 w(\247) p Fp 269 w(0) p Fo(:) p Fp(0008) 40937 13532 y(stat) p Fn 43288 13204 a(\247) p Fp 270 w(0) p Fo(:) p Fp(0018) 47868 13532 y(syst) p 2214 13926 V 2214 14147 V Fg 3282 15728 a(K) p Ff 4459 15910 a(S) p Fq 5613 15728 a(deca) -39 b(y) 464 b(mo) 39 b(de) 10884 b(Ratio) 465 b(of) f(tagging) h(e\261ciencies) p 2214 16449 V Fo 6062 18030 a(\274) p Fm 6796 17590 a(\241) p Fo 7584 18030 a(e) p Fu 8148 17590 a(+) p Fo 8935 18030 a(\272) p Fp 13889 w(0) p Fo(:) p Fp(9924) p Fn 269 w(\247) p Fp 269 w(0) p Fo(:) p Fp(0020) 31638 18358 y(stat) p Fn 33990 18030 a(\247) p Fp 269 w(0) p Fo(:) p Fp(0020) 38569 18358 y(syst) p 2214 18752 V Fo 6062 20333 a(\274) p Fu 6796 19893 a(+) p Fo 7584 20333 a(e) p Fm 8148 19893 a(\241) p Fp 9004 20333 a(\271) p Fo -675 w(\272) p Fp 13889 w(0) p Fo(:) p Fp(9912) p Fn 269 w(\247) p Fp 269 w(0) p Fo(:) p Fp(0020) 31638 20661 y(stat) p Fn 33990 20333 a(\247) p Fp 269 w(0) p Fo(:) p Fp(0020) 38569 20661 y(syst) p 2214 21054 V Fo 6849 22635 a(\274) 43 b(e\272) p Fp 14677 w(0) p Fo(:) p Fp(9918) p Fn 269 w(\247) p Fp 269 w(0) p Fo(:) p Fp(0015) 31638 22963 y(stat) p Fn 33990 22635 a(\247) p Fp 269 w(0) p Fo(:) p Fp(0015) 38569 22963 y(syst) p 2214 23357 V 2214 24309 a(T) -101 b(able) 404 b(2) 2214 25815 y(E\261ciencies) 335 b(for) p Fo 337 w(K) p Fr 11182 26003 a(S) p Fn 12197 25815 a(!) p Fo 336 w(\274) p Fu 14479 25375 a(+) p Fo 15267 25815 a(\274) p Fm 16001 25375 a(\241) p Fp 17125 25815 a(and) p Fo 338 w(K) p Fr 20444 26003 a(S) p Fn 21458 25815 a(!) p Fo 337 w(\274) 43 b(e\272) p Fp 415 w(deca) -34 b(ys,) 336 b(for) h(the) g(2001) g(and) h(2002) f(data) h (sets.) p Fk 2214 35066 a(ev) -36 b(en) g(ts,) 435 b(the) f (corrections) h(for) g(v) -36 b(ertex) 435 b(reconstruction) f(and) g (time-of-\260igh) -36 b(t) p Fi 434 w(\274) p Fk 48 w(-) p Fi(e) p Fk 433 w(iden) g(ti-) 2214 36671 y(\257cation) 438 b(ine\261ciencies) h(ha) -36 b(v) g(e) 439 b(also) g(b) 36 b(een) 438 b(ev) -72 b(aluated) 439 b(using) f(a) h(data) g(con) -36 b(trol) 438 b(sample) h(of) p Fi 2214 38276 a(K) p Fr 3321 38475 a(L) p Fj 4385 38276 a(!) p Fi 369 w(\274) 48 b(e\272) p Fk 516 w(prompt) 433 b(deca) -36 b(ys.) 2214 42965 y(The) 602 b(metho) 36 b(ds) 601 b(used) h(to) g(estimate) g(the) g(selection) g(e\261ciency) h(are) f(describ) 36 b(ed) 601 b(in) h(de-) 2214 44571 y(tail) 437 b(elsewhere) f([15{17].) j(F) -108 b(or) p Fi 436 w(K) p Fr 18531 44770 a(S) p Fj 19581 44571 a(!) p Fi 374 w(\274) 48 b(e\272) p Fk 519 w(deca) -36 b(ys,) 437 b(three) e(e\261ciencies) i(are) f(estimated:) 2214 46176 y(one) 504 b(for) h(eac) -36 b(h) 505 b(c) -36 b(harge) 505 b(state) f(and) g(one) h(for) g(ev) -36 b(en) g(ts) 504 b(in) g(whic) -36 b(h) 505 b(w) -36 b(e) 504 b(do) h(not) f(distinguish) 2214 47781 y(b) -36 b(y) 513 b(c) -36 b(harge.) 514 b(W) -108 b(e) 513 b(summarize) h(the) e (results) h(for) h(the) f(total) h(e\261ciencies,) g(giv) -36 b(en) 514 b(the) f(tag) 2214 49386 y(requiremen) -36 b(t,) 464 b(in) f(T) -108 b(ab.) 464 b(2.) h(The) f(uncertain) -36 b(t) g(y) 463 b(in) h(the) f(trigger) i(e\261ciency) f(is) g(the) g (domi-) 2214 50991 y(nan) -36 b(t) 427 b(con) -36 b(tribution) 426 b(to) i(systematic) g(errors.) g(The) f(di\256erence) g(b) 36 b(et) -36 b(w) g(een) 427 b(e\261ciencies) h(for) 2214 52596 y(the) 557 b(t) -36 b(w) g(o) 559 b(semileptonic) f(c) -36 b(harge) 558 b(states) g(arises) h(from) f(the) g(di\256eren) -36 b(t) 557 b(resp) 36 b(onse) 557 b(of) i(the) 2214 54201 y(calorimeter) 446 b(to) p Fi 444 w(\274) p Fu 11404 53719 a(+) p Fk 12636 54201 a(and) p Fi 444 w(\274) p Fm 15962 53719 a(\241) p Fk 16749 54201 a(,) f(in\260uencing) f(b) 36 b(oth) 444 b(the) g(trigger) i(and) e(the) g(TOF) h(e\261cien-) 2214 55806 y(cies.) 2214 60495 y(In) 483 b(principle,) g(the) p Fi 482 w(K) p Fr 13043 60694 a(L) p Fk 13738 60495 a(-crash) f(iden) -36 b(ti\257cation) 483 b(e\261ciency) g(cancels) g(out) g(in) g(the) f (ratio) i(of) 2214 62100 y(the) 446 b(n) -36 b(um) g(b) 36 b(er) 445 b(of) i(selected) p Fi 446 w(K) p Fr 16675 62299 a(S) p Fj 17743 62100 a(!) p Fi 391 w(\274) 48 b(e\272) p Fk 529 w(and) p Fi 446 w(K) p Fr 25672 62299 a(S) p Fj 26740 62100 a(!) p Fi 391 w(\274) p Fu 29245 61618 a(+) p Fi 30032 62100 a(\274) p Fm 30818 61618 a(\241) p Fk 32051 62100 a(ev) -36 b(en) g(ts.) 446 b(In) h(practice,) f (since) 2214 63706 y(the) 529 b(ev) -36 b(en) g(t) p Fi 529 w(T) p Fu 8840 63905 a(0) p Fk 9896 63706 a(is) 529 b(obtained) g(from) h(the) p Fi 529 w(K) p Fr 23352 63905 a(S) p Fk 24558 63706 a(and) f(the) p Fi 529 w(K) p Fr 30626 63905 a(L) p Fk 31850 63706 a(is) h(recognized) g(b) -36 b(y) 529 b(its) g(time) 2214 65311 y(of) 450 b(\260igh) -36 b(t,) 449 b(there) g(is) h(a) f(small) i(dep) 36 b(endence) 447 b(of) k(the) p Fi 448 w(K) p Fr 28479 65510 a(L) p Fk 29174 65311 a(-crash) e(iden) -36 b(ti\257cation) 449 b(e\261ciency) 2214 66916 y(on) 534 b(the) p Fi 534 w(K) p Fr 7569 67115 a(S) p Fk 8781 66916 a(deca) -36 b(y) 535 b(mo) 36 b(de.) 534 b(A) h(correction) g(for) g(this) f(e\256ect) g(is) h(obtained) f(b) -36 b(y) 535 b(studying) 2214 68521 y(the) 494 b(accuracy) h(of) h(the) p Fi 494 w(T) p Fu 14565 68720 a(0) p Fk 15586 68521 a(determination) e(in) g(eac) -36 b(h) 495 b(case) g([15{17].) i(The) e(ratio) p Fi 495 w(R) p Fu 43132 68720 a(tag) p Fk 45002 68521 a(of) 2214 70126 y(the) 407 b(tagging) i(e\261ciencies) g(for) p Fi 408 w(K) p Fr 18436 70325 a(S) p Fj 19482 70126 a(!) p Fi 369 w(\274) 48 b(e\272) p Fk 491 w(and) p Fi 407 w(K) p Fr 27312 70325 a(S) p Fj 28358 70126 a(!) p Fi 369 w(\274) p Fu 30841 69644 a(+) p Fi 31628 70126 a(\274) p Fm 32414 69644 a(\241) p Fk 33608 70126 a(is) 408 b(found) g(to) g(di\256er) f (from) 2214 71731 y(unit) -36 b(y) 433 b(b) -36 b(y) p Fj 434 w(\273) p Fk 148 w(1\045) 433 b(\(see) h(T) -108 b(ab.) 433 b(2\).) 23590 76159 y(7) p 90 rotate dyy eop %%Page: 8 8 8 7 bop Fl 2214 1107 a(5) 1495 b(Preliminary) 499 b(results) p Fk 2214 5830 a(The) 367 b(v) -72 b(alue) 368 b(for) g(BR\() p Fi(K) p Fr 13527 6029 a(S) p Fj 14572 5830 a(!) p Fi 370 w(\274) 48 b(e\272) p Fk 84 w(\)) 366 b(is) h(obtained) g(b) -36 b(y) 367 b(normalizing) h(the) f(n) -36 b(um) g(b) 36 b(er) 366 b(of) i(signal) 2214 7435 y(ev) -36 b(en) g(ts) 463 b(to) h(the) g(n) -36 b(um) g(b) 36 b(er) 462 b(of) p Fi 464 w(K) p Fr 17461 7634 a(S) p Fj 18558 7435 a(!) p Fi 421 w(\274) p Fu 21093 6953 a(+) p Fi 21880 7435 a(\274) p Fm 22666 6953 a(\241) p Fk 23916 7435 a(ev) -36 b(en) g(ts) 464 b(in) f(the) g(same) i(data) e(set,) h(correcting) 2214 9040 y(for) 371 b(the) g(total) h(selection) f(e\261ciencies) h(and) e (the) h(ratio) p Fi 371 w(R) p Fu 29562 9239 a(tag) p Fk 31308 9040 a(of) h(tagging) g(e\261ciencies,) g(and) 2214 10645 y(using) 433 b(the) g(presen) -36 b(t) 433 b(exp) 36 b(erimen) -36 b(tal) 434 b(v) -72 b(alue) 434 b(for) g(BR\() p Fi(K) p Fr 28987 10844 a(S) p Fj 30033 10645 a(!) p Fi 369 w(\274) p Fu 32516 10163 a(+) p Fi 33303 10645 a(\274) p Fm 34089 10163 a(\241) p Fk 34875 10645 a(\)) g([13]:) 6594 14680 y(BR) q(\() p Fi(K) p Fr 10086 14879 a(S) p Fj 11131 14680 a(!) p Fi 370 w(\274) 48 b(e\272) p Fk 84 w(\)) 367 b(=) p Fi 17331 13781 a(N) p Fk 139 w(\() p Fi(\274) p Fk 48 w(e) p Fi(\272) p Fk 83 w(\)) p 17331 14370 4282 45 v Fi 17591 15591 a(N) p Fk 139 w(\() p Fi(\274) 48 b(\274) p Fk 46 w(\)) p Fj 22041 14680 a(\243) p Fi 23657 13781 a(") p Fr 24266 13299 a(\274) 32 b(\274) p Fu 24266 14109 a(tot) p 23503 14370 2175 45 v Fi 23503 15591 a(") p Fr 24112 15133 a(\274) p Fu 32 w(e) p Fr(\272) p Fu 24112 15855 a(tot) p Fj 26105 14680 a(\243) p Fi 296 w(R) p Fu 28424 14879 a(tag) p Fj 30094 14680 a(\243) p Fk 296 w(BR\() p Fi(K) p Fr 34914 14879 a(S) p Fj 35959 14680 a(!) p Fi 370 w(\274) p Fu 38443 14131 a(+) p Fi 39229 14680 a(\274) p Fm 40015 14131 a(\241) p Fk 40802 14680 a(\)) p Fi(:) p Fk 2214 18653 a(Av) -36 b(eraging) 654 b(the) e(results) g(obtained) g(for) i(eac) -36 b(h) 652 b(data) h(set,) g(w) -36 b(e) 653 b(obtain) f(the) g(follo) -36 b(wing) 2214 20258 y(branc) g(hing) 433 b(ratios:) 6553 25067 y(BR) q(\() p Fi(K) p Fr 10045 25266 a(S) p Fj 11090 25067 a(!) p Fi 369 w(\274) p Fm 13573 24518 a(\241) p Fi 14360 25067 a(e) p Fu 14963 24518 a(+) p Fi 15750 25067 a(\272) p Fk 84 w(\)) 221 b(=) g(\(3) p Fi(:) p Fk(54) p Fj 296 w(\247) p Fk 295 w(0) p Fi(:) p Fk(05) p Fu 25189 25266 a(stat) p Fj 27115 25067 a(\247) p Fk 295 w(0) p Fi(:) p Fk(05) p Fu 30754 25266 a(syst) p Fk 32415 25067 a(\)) p Fj 295 w(\243) p Fk 296 w(10) p Fm 35845 24518 a(\241) p Fu(4) p Fi 37103 25067 a(;) p Fk 6553 27000 a(BR) q(\() p Fi(K) p Fr 10045 27199 a(S) p Fj 11090 27000 a(!) p Fi 369 w(\274) p Fu 13573 26451 a(+) p Fi 14360 27000 a(e) p Fm 14963 26451 a(\241) p Fk 15824 27000 a(\271) p Fi -724 w(\272) p Fk 83 w(\)) h(=) f(\(3) p Fi(:) p Fk(54) p Fj 296 w(\247) p Fk 295 w(0) p Fi(:) p Fk(05) p Fu 25189 27199 a(stat) p Fj 27115 27000 a(\247) p Fk 295 w(0) p Fi(:) p Fk(04) p Fu 30754 27199 a(syst) p Fk 32415 27000 a(\)) p Fj 295 w(\243) p Fk 296 w(10) p Fm 35845 26451 a(\241) p Fu(4) p Fi 37103 27000 a(;) p Fk 4815 28933 a(BR) q(\() p Fi(K) p Fr 8307 29132 a(S) p Fj 9352 28933 a(!) p Fi 369 w(\274) p Fm 11835 28385 a(\247) p Fi 12622 28933 a(e) p Fm 13225 28385 a(\250) p Fk 14086 28933 a(\271) p Fi -724 w(\272) p Fk 83 w(\() p Fi(\272) p Fk 84 w(\)\)) g(=) g(\(7) p Fi(:) p Fk(09) p Fj 296 w(\247) p Fk 295 w(0) p Fi(:) p Fk(07) p Fu 25189 29132 a(stat) p Fj 27115 28933 a(\247) p Fk 295 w(0) p Fi(:) p Fk(08) p Fu 30754 29132 a(syst) p Fk 32415 28933 a(\)) p Fj 295 w(\243) p Fk 296 w(10) p Fm 35845 28385 a(\241) p Fu(4) p Fi 37103 28933 a(:) p Fk 2214 32235 a(F) -108 b(rom) 525 b(the) g(last) h(result,) f(w) -36 b(e) 526 b(can) f(extract) h(the) f(parameter) p Fi 525 w(R) 11 b(e) p Fk(\() p Fi(x) p Fu 35187 32434 a(+) p Fk 35974 32235 a(\),) 526 b(Eq.) g(1,) g(whic) -36 b(h) 525 b(is) 2214 33840 y(related) 534 b(to) h(violations) h(of) f(the) e (\242) p Fi(S) p Fk 618 w(=) 540 b(\242) p Fi(Q) p Fk 534 w(rule) 534 b(for) p Fi 535 w(C) 95 b(P) 181 b(T) p Fk 181 w(-conserving) 534 b(transitions.) 2214 35446 y(Using) 384 b(the) g(PDG-\257t) f(result) h(of) h(the) p Fi 383 w(K) p Fr 21256 35645 a(S) p Fk 22317 35446 a(lifetime,) p Fi 385 w(\277) p Fr 27854 35645 a(S) p Fk 28900 35446 a(=) 369 b(\(89) p Fi(:) p Fk(58) p Fj 194 w(\247) p Fk 194 w(0) p Fi(:) p Fk(06\)) 387 b(ps) d([13],) i(whic) -36 b(h) 2214 37051 y(includes) 395 b(KT) -108 b(eV) 397 b([18]) g(and) e(NA48) i([19]) g(recen) -36 b(t) 395 b(measuremen) -36 b(ts,) 396 b(w) -36 b(e) 396 b(obtain) g(the) f(v) -72 b(alues) 2214 38656 y(sho) -36 b(wn) 433 b(in) h(T) -108 b(ab.) 433 b(3:) p Fl 2138 41773 a(a) p Fk 651 w(w) -36 b(e) 465 b(use) f(BR) q(\() p Fi(K) p Fr 11231 41972 a(L) p Fj 12348 41773 a(!) p Fi 422 w(\274) 48 b(e\272) p Fk 84 w(\)) 421 b(=) h(\(38) p Fi(:) p Fk(81) p Fj 318 w(\247) p Fk 317 w(0) p Fi(:) p Fk(27\)\045) 466 b(from) f(PDG-\257t) f (and) p Fi 464 w(\277) p Fr 39330 41972 a(L) p Fk 40448 41773 a(=) 422 b(\(51) p Fi(:) p Fk(5) p Fj 317 w(\247) p Fk 3515 43379 a(0) p Fi(:) p Fk(4\)) 434 b(ns) f(a) -36 b(v) g(eraged) 434 b(b) -36 b(y) 434 b(PDG;) g(the) f(result) g(is) p Fj 434 w(\273) p Fk 369 w(3) p Fi(\276) p Fk 482 w(a) -36 b(w) g(a) g(y) 434 b(from) g(zero;) p Fl 2034 44984 a(b) p Fk 651 w(w) -36 b(e) 500 b(use) g(BR\() p Fi(K) p Fr 11301 45183 a(L) p Fj 12478 44984 a(!) p Fi 483 w(\274) 48 b(e\272) p Fk 84 w(\)) 480 b(=) i(\(40) p Fi(:) p Fk(67) p Fj 342 w(\247) p Fk 341 w(0) p Fi(:) p Fk(11\)\045) 501 b(from) g(a) f(recen) -36 b(t) 499 b(measuremen) -36 b(t) 500 b(b) -36 b(y) 3515 46589 y(KT) -108 b(eV) 418 b(collab) 36 b(oration) 419 b([20]) g(and) p Fi 417 w(\277) p Fr 20671 46788 a(L) p Fk 21784 46589 a(a) -36 b(v) g(eraged) 419 b(b) -36 b(y) 418 b(PDG,) f(getting) i(a) f(v) -72 b(alue) 418 b(compat-) 3515 48194 y(ible) 433 b(with) h(zero;) p Fl 2200 49799 a(c) p Fk 651 w(w) -36 b(e) 494 b(use) g(BR\() p Fi(K) p Fr 11289 49998 a(L) p Fj 12456 49799 a(!) p Fi 472 w(\274) 48 b(e\272) p Fk 84 w(\)) 470 b(=) i(\(39) p Fi(:) p Fk(85) p Fj 338 w(\247) p Fk 336 w(0) p Fi(:) p Fk(35\)\045) 495 b(and) p Fi 494 w(\277) p Fr 31557 49998 a(L) p Fk 32724 49799 a(=) 472 b(51) p Fi(:) p Fk(35) p Fj 338 w(\247) p Fk 336 w(0) p Fi(:) p Fk(26) 495 b(ns) f(from) 3515 51404 y(preliminary) 434 b(measuremen) -36 b(ts) 432 b(b) -36 b(y) 434 b(KLOE) f([21];) i(the) e(result) g(is) p Fj 434 w(\273) p Fk 369 w(1) p Fi(:) p Fk(3) p Fi(\276) p Fk 482 w(from) i(zero.) 2214 54522 y(The) 377 b(most) f(precise) h (measuremen) -36 b(t) 376 b(of) p Fi 377 w(R) 11 b(e) p Fk(\() p Fi(x) p Fu 24310 54721 a(+) p Fk 25097 54522 a(\)) 376 b(up) g(to) h(date,) g(b) -36 b(y) 376 b(the) g(CPLEAR) h (collab-) 2214 56127 y(oration) 434 b([4],) h(is) f(also) g(sho) -36 b(wn) 434 b(in) f(ro) -36 b(w) p Fl 434 w(d) p Fk(.) 2214 59245 y(The) 434 b(c) -36 b(harge) 433 b(asymmetry) h(is) g(also) h (obtained) e(as) h(follo) -36 b(ws) p Fi 13625 63226 a(A) p Fr 14600 63425 a(S) p Fk 15424 63226 a(=) p Fi 16716 62328 a(N) p Fk 139 w(\() p Fi(\274) p Fm 19189 61845 a(\241) p Fk 19975 62328 a(e) p Fu 20553 61845 a(+) p Fi 21340 62328 a(\272) p Fk 84 w(\)) p Fi(=") p Fu 23832 61845 a(+) p Fj 24914 62328 a(\241) p Fi 295 w(N) p Fk 139 w(\() p Fi(\274) p Fu 28715 61845 a(+) p Fk 29501 62328 a(e) p Fm 30079 61845 a(\241) p Fk 30941 62328 a(\271) p Fi -725 w(\272) p Fk 84 w(\)) p Fi(=") p Fm 33358 61845 a(\241) p 16716 62916 17429 45 v Fi 16727 64137 a(N) p Fk 139 w(\() p Fi(\274) p Fm 19200 63754 a(\241) p Fk 19986 64137 a(e) p Fu 20564 63754 a(+) p Fi 21351 64137 a(\272) p Fk 84 w(\)) p Fi(=") p Fu 23843 63754 a(+) p Fk 24925 64137 a(+) p Fi 295 w(N) p Fk 139 w(\() p Fi(\274) p Fu 28705 63754 a(+) p Fk 29490 64137 a(e) p Fm 30068 63754 a(\241) p Fk 30930 64137 a(\271) p Fi -724 w(\272) p Fk 83 w(\)) p Fi(=") p Fm 33347 63754 a(\241) p Fi 34278 63226 a(;) 15295 67765 y(A) p Fr 16270 67964 a(S) p Fk 17095 67765 a(=) 148 b(\() p Fj(\241) p Fk(2) p Fj 295 w(\247) p Fk 295 w(9) p Fu 22717 67964 a(stat) p Fj 24642 67765 a(\247) p Fk 295 w(6) p Fu 26620 67964 a(syst) p Fk 28280 67765 a(\)) p Fj 295 w(\243) p Fk 296 w(10) p Fm 31710 67216 a(\241) p Fu(3) p Fk 2214 70126 a(This) 468 b(result) g(is) g(compatible) g(with) g(that) g(for) p Fi 468 w(K) p Fr 25875 70325 a(L) p Fk 27038 70126 a(semileptonic) g (deca) -36 b(ys) 469 b(and) e(with) h(the) 2214 71731 y(exp) 36 b(ectation) 434 b(obtained) f(assuming) p Fi 434 w(C) 95 b(P) 181 b(T) p Fk 614 w(symmetry) -108 b(,) p Fi 434 w(A) p Fr 30947 71930 a(S) p Fk 31993 71731 a(=) 369 b(2) p Fi(R) 11 b(e) p Fk(\() p Fi(\262) p Fk(\).) 23590 76159 y(8) p 90 rotate dyy eop %%Page: 9 9 9 8 bop 14049 44 20167 45 v Fg 22925 1625 a(R) 5 b(e) p Fq(\() p Fg(x) p Fe 25999 1807 a(+) p Fq 26899 1625 a(\)) p 14049 2347 V 14761 3927 a(a) p Fp 1545 w(\(12) p Fo(:) p Fp(6) p Fn 270 w(\247) p Fp 269 w(3) p Fo(:) p Fp(1) p Fu 22641 4109 a(stat) p Fn 24539 3927 a(\247) p Fp 269 w(2) p Fo(:) p Fp(9) p Fu 27300 4109 a(syst) p Fp 28960 3927 a(\)) p Fn 269 w(\243) p Fp 270 w(10) p Fm 32125 3488 a(\241) p Fu(3) p 14049 4649 V Fq 14713 6230 a(b) p Fp 1800 w(\(0) p Fo(:) p Fp(9) p Fn 269 w(\247) p Fp 270 w(2) p Fo(:) p Fp(9) p Fu 22338 6412 a(stat) p Fn 24236 6230 a(\247) p Fp 269 w(2) p Fo(:) p Fp(9) p Fu 26997 6412 a(syst) p Fp 28657 6230 a(\)) p Fn 269 w(\243) p Fp 270 w(10) p Fm 31822 5790 a(\241) p Fu(3) p 14049 6952 V Fq 14790 8532 a(c) p Fp 1877 w(\(5) p Fo(:) p Fp(3) p Fn 269 w(\247) p Fp 270 w(3) p Fo(:) p Fp(1) p Fu 22338 8714 a(stat) p Fn 24236 8532 a(\247) p Fp 269 w(2) p Fo(:) p Fp(9) p Fu 26997 8714 a(syst) p Fp 28657 8532 a(\)) p Fn 269 w(\243) p Fp 270 w(10) p Fm 31822 8093 a(\241) p Fu(3) p 14049 9254 V Fq 14713 10835 a(d) p Fp 1329 w(\() p Fn(\241) p Fp(1) p Fo(:) p Fp(8) p Fn 269 w(\247) p Fp 269 w(4) p Fo(:) p Fp(1) p Fu 22809 11017 a(stat) p Fn 24707 10835 a(\247) p Fp 269 w(4) p Fo(:) p Fp(5) p Fu 27468 11017 a(syst) p Fp 29128 10835 a(\)) p Fn 270 w(\243) p Fp 269 w(10) p Fm 32293 10395 a(\241) p Fu(3) p 14049 11557 V Fp 2214 12509 a(T) -101 b(able) 404 b(3) 2214 14015 y(Estimates) 591 b(of) p Fo 592 w(R) 9 b(e) p Fp(\() p Fo(x) p Fu 12245 14197 a(+) p Fp 13033 14015 a(\).) 591 b(Ro) -34 b(ws) 592 b(lab) 34 b(elled) p Fq 590 w(a) p Fp(,) p Fq 591 w(b) p Fp(,) 591 b(and) p Fq 591 w(c) p Fp 591 w(are) f(obtained) i(using) g (the) g(KLOE) 2214 15520 y(measuremen) -34 b(t) 298 b(of) f(BR\() p Fo(K) p Fr 14015 15708 a(S) p Fn 15029 15520 a(!) p Fo 337 w(\274) 43 b(e\272) p Fp 77 w(\).) 298 b(See) f(text) g(for) g (details.) g(The) g(most) h(precise) e(measuremen) -34 b(t) 2214 17025 y(up) 405 b(to) f(date,) h(b) -34 b(y) 404 b(the) h(CPLEAR) f(collab) 34 b(oration) 404 b([4],) f(is) h(also) g (sho) -34 b(wn) 405 b(in) g(ro) -34 b(w) p Fq 404 w(d) p Fp(.) p Fh 2214 19315 a(5.1) p Fi 1793 w(V) p Fu 6492 19514 a(us) p Fh 7907 19315 a(determination) p Fk 2214 23854 a(The) 483 b(v) -72 b(alue) 484 b(of) p Fi 483 w(V) p Fu 10635 24053 a(us) p Fk 12068 23854 a(can) f(b) 36 b(e) 483 b(extracted) g(from) h(the) e(measuremen) -36 b(t) 482 b(of) i(BR) q(\() p Fi(K) p Fr 40518 24053 a(S) p Fj 41647 23854 a(!) p Fi 454 w(\274) 48 b(e\272) p Fk 84 w(\)) 2214 25459 y(and) 433 b(from) h(the) p Fi 433 w(K) p Fr 11161 25658 a(S) p Fk 12271 25459 a(lifetime,) p Fi 435 w(\277) p Fr 17858 25658 a(S) p Fk 18535 25459 a(:) p Fi 4815 29457 a(V) p Fu 5573 29656 a(us) p Fj 7251 29457 a(\243) p Fi 296 w(f) p Fr 9363 28909 a(K) p Fd 10219 28596 a(0) p Fr 10680 28909 a(\274) p Fc 11252 28596 a(\241) p Fu 9221 29785 a(+) p Fk 12002 29457 a(\(0\)) 369 b(=) p Fb 15414 27509 a(") p Fk 16193 28558 a(128) p Fi(\274) p Fu 18929 28076 a(3) p Fk 19455 28558 a(BR\() p Fi(K) p Fr 22946 28757 a(S) p Fj 23992 28558 a(!) p Fi 369 w(\274) 48 b(e\272) p Fk 84 w(\)) p 16193 29147 12117 45 v Fi 16717 30368 a(\277) p Fr 17282 30567 a(S) p Fi 17959 30368 a(G) p Fu 18985 29985 a(2) p Fr 18985 30697 a(\271) p Fi 19606 30368 a(M) p Fu 21003 29911 a(5) p Fr 20864 30693 a(K) p Fi 21776 30368 a(S) p Fu 22576 30567 a(ew) p Fi 23742 30368 a(I) p Fr 24420 29911 a(e) 24316 30693 y(K) p Fk 25227 30368 a(\() p Fi(\270) p Fu 26492 30567 a(+) p Fk 27279 30368 a(\)) p Fb 28442 27509 a(#) p Fu 29088 27815 a(1) p Fr(=) p Fu(2) p Fk 32697 28558 a(1) p 30909 29147 4227 45 v 30909 30368 a(1) 295 b(+) p Fi 295 w(\261) p Fr 33787 29985 a(K) 63 b(e) p Fu 33737 30697 a(em) p Fi 35268 29457 a(;) p Fk 2214 34853 a(where) p Fi 638 w(f) p Fr 6959 34371 a(K) p Fd 7815 34059 a(0) p Fr 8276 34371 a(\274) p Fc 8848 34059 a(\241) p Fu 6817 35182 a(+) p Fk 9598 34853 a(\(0\)) 638 b(is) g(the) f(v) -36 b(ector) 638 b(form) g(factor) h(at) f(zero) g(momen) -36 b(tum) 636 b(transfer) i(and) p Fi 2214 36607 a(I) p Fr 2892 36125 a(e) 2788 36936 y(K) p Fk 3699 36607 a(\() p Fi(\270) p Fu 4964 36806 a(+) p Fk 5751 36607 a(\)) 289 b(is) g(the) f(result) h(of) h(the) e(phase) h(space) g(in) -36 b(tegration) 289 b(after) h(factorizing) g(out) p Fi 289 w(f) p Fr 42114 36125 a(K) p Fd 42970 35813 a(0) p Fr 43431 36125 a(\274) p Fc 44003 35813 a(\241) p Fu 41972 36936 a(+) p Fk 44754 36607 a(\(0\).) 2214 38212 y(In) 417 b(the) g(ab) 36 b(o) -36 b(v) g(e) 418 b(expression,) g (long-distance) f(radiativ) -36 b(e) 418 b(corrections) g(for) g(b) 36 b(oth) 416 b(the) h(form) 2214 39817 y(factor) p Fi 522 w(f) p Fr 6806 39335 a(K) p Fd 7662 39023 a(0) p Fr 8123 39335 a(\274) p Fc 8695 39023 a(\241) p Fu 6664 40146 a(+) p Fk 9967 39817 a(and) 521 b(the) g(phase) g(space) g(in) -36 b(tegral) 522 b(ha) -36 b(v) g(e) 521 b(b) 36 b(een) 521 b(factorized) h(out) f(and) g(are) 2214 41422 y(included) 446 b(in) i(the) f(parameter) p Fi 447 w(\261) p Fr 18070 40940 a(K) 63 b(e) p Fu 18020 41751 a(em) p Fk 19810 41422 a(=) 392 b(0) p Fi(:) p Fk(55) p Fj 306 w(\247) p Fk 305 w(0) p Fi(:) p Fk(10) 449 b([22,23].) h(The) d(short-distance) f (elec-) 2214 43028 y(tro) -36 b(w) g(eak) 434 b(corrections) g(are) g (included) f(in) g(the) g(parameter) p Fi 433 w(S) p Fu 31816 43227 a(ew) p Fk 33351 43028 a(=) 369 b(1) p Fi(:) p Fk(0232) 436 b([24].) 2214 45961 y(The) 591 b(parameter) p Fi 590 w(\270) p Fu 12175 46160 a(+) p Fk 13553 45961 a(describ) 36 b(es) 591 b(the) f(dep) 36 b(endence) 590 b(of) h(the) g(v) -36 b(ector) 591 b(and) f(scalar) i(form) 2214 47566 y(factor) 597 b(on) f(the) f(momen) -36 b(tum) 595 b(transferred,) p Fi 596 w(t) p Fk(.) h(Tw) -36 b(o) 597 b(p) 36 b(ossible) 597 b(parametrizations) f(are) 2214 49171 y(used) 433 b(in) g(the) g(literature:) h(linear,) p Fi 15880 53188 a(f) p Fu 16521 53387 a(+) p Fk 17308 53188 a(\() p Fi(t) p Fk(\)) 369 b(=) p Fi 368 w(f) p Fu 21180 53387 a(+) p Fk 21968 53188 a(\(0\)) p Fb 23851 50907 a(2) 23851 52900 y(4) p Fk 24589 53188 a(1) 295 b(+) p Fi 295 w(\270) p Fu 27600 53387 a(+) p Fi 29490 52289 a(t) p 28520 52878 2410 45 v 28520 54099 a(m) p Fr 29658 54374 a(\274) p Fd 30230 54069 a(2) 30198 54671 y(+) p Fb 31063 50907 a(3) 31063 52900 y(5) p Fi 32022 53188 a(;) p Fk 2214 57204 a(and) 433 b(quadratic,) p Fi 12820 61220 a(f) p Fu 13461 61419 a(+) p Fk 14248 61220 a(\() p Fi(t) p Fk(\)) 368 b(=) p Fi 369 w(f) p Fu 18120 61419 a(+) p Fk 18907 61220 a(\(0\)) p Fb 20790 58940 a(2) 20791 60933 y(4) p Fk 21529 61220 a(1) 295 b(+) p Fi 295 w(\270) p Fm 24540 60672 a(0) p Fu 24540 61549 a(+) p Fi 26430 60322 a(t) p 25460 60910 V 25460 62132 a(m) p Fr 26598 62407 a(\274) p Fd 27170 62102 a(2) 27138 62704 y(+) p Fk 28297 61220 a(+) p Fi 29737 60313 a(\270) p Fm 30496 59831 a(00) p Fu 30496 60641 a(+) p 29737 60910 1546 45 v Fk 30185 62132 a(2) p Fi 32272 60322 a(t) p Fu 32742 59840 a(2) p 31549 60910 2442 45 v Fi 31549 62132 a(m) p Fu 32687 61674 a(4) p Fr 32687 62528 a(\274) p Fd 33259 62276 a(+) p Fb 34123 58940 a(3) 34123 60933 y(5) p Fi 35082 61220 a(:) p Fk 2214 65311 a(Recen) -36 b(tly) -108 b(,) 389 b(ISTRA+) h([25]) g(and) f (KT) -108 b(eV) 389 b([26]) i(exp) 36 b(erimen) -36 b(ts) 389 b(measured) f(the) h(dep) 36 b(endence) 2214 66916 y(of) p Fi 543 w(f) p Fr 4587 66434 a(K) p Fd 5443 66121 a(0) p Fr 5904 66434 a(\274) p Fc 6476 66121 a(\241) p Fu 4445 67244 a(+) p Fk 7768 66916 a(on) p Fi 542 w(t) p Fk(,) 542 b(using) p Fi 542 w(K) p Fu 15770 66434 a(+) p Fj 17111 66916 a(!) p Fi 554 w(\274) p Fu 19779 66434 a(0) p Fi 20304 66916 a(e) p Fu 20907 66434 a(+) p Fi 21694 66916 a(\272) p Fk 625 w(and) p Fi 542 w(K) p Fr 26707 67115 a(L) p Fj 27955 66916 a(!) p Fi 554 w(\274) p Fm 30623 66434 a(\247) p Fi 31410 66916 a(e) p Fm 32013 66434 a(\250) p Fk 32874 66916 a(\271) p Fi -724 w(\272) p Fk 83 w(\() p Fi(\272) p Fk 84 w(\)) p Fi(;) 221 b(\274) p Fm 36633 66434 a(\247) p Fi 37420 66916 a(\271) p Fm 38203 66434 a(\250) p Fk 39063 66916 a(\271) p Fi -724 w(\272) p Fk 84 w(\() p Fi(\272) p Fk 84 w(\)) 541 b(deca) -36 b(ys,) 2214 68521 y(resp) 36 b(ectiv) -36 b(ely) -108 b(.) 523 b(A) f(visible) h(non) f(linear) g(con) -36 b(tribution) 521 b(w) -36 b(as) 523 b(observ) -36 b(ed) 522 b(b) -36 b(y) 522 b(b) 36 b(oth) 522 b(exp) 36 b(eri-) 2214 70126 y(men) -36 b(ts.) 526 b(In) g(the) h(extraction) g(of) p Fi 527 w(V) p Fu 19124 70325 a(us) p Fk 20600 70126 a(w) -36 b(e) 527 b(use) f(the) g(v) -72 b(alues) 527 b(obtained) g(b) -36 b(y) 526 b(KT) -108 b(eV) 527 b(exp) 36 b(er-) 2214 71731 y(imen) -36 b(t) 610 b(from) h(a) f(quadratic) h(\257t:) p Fi 610 w(\270) p Fm 19501 71249 a(0) p Fu 19501 72059 a(+) p Fk 20958 71731 a(=) 669 b(0) p Fi(:) p Fk(0206) p Fj 418 w(\247) p Fk 415 w(0) p Fi(:) p Fk(0018) p Fi(;) 613 b(\270) p Fm 33460 71249 a(00) p Fu 33460 72059 a(+) p Fk 34917 71731 a(=) 669 b(0) p Fi(:) p Fk(0032) p Fj 418 w(\247) p Fk 415 w(0) p Fi(:) p Fk(0007.) 23590 76159 y(9) p 90 rotate dyy eop %%Page: 10 10 10 9 bop Fk 2214 1107 a(With) 487 b(this) f(parametrization,) h(the) f (in) -36 b(tegration) 487 b(o) -36 b(v) g(er) 487 b(the) f(phase) g (space) h(yields) p Fi 488 w(I) p Fr 43772 625 a(e) 43668 1435 y(K) p Fk 45038 1107 a(=) 2214 2712 y(0) p Fi(:) p Fk(1024) p Fj 297 w(\247) p Fk 295 w(0) p Fi(:) p Fk(0007.) 2214 5663 y(W) -108 b(e) 433 b(obtain:) p Fi 4815 8633 a(f) p Fr 5598 8084 a(K) p Fd 6454 7772 a(0) p Fr 6915 8084 a(\274) p Fc 7487 7772 a(\241) p Fu 5456 8961 a(+) p Fk 8238 8633 a(\(0\)) p Fj 295 w(\243) p Fi 295 w(V) p Fu 12281 8832 a(us) p Fk 14033 8633 a(=) 369 b(0) p Fi(:) p Fk(2171) p Fj 297 w(\247) p Fk 295 w(0) p Fi(:) p Fk(0017) 2214 13098 y(Using) p Fi 408 w(V) p Fu 6602 13297 a(ud) p Fk 8072 13098 a(=) g(0) p Fi(:) p Fk(9740) p Fj 244 w(\247) p Fk 243 w(0) p Fi(:) p Fk(0005) 410 b(from) e([1]) h(and) p Fi 407 w(f) p Fr 26717 12616 a(K) p Fd 27573 12303 a(0) p Fr 28034 12616 a(\274) p Fc 28606 12303 a(\241) p Fu 26575 13426 a(+) p Fk 29357 13098 a(\(0\)) 369 b(=) f(0) p Fi(:) p Fk(961) p Fj 245 w(\247) p Fk 242 w(0) p Fi(:) p Fk(008) 410 b(from) e([27],) 2214 14703 y(also) 434 b(in) g(agreemen) -36 b(t) 433 b(with) h(a) g(recen) -36 b(t) 433 b(lattice) h (calculation) h([28],) g(the) e(unitarit) -36 b(y) 433 b(band) g(is:) p Fi 4815 17799 a(f) p Fr 5598 17250 a(K) p Fd 6454 16938 a(0) p Fr 6915 17250 a(\274) p Fc 7487 16938 a(\241) p Fu 5456 18127 a(+) p Fk 8238 17799 a(\(0\)) p Fj 295 w(\243) p Fi 295 w(V) p Fu 12281 17998 a(us) p Fk 14033 17799 a(=) 369 b(0) p Fi(:) p Fk(2177) p Fj 297 w(\247) p Fk 295 w(0) p Fi(:) p Fk(0028) 2214 22115 y(in) 433 b(agreemen) -36 b(t) 434 b(with) f(our) h(preliminary) g (result.) p Fl 2214 26011 a(Ac) -42 b(kno) g(wledgmen) g(ts) p Fk 2214 29907 a(W) -108 b(e) 421 b(wish) h(to) g(thank) f(F) -108 b(ederico) 421 b(Mescia) h(and) f(Gino) h(Isidori) g(for) g(their) f (help) g(throughout) 2214 31512 y(this) 433 b(w) -36 b(ork.) p Fl 2214 36822 a(References) p Fp 2214 41279 a([1]) 938 b(A.) 403 b(Czarnec) -34 b(ki,) 404 b(W.) f(J.) h(Marciano,) f(A.) h(Sirlin) p Fq 404 w(hep-ph/0406324) p Fp(.) 2214 43826 y([2]) 938 b(C.) 404 b(O.) f(Dib,) h(B.) f(Gub) 34 b(erina,) 404 b(Ph) -34 b(ys.) 405 b(Lett.) e(B255) h(\(1991\)) h(113.) 2214 46373 y([3]) 938 b(M.) 403 b(Luk) -34 b(e,) 404 b(Ph) -34 b(ys.) 404 b(Lett.) g(B256) g(\(1991\)) h(265.) 2214 48920 y([4]) 938 b(A.) 403 b(Angelop) 34 b(oulos,) 405 b(et) f(al.,) f(Ph) -34 b(ys.) 404 b(Lett.) g(B444) g(\(1998\)) h(38.) 2214 51468 y([5]) 938 b(A.) 403 b(Ala) -34 b(vi-Harati,) 404 b(et) g(al.,) f(Ph) -34 b(ys.) 404 b(Rev.) g(Lett.) g(88) g(\(2002\)) h (181601,) p Fq 404 w(hep-ex/0202016) p Fp(.) 2214 54015 y([6]) 938 b(R.) 527 b(W) -101 b(ank) -34 b(e,) 528 b(New) f(Results) i (on) f(Kaon) g(Deca) -34 b(ys) 527 b(from) h(NA48,) g(in:) f(Pro) 34 b(ceedings) 527 b(of) h(the) 4432 55520 y(38th) 389 b(Rencon) -34 b(tres) 390 b(de) f(Moriond) h(on) f(Electro) -34 b(w) g(eak) 389 b(In) -34 b(teractions) 389 b(and) h(Uni\257ed) g(Theories) 4432 57026 y(Les) 403 b(Arcs,) g(Sa) -34 b(v) g(oie,) 404 b(F) -101 b(rance) 404 b(Marc) -34 b(h) 405 b(15-22,) f(2003,) g(2003,) g(p.) g(6,) p Fq 404 w(hep-ex/0305059) p Fp(.) 2214 59573 y([7]) 938 b(A.) 403 b(Angelop) 34 b(oulos,) 405 b(et) f(al.,) f(Ph) -34 b(ys.) 404 b(Lett.) g(B444) g(\(1998\)) h(52.) 2214 62120 y([8]) 938 b(KLOE) 351 b(collab) 34 b(oration,) 352 b(M.) h (Adinol\257,) p Ft 353 w(et) 385 b(al.) p Fp(,) 352 b(KLOE:) f(A) h (general) g(purp) 34 b(ose) 354 b(detector) e(for) 4432 63626 y(D) -34 b(AFNE,) 404 b(LNF-92/019) g(\(IR\).) 2214 66173 y([9]) 938 b(KLOE) 824 b(collab) 34 b(oration,) 826 b(M.) g(Adinol\257,) p Ft 827 w(et) 821 b(al.) p Fp(,) k(The) i(KLOE) d (detector,) i(tec) -34 b(hnical) 4432 67678 y(prop) 34 b(osal,) 403 b(LNF-93/002) i(\(IR\).) 2214 70226 y([10]) 332 b(S.) 500 b(Guiducci,) f(Status) j(of) e(D) -34 b(A\251NE,) 501 b(in:) e(P) -101 b(.) 500 b(Lucas,) f(S.) h(W) -101 b(ebb) 34 b(er) 500 b(\(Eds.\),) g(Pro) 34 b(c.) 499 b(of) h(the) 4432 71731 y(2001) 404 b(P) -34 b(article) 403 b(Accelerator) g(Conference) h (-) g(Chicago,) g(IL) g(U.S.A.,) f(2001,) h(p.) g(353.) p Fk 23265 76159 a(10) p 90 rotate dyy eop %%Page: 11 11 11 10 bop Fp 2214 1107 a([11]) 332 b(I.) 403 b(Dunietz,) h(J.) g (Hauser,) f(J.) h(Rosner,) g(Ph) -34 b(ys.) 404 b(Rev.) g(D35) g (\(1987\)) h(2166.) 2214 3592 y([12]) 332 b(N.) 458 b(Bro) -34 b(wn,) 460 b(F.) f(E.) g(Close,) f(Scalar) h(mesons) h(and) g(k) -67 b(aons) 459 b(in) p Fo 459 w(\301) p Fp 460 w(radiativ) -34 b(e) 459 b(deca) -34 b(y) 459 b(&) g(their) 4432 5098 y(implications) 360 b(for) h(studies) g(of) g(CP) g(violation) g(at) g (D) -34 b(A\251NE,) 361 b(in:) f(L.) g(Maiani,) g(G.) h(P) -34 b(anc) g(heri,) 4432 6603 y(N.) 403 b(P) -34 b(a) g(v) g(er) 405 b(\(Eds.\),) f(The) h(D) -34 b(A\251NE) 405 b(Ph) -34 b(ysics) 404 b(Handb) 34 b(o) g(ok,) 404 b(V) -101 b(ol.) 404 b(2,) f(1992,) h(p.) g(447.) 2214 9088 y([13]) 332 b(S.) 404 b(Eidelman,) f(et) i(al.,) e(Review) g(of) i(P) -34 b(article) 403 b(Ph) -34 b(ysics,) 404 b(Ph) -34 b(ysics) 404 b(Letters) g(B) f(592.) 4432 10594 y(URL) p Fa 403 w(http://pdg.lbl.gov) p Fp 2214 13079 a([14]) 332 b(C.) 404 b(Gatti,) g(MC) h(generators) f(for) g (radiativ) -34 b(e) 404 b(k) -67 b(aon) 404 b(deca) -34 b(ys,) 404 b(KLOE) f(note) h(194) h(\(2004\).) 4432 14584 y(URL) p Fa 403 w(http://www.lnf.infn.it/kloe/pub/knote/kn194.ps) p Fp 2214 17069 a([15]) 332 b(C.) 477 b(Gatti,) g(T.) h(Spadaro,) g (Measuremen) -34 b(t) 477 b(of) h(BR\() p Fo(K) p Fn 546 w(!) p Fo 459 w(\274) p Fm 31801 16629 a(\247) p Fo 32588 17069 a(e) p Fm 33152 16629 a(\250) p Fp 34008 17069 a(\271) p Fo -674 w(\272) p Fp 77 w(\() p Fo(\272) p Fp 77 w(\)\),) g(KLOE) e(note) h(176) 4432 18575 y(\(2002\).) 4432 20080 y(URL) p Fa 403 w (http://www.lnf.infn.it/kloe/pub/knote/kn176.ps.gz) p Fp 2214 22565 a([16]) 332 b(T.) 720 b(Spadaro,) h(Studies) h(of) f(Ks) f (deca) -34 b(ys) 720 b(at) h(the) g(Klo) 34 b(e) 719 b(Exp) 34 b(erimen) -34 b(t,) 720 b(Ph.D.) g(thesis,) 4432 24071 y(Univ) -34 b(ersit\265) -606 b(a) 404 b(degli) f(Studi) j(di) e (Roma) g("La) g(Sapienza") g(\(2001\).) 4432 25576 y(URL) p Fa 403 w(http://www.infn.it/thesis/PDF/187-Spadaro-dottorato.pdf) p Fp 2214 28061 a([17]) 332 b(C.) 815 b(Gatti,) h(Measuremen) -34 b(t) 816 b(of) g(the) g(branc) -34 b(hing) 816 b(fraction) g(for) f (the) h(deca) -34 b(y) p Fo 816 w(K) p Fr 43138 28249 a(S) p Fn 44837 28061 a(!) p Fo 4432 29567 a(\274) p Fm 5166 29127 a(\247) p Fo 5953 29567 a(e) p Fm 6517 29127 a(\250) p Fp 7373 29567 a(\271) p Fo -674 w(\272) p Fp 77 w(\() p Fo(\272) p Fp 77 w(\)) 322 b(with) g(the) h(KLOE) d (detector,) i(Ph.D.) f(thesis,) h(Univ) -34 b(ersit\265) -606 b(a) 321 b(degli) g(Studi) i(di) f(Pisa,) p Fa 4432 31072 a(http://www.infn.it/thesis/PDF/253-Gatti-dottorato.ps) p Fp 422 w(\(2002\).) 2214 33558 y([18]) 332 b(A.) 403 b(Ala) -34 b(vi-Harati,) 404 b(et) g(al.,) f(Ph) -34 b(ys.) 404 b(Rev.) g(D67) g(\(2003\)) h(012005,) p Fq 404 w(hep-ex/0208007) p Fp(.) 2214 36043 y([19]) 332 b(A.) 403 b(Lai,) g(et) i(al.,) e(Ph) -34 b(ys.) 404 b(Lett.) g(B537) g(\(2002\)) h(28{40,) p Fq 404 w(hep-ex/0205008) p Fp(.) 2214 38528 y([20]) 332 b(T.) 404 b(Alexop) 34 b(oulos,) 403 b(et) h(al.) p Fq 404 w(hep-ex/0406002) p Fp 403 w(Submitted) i(to) f (Ph) -34 b(ys.Rev.D.) 2214 41013 y([21]) 332 b(A.) 289 b(A.,) g(et) g(al.,) f(Preliminary) g(measuremen) -34 b(t) 291 b(of) e(the) h(Dominan) -34 b(t) p Fo 291 w(K) p Fr 34681 41201 a(L) p Fp 35666 41013 a(Absolute) 290 b(Branc) -34 b(hing) 4432 42518 y(ratios,) 423 b(the) p Fo 425 w(K) p Fr 11302 42706 a(L) p Fp 12421 42518 a(Lifetime,) g(and) p Fo 425 w(V) p Fr 20626 42700 a(us) p Fp 22085 42518 a(with) i(the) f (KLOE) f(Detector.) g(Con) -34 b(tributed) 427 b(pap) 34 b(er) 4432 44024 y(to) 516 b(the) h(32nd) g(In) -34 b(ternational) 518 b(Conference) e(on) h(High) g(Energy) f(Ph) -34 b(ysics) 516 b(ICHEP) -101 b(,) 516 b(16-22) 4432 45529 y(August) 405 b(2004,) f(Beijing,) f(China,) i(pap) 34 b(er) 404 b(n) -34 b(um) g(b) 34 b(er) 405 b(8-0813.) 4432 47035 y(URL) p Fa 403 w(http://ichep04.ihep.ac.cn/papers.htm) p Fp 2214 49520 a([22]) 332 b(V.) 306 b(Cirigliano,) f(M.) h(Knec) -34 b(h) g(t,) 307 b(H.) f(Neufeld,) h(H.) f(Rup) 34 b(ertsb) g(erger,) 305 b(P) -101 b(.) 306 b(T) -101 b(ala) -34 b(v) g(era,) 306 b(Eur.) g(Ph) -34 b(ys.) 4432 51025 y(J.) 403 b(C23) i(\(2002\)) g (121{133,) p Fq 404 w(hep-ph/0110153) p Fp(.) 2214 53511 y([23]) 332 b(V.) 608 b(Cirigliano,) g(H.) g(Neufeld,) h(H.) f(Pic) -34 b(hl,) 608 b(Eur.) g(Ph) -34 b(ys.) 609 b(J.) f(C35) h(\(2004\)) h (53{65,) p Fq 608 w(hep-) 4432 55016 y(ph/0401173) p Fp(.) 2214 57501 y([24]) 332 b(W.) 403 b(J.) h(Marciano,) f(A.) h (Sirlin,) g(Ph) -34 b(ys.) 404 b(Rev.) f(Lett.) h(56) g(\(1986\)) h (22.) 2214 59986 y([25]) 332 b(O.) 401 b(P) -101 b(.) 402 b(Y) -101 b(ushc) -34 b(henk) g(o,) 404 b(et) e(al.,) f(Ph) -34 b(ys.) 403 b(Lett.) f(B589) g(\(2004\)) h(111{117,) p Fq 402 w(hep-ex/0404030) p Fp(.) 2214 62471 y([26]) 332 b(T.) 404 b(Alexop) 34 b(oulos,) 403 b(et) h(al.) p Fq 404 w(hep-ex/0406003) p Fp(.) 2214 64956 y([27]) 332 b(H.) 403 b(Leut) -34 b(wyler,) 404 b(M.) g(Ro) 34 b(os,) 404 b(Z.) f(Ph) -34 b(ys.) 404 b(C25) h(\(1984\)) g(91.) 2214 67442 y([28]) 332 b(D.) 403 b(Becirevic,) e(et) j(al.) p Fq 404 w(hep-ph/0403217) p Fp(.) p Fk 23265 76159 a(11) p 90 rotate dyy eop %%Trailer end userdict /end-hook known{end-hook}if %%EOF