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%!PS-Adobe-2.0 %%Creator: dvips(k) 5.86 Copyright 1999 Radical Eye Software %%Title: offline_note.dvi %%Pages: 44 %%PageOrder: Ascend %%BoundingBox: 0 0 596 842 %%DocumentFonts: BFDCFH+TT384o00 BFDCGD+TT385o00 BFDCIH+TT387o00 %%+ BFDCGF+TT386o00 BFDCFF+TT383o00 BFDCDP+TT382o00 Symbol Times-Roman %%+ Helvetica Times-Bold %%DocumentPaperSizes: a4 %%EndComments %DVIPSWebPage: (www.radicaleye.com) %DVIPSCommandLine: dvips -t a4 offline_note -o %DVIPSParameters: dpi=600, compressed %DVIPSSource: TeX output 2004.04.10:1711 %%BeginProcSet: texc.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/id 0 N/rw 0 N/rc 0 N/gp 0 N/cp 0 N/G 0 N/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]/id Ci N/rw Cw 7 add 8 idiv string N/rc 0 N/gp 0 N/cp 0 N{ rc 0 ne{rc 1 sub/rc X rw}{G}ifelse}imagemask restore}B/G{{id gp get/gp gp 1 add N A 18 mod S 18 idiv pl S get exec}loop}B/adv{cp add/cp X}B /chg{rw cp id gp 4 index getinterval putinterval A gp add/gp X adv}B/nd{ /cp 0 N rw exit}B/lsh{rw cp 2 copy get A 0 eq{pop 1}{A 255 eq{pop 254}{ A A add 255 and S 1 and or}ifelse}ifelse put 1 adv}B/rsh{rw cp 2 copy get A 0 eq{pop 128}{A 255 eq{pop 127}{A 2 idiv S 128 and or}ifelse} ifelse put 1 adv}B/clr{rw cp 2 index string putinterval adv}B/set{rw cp fillstr 0 4 index getinterval putinterval adv}B/fillstr 18 string 0 1 17 {2 copy 255 put pop}for N/pl[{adv 1 chg}{adv 1 chg nd}{1 add chg}{1 add chg nd}{adv lsh}{adv lsh nd}{adv rsh}{adv rsh nd}{1 add adv}{/rc X nd}{ 1 add set}{1 add clr}{adv 2 chg}{adv 2 chg nd}{pop nd}]A{bind pop} forall N/D{/cc X A type/stringtype ne{]}if nn/base get cc ctr put nn /BitMaps get S ctr S sf 1 ne{A A length 1 sub A 2 index S get sf div put }if put/ctr ctr 1 add N}B/I{cc 1 add D}B/bop{userdict/bop-hook known{ bop-hook}if/SI save N @rigin 0 0 moveto/V matrix currentmatrix A 1 get A mul exch 0 get A mul add .99 lt{/QV}{/RV}ifelse load def pop pop}N/eop{ SI restore userdict/eop-hook known{eop-hook}if showpage}N/@start{ userdict/start-hook known{start-hook}if pop/VResolution X/Resolution X 1000 div/DVImag X/IEn 256 array N 2 string 0 1 255{IEn S A 360 add 36 4 index cvrs cvn put}for pop 65781.76 div/vsize X 65781.76 div/hsize X}N /p{show}N/RMat[1 0 0 -1 0 0]N/BDot 260 string N/Rx 0 N/Ry 0 N/V{}B/RV/v{ /Ry X/Rx X V}B statusdict begin/product where{pop false[(Display)(NeXT) (LaserWriter 16/600)]{A length product length le{A length product exch 0 exch getinterval eq{pop true exit}if}{pop}ifelse}forall}{false}ifelse end{{gsave TR -.1 .1 TR 1 1 scale Rx Ry false RMat{BDot}imagemask grestore}}{{gsave TR -.1 .1 TR Rx Ry scale 1 1 false RMat{BDot} imagemask grestore}}ifelse B/QV{gsave newpath transform round exch round exch itransform moveto Rx 0 rlineto 0 Ry neg rlineto Rx neg 0 rlineto fill grestore}B/a{moveto}B/delta 0 N/tail{A/delta X 0 rmoveto}B/M{S p delta add tail}B/b{S p tail}B/c{-4 M}B/d{-3 M}B/e{-2 M}B/f{-1 M}B/g{0 M} B/h{1 M}B/i{2 M}B/j{3 M}B/k{4 M}B/w{0 rmoveto}B/l{p -4 w}B/m{p -3 w}B/n{ p -2 w}B/o{p -1 w}B/q{p 1 w}B/r{p 2 w}B/s{p 3 w}B/t{p 4 w}B/x{0 S rmoveto}B/y{3 2 roll p a}B/bos{/SS save N}B/eos{SS restore}B end %%EndProcSet %%BeginProcSet: 8r.enc % @@psencodingfile@{ % author = "S. 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Fu(Ph)m(ysics)30 b(Departmen)m(t,)h(State)h (Univ)m(ersit)m(y)d(of)i(New)g(Y)-8 b(ork)30 b(at)i(Ston)m(y)e(Bro)s (ok,)h(USA.)p 227 5327 1323 4 v 227 5419 a Fn(\003)266 5452 y Fu(Corresp)s(onding)36 b(author:)56 b(M.)38 b(Moulson,)i(Lab)s (oratori)d(Nazionali)g(di)g(F)-8 b(rascati)39 b(dell'INFN,)227 5560 y(Via)30 b(E.)g(F)-8 b(ermi,)31 b(40,)g(I-00044)i(F)-8 b(rascati)31 b(\(RM\),)h(Italy)-8 b(.)41 b(E-mail:)e (moulson@lnf.infn.it)p eop %%Page: 2 2 2 1 bop 1680 1995 a Fm(Abstract)380 2205 y Fu(The)35 b(broad)f(ph)m(ysics)g(program)h(of)g(the)g(KLOE)f(exp)s(erimen)m(t)g (is)g(based)h(on)f(the)i(high)380 2318 y(ev)m(en)m(t)g(rate)f(at)g(the) f(F)-8 b(rascati)35 b Fl(\036)g Fu(factory)-8 b(,)36 b(and)e(calls)f(for)h(an)g(up-to-date)h(system)f(for)380 2431 y(data)39 b(acquisition)d(and)h(pro)s(cessing.)63 b(In)37 b(this)g(review)g(of)h(the)g(KLOE)f(o\017ine)g(en)m(vi-)380 2544 y(ronmen)m(t,)g(the)e(arc)m(hitecture)h(of)f(the)h(data-pro)s (cessing)f(system)g(and)f(the)i(programs)380 2657 y(dev)m(elop)s(ed)23 b(for)g(data)h(reconstruction)f(and)g(Mon)m(te)h(Carlo)f(sim)m(ulation) e(are)j(describ)s(ed,)380 2770 y(as)f(w)m(ell)e(as)i(the)g(v)-5 b(arious)21 b(pro)s(cedures)g(used)h(for)g(data)h(handling)d(and)i (transfer)g(b)s(et)m(w)m(een)380 2883 y(the)31 b(di\013eren)m(t)f(comp) s(onen)m(ts)g(of)h(the)f(system.)p eop %%Page: 3 3 3 2 bop 227 248 a Fk(Con)l(ten)l(ts)227 486 y Fm(1)84 b(In)m(tro)s(duction)2543 b(1)227 725 y(2)84 b(The)35 b(KLOE)f(detector)2201 b(1)227 963 y(3)84 b(The)35 b(o\017ine)g (computing)g(en)m(vironmen)m(t)1507 b(3)363 1111 y Fu(3.1)94 b(Ov)m(erview)30 b(of)h(data)g(pro)s(cessing)40 b(.)46 b(.)g(.)f(.)h(.)g(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)g(.)f(.)h(.)g(.)f(.)h (.)g(.)f(.)h(.)g(.)173 b(3)363 1258 y(3.2)94 b(O\017ine)29 b(farm)48 b(.)e(.)f(.)h(.)g(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)g (.)f(.)h(.)g(.)f(.)h(.)g(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)173 b(6)363 1406 y(3.3)94 b(Data)32 b(storage,)g(data)f(access,)h(and)e (net)m(w)m(orking)48 b(.)e(.)f(.)h(.)g(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)f (.)h(.)g(.)173 b(8)363 1553 y(3.4)94 b(Data)32 b(handling)25 b(.)45 b(.)h(.)g(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)g(.)f(.)h(.) g(.)f(.)h(.)g(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)173 b(9)363 1701 y(3.5)94 b(Soft)m(w)m(are)32 b(en)m(vironmen)m(t)85 b(.)46 b(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)g(.) f(.)h(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)128 b(10)363 1848 y(3.6)94 b(Analysis)29 b(considerations)22 b(.)46 b(.)g(.)f(.)h(.)g(.)f (.)h(.)g(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)f(.) h(.)g(.)128 b(10)227 2087 y Fm(4)84 b(Reconstruction)37 b(program)d(and)h(algorithms)1231 b(11)363 2234 y Fu(4.1)94 b(Reconstruction)31 b(algorithms)e(for)h(the)g(drift)f(c)m(ham)m(b)s (er)c(.)46 b(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)128 b(11)363 2382 y(4.2)94 b(Calibration)28 b(of)j(the)f(space-time)h (relations)57 b(.)45 b(.)h(.)g(.)f(.)h(.)g(.)g(.)f(.)h(.)g(.)f(.)h(.)g (.)f(.)h(.)g(.)128 b(13)363 2530 y(4.3)94 b(Momen)m(tum)31 b(calibration)39 b(.)46 b(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)g(.)f(.)h(.)g (.)f(.)h(.)g(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)128 b(16)363 2677 y(4.4)94 b(Reconstruction)31 b(algorithms)e(for)h(the)g (calorimeter)50 b(.)c(.)g(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)128 b(17)363 2825 y(4.5)94 b(Determination)30 b(of)h(the)f(absolute)g(time) h(scale)f(and)g(ev)m(en)m(t-start)j(time)45 b(.)g(.)h(.)g(.)128 b(19)363 2972 y(4.6)94 b(T)-8 b(rac)m(k-to-cluster)32 b(asso)s(ciation)69 b(.)46 b(.)g(.)f(.)h(.)g(.)g(.)f(.)h(.)g(.)f(.)h(.) g(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)128 b(22)363 3120 y(4.7)94 b(Ev)m(en)m(t)32 b(classi\014cation)45 b(.)h(.)f(.)h(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)g(.)f(.)h(.)g(.)f(.)h(.)g (.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)128 b(23)363 3267 y(4.8)94 b(Redetermination)30 b(of)g(the)h(ev)m(en)m(t-start)i (time)68 b(.)46 b(.)g(.)f(.)h(.)g(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)f(.)h (.)g(.)128 b(26)363 3415 y(4.9)94 b(Reconstruction)31 b(of)f(photon)g(v)m(ertices)h(in)e Fl(K)2124 3429 y Fj(L)2207 3415 y Fu(deca)m(ys)48 b(.)e(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.) 128 b(26)227 3653 y Fm(5)84 b(Mon)m(te)35 b(Carlo:)46 b(ph)m(ysics)37 b(generators)e(and)g(detector)g(sim)m(ulation)449 b(28)363 3801 y Fu(5.1)94 b(Generators)32 b(for)e(con)m(tin)m(uum)f (pro)s(cesses)h(and)g Fl(\036)h Fu(pro)s(duction)79 b(.)46 b(.)f(.)h(.)g(.)f(.)h(.)g(.)128 b(28)363 3948 y(5.2)94 b(Generators)32 b(for)e(meson)g(deca)m(ys)92 b(.)46 b(.)f(.)h(.)g(.)g (.)f(.)h(.)g(.)f(.)h(.)g(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)128 b(29)363 4096 y(5.3)94 b(Drift)30 b(c)m(ham)m(b)s(er)g(sim)m(ulation)88 b(.)45 b(.)h(.)g(.)f(.)h(.)g(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)g(.)f(.)h(.) g(.)f(.)h(.)g(.)f(.)h(.)g(.)128 b(31)363 4243 y(5.4)94 b(Calorimeter)30 b(sim)m(ulation)35 b(.)46 b(.)g(.)f(.)h(.)g(.)f(.)h(.) g(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)f(.)h(.)g (.)128 b(31)363 4391 y(5.5)94 b(T)-8 b(rigger)30 b(sim)m(ulation)79 b(.)46 b(.)f(.)h(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)g(.)f(.)h(.)g(.)f(.)h(.) g(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)128 b(35)363 4538 y(5.6)94 b(Mac)m(hine)31 b(bac)m(kground)f(sim)m(ulation)36 b(.)45 b(.)h(.)g(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)g(.)f(.)h(.)g(.)f(.)h(.) g(.)f(.)h(.)g(.)128 b(36)363 4686 y(5.7)94 b(Mon)m(te)32 b(Carlo)e(pro)s(duction)e(campaigns)37 b(.)46 b(.)g(.)f(.)h(.)g(.)f(.)h (.)g(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)f(.)h(.)g(.)128 b(37)227 4924 y Fm(6)84 b(Conclusions)2526 b(38)p eop %%Page: 1 4 1 3 bop 227 248 a Fk(1)135 b(In)l(tro)t(duction)227 505 y Fu(KLOE)28 b(is)g(a)i(general-purp)s(ose)e(exp)s(erimen)m(t)h(p)s (ermanen)m(tly)f(installed)f(at)j(the)f(F)-8 b(rascati)31 b Fl(\036)e Fu(fac-)227 613 y(tory)-8 b(,)25 b(D)m(A\010NE.)g(The)e (KLOE)f(detector)j(w)m(as)e(designed)f(for)h(the)h(study)e(of)i Fl(C)7 b(P)35 b Fu(violation)23 b(in)f(the)227 722 y(neutral-k)-5 b(aon)26 b(system.)40 b(The)26 b(v)m(ersatilit)m(y)g(of)g(the)h(exp)s (erimen)m(t)f(allo)m(ws)g(for)g(a)h(ric)m(h)f(ph)m(ysics)f(pro-)227 830 y(gram,)40 b(including)34 b(measuremen)m(ts)j(of)h(radiativ)m(e)f Fl(\036)h Fu(deca)m(ys,)i(n)m(umerous)d(deca)m(ys)h(of)g(c)m(harged)227 939 y(and)i(neutral)g(k)-5 b(aons,)45 b(and)40 b(measuremen)m(t)i(of)f (the)h(hadronic)d(cross)j(section,)i(among)e(other)227 1047 y(topics.)227 1214 y(The)25 b(most)h(in)m(teresting)f(c)m(hannels) g(ha)m(v)m(e)i(branc)m(hing)d(ratios)h(on)h(the)g(order)f(of)h(10)2998 1181 y Fn(\000)p Fo(3)3118 1214 y Fu(or)g(smaller.)227 1323 y(F)-8 b(or)32 b(precision)d(measuremen)m(t)j(of)f(these)h(deca)m (ys,)g(the)g(D)m(A\010NE)f(collider)f(has)h(b)s(een)f(designed)227 1431 y(to)j(ac)m(hiev)m(e)h(a)g(luminosit)m(y)c(of)j(5)22 b Fi(\002)g Fu(10)1540 1398 y Fo(32)1648 1431 y Fu(cm)1764 1398 y Fn(\000)p Fo(2)1874 1431 y Fu(s)1910 1398 y Fn(\000)p Fo(1)2004 1431 y Fu(.)48 b(A)m(t)34 b(this)d(luminosit)m(y)-8 b(,)32 b(the)h Fl(\036)g Fu(pro)s(duction)227 1539 y(cross)d(section)g (of)h(ab)s(out)f(3)g Fl(\026)p Fu(b)g(translates)g(in)m(to)g(an)g(ev)m (en)m(t)i(rate)f(of)f(1.5)h(kHz)q(.)40 b(Bhabha)30 b(ev)m(en)m(ts)227 1648 y(within)36 b(the)k(acceptance,)k(together)c(with)e(mac)m (hine-bac)m(kground)h(and)g(cosmic-ra)m(y)h(ev)m(en)m(ts,)227 1756 y(con)m(tribute)29 b(a)g(similar)e(amoun)m(t)j(to)g(the)f(total)h (acquisition)d(rate.)41 b(The)29 b(a)m(v)m(erage)j(KLOE)c(ev)m(en)m(t) 227 1865 y(size)39 b(is)g(2.7)h(kB.)68 b(W)-8 b(e)41 b(therefore)f(require)e(a)i(data-acquisition)e(\(D)m(A)m(Q\))k(system)d (capable)h(of)227 1973 y(handling)30 b(a)k(throughput)e(of)h(10)h(MB)p Fl(=)p Fu(s)g(with)e(high)f(e\016ciency)-8 b(,)35 b(a)e(data-pro)s (cessing)g(en)m(viron-)227 2081 y(men)m(t)41 b(with)f(\014le)g(serv)m (ers)h(that)h(pro)m(vide)e(bandwidth)e(on)j(the)g(order)g(of)g(100)h (MB)q Fl(=)p Fu(s,)i(and)c(a)227 2190 y(data-storage)34 b(system)e(capable)g(of)g(handling)e(on)i(the)g(order)f(of)h(a)h(p)s (etab)m(yte)g(of)f(data.)46 b(These)227 2298 y(n)m(um)m(b)s(ers)37 b(are)i(similar)c(to)k(those)g(for)g(other)f(ma)5 b(jor)39 b(exp)s(erimen)m(ts)e(curren)m(tly)g(running,)h(and)227 2406 y(place)i(the)h(design)e(and)h(implemen)m(tation)e(of)j(the)f(D)m (A)m(Q)i(and)e(o\017ine)f(systems)i(among)g(the)227 2515 y(more)30 b(c)m(hallenging)g(pro)5 b(jects)30 b(in)f(the)i(high-energy) f(ph)m(ysics)f(comm)m(unit)m(y)-8 b(.)227 2682 y(The)24 b(high)f(sensitivit)m(y)h(needed)g(for)g(the)h(study)f(of)h Fl(C)7 b(P)13 b Fu(-violation)24 b(e\013ects)i(and)e(quan)m(tum)g(in)m (ter-)227 2790 y(ference)32 b(patterns)g(in)f(the)h(neutral-k)-5 b(aon)31 b(system)i(requires)d(that)j(exp)s(erimen)m(tal)d(systematics) 227 2899 y(b)s(e)42 b(k)m(ept)h(under)e(strict)h(con)m(trol.)78 b(T)-8 b(o)42 b(this)g(end,)j(billions)39 b(of)j(ev)m(en)m(ts)i(m)m (ust)f(b)s(e)f(generated,)227 3007 y(with)34 b(the)i(most)g(accurate)h (sim)m(ulation)d(p)s(ossible)f(of)j(the)g(detector)h(resp)s(onse)e(and) g(mac)m(hine-)227 3116 y(bac)m(kground)30 b(e\013ects.)227 3283 y(KLOE)24 b(data)j(taking)e(for)h(ph)m(ysics)e(b)s(egan)h(in)g (the)g(y)m(ear)i(2000.)41 b(A)26 b(total)g(in)m(tegrated)g(luminosit)m (y)227 3391 y(of)45 b(ab)s(out)g(500)h(pb)902 3354 y Fn(\000)p Fo(1)1041 3391 y Fu(w)m(as)g(collected)f(b)m(y)g(the)g(end)g (of)g(2002.)86 b(KLOE)44 b(data)i(collection)f(is)227 3499 y(exp)s(ected)31 b(to)g(resume)f(at)h(a)f(rate)i(of)e(10)h(pb)1725 3463 y Fn(\000)p Fo(1)1820 3499 y Fu(/da)m(y)g(in)e(2004.)227 3667 y(In)44 b(this)g(pap)s(er,)k(w)m(e)d(discuss)e(the)j(KLOE)e (o\017ine)g(data-pro)s(cessing)h(system.)84 b(W)-8 b(e)47 b(brie\015y)227 3775 y(describ)s(e)37 b(the)i(KLOE)f(detector)i(in)e (Sec.)i(2.)66 b(The)39 b(main)f(features)h(of)g(the)g(data-pro)s (cessing)227 3883 y(en)m(vironmen)m(t)34 b(and)f(the)h(op)s(eration)g (of)g(the)h(computer)f(farm)g(are)g(discussed)e(in)h(Sec.)i(3.)52 b(The)227 3992 y(algorithms)30 b(used)h(in)g(the)g(reconstruction)h(co) s(de)g(and)f(their)g(implemen)m(tation)f(are)i(describ)s(ed)227 4100 y(in)38 b(Sec.)i(4.)70 b(The)39 b(KLOE)f(Mon)m(te)k(Carlo)d(and)g (its)g(use)g(in)g(ev)m(en)m(t-sim)m(ulation)g(campaigns)h(is)227 4209 y(discussed)32 b(in)h(Sec.)i(5.)53 b(In)34 b(Sec.)h(6,)h(w)m(e)f (summarize)e(and)h(dra)m(w)g(some)h(conclusions)d(from)i(our)227 4317 y(exp)s(erience.)227 4662 y Fk(2)135 b(The)44 b(KLOE)h(detector) 227 4919 y Fu(F)-8 b(or)39 b(the)g(discrimination)c(of)j(the)h Fl(C)7 b(P)13 b Fu(-violating)37 b(deca)m(ys)j Fl(K)2375 4933 y Fj(L)2466 4919 y Fi(!)e Fl(\031)2650 4886 y Fo(+)2710 4919 y Fl(\031)2765 4886 y Fn(\000)2862 4919 y Fu(and)g Fl(K)3124 4933 y Fj(L)3215 4919 y Fi(!)h Fl(\031)3400 4886 y Fo(0)3439 4919 y Fl(\031)3494 4886 y Fo(0)227 5028 y Fu(from)29 b(the)i(m)m(uc)m(h)f(more)g(abundan)m(t)f Fl(K)1550 5042 y Fj(L)1628 5028 y Fi(!)c Fl(\031)s(\026\027)36 b Fu(and)29 b Fl(K)2188 5042 y Fj(L)2266 5028 y Fi(!)c Fu(3)p Fl(\031)2482 4995 y Fo(0)2552 5028 y Fu(deca)m(ys,)31 b(w)m(e)g(require)d(of)j(the)227 5136 y(detector)39 b(go)s(o)s(d)e (momen)m(tum)g(resolution)f(for)h(c)m(harged)h(trac)m(ks,)j(as)c(w)m (ell)f(as)i(full)d(solid-angle)227 5244 y(co)m(v)m(erage)d(and)d (excellen)m(t)g(energy)h(and)f(time)g(resolution)e(for)j(photons.)39 b(Moreo)m(v)m(er,)32 b(giv)m(en)e(the)227 5353 y(rather)37 b(long)g(mean)h(deca)m(y)h(length)e(of)h(the)g Fl(K)1858 5367 y Fj(L)1947 5353 y Fu(at)h(D)m(A\010NE)f(\(3.4)h(m\),)h(a)e(large) g(detector)h(is)227 5461 y(required)28 b(in)h(order)h(to)h(ha)m(v)m(e)h (reasonable)e(geometrical)h(acceptance.)1858 5832 y(1)p eop %%Page: 2 5 2 4 bop 227 248 a Fu(The)34 b(KLOE)f(detector)j(is)d(comp)s(osed)i(of)f (t)m(w)m(o)i(sub)s(detectors:)48 b(a)35 b(large)g(drift)e(c)m(ham)m(b)s (er)h(\(DC\))227 356 y(to)43 b(measure)f(c)m(harged)i(trac)m(ks,)i(and) c(an)h(electromagnetic)g(calorimeter)g(\(EmC\))f(to)h(detect)227 465 y(photons.)d(Both)31 b(are)g(immersed)e(in)g(the)h(0.52)i(T)e (\014eld)f(of)i(a)f(sup)s(erconducting)f(solenoid.)227 632 y(The)i(drift)g(c)m(ham)m(b)s(er)h([1])h(is)e(a)h(cylinder)e(of)i (25)h(\(198\))h(cm)e(inner)f(\(outer\))i(radius)d(and)h(332)j(cm)227 740 y(length;)47 b(it)41 b(con)m(tains)h(12)15 b(582)45 b(drift)40 b(cells)h(distributed)e(in)h(58)j(cylindrical)38 b(la)m(y)m(ers.)76 b(F)-8 b(or)43 b(the)227 849 y(12)d(inner)f(la)m(y)m (ers,)k(the)d(cell)f(dimensions)e(are)j(2)27 b Fi(\002)f Fu(2)41 b(cm)2237 816 y Fo(2)2276 849 y Fu(,)i(while)38 b(for)h(the)h(46)h(outer)f(la)m(y)m(ers,)227 957 y(they)f(are)g(3)27 b Fi(\002)e Fu(3)40 b(cm)969 924 y Fo(2)1008 957 y Fu(.)67 b(In)38 b(order)h(to)g(pro)m(vide)f(uniform)f(co)m(v)m(erage)42 b(throughout)d(the)g(c)m(ham-)227 1065 y(b)s(er)31 b(v)m(olume,)j(all)d (wires)g(are)i(stereo)h(wires.)46 b(The)32 b(signs)g(of)g(the)h(stereo) h(angles)e(\(with)g(resp)s(ect)227 1174 y(to)40 b(the)f(b)s(eam)f (axis\))h(alternate)h(from)e(la)m(y)m(er)i(to)g(la)m(y)m(er,)i(and)c (the)h(magnitude)f(of)i(the)f(stereo)227 1282 y(angle)f(for)g(eac)m(h)h (la)m(y)m(er)g(gradually)e(increases,)j(from)e(60)h(mrad)e(for)h(the)g (innermost)f(la)m(y)m(er)i(to)227 1391 y(150)h(mrad)e(for)h(the)h (outermost.)67 b(The)39 b(total)h(n)m(um)m(b)s(er)d(of)j(wires)d (\(sense)j(+)f(\014eld)e(+)i(guard\))227 1499 y(is)c(ab)s(out)g(52)15 b(000.)60 b(The)35 b(spatial)g(resolution)f(in)h(the)h Fl(r)s(\036)f Fu(plane)g(is)g(ab)s(out)h(150)h Fl(\026)p Fu(m;)h(in)d(the)h Fl(z)227 1607 y Fu(direction,)24 b(the)h(spatial)e (resolution)g(dep)s(ends)f(on)i(the)h(stereo)g(angle)f(and)g(is)f(ab)s (out)h(2)h(mm.)38 b(The)227 1716 y(c)m(ham)m(b)s(er)29 b(is)g(\014lled)e(with)h(a)i(gas)h(mixture)d(of)i(90\045)g(helium)d (and)i(10\045)h(isobutane.)39 b(This)28 b(lo)m(w-)p Fl(Z)227 1824 y Fu(mixture)35 b(has)i(b)s(een)f(c)m(hosen)h(to)g(reduce)g(the)g (e\013ects)h(of)f(regeneration,)i(photon)d(con)m(v)m(ersion,)227 1933 y(and)30 b(m)m(ultiple)f(scattering,)i(where)g(the)g(latter)g(has) g(a)g(particularly)e(signi\014can)m(t)g(e\013ect)k(on)e(the)227 2041 y(momen)m(tum)k(resolution)f(for)i(trac)m(k)m(ed)h(particles)e (giv)m(en)g(the)h(momen)m(ta)h(in)m(v)m(olv)m(ed)e(in)f(the)i(ex-)227 2149 y(p)s(erimen)m(t)d(\(100-500)38 b(MeV)q(/)p Fl(c)p Fu(\).)54 b(The)34 b(transv)m(erse-momen)m(tum)h(resolution)e(is)h Fl(\033)3053 2163 y Fj(p)3089 2171 y Fh(t)3120 2149 y Fl(=p)3211 2163 y Fj(t)3256 2121 y Fl(<)3256 2173 y Fi(\030)3342 2149 y Fu(0)p Fl(:)p Fu(4\045)227 2258 y(for)d(large-angle)h(trac)m (ks.)45 b(V)-8 b(ertices)33 b(inside)c(the)i(c)m(ham)m(b)s(er)h(are)g (reconstructed)g(with)e(a)i(spatial)227 2366 y(resolution)g(of)h Fi(\030)p Fu(3)g(mm.)49 b(The)33 b(c)m(ham)m(b)s(er)g(w)m(as)g(recen)m (tly)h(instrumen)m(ted)e(with)f(ADCs)j(to)g(sup-)227 2475 y(plemen)m(t)d(the)h(exp)s(erimen)m(t's)g(particle-iden)m (ti\014cation)e(capabilit)m(y)h(with)f Fl(dE)5 b(=dx)33 b Fu(information)227 2583 y(for)d(reconstructed)h(trac)m(ks.)227 2750 y(The)20 b(electromagnetic)j(calorimeter)d([2])i(is)e(of)h(the)g (sampling)e(t)m(yp)s(e,)k(and)e(is)f(made)h(of)g(lead)f(la)m(y)m(ers) 227 2858 y(and)h(scin)m(tillating)e(\014b)s(ers,)k(with)d(a)i(v)m (olume)g(prop)s(ortion)e(of)i(lead:\014b)s(er:ep)s(o)m(xy)f(=)g (42:48:10.)41 b(The)227 2967 y(total)36 b(thic)m(kness)e(of)i(the)f (EmC)g(is)f(23)i(cm,)h(corresp)s(onding)c(to)j(ab)s(out)f(15)h Fl(X)2923 2981 y Fo(0)2963 2967 y Fu(.)55 b(The)34 b(EmC)h(is)227 3075 y(comp)s(osed)27 b(of)h(a)g(barrel)e(and)h(t)m(w)m(o)i(endcaps.)39 b(The)27 b(barrel)g(is)f(divided)f(in)m(to)j(24)g(mo)s(dules.)38 b(Eac)m(h)227 3184 y(endcap)26 b(is)f(divided)f(in)m(to)i(32)h(\(v)m (ertical\))h(mo)s(dules,)d(whic)m(h)g(ha)m(v)m(e)j(a)f(C)f(shap)s(e)f (to)i(close)g(the)g(solid)227 3292 y(angle)k(as)g(m)m(uc)m(h)g(as)g(p)s (ossible.)40 b(The)30 b(ligh)m(t)g(from)g(the)h(\014b)s(ers)f(is)f (view)m(ed)i(b)m(y)g(a)g(photom)m(ultiplier)227 3400 y(tub)s(e)d(\(PMT\))h(at)g(eac)m(h)h(end)e(to)i(determine)d(the)i(time) g(of)g(\015igh)m(t)f(and)g(impact)g(p)s(oin)m(t)g(along)h(the)227 3509 y(direction)k(of)j(the)f(\014b)s(ers.)53 b(The)34 b(readout)i(is)e(segmen)m(ted)i(in)e(depth)g(in)m(to)h(5)g(planes)f (\(eac)m(h)j(4.4)227 3617 y(cm)f(thic)m(k,)h(except)g(for)f(the)g (outermost,)j(whic)m(h)34 b(is)i(5.2)h(cm)f(thic)m(k\),)i(and)d(in)g (the)h(co)s(ordinate)227 3726 y(transv)m(erse)31 b(to)g(the)g(\014b)s (ers)e(in)m(to)i(columns)e(4.4)j(cm)f(wide.)41 b(In)29 b(all,)h(there)h(are)g(4880)i(PMTs.)41 b(T)-8 b(o)227 3834 y(complete)27 b(the)h(co)m(v)m(erage)i(of)d(the)h(solid)d(angle,)j (t)m(w)m(o)h(small)c(calorimeters,)j(QCAL)e([3],)j(made)f(of)227 3942 y(lead)33 b(and)g(scin)m(tillating)f(tiles,)i(are)g(wrapp)s(ed)e (around)g(the)i(lo)m(w-)p Fl(\014)39 b Fu(quadrup)s(oles.)49 b(The)33 b(PMT)227 4051 y(signals)f(\(after)j(an)e(electronic)h(dela)m (y)g(of)g(ab)s(out)f(200)i(ns\))f(are)g(sen)m(t)g(to)h(ADCs)e(for)h (amplitude)227 4159 y(analysis,)c(to)i(TDCs)f(for)g(time-of-\015igh)m (t)g(measuremen)m(t,)h(and)f(to)h(the)f(trigger)h(mo)s(dules.)41 b(The)227 4268 y(energy)29 b(resolution)e(for)i(photons)f(is)g Fl(\033)1556 4282 y Fj(E)1615 4268 y Fl(=E)j Fu(=)25 b(5)p Fl(:)p Fu(7\045)p Fl(=)2090 4203 y Fi(p)2167 4268 y Fl(E)5 b Fu(\(GeV)r(\))29 b(and)f(the)h(time)f(resolution)g(is)227 4376 y Fl(\033)279 4390 y Fj(t)334 4376 y Fu(=)d([54)p Fl(=)590 4311 y Fi(p)667 4376 y Fl(E)5 b Fu(\(GeV)r(\))16 b Fi(\010)f Fu(50])30 b(ps)o(.)40 b(The)27 b(photon)h(impact)g(p)s(oin) m(t)f(is)h(measured)f(with)g(a)i(precision)227 4484 y(of)h Fi(\030)p Fu(1)h(cm)p Fl(=)638 4420 y Fi(p)714 4484 y Fl(E)5 b Fu(\(GeV)r(\))30 b(along)h(the)f(\014b)s(ers)f(and)h Fi(\030)p Fu(1)g(cm)h(in)e(the)h(transv)m(erse)h(co)s(ordinate.)227 4651 y(The)41 b(trigger)h([4])h(is)d(based)i(on)f(energy)i(dep)s(osits) d(in)g(88)j(calorimeter)f(sectors)g(\(formed)g(b)m(y)227 4760 y(grouping)27 b(adjacen)m(t)i(readout)f(elemen)m(ts\))h(and)e(on)h (drift-c)m(ham)m(b)s(er)f(signals.)39 b(The)27 b(lev)m(el-1)i(trig-)227 4868 y(ger,)36 b(whic)m(h)d(starts)i(data)g(readout)g(with)e(minimal)f (dela)m(y)-8 b(,)36 b(requires)e(energy)g(dep)s(osits)g(ab)s(o)m(v)m(e) 227 4977 y(threshold)e(\()p Fl(E)38 b(>)32 b Fu(50)j(MeV)g(in)e(the)h (barrel,)h Fl(E)i(>)31 b Fu(150)36 b(MeV)f(in)e(the)i(endcaps\))f(in)f (t)m(w)m(o)j(EmC)227 5085 y(sectors,)41 b(or)d Fi(\030)p Fu(15)g(DC)g(wire)f(signals)f(within)g(250)j(ns)o(.)64 b(Lo)m(w-angle)38 b(Bhabha)g(ev)m(en)m(ts)h(can)f(b)s(e)227 5193 y(do)m(wnscaled)j(at)h(this)e(lev)m(el.)73 b(The)41 b(lev)m(el-2)h(trigger,)i(whic)m(h)c(v)-5 b(alidates)41 b(the)h(lev)m(el-1)f(trigger,)227 5302 y(requires)31 b(further)f(m)m(ultiplicit)m(y)g(or)i(geometrical)h(conditions)d(for)i (EmC)g(energy)g(dep)s(osits,)g(or)227 5410 y Fi(\030)p Fu(120)43 b(DC)e(wire)g(signals)f(within)g(a)i(1.2)h Fl(\026)p Fu(s)e(time)h(windo)m(w)e(\(the)i(maxim)m(um)f(drift)f(time)i (is)227 5519 y(1{1.5)36 b Fl(\026)p Fu(s,)e(dep)s(ending)e(on)i(cell)f (size\).)51 b(A)34 b(cosmic-ra)m(y)h(v)m(eto)h(is)d(applied)e(at)k(lev) m(el)f(2.)51 b(The)34 b(ac-)1858 5832 y(2)p eop %%Page: 3 6 3 5 bop 227 248 a Fu(quisition)31 b(dead)i(time)h(is)e(ab)s(out)i(2.7)g Fl(\026)p Fu(s)g(\(corresp)s(onding)d(to)k(a)f(0)p Fl(:)p Fu(8\045)g(loss)f(at)i(a)f(t)m(ypical)f(rate)227 356 y(of)f(3)h(kHz)q(\).)47 b(A)32 b(lev)m(el-3)h(trigger)f(\014lter)g(is)f (implemen)m(ted)g(in)g(soft)m(w)m(are)j(to)f(review)f(and)f(enforce)227 465 y(the)f(cosmic-ra)m(y)i(v)m(eto)g(decision)c(made)j(at)g(lev)m(el)f (2.)227 632 y(The)25 b(trigger)i(is)e(sync)m(hronized)g(with)g(a)h(dem) m(ultiplied)d(D)m(A\010NE)k(radio-frequency)e(signal)g(that)227 740 y(corresp)s(onds)41 b(to)j(ev)m(ery)f(fourth)f(bunc)m(h)g (crossing.)77 b(\()p Fl(t)2170 754 y Fo(sync)2355 740 y Fu(=)46 b(4)p Fl(t)2550 755 y Fo(bunc)n(h)2787 740 y Fu(=)f(10)p Fl(:)p Fu(85)g(ns)o(\).)78 b(The)227 849 y(asso)s(ciation)40 b(of)g(the)h(ev)m(en)m(t)h(with)d(the)h(prop)s(er)f (bunc)m(h)g(crossing,)k(or)d(determination)f(of)i(the)227 957 y(ev)m(en)m(t-start)33 b(time,)d(is)f(made)i(during)d(o\017ine)i (reconstruction.)227 1124 y(The)45 b(D)m(A)m(Q)h(system)g([5])g (handles)e(ab)s(out)h(23)15 b(000)47 b(fron)m(t-end)f(c)m(hannels)e (\(ADC,)i(TDC)f(and)227 1233 y(trigger)38 b(mo)s(dules\))e(hosted)h(in) g(VME)h(crates)g(organized)g(in)e(ten)i(c)m(hains.)62 b(Sub-ev)m(en)m(ts)38 b(from)227 1341 y(eac)m(h)c(c)m(hain)e(are)h(sen) m(t)g(through)f(an)g(FDDI)i(switc)m(h)e(to)h(the)g(online)e(farm)h(for) g(ev)m(en)m(t)i(building,)227 1449 y(formatting,)25 b(and)e (monitoring.)37 b(The)23 b(online)f(farm)i(consists)f(of)h(sev)m(en)g (IBM)g(7026-H50)j(SMPs,)227 1558 y(eac)m(h)e(with)d(four)h(332-MHz)j(P) m(o)m(w)m(erPC)f(604e)g(pro)s(cessors.)38 b(The)23 b(online)f(serv)m (ers)i(write)f(the)g(ra)m(w-)227 1666 y(data)37 b(\014les)f(to)i(1.4)g (TB)e(of)h(lo)s(cally)f(moun)m(ted)g(SSA)g(disks.)59 b(The)36 b(readout)h(system)g(has)g(b)s(een)227 1774 y(designed)21 b(for)g(a)i(sustained)d(rate)j(of)f(10)h(MB)q Fl(=)p Fu(s.)38 b(A)m(t)23 b(a)f(t)m(ypical)g(luminosit)m(y)d(of)j(5)s Fi(\002)s Fu(10)3079 1741 y Fo(31)3178 1774 y Fu(cm)3294 1741 y Fn(\000)p Fo(2)3404 1774 y Fu(s)3440 1741 y Fn(\000)p Fo(1)227 1883 y Fu(during)35 b(2002,)41 b(the)c(trigger)h(rate)g(w)m (as)g(1.6)g(kHz)g(and)f(the)g(a)m(v)m(erage)j(ev)m(en)m(t)f(size)e(w)m (as)h(2.7)g(kB)q(,)227 1991 y(leading)28 b(to)j(a)f(sustained)f(data)i (acquisition)d(rate)j(of)f(4.3)h(MB)p Fl(=)p Fu(s,)g(whic)m(h)e(w)m(as) h(managed)g(using)227 2100 y(three)g(out)h(of)f(sev)m(en)h(online)e(no) s(des.)227 2445 y Fk(3)135 b(The)44 b(o\017ine)i(computing)f(en)l (vironmen)l(t)227 2702 y Fu(Ra)m(w)e(data)g(from)g(the)g(online)e (systems)h(are)i(reconstructed)f(on)f(the)h(KLOE)f(o\017ine)g(farm.)227 2810 y(In)36 b(this)h(section,)i(w)m(e)f(\014rst)f(giv)m(e)h(an)f(o)m (v)m(erview)h(of)g(the)f(pro)s(cedure)f(b)m(y)i(whic)m(h)e(ra)m(w)h (data)h(are)227 2919 y(reconstructed,)j(divided)36 b(in)m(to)j (analysis)e(streams,)42 b(and)c(then)g(further)g(reduced)g(in)m(to)h (data-)227 3027 y(summary)34 b(tap)s(e)h(\(DST\))g(streams.)54 b(\(Mon)m(te)37 b(Carlo)e(pro)s(duction)d(is)i(also)h(p)s(erformed)f (on)h(the)227 3136 y(o\017ine)45 b(farm;)53 b(the)45 b(pro)s(cessing)g(of)g(Mon)m(te)i(Carlo)e(ev)m(en)m(ts)i(is)e(describ)s (ed)e(in)i(Sec.)h(5.\))87 b(W)-8 b(e)227 3244 y(then)38 b(describ)s(e)f(the)h(o\017ine)g(hardw)m(are)g(en)m(vironmen)m(t,)j (the)d(data-handling)f(system)i(\(whic)m(h)227 3352 y(is)f(common)i(to) g(b)s(oth)f(the)g(online)f(and)h(o\017ine)g(en)m(vironmen)m(ts\),)i (and)e(the)h(o\017ine)e(soft)m(w)m(are)227 3461 y(en)m(vironmen)m(t.) 227 3763 y Fg(3.1)112 b(Ov)m(erview)37 b(of)h(data)g(pro)s(cessing)227 3989 y Fu(The)43 b(ev)m(en)m(t-builder)f(pro)s(cesses)h(running)d(on)j (the)h(online)d(farm)i(write)g(ra)m(w)g(ev)m(en)m(ts)i(to)f(the)227 4097 y(online)35 b(disk)h(p)s(o)s(ol)g(in)g(1-GB)j(\014les.)61 b(Data)39 b(taking)e(is)f(divided)f(in)m(to)i(runs)f(of)h(appro)m (ximately)227 4205 y(equal)32 b(in)m(tegrated)h(luminosit)m(y)d(\(200)k (n)m(b)1652 4169 y Fn(\000)p Fo(1)1779 4205 y Fu(in)d(y)m(ear)i (2002\).)49 b(T)m(ypically)-8 b(,)32 b(ab)s(out)g(20)i(ra)m(w-data)227 4314 y(\014les)25 b(are)i(written)f(p)s(er)g(run.)38 b(F)-8 b(or)27 b(eac)m(h)h(run,)e(the)h(run)e(n)m(um)m(b)s(er)h(is)g (used)f(to)j(uniquely)c(asso)s(ciate)227 4422 y(to)31 b(the)f(ev)m(en)m(ts)363 4664 y Fi(\017)46 b Fu(a)31 b(set)g(of)f(calibration)f(constan)m(ts;)363 4847 y Fi(\017)46 b Fu(v)-5 b(alues)30 b(for)g(mac)m(hine)g(parameters)h(suc)m(h)f(as)g (energy)-8 b(,)32 b(b)s(eam)e(p)s(osition,)e(etc.;)363 5030 y Fi(\017)46 b Fu(quan)m(tities)24 b(related)g(to)h(the)g (detector)h(status)e(suc)m(h)g(as)h(high-)e(and)h(lo)m(w-v)m(oltage)j (settings,)454 5139 y(trigger)j(thresholds,)f(drift-c)m(ham)m(b)s(er)h (gas)h(parameters,)g(dead-c)m(hannel)f(lists,)f(etc.)227 5381 y(All)36 b(data)j(are)f(p)s(ermanen)m(tly)f(stored)h(in)f(a)h(tap) s(e)g(library)d(as)k(describ)s(ed)c(in)i(Sec.)i(3.3.)64 b(Ra)m(w-)227 5489 y(data)33 b(\014les)e(are)i(k)m(ept)g(on)f(disk)e (un)m(til)h(calibration)g(and)g(reconstruction)h(are)h(completed.)46 b(The)1858 5832 y(3)p eop %%Page: 4 7 4 6 bop 227 248 a Fu(arc)m(hiv)-5 b(al)34 b(of)i(ra)m(w-data)h(\014les) d(and)h(the)g(a)m(v)-5 b(ailabilit)m(y)34 b(of)h(free)h(space)g(on)f (the)h(online)d(disk)h(p)s(o)s(ol)227 356 y(are)d(managed)f(b)m(y)h (the)f(data-handling)f(system)i(as)f(describ)s(ed)e(in)h(Sec.)i(3.4.) 227 523 y(F)-8 b(or)30 b(the)f(drift-c)m(ham)m(b)s(er)f(calibration)g ([6],)j(t)m(w)m(o)f(pro)s(cedures)e(are)i(in)e(use.)40 b(The)28 b(\014rst)h(and)f(most)227 632 y(commonly)33 b(used)g(pro)s(cedure)g(p)s(erforms)f(a)i(fast)g(analysis)f(to)h(test)h (the)f(v)-5 b(alidit)m(y)32 b(of)i(the)g(most)227 740 y(recen)m(t)43 b(v)-5 b(alues)41 b(of)h(the)f(calibration)g(constan)m (ts.)75 b(This)40 b(program)i(runs)e(concurren)m(tly)h(with)227 849 y(data)27 b(taking,)g(using)e(cosmic-ra)m(y)i(ev)m(en)m(ts)g (selected)g(and)f(bu\013ered)f(b)m(y)h(the)g(D)m(A)m(Q)i(system.)39 b(The)227 957 y(second)25 b(pro)s(cedure)f(p)s(erforms)g(a)i(complete)g (analysis)e(of)h(cosmic-ra)m(y)i(m)m(uon)e(trac)m(ks)h(in)e(the)i(DC) 227 1065 y(to)d(up)s(date)e(the)i(calibration)d(constan)m(ts;)27 b(it)22 b(is)f(launc)m(hed)g(only)h(if)f(the)h(existing)g(calibrations) e(fail)227 1174 y(to)i(describ)s(e)e(the)i(detector)i(p)s(erformance.) 37 b(This)20 b(t)m(ypically)g(happ)s(ens)g(only)h(a)h(few)g(times)f (during)227 1282 y(an)30 b(en)m(tire)h(data-taking)g(p)s(erio)s(d,)e (essen)m(tially)h(when)f(the)i(atmospheric)f(pressure)f(c)m(hanges)j(b) m(y)227 1391 y(more)k(than)h(1\045.)59 b(The)36 b(drift-c)m(ham)m(b)s (er)f(calibration)g(pro)s(cedures)h(are)g(further)g(describ)s(ed)e(in) 227 1499 y(Sec.)d(4.2.)227 1666 y(F)-8 b(or)34 b(the)f(calorimeter,)i (the)e(calibration)f(pro)s(cedure)g([2])j(is)d(started)i(at)g(the)f (end)g(of)h(eac)m(h)g(run)227 1774 y(and)f(lasts)g(ab)s(out)g(t)m(w)m (o)i(hours.)48 b(The)33 b(pro)s(cedure)g(uses)g(Bhabha)g(and)g Fl(\015)5 b(\015)38 b Fu(ev)m(en)m(ts)d(selected)f(b)m(y)227 1883 y(the)25 b(D)m(A)m(Q)h(system:)38 b(the)25 b(500)h(MeV)f(photons)g (are)g(used)f(to)h(set)h(the)e(absolute)h(energy)g(and)f(time)227 1991 y(scales,)30 b(while)d(the)j(higher-statistics)f(sample)f(of)i (500)h(MeV)f(electrons)g(and)f(p)s(ositrons)e(allo)m(ws)227 2100 y(the)g(equalization)g(of)h(the)f(energy)h(scale)f(b)s(et)m(w)m (een)h(di\013eren)m(t)f(calorimeter)h(columns.)38 b(With)27 b(an)227 2208 y(in)m(tegrated)h(luminosit)m(y)d(of)j(200)g(n)m(b)1461 2171 y Fn(\000)p Fo(1)1555 2208 y Fu(,)g(the)g(time)f(scale)h(is)e (determined)g(to)j(within)c(10)j(ps)o(,)g(and)227 2316 y(the)i(energy)h(scale)g(is)e(accurate)j(at)f(the)g(p)s(ercen)m(t)f (lev)m(el.)227 2484 y(V)-8 b(arious)26 b(other)h(pro)s(cesses)f (running)e(on)j(the)g(online)e(serv)m(ers)h(p)s(erform)g(on-the-\015y)g (reconstruc-)227 2592 y(tion)36 b(of)g(selected)h(ev)m(en)m(ts)h(to)f (monitor)e(the)i(status)f(of)h(the)f(detector)i(and)e(data-taking)h (con-)227 2700 y(ditions)d(\(suc)m(h)h(as)h(hardw)m(are)g (e\016ciencies,)h(noise)e(rates,)j(mac)m(hine)d(energy)-8 b(,)38 b(and)d(b)s(eam-sp)s(ot)227 2809 y(p)s(osition\).)62 b(The)38 b(slo)m(w-con)m(trol)g(system)h(com)m(bines)e(these)i(data)g (with)d(hardw)m(are-status)j(in-)227 2917 y(formation)34 b(\(suc)m(h)h(as)g(high-)f(and)g(lo)m(w-v)m(oltage)j(settings)e(and)f (dead-c)m(hannel)g(maps\);)j(it)e(also)227 3026 y(receiv)m(es)25 b(information)e(from)h(the)h(D)m(A\010NE)g(con)m(trol)g(systems)f(on)h (mac)m(hine)f(parameters)h(\(suc)m(h)227 3134 y(as)45 b(b)s(eam)f(curren)m(ts)g(and)g(n)m(um)m(b)s(er)g(of)g(bunc)m(hes\))g (and)g(sends)g(information)f(on)i(the)f(status)227 3242 y(of)c(the)h(exp)s(erimen)m(t)e(to)i(the)f(D)m(A\010NE)h(op)s(erators.) 71 b(Monitoring)39 b(information)g(from)g(all)h(of)227 3351 y(these)c(sources)f(is)g(summarized)f(and)h(written)g(to)h(the)g (cen)m(tral)g(KLOE)e(database)j(describ)s(ed)227 3459 y(in)d(Sec.)i(3.4.)56 b(Geometry)37 b(\014les)d(and)h(calibration)e (constan)m(ts,)38 b(as)e(w)m(ell)e(as)i(some)f(information)227 3568 y(on)28 b(long-term)h(detector)i(conditions,)c(are)j(stored)f (using)e(the)i(CERN)f(HEPDB)i(database)g([7].)227 3735 y(Ev)m(en)m(t)h(reconstruction)g(is)f(p)s(erformed)f(on)h(the)h (o\017ine)f(farm.)42 b(The)30 b(reconstruction)g(program)227 3843 y Ff(d)n(a)-6 b(t)g(arec)23 b Fu(starts)j(immediately)e(after)h (the)h(completion)f(of)g(the)h(calibration)d(jobs)i(for)g(the)h(run.) 227 3951 y(Eac)m(h)34 b(of)g(the)g(20)g(or)g(so)g(ra)m(w-data)h (\014les)d(making)h(up)g(the)g(run)g(are)h(pro)s(cessed)f(in)f (parallel)g(b)m(y)227 4060 y(a)41 b(separate)g(reconstruction)f(job.)70 b(Eac)m(h)41 b(job)f(pro)s(duces)g(one)g(reconstructed)h(\014le)e(for)i (eac)m(h)227 4168 y(analysis)29 b(stream.)227 4335 y(In)36 b(practice,)j(a)e(single)f(job)h(manager)g(p)s(erio)s(dically)c(in)m (terrogates)38 b(the)g(database,)h(iden)m(ti\014es)227 4444 y(new)29 b(runs)f(ready)h(for)g(pro)s(cessing,)g(and)g(starts)h (jobs)f(on)g(the)h(free)g(CPUs)f(of)g(the)h(o\017ine)f(farm.)227 4552 y(The)24 b(status)h(of)g(these)g(jobs)f(and)g(the)h(o)m(v)m(erall) g(status)f(of)h(the)g(o\017ine)f(farm)g(itself)g(are)h(monitored)227 4660 y(via)35 b(the)h(w)m(eb)g(in)m(terface)g(to)h(the)f(slo)m(w-con)m (trol)g(system.)58 b(The)35 b(reconstruction)g(jobs)h(pro)m(vide)227 4769 y(additional)21 b(data-qualit)m(y)j(and)f(monitoring)f (information,)i(a)g(summary)f(of)g(whic)m(h)g(is)f(a)m(v)-5 b(ailable)227 4877 y(from)30 b(the)g(slo)m(w-con)m(trol)h(w)m(eb)f(in)m (terface.)227 5044 y(The)g(reconstruction)g(program)g Ff(d)n(a)-6 b(t)g(arec)28 b Fu(consists)i(of)h(sev)m(eral)g(mo)s(dules) e(that)i(p)s(erform)e(the)227 5153 y(follo)m(wing)g(tasks:)363 5395 y Fi(\017)46 b Fu(loading)29 b(of)i(DC)f(and)g(EmC)g(calibration)e (constan)m(ts;)363 5578 y Fi(\017)46 b Fu(EmC)35 b(cluster)g (reconstruction)g(from)g(single)f(cells)h(and)g(determination)f(of)i (dep)s(osited)1858 5832 y(4)p eop %%Page: 5 8 5 7 bop 454 248 a Fu(energy)31 b(and)e(time)i(of)f(\015igh)m(t;)363 431 y Fi(\017)46 b Fu(determination)29 b(of)i(the)f(correct)i(bunc)m(h) d(crossing;)363 614 y Fi(\017)46 b Fu(rejection)31 b(of)f(mac)m (hine-bac)m(kground)g(and)g(cosmic-ra)m(y)h(ev)m(en)m(ts;)363 797 y Fi(\017)46 b Fu(pattern)31 b(recognition)e(and)h(trac)m(k)i (\014tting)e(for)g(c)m(harged)h(particles)e(in)g(the)i(DC;)363 980 y Fi(\017)46 b Fu(v)m(ertex)32 b(reconstruction)e(for)g(c)m(harged) h(particles;)363 1164 y Fi(\017)46 b Fu(asso)s(ciation)30 b(of)h(DC)f(trac)m(ks)i(with)d(EmC)g(clusters;)363 1347 y Fi(\017)46 b Fu(ev)m(en)m(t)32 b(classi\014cation.)227 1588 y(The)e(algorithms)f(dev)m(elop)s(ed)h(for)g(these)h(tasks)f(are)h (describ)s(ed)d(in)h(Sec.)i(4.)227 1756 y(The)21 b(pro)s(cessing)g (path)h(for)g(ev)m(en)m(t)i(reconstruction)e(has)g(b)s(een)f(designed)g (to)i(\014lter)e(out)i(mac)m(hine-)227 1864 y(bac)m(kground)e(and)g (cosmic-ra)m(y)h(ev)m(en)m(ts)g(at)g(an)g(early)f(stage,)j(b)s(efore)d (trac)m(king)h(in)e(the)h(DC,)h(whic)m(h)227 1972 y(is)k(the)h(most)g (CPU-in)m(tensiv)m(e)f(reconstruction)h(task.)40 b(The)26 b(\014lter)g(algorithm,)h Ff(filf)n(o)p Fu(,)g(is)f(based)227 2081 y(only)34 b(on)g(information)g(from)g(the)h(EmC,)f(and)g(is)g (able)h(to)g(cut)g(out)g(a)g(signi\014can)m(t)f(p)s(ortion)g(of)227 2189 y(bac)m(kground)c(ev)m(en)m(ts.)227 2356 y(F)-8 b(or)34 b(easier)f(and)g(faster)h(access)g(to)h(the)e(data)h(sample,)g (the)f(last)h(step)f(of)h(the)f(reconstruction)227 2465 y(pro)s(cedure)d(is)g(the)h(classi\014cation)f(of)h(ev)m(en)m(ts)i(on)d (the)i(basis)e(of)h(top)s(ological)f(information)g(in)m(to)227 2573 y(di\013eren)m(t)h(\014les)f(\(or)i Fe(str)-5 b(e)g(ams)p Fu(\),)35 b(to)d(b)s(e)f(used)f(for)i(di\013eren)m(t)f(ph)m(ysics)f (analyses.)44 b(Curren)m(tly)-8 b(,)30 b(\014v)m(e)227 2681 y(streams)42 b(are)g(de\014ned,)h(con)m(taining)f(Bhabha)f (scattering)i(ev)m(en)m(ts,)j Fl(\036)c Fu(deca)m(ys)g(in)m(to)g(c)m (harged)227 2790 y(k)-5 b(aons,)31 b Fl(\036)f Fu(deca)m(ys)h(in)m(to)g (neutral)e(k)-5 b(aons,)31 b Fl(\036)25 b Fi(!)g Fl(\031)1899 2757 y Fo(+)1959 2790 y Fl(\031)2014 2757 y Fn(\000)2073 2790 y Fl(\031)2128 2757 y Fo(0)2198 2790 y Fu(deca)m(ys,)31 b(and)f(radiativ)m(e)g Fl(\036)g Fu(deca)m(ys.)227 2957 y(The)e(latter)h(four)f(streams)h(undergo)g(a)g(further)e(lev)m(el)i (of)g(data)g(reduction,)g(in)e(whic)m(h)h(only)g(the)227 3065 y(information)36 b(used)h(in)f(the)i(\014nal)e(stages)j(of)f(ph)m (ysics)e(analysis)h(is)f(retained.)62 b(The)38 b(resulting)227 3174 y(set)29 b(of)f(data-summary)h(tap)s(es)f(\(DSTs\))g(is)g(ab)s (out)g(six)f(times)h(smaller)f(in)g(size)h(than)h(the)f(corre-)227 3282 y(sp)s(onding)e(set)k(of)f(reconstruction)g(output)g(\014les,)f (and)h(can)g(b)s(e)g(k)m(ept)g(largely)g(on)g(disk)e(for)i(easy)227 3390 y(access)j(b)m(y)e(an)m(y)h(user)f(program.)42 b(DST)30 b(pro)s(duction)f(is)h(automatically)g(launc)m(hed)g(once)h(a)g(run)227 3499 y(has)24 b(b)s(een)h(completely)f(reconstructed.)39 b(Besides)25 b(data)h(reduction)d(itself,)j(other)f(tasks)g(needed)227 3607 y(for)h(the)h(optimization)f(of)h(the)g(reconstruction)f(of)h(eac) m(h)h(stream)f(are)g(p)s(erformed)f(during)e(DST)227 3716 y(pro)s(duction.)81 b(F)-8 b(or)46 b(example,)i(a)d(re\014ned)f (trac)m(k)h(\014t)g(is)f(p)s(erformed)f(for)h(ev)m(en)m(ts)i(con)m (taining)227 3824 y(c)m(harged)30 b(k)-5 b(aons.)41 b(This)27 b(\014t)j(prop)s(erly)d(uses)i(the)h(k)-5 b(aon)30 b(mass)f(in)f(the)i (treatmen)m(t)h(of)f(energy)f(loss)227 3932 y(and)h(m)m(ultiple)e (scattering)j(for)f(iden)m(ti\014ed)e(k)-5 b(aon)31 b(trac)m(ks.)227 4100 y(Because)f(of)e(the)h(con)m(tin)m(uous)f(impro)m(v)m(emen)m(t)h (in)e(our)h(understanding)e(of)j(the)g(p)s(erformance)f(of)227 4208 y(the)k(detector)i(and)d(the)h(increasing)f(statistical)h (sensitivit)m(y)f(a\013orded)h(b)m(y)g(the)g(gro)m(wth)g(of)h(the)227 4316 y(data)i(set,)i(the)e(calibration)e(pro)s(cedures)h(and)g (reconstruction)g(algorithms)g(are)h(in)e(constan)m(t)227 4425 y(ev)m(olution.)k(T)-8 b(o)22 b(allo)m(w)g(ph)m(ysics)e(analyses)h (to)i(b)s(ene\014t)e(from)g(the)h(corresp)s(onding)e(impro)m(v)m(emen)m (ts)227 4533 y(in)42 b(reconstruction)h(qualit)m(y)-8 b(,)47 b(w)m(e)e(p)s(erio)s(dically)40 b(repro)s(cess)j(ra)m(w)h(data)g (that)g(w)m(as)g(originally)227 4642 y(pro)s(cessed)34 b(with)g(an)h(earlier)f(v)m(ersion)h(of)g(the)g(reconstruction)g(co)s (de.)55 b(During)34 b(the)h(\014rst)g(four)227 4750 y(mon)m(ths)k(of)g (2002,)44 b(the)39 b(data)h(sample)f(of)g Fi(\030)p Fu(180)h(pb)2071 4713 y Fn(\000)p Fo(1)2205 4750 y Fu(collected)f(in)f(2001)j(w)m(as)f (completely)227 4858 y(repro)s(cessed)22 b(to)i(include)d(impro)m(v)m (emen)m(ts)i(to)h(the)f(timing)e(calibration)h(of)h(the)g(calorimeter,) i(the)227 4967 y(bac)m(kground)f(\014lter,)i(and)e(the)h(selection)f (criteria)h(for)f(c)m(harged)i(and)e(neutral)g(k)-5 b(aons.)39 b(The)24 b(2001)227 5075 y(and)38 b(2002)i(data)f(w)m(ere)g(th)m(us)f (reconstructed)h(using)e(an)i(iden)m(tical)e(path)h(and)g(homogeneous) 227 5184 y(co)s(de.)1858 5832 y(5)p eop %%Page: 6 9 6 8 bop 3120 1696 a gsave currentpoint currentpoint translate 90 neg rotate neg exch neg exch translate 3120 1696 a @beginspecial 73 @llx 79 @lly 467 @urx 714 @ury 2976 @rhi @setspecial %%BeginDocument: offline_hw.eps %!PS-Adobe-2.0 EPSF-1.2 %%Title: fig2.ps %%Creator: xpdf/pdftops 1.01 %%CreationDate: Jan 15 10:10 %%For:moulsonmoulson moulson %%Pages: 1 %%DocumentFonts: BFDCFH+TT384o00 BFDCGD+TT385o00 BFDCIH+TT387o00 %%BoundingBox: 73 79 467 714 save countdictstack mark newpath /showpage {} def /setpagedevice {pop} def %%EndProlog %%Page: 1 1 %%BeginDocument: fig2.ps /xpdf 75 dict def xpdf begin % PDF special state /pdfDictSize 14 def /pdfSetup { 3 1 roll 2 array astore /setpagedevice where { pop 3 dict begin /PageSize exch def /ImagingBBox null def /Policies 1 dict dup begin /PageSize 3 def end def /Duplex exch def currentdict end setpagedevice } { pop pop } ifelse } def /pdfStartPage { pdfDictSize dict begin /pdfFill [0] def /pdfStroke [0] def /pdfLastFill false def /pdfLastStroke false def /pdfTextMat [1 0 0 1 0 0] def /pdfFontSize 0 def /pdfCharSpacing 0 def /pdfTextRender 0 def /pdfTextRise 0 def /pdfWordSpacing 0 def /pdfHorizScaling 1 def } def /pdfEndPage { end } def % separation convention operators /findcmykcustomcolor where { pop }{ /findcmykcustomcolor { 5 array astore } def } ifelse /setcustomcolor where { pop }{ /setcustomcolor { exch [ exch /Separation exch dup 4 get exch /DeviceCMYK exch 0 4 getinterval cvx [ exch /dup load exch { mul exch dup } /forall load /pop load dup ] cvx ] setcolorspace setcolor } def } ifelse /customcolorimage where { pop }{ /customcolorimage { gsave [ exch /Separation exch dup 4 get exch /DeviceCMYK exch 0 4 getinterval cvx [ exch /dup load exch { mul exch dup } /forall load /pop load dup ] cvx ] setcolorspace 10 dict begin /ImageType 1 def /DataSource exch def /ImageMatrix exch def /BitsPerComponent exch def /Height exch def /Width exch def /Decode [1 0] def currentdict end image grestore } def } ifelse % PDF color state /sCol { pdfLastStroke not { pdfStroke aload length dup 1 eq { pop setgray }{ dup 3 eq { pop setrgbcolor }{ 4 eq { setcmykcolor }{ findcmykcustomcolor exch setcustomcolor } ifelse } ifelse } ifelse /pdfLastStroke true def /pdfLastFill false def } if } def /fCol { pdfLastFill not { pdfFill aload length dup 1 eq { pop setgray }{ dup 3 eq { pop setrgbcolor }{ 4 eq { setcmykcolor }{ findcmykcustomcolor exch setcustomcolor } ifelse } ifelse } ifelse /pdfLastFill true def /pdfLastStroke false def } if } def % build a font /pdfMakeFont { 4 3 roll findfont 4 2 roll matrix scale makefont dup length dict begin { 1 index /FID ne { def } { pop pop } ifelse } forall /Encoding exch def currentdict end definefont pop } def /pdfMakeFont16 { exch findfont dup length dict begin { 1 index /FID ne { def } { pop pop } ifelse } forall /WMode exch def currentdict end definefont pop } def /pdfMakeFont16L3 { 1 index /CIDFont resourcestatus { pop pop 1 index /CIDFont findresource /CIDFontType known } { false } ifelse { 0 eq { /Identity-H } { /Identity-V } ifelse exch 1 array astore composefont pop } { pdfMakeFont16 } ifelse } def % graphics state operators /q { gsave pdfDictSize dict begin } def /Q { end grestore } def /cm { concat } def /d { setdash } def /i { setflat } def /j { setlinejoin } def /J { setlinecap } def /M { setmiterlimit } def /w { setlinewidth } def % color operators /g { dup 1 array astore /pdfFill exch def setgray /pdfLastFill true def /pdfLastStroke false def } def /G { dup 1 array astore /pdfStroke exch def setgray /pdfLastStroke true def /pdfLastFill false def } def /rg { 3 copy 3 array astore /pdfFill exch def setrgbcolor /pdfLastFill true def 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m (12.5) show gr /xs 0 def (15) /Times-Bold 88 stwn gsave 1381 132 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (15) show gr /xs 0 def (17.5) /Times-Bold 88 stwn gsave 1588 132 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (17.5) show gr /xs 0 def (20) /Times-Bold 88 stwn gsave 1794 132 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (20) show gr /xs 0 def (22.5) /Times-Bold 88 stwn gsave 2000 132 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (22.5) show gr /xs 0 def (Data-taking week) /Times-Bold 88 stwn gsave 1750 22 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (Data-taking week) show gr /xs 0 def (Integrated luminosity \(pb) /Times-Bold 88 stwn (-1) /Times-Bold 62 stwn (\)) /Times-Bold 88 stwn gsave 15 2070 t 90 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (Integrated luminosity \(pb) show currentpoint pop 0 t /Times-Bold findfont 62 sf 0 +15 m (-1) show currentpoint pop 0 t /Times-Bold findfont 88 sf 0 0 m (\)) show gr 1814 1814 227 227 C /w 35 def /w2 {w 2 div} def /w3 {w 3 div} def 268 465 351 1121 433 717 515 1004 598 1106 680 1090 763 398 845 816 928 656 1010 1491 1093 868 1175 1243 1258 1329 1340 652 1423 1203 1505 375 1588 1027 1670 1206 1753 1187 1835 1303 1917 1858 2000 1402 22 { m22} R 2268 2268 0 0 C 1814 1814 227 227 C 2268 2268 0 0 C gr gr showpage end %%EOF %%EndDocument @endspecial 1686 w @beginspecial -20 @llx 0 @lly 530 @urx 530 @ury 1944 @rwi @setspecial %%BeginDocument: daqr02b.eps %!PS-Adobe-2.0 EPSF-2.0 %%BoundingBox: -20 0 530 530 %%Title: daqr02b.eps %%Creator: HIGZ Version 1.23/09 %%CreationDate: 03/10/21 10.44 %%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 /DP {/PT exch def gsave 47.2 47.2 scale PT 1 eq { 16 16 1 [ 16 0 0 16 neg 0 16 ] { < AA AA 55 55 AA AA 55 55 AA AA 55 55 AA AA 55 55 AA AA 55 55 AA AA 55 55 AA AA 55 55 AA AA 55 55 > } image } if PT 2 eq { 16 16 1 [ 16 0 0 16 neg 0 16 ] { < BB BB EE EE BB BB EE EE BB BB EE EE BB BB EE EE BB BB EE EE BB BB EE EE BB BB EE EE BB BB EE EE > } image } if PT 3 eq { 16 16 1 [ 16 0 0 16 neg 0 16 ] { < FF FF BB BB FF FF EE EE FF FF BB BB FF FF EE EE FF FF BB BB FF FF EE EE FF FF BB BB FF FF EE EE > } image } if PT 4 eq { 16 16 1 [ 16 0 0 16 neg 0 16 ] { < DF DF BF BF 7F 7F FE FE FD FD FB FB F7 F7 EF EF DF DF BF BF 7F 7F FE FE FD FD FB FB F7 F7 EF EF > } image } if PT 5 eq { 16 16 1 [ 16 0 0 16 neg 0 16 ] { < 7F 7F BF B F DF DF EF EF F7 F7 FB FB FD FD FE FE 7F 7F BF BF DF DF EF EF F7 F7 FB FB FD FD FE FE > } image } if PT 6 eq { 16 16 1 [ 16 0 0 16 neg 0 16 ] { < BB BB BB BB BB BB BB BB BB BB BB BB BB BB BB BB BB BB BB BB BB BB BB BB BB BB BB BB BB BB BB BB > } image } if PT 7 eq { 16 16 1 [ 16 0 0 16 neg 0 16 ] { < FF FF FF FF FF FF 00 00 FF FF FF FF FF FF 00 00 FF FF FF FF FF FF 00 00 FF FF FF FF FF FF 00 00 > } image } if PT 8 eq { 16 16 1 [ 16 0 0 16 neg 0 16 ] { < EE EE 47 47 83 83 C5 C5 EE EE 5C 5C 38 38 74 74 EE EE 47 47 83 83 C5 C5 EE EE 5C 5C 38 38 74 74 > } image } if PT 9 eq { 16 16 1 [ 16 0 0 16 neg 0 16 ] { < EF EF EF EF D7 D7 38 38 FE FE FE FE 7D 7D 83 83 EF EF EF EF D7 D7 38 38 FE FE FE FE 7D 7D 83 83 > } image } if PT 10 eq { 16 16 1 [ 16 0 0 16 neg 0 16 ] { < EF EF EF EF EF EF 00 00 FE FE FE FE FE FE 00 00 EF EF EF EF EF EF 00 00 FE FE FE FE FE FE 00 00 > } image } if PT 11 eq { 16 16 1 [ 16 0 0 16 neg 0 16 ] { < F7 F7 B6 B6 D5 D5 E3 E3 D5 D5 B6 B6 F7 F7 FF FF 7F 7F 6B 6B 5D 5D 3E 3E 5D 5D 6B 6B 7F 7F FF FF > } image } if PT 12 eq { 16 16 1 [ 16 0 0 16 neg 0 16 ] { < E3 E3 DD DD BE BE BE BE BE BE DD DD E3 E3 FF FF 3E 3E DD DD EB EB EB EB EB EB DD DD 3E 3E FF FF > } image } if PT 13 eq { 16 16 1 [ 16 0 0 16 neg 0 16 ] { < FE FE 7D 7D BB BB D7 D7 EF EF D7 D7 BB BB 7D 7D FE FE 7D 7D BB BB D7 D7 EF EF D7 D7 BB BB 7D 7D > } image } if PT 14 eq { 16 16 1 [ 16 0 0 16 neg 0 16 ] { < 00 00 EE EF EE EF EE EF 0E E0 EE EE EE EE EE EE 00 EE FE EE FE EE FE EE 00 00 FE EF FE EF FE EF > } image } if PT 15 eq { 16 16 1 [ 16 0 0 16 neg 0 16 ] { < DD DD AA AA DD DD FF FF 77 77 AA AA 77 77 FF FF DD DD AA AA DD DD FF FF 77 77 AA AA 77 77 FF FF > } image } if PT 16 eq { 16 16 1 [ 16 0 0 16 neg 0 16 ] { < F1 F1 EE EE 1F 1F FF FF F1 F1 EE EE 1F 1F FF FF F1 F1 EE EE 1F 1F FF FF F1 F1 EE EE 1F 1F FF FF > } image } if PT 17 eq { 16 16 1 [ 16 0 0 16 neg 0 16 ] { < EE EE DD DD BB BB FF FF EE EE DD DD BB BB FF FF EE EE DD DD BB BB FF FF EE EE DD DD BB BB FF FF > } image } if PT 18 eq { 16 16 1 [ 16 0 0 16 neg 0 16 ] { < BB BB DD DD EE EE FF FF BB BB DD DD EE EE FF FF BB BB DD DD EE EE FF FF BB BB DD DD EE EE FF FF > } image } if PT 19 eq { 16 16 1 [ 16 0 0 16 neg 0 16 ] { < 1F FC 67 F3 7B EF BD DE BD DE DE BD E6 B3 F8 0F E6 B3 DE BD BD DE BD DE 7B EF 67 F3 1F FC 7F FF > } image } if PT 20 eq { 16 16 1 [ 16 0 0 16 neg 0 16 ] { < DD DD EE EE EE EE EE EE DD DD BB BB BB BB BB BB DD DD EE EE EE EE EE EE DD DD BB BB BB BB BB BB > } image } if PT 21 eq { 16 16 1 [ 16 0 0 16 neg 0 16 ] { < 0E 0E EF EF EF EF EF EF E0 E0 FE FE FE FE FE FE 0E 0E EF EF EF EF EF EF E0 E0 FE FE FE FE FE FE > } image } if PT 22 eq { 16 16 1 [ 16 0 0 16 neg 0 16 ] { < 70 70 F7 F7 F7 F7 F7 F7 07 07 7F 7F 7F 7F 7F 7F 70 70 F7 F7 F7 F7 F7 F7 07 07 7F 7F 7F 7F 7F 7F > } image } if PT 23 eq { 16 16 1 [ 16 0 0 16 neg 0 16 ] { < AA AA 55 55 A9 A9 D1 D1 E1 E1 D1 D1 A9 A9 55 55 AA AA 55 55 A9 A9 D1 D1 E1 E1 D1 D1 A9 A9 55 55 > } image } if PT 24 eq { 16 16 1 [ 16 0 0 16 neg 0 16 ] { < FF FE FF FC EA A8 D5 54 EA A8 D5 54 E8 28 D4 54 E8 E8 D4 D4 E8 EA 54 D5 A8 EA 54 D5 00 C0 00 80 > } image } if PT 25 eq { 16 16 1 [ 16 0 0 16 neg 0 16 ] { < FF FE FF FC FF F8 FF F0 F0 00 F0 00 F0 20 F0 60 F0 E0 F1 E0 F3 E0 F0 00 E0 00 C0 00 80 00 00 00 > } image } if gr } def /FA { /PT exch def gsave clip 0 0 translate 1 1 54 { 1 sub 47.2 mul /Xcurr exch def 1 1 74 { 1 sub 47.2 mul /Ycurr exch def gsave Xcurr Ycurr translate PT DP gr } for } for gr newpath } 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 5 lw 1814 1814 227 227 bl 1814 1814 227 227 C 227 227 m 25 Y 82 X 91 Y 83 X 50 Y 82 X 79 Y 83 X 88 Y 82 X 85 Y 83 X 19 Y 82 X 57 Y 83 X 64 Y 82 X 108 Y 83 X 66 Y 82 X 106 Y 82 X 106 Y 83 X 41 Y 82 X 98 Y 83 X 15 Y 82 X 83 Y 83 X 102 Y 82 X 93 Y 83 X 115 Y 82 X 166 Y 83 X 119 Y 82 X -1776 Y s NC 1 lw 227 227 m 1814 Y s 5 lw 261 227 m -34 X s 244 292 m -17 X s 244 356 m -17 X s 244 421 m -17 X s 244 486 m -17 X s 261 551 m -34 X s 244 616 m -17 X s 244 680 m -17 X s 244 745 m -17 X s 244 810 m -17 X s 261 875 m -34 X s 244 940 m -17 X s 244 1004 m -17 X s 244 1069 m -17 X s 244 1134 m -17 X s 261 1199 m -34 X s 244 1264 m -17 X s 244 1328 m -17 X s 244 1393 m -17 X s 244 1458 m -17 X s 261 1523 m -34 X s 244 1588 m -17 X s 244 1652 m -17 X s 244 1717 m -17 X s 244 1782 m -17 X s 261 1847 m -34 X s 261 1847 m -34 X s 244 1912 m -17 X s 244 1976 m -17 X s /xs 0 def (0) /Times-Bold 88 stwn gsave 191 211 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (0) show gr /xs 0 def (50) /Times-Bold 88 stwn gsave 191 535 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (50) show gr /xs 0 def (100) /Times-Bold 88 stwn gsave 191 859 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (100) show gr /xs 0 def (150) /Times-Bold 88 stwn gsave 191 1183 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (150) show gr /xs 0 def (200) /Times-Bold 88 stwn gsave 191 1507 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (200) show gr /xs 0 def (250) /Times-Bold 88 stwn gsave 191 1831 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (250) show gr /xs 0 def (b\)) /Times-Bold 88 stwn gsave 390 1875 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 132 sf 0 0 m (b\)) show gr 1 lw 227 227 m 1814 X s 5 lw 351 261 m -34 Y s 392 244 m -17 Y s 433 244 m -17 Y s 474 244 m -17 Y s 515 244 m -17 Y s 557 261 m -34 Y s 598 244 m -17 Y s 639 244 m -17 Y s 680 244 m -17 Y s 722 244 m -17 Y s 763 261 m -34 Y s 804 244 m -17 Y s 845 244 m -17 Y s 887 244 m -17 Y s 928 244 m -17 Y s 969 261 m -34 Y s 1010 244 m -17 Y s 1052 244 m -17 Y s 1093 244 m -17 Y s 1134 244 m -17 Y s 1175 261 m -34 Y s 1216 244 m -17 Y s 1258 244 m -17 Y s 1299 244 m -17 Y s 1340 244 m -17 Y s 1381 261 m -34 Y s 1423 244 m -17 Y s 1464 244 m -17 Y s 1505 244 m -17 Y s 1546 244 m -17 Y s 1588 261 m -34 Y s 1629 244 m -17 Y s 1670 244 m -17 Y s 1711 244 m -17 Y s 1753 244 m -17 Y s 1794 261 m -34 Y s 1835 244 m -17 Y s 1876 244 m -17 Y s 1917 244 m -17 Y s 1959 244 m -17 Y s 2000 261 m -34 Y s 351 261 m -34 Y s 309 244 m -17 Y s 268 244 m -17 Y s 2000 261 m -34 Y s /xs 0 def (2.5) /Times-Bold 88 stwn gsave 351 132 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (2.5) show gr /xs 0 def (5) /Times-Bold 88 stwn gsave 557 132 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (5) show gr /xs 0 def (7.5) /Times-Bold 88 stwn gsave 763 132 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (7.5) show gr /xs 0 def (10) /Times-Bold 88 stwn gsave 969 132 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (10) show gr /xs 0 def (12.5) /Times-Bold 88 stwn gsave 1175 132 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (12.5) show gr /xs 0 def (15) /Times-Bold 88 stwn gsave 1381 132 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (15) show gr /xs 0 def (17.5) /Times-Bold 88 stwn gsave 1588 132 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (17.5) show gr /xs 0 def (20) /Times-Bold 88 stwn gsave 1794 132 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (20) show gr /xs 0 def (22.5) /Times-Bold 88 stwn gsave 2000 132 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (22.5) show gr /xs 0 def (Data-taking week) /Times-Bold 88 stwn gsave 1750 22 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (Data-taking week) show gr /xs 0 def (Integrated luminosity \(pb) /Times-Bold 88 stwn (-1) /Times-Bold 62 stwn (\)) /Times-Bold 88 stwn gsave -10 2070 t 90 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (Integrated luminosity \(pb) show currentpoint pop 0 t /Times-Bold findfont 62 sf 0 +15 m (-1) show currentpoint pop 0 t /Times-Bold findfont 88 sf 0 0 m (\)) show gr 1814 1814 227 227 C /w 35 def /w2 {w 2 div} def /w3 {w 3 div} def 268 251 351 340 433 389 515 467 598 555 680 641 763 658 845 717 928 760 1010 886 1093 950 1175 1052 1258 1162 1340 1205 1423 1302 1505 1317 1588 1397 1670 1495 1753 1591 1835 1699 1917 1862 2000 1979 22 { m22} R 2268 2268 0 0 C gr gr showpage end %%EOF %%EndDocument @endspecial 227 3230 a(Figure)e(2:)40 b(a\))29 b(In)m(tegrated)h (luminosit)m(y)25 b(p)s(er)i(w)m(eek)i(in)e(2002.)42 b(b\))28 b(T)-8 b(otal)28 b(in)m(tegrated)h(luminosit)m(y)227 3343 y(vs.)f(data-taking)h(w)m(eek)h(in)d(2002.)41 b(Histograms)29 b(refer)f(to)h(the)f(data)h(taking;)h(triangles)d(refer)h(to)227 3456 y(the)i(reconstructed)h(sample.)227 3848 y(soft)m(w)m(are,)h(the)e (op)s(eration)g(of)h(the)f(o\017ine)g(systems)g(is)g(seen)g(to)h(b)s(e) f(smo)s(oth)g(and)g(reliable.)227 4015 y(The)g(time)g(needed)h(for)f (DST)h(pro)s(duction)d(v)-5 b(aries)31 b(from)f(stream)h(to)h(stream.) 42 b(This)29 b(is)g(in)h(part)227 4124 y(b)s(ecause)c(of)h(the)g (di\013eren)m(t)f(abundances)g(of)h(selected)g(ev)m(en)m(ts,)i(and)d (in)g(part)g(b)s(ecause)h(the)g(algo-)227 4232 y(rithms)h(applied)g(v) -5 b(ary)30 b(in)e(CPU)i(in)m(tensit)m(y)f(\(as)i(noted)f(in)f(Sec.)h (3.1,)i Fl(K)2684 4199 y Fo(+)2742 4232 y Fl(K)2826 4199 y Fn(\000)2915 4232 y Fu(ev)m(en)m(ts)g(are)e(com-)227 4340 y(pletely)c(re-reconstructed)h(at)h(the)f(DST)f(pro)s(duction)f (stage\).)41 b(DST-pro)s(duction)25 b(rates)i(range)227 4449 y(from)i(50)i(n)m(b)661 4412 y Fn(\000)p Fo(1)755 4449 y Fl(=)p Fu(CPU)g(hour)e(for)h(the)g Fl(K)1618 4416 y Fo(+)1677 4449 y Fl(K)1761 4416 y Fn(\000)1850 4449 y Fu(stream,)g(to)h(600)h(n)m(b)2549 4412 y Fn(\000)p Fo(1)2644 4449 y Fl(=)p Fu(CPU)e(hour)f(for)h(the)g(ra-)227 4557 y(diativ)m(e)20 b Fl(\036)p Fu(-deca)m(y)i(stream.)37 b(Pro)s(cessing)20 b(of)g(all)f(four)h(streams)g(pro)s(ceeds)g(at)h(40) g(n)m(b)2998 4520 y Fn(\000)p Fo(1)3092 4557 y Fl(=)p Fu(CPU)31 b(hour)o(.)227 4724 y(During)j(the)i(past)g(three)g(y)m(ears) h(of)f(op)s(eration,)h(the)f(p)s(o)m(w)m(er)g(of)g(the)g(o\017ine)f (farm)g(has)h(gro)m(wn)227 4833 y(in)f(parallel)g(with)h(the)h(demands) f(of)h(the)g(exp)s(erimen)m(t,)g(from)g(16)g(B80)h(CPU)f(equiv)-5 b(alen)m(ts)36 b(in)227 4941 y(the)d(y)m(ear)g(2000,)i(to)f(the)e(110)i 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Fu(in)g(the)g(KLOE)g(en)m(vironmen)m(t,)h(n)m(umerous)f (customizations)g(of)h(the)g(library)227 3102 y(ha)m(v)m(e)39 b(b)s(een)e(implemen)m(ted;)j(in)c(particular,)i(the)g Ff(kid)f Fu(pac)m(k)-5 b(age)40 b(\(Sec.)f(3.4\))g(has)e(b)s(een)g (seam-)227 3211 y(lessly)21 b(in)m(terfaced.)39 b(The)22 b(source)h(co)s(de)h(v)m(ersions)e(for)h(analysis)e(mo)s(dules)h(used)g (in)g(the)h Ff(d)n(a)-6 b(t)g(arec)227 3319 y Fu(program)30 b(are)h(trac)m(k)m(ed)h(using)e Ff(cvs)f Fu([13].)227 3486 y(The)35 b(data)i(format)f(consists)g(of)g(indep)s(enden)m(t)d (collections)j(of)g(tabular)f(data)i(structures,)g(or)227 3595 y Fe(b)-5 b(anks)p Fu(,)27 b(for)e(eac)m(h)i(ev)m(en)m(t.)41 b(They)25 b(are)h(read)f(and)g(written)f(using)g(the)i Ff(ybos)e Fu(pac)m(k)-5 b(age)28 b([14],)g(whic)m(h)227 3703 y(pro)m(vides)e(to)s(ols)h(for)g(platform-indep)s(enden)m(t)d (memory)j(managemen)m(t)i(and)e(for)g(the)g(de\014nition)227 3811 y(of)j(tabular)g(data)h(structures)f(that)h(can)f(b)s(e)g 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b(t)m(w)m(o-thirds)g(of)g(the)g(mac)m(hines)f(op)s(en)h(to)h(user)e (sessions)227 5157 y(w)m(ere)i(reserv)m(ed)f(for)g(batc)m(h)h(jobs,)f (with)g(queues)f(managed)i(b)m(y)g(IBM's)g(LoadLev)m(eler)f([16].)227 5324 y(As)25 b(an)h(example)f(of)h(the)g(execution)g(time)f(for)g(user) g(jobs,)i(consider)d(the)i(analysis)e(of)i(the)g(2001{)227 5432 y(2002)41 b Fl(K)525 5446 y Fj(S)576 5432 y Fl(K)653 5446 y Fj(L)746 5432 y Fu(data)f(set,)j(whic)m(h)c(consists)g(of)i(4)p Fl(:)p Fu(5)27 b Fi(\002)g Fu(10)2199 5399 y Fo(8)2279 5432 y Fu(ev)m(en)m(ts)41 b(in)e(1.4)i(TB)f(of)g(DSTs,)i(the)227 5541 y(ma)5 b(jorit)m(y)37 b(of)g(whic)m(h)f(are)i(residen)m(t)f(on)g (disk)e(in)h(the)i(recall)e(disk)g(cac)m(he)j(for)e(prompt)f(access.) 1835 5832 y(10)p eop %%Page: 11 14 11 13 bop 227 248 a Fu(With)30 b(six)g(batc)m(h)i(jobs)f(running)d(in)i (parallel)f(\(the)j(default)e(p)s(er-user)g(maxim)m(um\),)h(the)g(en)m (tire)227 356 y(data)38 b(set)h(can)f(b)s(e)f(analyzed)h(in)e(six)h(da) m(ys)h(elapsed.)63 b(The)37 b(output)g(size)h(ranges)g(from)f(10)i(to) 227 465 y(100)i(GB)q(,)i(whic)m(h)c(can)h(b)s(e)g(accessed)h(in)e(situ) g(on)h(the)h(AFS)f(cell)f(or)i(copied)e(o\013)i(to)g(a)f(user's)227 573 y(desktop)30 b(PC.)227 918 y Fk(4)135 b(Reconstruction)45 b(program)h(and)e(algorithms)227 1183 y Fg(4.1)112 b(Reconstruction)36 b(algorithms)f(for)j(the)f(drift)g(c)m(ham)m(b)s(er)227 1409 y Fu(The)h(trac)m(k-reconstruction)i(algorithms)e([17])j(are)e (based)g(on)g(the)g(program)g(dev)m(elop)s(ed)f(for)227 1517 y(the)f(AR)m(GUS)h(drift)d(c)m(ham)m(b)s(er)j([18].)62 b(This)36 b(program)h(has)f(b)s(een)h(adapted)g(to)h(the)g(all-stereo) 227 1626 y(geometry)d(of)f(the)h(KLOE)e(DC)h(and)f(tuned)h(to)h(the)f (sp)s(eci\014c)f(top)s(ology)h(of)g(KLOE)g(ev)m(en)m(ts)h(to)227 1734 y(optimize)k(the)h(e\016ciency)g(of)f(v)m(ertex)i(reconstruction)f (throughout)f(the)h(DC)g(v)m(olume.)68 b(The)227 1843 y(detailed)30 b(DC)i(geometry)-8 b(,)33 b(the)f(space-time)g(\()p Fl(s)p Fu({)p Fl(t)p Fu(\))g(relations)f(for)g(the)g(di\013eren)m(t)g (t)m(yp)s(es)h(of)f(drift)227 1951 y(cells,)43 b(and)e(the)g(map)g(of)g (the)g(magnetic)h(\014eld)e(are)h(describ)s(ed)e(in)h(detail)g(in)g (the)i(database.)227 2059 y(Ev)m(en)m(t)37 b(reconstruction)g(is)e(p)s (erformed)h(in)f(three)i(steps:)53 b(1\))37 b(pattern)g(recognition,)h (2\))g(trac)m(k)227 2168 y(\014tting,)25 b(and)e(3\))i(v)m(ertex)g (\014tting.)38 b(Eac)m(h)25 b(step)f(is)g(handled)e(separately)i(and)g (pro)s(duces)e(the)j(input)227 2276 y(information)j(for)j(the)f (subsequen)m(t)g(step;)g(this)g(information)e(is)i(stored)g(in)f Ff(ybos)h Fu(banks.)227 2443 y(The)c(\014rst)g(step)g(of)h(the)g(trac)m (k-reconstruction)h(c)m(hain)e(is)g(pattern)g(recognition)h(\(PR\).)g (The)f(PR)227 2552 y(algorithm)c(searc)m(hes)i(for)f(trac)m(k)h (candidates)f(and)g(pro)m(vides)f(rough)g(estimates)i(of)g(their)e (param-)227 2660 y(eters.)46 b(T)-8 b(rac)m(k)33 b(segmen)m(ts)g(are)f (\014rst)g(searc)m(hed)g(for)g(in)f(the)h Fl(xy)j Fu(plane;)d(then)g (the)g Fl(z)k Fu(pro)5 b(jections)227 2768 y(are)36 b(obtained.)55 b(In)35 b(an)h(axial)e(drift)g(c)m(ham)m(b)s(er,)k(the)d(particle)g (tra)5 b(jectory)37 b(in)d(the)i Fl(xy)i Fu(plane)d(is)227 2877 y(w)m(ell)c(appro)m(ximated)h(b)m(y)g(a)g(circle)g(\(except)h(for) f(corrections)h(due)e(to)i(energy)g(loss)e(and)h(m)m(ulti-)227 2985 y(ple)h(scattering,)k(whic)m(h)c(are)i(negligible)e(at)i(the)g(PR) f(stage\).)55 b(In)34 b(the)h(KLOE)f(DC,)h(since)f(the)227 3094 y(wires)27 b(are)j(strung)e(with)g(a)h(stereo)h(angle,)f(a)h (particle)e(lea)m(v)m(es)i(a)f(pattern)g(that)h(app)s(ears)e(as)h(t)m (w)m(o)227 3202 y(nearb)m(y)k(circles,)h(one)g(for)f(eac)m(h)i(stereo)g (view.)50 b(The)33 b(PR)g(algorithm)g(\014rst)g(searc)m(hes)h(for)g (trac)m(k)227 3310 y(candidates)j(in)f(eac)m(h)i(stereo)h(view.)60 b(Starting)37 b(from)g(the)g(outermost)h(la)m(y)m(er,)i(hit)d(c)m (hains)f(are)227 3419 y(built)24 b(up)h(b)m(y)g(asso)s(ciating)h(hits)f (close)h(in)f(space)i(on)f(the)g(basis)f(of)h(curv)-5 b(ature)26 b(compatibilit)m(y)-8 b(.)38 b(In)227 3527 y(order)33 b(to)i(resolv)m(e)f(left-righ)m(t)g(am)m(biguities,)f(a)i (minim)m(um)c(of)j(four)f(hits)g(in)g(at)h(least)h(t)m(w)m(o)g(wire)227 3636 y(la)m(y)m(ers)c(are)f(required)f(to)i(create)h(a)f(single-view)d (trac)m(k)k(candidate.)227 3803 y(A)m(t)d(the)g(end)e(of)i(the)f (hit-asso)s(ciation)g(stage)i(for)e(eac)m(h)h(view,)f(a)h(\014lter)e (exclusiv)m(ely)g(assigns)h(hits)227 3911 y(shared)34 b(b)s(et)m(w)m(een)i(trac)m(k)h(candidates)e(to)g(the)h(b)s(etter)f (candidate.)55 b(Eac)m(h)36 b(trac)m(k)h(candidate)e(is)227 4020 y(then)i(\014tted)g(and)f(its)h(parameters)g(are)h(computed.)61 b(The)36 b(trac)m(k)j(candidates)d(from)h(the)g(t)m(w)m(o)227 4128 y(views)23 b(are)h(then)f(com)m(bined)g(in)f(pairs)h(according)g (to)i(their)e(curv)-5 b(ature)23 b(v)-5 b(alues)23 b(and)g(geometrical) 227 4236 y(compatibilit)m(y)-8 b(.)62 b(Finally)-8 b(,)39 b(the)g Fl(z)j Fu(pro)5 b(jection)38 b(for)g(eac)m(h)h(pair)e(is)g (determined)g(from)h(a)g(three-)227 4345 y(dimensional)22 b(\014t)j(to)i(all)d(asso)s(ciated)i(hits.)38 b(A)m(t)26 b(the)f(PR)h(stage,)i(the)d(magnetic)h(\014eld)e(is)h(assumed)227 4453 y(to)32 b(b)s(e)g(homogeneous,)h(m)m(ultiple)c(scattering)k(and)e (energy)h(loss)f(are)i(not)f(treated,)h(and)e(rough)227 4562 y Fl(s)p Fu({)p Fl(t)f Fu(relations)f(\(see)j(Sec.)f(4.2\))g(are)g (used.)227 4729 y(The)e(trac)m(k-\014tting)i(\(TF\))g(pro)s(cedure)e (minimizes)f(a)i Fl(\037)2123 4696 y Fo(2)2193 4729 y Fu(function)e(based)i(on)g(the)h(comparison)227 4837 y(b)s(et)m(w)m(een)i(the)f(measured)f(and)h(exp)s(ected)g(drift)f (distances)h(for)f(eac)m(h)j(hit.)45 b(Recurren)m(t)32 b(tracing)227 4945 y(relations)26 b(are)h(used)f(at)i(eac)m(h)g(step)g (to)f(determine)f(the)i(p)s(ositions)d(of)i(successiv)m(e)g(hits)f (from)h(the)227 5054 y(estimated)36 b(trac)m(k)h(parameters)f(and)f (the)h(rough)g Fl(s)p Fu({)p Fl(t)f Fu(relations;)j(the)e(drift)f 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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 newpath gsave .25 .25 scale gsave 0 0 t black [] 0 sd 6 lw /xs 0 def (q) /Symbol 88 stwn (\040 \(deg\)) /Times-Bold 88 stwn gsave 2041 20 t 0 r xs neg 0 t 0 0 m /Symbol findfont 88 sf 0 0 m (q) show currentpoint pop 0 t /Times-Bold findfont 88 sf 0 0 m (\040 \(deg\)) show gr /xs 0 def (s) /Symbol 88 stwn (p) /Times-Bold 62 stwn (/p \040\() /Times-Bold 88 stwn (Y) /Special 88 stwn (\)) /Times-Bold 88 stwn gsave 15 2070 t 90 r xs neg 0 t 0 0 m /Symbol findfont 88 sf 0 0 m (s) show currentpoint pop 0 t /Times-Bold findfont 62 sf 0 -15 m (p) show currentpoint pop 0 t /Times-Bold findfont 88 sf 0 0 m (/p \040\() show currentpoint pop 0 t /Special findfont 88 sf 0 0 m (Y) show currentpoint pop 0 t /Times-Bold findfont 88 sf 0 0 m (\)) show gr 1814 1814 227 227 C NC 1814 1814 227 227 bl 1814 1814 227 227 C NC 227 227 m 1814 Y s 244 302 m -17 X s 244 378 m -17 X s 244 454 m -17 X s 261 529 m -34 X s 244 605 m -17 X s 244 680 m -17 X s 244 756 m -17 X s 261 832 m -34 X s 244 907 m -17 X s 244 983 m -17 X s 244 1058 m -17 X s 261 1134 m -34 X s 244 1210 m -17 X s 244 1285 m -17 X s 244 1361 m -17 X s 261 1436 m -34 X s 244 1512 m -17 X s 244 1588 m -17 X s 244 1663 m -17 X s 261 1739 m -34 X s 244 1814 m -17 X s 244 1890 m -17 X s 244 1966 m -17 X s 261 2041 m -34 X s 261 2041 m -34 X s /xs 0 def (0) /Times-Bold 88 stwn gsave 181 211 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (0) show gr /xs 0 def (0.2) /Times-Bold 88 stwn gsave 181 513 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (0.2) show gr /xs 0 def (0.4) /Times-Bold 88 stwn gsave 181 816 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (0.4) show gr /xs 0 def (0.6) /Times-Bold 88 stwn gsave 181 1118 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (0.6) show gr /xs 0 def (0.8) /Times-Bold 88 stwn gsave 181 1421 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (0.8) show gr /xs 0 def (1) /Times-Bold 88 stwn gsave 181 1723 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (1) show gr /xs 0 def (1.2) /Times-Bold 88 stwn gsave 181 2025 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (1.2) show gr [] 0 sd 227 227 m 1814 X s 498 244 m -17 Y s 569 244 m -17 Y s 640 244 m -17 Y s 710 261 m -34 Y s 781 244 m -17 Y s 851 244 m -17 Y s 922 244 m -17 Y s 993 261 m -34 Y s 1063 244 m -17 Y s 1134 244 m -17 Y s 1205 244 m -17 Y s 1275 261 m -34 Y s 1346 244 m -17 Y s 1417 244 m -17 Y s 1487 244 m -17 Y s 1558 261 m -34 Y s 1628 244 m -17 Y s 1699 244 m -17 Y s 1770 244 m -17 Y s 1840 261 m -34 Y s 428 261 m -34 Y s 357 244 m -17 Y s 286 244 m -17 Y s 1840 261 m -34 Y s 1911 244 m -17 Y s 1982 244 m -17 Y s /xs 0 def (40) /Times-Bold 88 stwn gsave 428 132 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (40) show gr /xs 0 def (60) /Times-Bold 88 stwn gsave 710 132 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (60) show gr /xs 0 def (80) /Times-Bold 88 stwn gsave 993 132 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (80) show gr /xs 0 def (100) /Times-Bold 88 stwn gsave 1275 132 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (100) show gr /xs 0 def (120) /Times-Bold 88 stwn gsave 1558 132 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (120) show gr /xs 0 def (140) /Times-Bold 88 stwn gsave 1840 132 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (140) show gr 1814 1814 227 227 C 225 3361 m 18 Y s 238 2808 m 16 Y s 0 0 1 c /w 32 def /w2 {w 2 div} def /w3 {w 3 div} def 250 2611 m22 263 2440 m22 276 2235 m22 288 1926 m22 301 1770 m22 314 1656 m22 327 1557 m22 339 1468 m22 352 1388 m22 365 1303 m22 377 1228 m22 390 1159 m22 403 1091 m22 416 1031 m22 428 1002 m22 441 955 m22 454 924 m22 466 889 m22 479 857 m22 492 834 m22 505 813 m22 517 772 m22 530 751 m22 543 725 m22 555 694 m22 568 678 m22 581 660 m22 594 639 m22 606 645 m22 619 649 m22 632 648 m22 644 650 m22 657 653 m22 670 661 m22 683 659 m22 695 661 m22 708 670 m22 721 675 m22 733 674 m22 746 680 m22 759 688 m22 772 683 m22 784 686 m22 797 686 m22 810 692 m22 822 689 m22 835 701 m22 848 698 m22 861 697 m22 873 702 m22 886 707 m22 899 716 m22 911 709 m22 924 707 m22 937 713 m22 950 724 m22 962 726 m22 975 716 m22 988 719 m22 1000 725 m22 1013 727 m22 1026 724 m22 1039 728 m22 1051 727 m22 1064 729 m22 1077 729 m22 1090 723 m22 1102 723 m22 1115 728 m22 1128 725 m22 1140 734 m22 1153 724 m22 1166 726 m22 1178 729 m22 1191 728 m22 1204 721 m22 1217 725 m22 1229 726 m22 1242 722 m22 1255 718 m22 1268 721 m22 1280 719 m22 1293 721 m22 1306 718 m22 1318 714 m22 1331 720 m22 1344 716 m22 1356 708 m22 1369 708 m22 1382 705 m22 1395 704 m22 1407 702 m22 1420 702 m22 1433 702 m22 1446 695 m22 1458 686 m22 1471 681 m22 1484 660 m22 1496 666 m22 1509 666 m22 1522 662 m22 1535 660 m22 1547 658 m22 1560 659 m22 1573 656 m22 1585 656 m22 1598 648 m22 1611 644 m22 1624 647 m22 1636 644 m22 1649 644 m22 1662 642 m22 1674 640 m22 1687 646 m22 1700 661 m22 1713 681 m22 1725 711 m22 1738 730 m22 1751 759 m22 1763 778 m22 1776 816 m22 1789 850 m22 1802 880 m22 1814 903 m22 1827 935 m22 1840 978 m22 1852 1019 m22 1865 1069 m22 1878 1109 m22 1891 1161 m22 1903 1222 m22 1916 1298 m22 1929 1376 m22 1941 1476 m22 1954 1566 m22 1967 1675 m22 1980 1785 m22 1992 2111 m22 2005 2367 m22 black 2018 2528 m s 0 0 1 c 2018 2544 m22 black 2030 2747 m 21 Y s 2043 2966 m 25 Y s gr gr showpage end %%EOF %%EndDocument @endspecial 227 2118 a Fu(Figure)38 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5565 y(matrices)32 b(from)h(the)f(TF)h(stage)h(are)f(used)f(to)h(ev)-5 b(aluate)33 b(the)g(errors.)47 b(The)32 b(v)m(ertex)i(p)s(osition)d(is) 1835 5832 y(12)p eop %%Page: 13 16 13 15 bop 938 1770 a @beginspecial -30 @llx -15 @lly 595 @urx 520 @ury 2262 @rwi @setspecial %%BeginDocument: ksv_x.eps %!PS-Adobe-2.0 EPSF-2.0 %%BoundingBox: -30 -15 595 520 %%Title: /home/sibid/ksv_x.eps: c1 %%Creator: ROOT Version 3.05/07 %%CreationDate: Mon Oct 13 17:56:13 2003 %%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 4 {side} repeat cl 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 deftextf length /tlen exch def nbas tlen gt {/nbas tlendef} iffn 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 %%BeginSetup newpath gsave .25 .25 scale %%EndSetup gsave 0 0 t black [] 0 sd 6 lw 1 1 1 c 2268 2284 0 0 bf black 1 1 1 c 1814 1827 227 228 bf black 1814 1827 227 228 bl 1 1 1 c 1814 1827 227 228 bf black 1814 1827 227 228 bl 0 0 1 c 1 1 1 c black 0 0 1 c 228 230 m 9 X 1 Y 26 X -1 Y 5 X 1 Y 57 X 1 Y 5 X -1 Y 16 X 1 Y 46 X 1 Y 26 X 1 Y 5 X -1 Y 11 X 1 Y 15 X 1 Y 5 X -1 Y 11 X 1 Y 15 X 1 Y 5 X -1 Y 5 X 1 Y 11 X -1 Y 5 X 1 Y 10 X 1 Y 21 X 1 Y 26 X 1 Y 10 X 1 Y 10 X 1 Y 11 X 1 Y 15 X 1 Y 11 X 1 Y 5 X 1 Y 10 X 1 Y 10 X 1 Y 6 X -1 Y 5 X 2 Y 5 X 1 Y 10 X 1 Y 5 X 1 Y 6 X 1 Y 10 X 1 Y 5 X 1 Y 5 X 2 Y 5 X 1 Y 16 X 3 Y 5 X -1 Y 5 X 2 Y 5 X 3 Y 11 X 3 Y 5 X -1 Y 5 X 2 Y 5 X 4 Y 5 X 1 Y 6 X 1 Y 5 X 2 Y 5 X 3 Y 5 X 1 Y 5 X 4 Y 5 X 2 Y 6 X 3 Y 10 X 4 Y 5 X 2 Y 5 X 5 Y 5 X 1 Y 6 X 5 Y 5 X 4 Y 5 X 2 Y 5 X 4 Y 5 X 6 Y 6 X 6 Y 5 X 2 Y 5 X 4 Y 5 X 7 Y 5 X 3 Y 5 X 9 Y 6 X 6 Y 5 X 4 Y 5 X 11 Y 5 X 9 Y 5 X 5 Y 5 X 8 Y 6 X 13 Y 5 X 7 Y 5 X 12 Y 5 X 6 Y 5 X 14 Y 5 X 12 Y 6 X 11 Y 5 X 17 Y 5 X 13 Y 5 X 16 Y 5 X 18 Y 5 X 22 Y 6 X 19 Y 5 X 15 Y 5 X 26 Y 5 X 19 Y 5 X 29 Y 5 X 22 Y 6 X 30 Y 5 X 32 Y 5 X 38 Y 5 X 34 Y 5 X 32 Y 5 X 46 Y 6 X 42 Y 5 X 53 Y 5 X 49 Y 5 X 62 Y 5 X 54 Y 5 X 76 Y 6 X 73 Y 5 X 81 Y 5 X 93 Y 5 X 81 Y 5 X 108 Y 5 X 73 Y 6 X 85 Y 5 X 64 Y 5 X 50 Y 5 X 11 Y 5 X 14 Y 5 X -21 Y 6 X -58 Y 5 X -55 Y 5 X -86 Y 5 X -71 Y 5 X -108 Y 5 X -72 Y 6 X -93 Y 5 X -93 Y 5 X -70 Y 5 X -75 Y 5 X -66 Y 5 X -63 Y 6 X -52 Y 5 X -46 Y 5 X -48 Y 5 X -38 Y 5 X -36 Y 5 X -40 Y 6 X -35 Y 5 X -29 Y 5 X -23 Y 5 X -30 Y 5 X -25 Y 5 X -28 Y 6 X -20 Y 5 X -22 Y 5 X -12 Y 5 X -25 Y 5 X -13 Y 6 X -22 Y 5 X -10 Y 5 X -16 Y 5 X -11 Y 5 X -10 Y 5 X -15 Y 6 X -11 Y 5 X -9 Y 5 X -10 Y 5 X -10 Y 5 X -10 Y 5 X -7 Y 6 X -9 Y 5 X -4 Y 5 X -9 Y 5 X -7 Y 5 X -4 Y 5 X -5 Y 6 X -4 Y 5 X -6 Y 5 X -5 Y 5 X -6 Y 5 X -3 Y 5 X -2 Y 6 X -3 Y 5 X -5 Y 5 X -5 Y 10 X -5 Y 5 X -4 Y 6 X -1 Y 5 X -2 Y 5 X -3 Y 5 X -2 Y 5 X -4 Y 11 X -1 Y 5 X -4 Y 5 X -2 Y 5 X -2 Y 10 X -1 Y 6 X -3 Y 10 X -1 Y 5 X -1 Y 5 X -2 Y 5 X -1 Y 6 X -2 Y 10 X -1 Y 5 X -2 Y 5 X -2 Y 16 X -1 Y 5 X -1 Y 5 X -2 Y 10 X 1 Y 6 X -2 Y 5 X 2 Y 5 X -3 Y 5 X -1 Y 10 X 1 Y 6 X -2 Y 10 X -1 Y 10 X -1 Y 21 X -1 Y 5 X -1 Y 5 X 1 Y 5 X -2 Y 11 X 1 Y 5 X -1 Y 5 X -1 Y 16 X -1 Y 10 X 1 Y 10 X -1 Y 6 X -1 Y 5 X 1 Y 5 X -1 Y 10 X -1 Y 5 X 1 Y 6 X -1 Y 41 X -1 Y 15 X -1 Y 6 X 1 Y 10 X -1 Y 5 X 1 Y 5 X -1 Y 5 X 1 Y 6 X -1 Y 31 X -1 Y 10 X 1 Y 5 X -1 Y 57 X -1 Y 5 X 1 Y 16 X -1 Y 5 X 1 Y 10 X -1 Y 24 X s black gsave 375 20 t 0 r 0 0 m /Times-Bold findfont 80 sf 0 0 m (Reconstructed - true X-coordinate of vertex (cm)) show gr 356 283 m -55 Y s 408 256 m -28 Y s 459 256 m -28 Y s 511 256 m -28 Y s 563 256 m -28 Y s 614 283 m -55 Y s 666 256 m -28 Y s 718 256 m -28 Y s 769 256 m -28 Y s 821 256 m -28 Y s 873 283 m -55 Y s 925 256 m -28 Y s 976 256 m -28 Y s 1028 256 m -28 Y s 1080 256 m -28 Y s 1131 283 m -55 Y s 1183 256 m -28 Y s 1235 256 m -28 Y s 1286 256 m -28 Y s 1338 256 m -28 Y s 1390 283 m -55 Y s 1441 256 m -28 Y s 1493 256 m -28 Y s 1545 256 m -28 Y s 1596 256 m -28 Y s 1648 283 m -55 Y s 1700 256 m -28 Y s 1752 256 m -28 Y s 1803 256 m -28 Y s 1855 256 m -28 Y s 1907 283 m -55 Y s 356 283 m -55 Y s 304 256 m -28 Y s 253 256 m -28 Y s 1907 283 m -55 Y s 1958 256 m -28 Y s 2010 256 m -28 Y s gsave 315 124 t 0 r 0 0 m /Times-Bold findfont 88 sf 0 0 m (-3) show gr gsave 571 124 t 0 r 0 0 m /Times-Bold findfont 88 sf 0 0 m (-2) show gr gsave 831 124 t 0 r 0 0 m /Times-Bold findfont 88 sf 0 0 m (-1) show gr gsave 1109 124 t 0 r 0 0 m /Times-Bold findfont 88 sf 0 0 m (0) show gr gsave 1371 124 t 0 r 0 0 m /Times-Bold findfont 88 sf 0 0 m (1) show gr gsave 1626 124 t 0 r 0 0 m /Times-Bold findfont 88 sf 0 0 m (2) show gr gsave 1882 124 t 0 r 0 0 m /Times-Bold findfont 88 sf 0 0 m (3) show gr 227 228 m 1827 Y s 281 228 m -54 X s 254 269 m -27 X s 254 310 m -27 X s 254 352 m -27 X s 254 393 m -27 X s 281 434 m -54 X s 254 475 m -27 X s 254 516 m -27 X s 254 557 m -27 X s 254 598 m -27 X s 281 639 m -54 X s 254 680 m -27 X s 254 721 m -27 X s 254 762 m -27 X s 254 803 m -27 X s 281 844 m -54 X s 254 885 m -27 X s 254 926 m -27 X s 254 967 m -27 X s 254 1008 m -27 X s 281 1049 m -54 X s 254 1090 m -27 X s 254 1131 m -27 X s 254 1172 m -27 X s 254 1213 m -27 X s 281 1254 m -54 X s 254 1296 m -27 X s 254 1337 m -27 X s 254 1378 m -27 X s 254 1419 m -27 X s 281 1460 m -54 X s 254 1501 m -27 X s 254 1542 m -27 X s 254 1583 m -27 X s 254 1624 m -27 X s 281 1665 m -54 X s 254 1706 m -27 X s 254 1747 m -27 X s 254 1788 m -27 X s 254 1829 m -27 X s 281 1870 m -54 X s 281 1870 m -54 X s 254 1911 m -27 X s 254 1952 m -27 X s 254 1993 m -27 X s 254 2034 m -27 X s /xs 0 def (Events) /Times-Bold 88 stwn gsave -50 2046 t 90 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (Events) show gr gsave 160 192 t 0 r 0 0 m /Times-Bold findfont 88 sf 0 0 m (0) show gr gsave -20 394 t 0 r 0 0 m /Times-Bold findfont 88 sf 0 0 m (10000) show gr gsave 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(on)f(an)h(algorithm)f(to)h(calculate)g(the)g(sp)s(eci\014c)f (ionization)f Fl(dE)5 b(=dx)26 b Fu(for)f(re-)227 4093 y(constructed)h(trac)m(ks)i(on)e(the)h(basis)e(of)i(the)f(c)m(harge)i (measuremen)m(ts)e(from)g(the)h(ADCs)f(recen)m(tly)227 4202 y(added)j(to)j(the)e(DC)h(readout)f(electronics.)227 4504 y Fg(4.2)112 b(Calibration)36 b(of)h(the)h(space-time)f(relations) 227 4730 y Fu(Sev)m(eral)24 b(e\013ects)h(in\015uence)d(the)i(time)g (resp)s(onse)f(of)h(the)g(KLOE)f(DC.)h(The)g(drift)e(v)m(elo)s(cit)m(y) j(of)f(the)227 4838 y(helium-based)33 b(gas)k(mixture)d(do)s(es)i(not)g (saturate)g(with)f(the)h(electric)g(\014eld,)g(so)g(the)g(relation)227 4946 y(b)s(et)m(w)m(een)22 b(the)h(drift)d(time)i(and)f(the)h(impact)g (parameter)g(of)g(the)h(trac)m(k)g(is)e(not)h(linear.)36 b(Moreo)m(v)m(er,)227 5055 y(due)31 b(to)h(the)g(geometry)h(of)f(the)g (drift)e(cells,)h(the)h(electric)g(\014eld)e(con\014guration)h(c)m (hanges)i(along)227 5163 y(the)f(wire.)45 b(This)30 b(e\013ect)k(pro)s (duces)d(a)h(dep)s(endence)f(of)h(the)h(space-time)g(\()p Fl(s)p Fu({)p Fl(t)p Fu(\))f(relations)f(up)s(on)227 5272 y(the)f(orien)m(tation)h(of)f(the)h(trac)m(k)g(and)f(its)g(p)s (osition)e(along)j(the)f(wire.)227 5439 y(Sim)m(ulations)c(ha)m(v)m(e) 31 b(sho)m(wn)d(that)i(the)f Fl(s)p Fu({)p Fl(t)g Fu(relations)f(can)i (b)s(e)e(parameterized)h(in)f(terms)h(of)h(the)227 5547 y(angles)h Fl(\014)37 b Fu(and)779 5523 y(~)767 5547 y Fl(\036)32 b Fu(de\014ned)f(in)f(Fig.)i(7)g([19].)47 b(Six)30 b(cells)h(with)f(di\013eren)m(t)i(v)-5 b(alues)31 b(of)h Fl(\014)37 b Fu(ha)m(v)m(e)c(b)s(een)1835 5832 y(13)p eop %%Page: 14 17 14 16 bop 954 1779 a @beginspecial 0 @llx 10 @lly 645 @urx 575 @ury 2222 @rwi @setspecial %%BeginDocument: minv_data_mc.eps %!PS-Adobe-2.0 EPSF-2.0 %%BoundingBox: 0 10 645 575 %%Title: minv_data_mc.eps %%Creator: HIGZ Version 1.26/04 %%CreationDate: 2003/11/25 14.20 %%EndComments %%BeginProlog 80 dict begin /s {stroke} def /l {lineto} def /m {moveto} def /t {translate} def 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/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 6 lw 1928 1928 340 340 bl 1928 1928 340 340 C 6 lw 340 340 m 10 Y 16 X 3 Y 16 X 7 Y 16 X -6 Y 16 X -2 Y 16 X 6 Y 16 X 3 Y 16 X -3 Y 16 X 1 Y 16 X 13 Y 15 X -6 Y 16 X -6 Y 16 X 3 Y 16 X 1 Y 16 X 3 Y 16 X 6 Y 16 X -5 Y 16 X 11 Y 16 X 1 Y 16 X -2 Y 16 X 6 Y 16 X -4 Y 16 X 15 Y 16 X -6 Y 16 X 12 Y 15 X -2 Y 16 X 13 Y 32 X 11 Y 16 X -2 Y 16 X 19 Y 16 X 5 Y 16 X 18 Y 16 X 5 Y 16 X 11 Y 16 X 25 Y 16 X 20 Y 16 X -2 Y 16 X 55 Y 15 X 29 Y 16 X 78 Y 16 X 18 Y 16 X 45 Y 16 X 58 Y 16 X 78 Y 16 X 48 Y 16 X 94 Y 16 X 75 Y 16 X 112 Y 16 X 53 Y 16 X 76 Y 16 X 70 Y 16 X 155 Y 16 X 64 Y 15 X 3 Y 16 X 57 Y 16 X -22 Y 16 X 5 Y 16 X -26 Y 16 X -13 Y 16 X -40 Y 16 X -102 Y 16 X -78 Y 16 X -104 Y 16 X -89 Y 16 X -74 Y 16 X -91 Y 16 X -105 Y 15 X -86 Y 16 X -41 Y 16 X -109 Y 16 X -57 Y 16 X -37 Y 16 X -34 Y 16 X -59 Y 16 X -4 Y 16 X -56 Y 16 X -2 Y 16 X -4 Y 16 X -24 Y 16 X -11 Y 16 X -19 Y 16 X 19 Y 15 X -23 Y 16 X -8 Y 16 X -7 Y 16 X -11 Y 16 X 9 Y 16 X -16 Y 16 X -10 Y 16 X 13 Y 32 X -2 Y 32 X -9 Y 32 X 4 Y 15 X -5 Y 16 X 1 Y 16 X -2 Y 16 X -3 Y 16 X s 1949 358 m -2 Y 16 X 3 Y 32 X -2 Y 16 X 2 Y 16 X -3 Y 16 X -5 Y 16 X 5 Y 16 X -2 Y 16 X 3 Y 16 X -2 Y 15 X 4 Y 16 X -10 Y 16 X 6 Y 16 X -8 Y 16 X 6 Y 16 X -5 Y 16 X 1 Y 16 X -1 Y 16 X 4 Y 16 X -12 Y s NC 6 lw 340 340 m 1928 Y s 6 lw 374 340 m -34 X s 357 380 m -17 X s 357 419 m -17 X s 357 459 m -17 X s 357 498 m -17 X s 374 538 m -34 X s 357 577 m -17 X s 357 617 m -17 X s 357 656 m -17 X s 357 696 m -17 X s 374 735 m -34 X s 357 775 m -17 X s 357 814 m -17 X s 357 854 m -17 X s 357 893 m -17 X s 374 933 m -34 X s 357 972 m -17 X s 357 1012 m -17 X s 357 1051 m -17 X s 357 1091 m -17 X s 374 1130 m -34 X s 357 1170 m -17 X s 357 1209 m -17 X s 357 1249 m -17 X s 357 1289 m -17 X s 374 1328 m -34 X s 357 1368 m -17 X s 357 1407 m -17 X s 357 1447 m -17 X s 357 1486 m -17 X s 374 1526 m -34 X s 357 1565 m -17 X s 357 1605 m -17 X s 357 1644 m -17 X s 357 1684 m -17 X s 374 1723 m -34 X s 357 1763 m -17 X s 357 1802 m -17 X s 357 1842 m -17 X s 357 1881 m -17 X s 374 1921 m -34 X s 357 1960 m -17 X s 357 2000 m -17 X s 357 2039 m -17 X s 357 2079 m -17 X s 374 2118 m -34 X s 374 2118 m -34 X s 357 2158 m -17 X s 357 2197 m -17 X s 357 2237 m -17 X s /xs 0 def (0) /Times-Bold 88 stwn gsave 305 317 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (0) show gr /xs 0 def (250) /Times-Bold 88 stwn gsave 305 515 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (250) show gr /xs 0 def (500) /Times-Bold 88 stwn gsave 305 713 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (500) show gr /xs 0 def (750) /Times-Bold 88 stwn gsave 305 910 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (750) show gr /xs 0 def (1000) /Times-Bold 88 stwn gsave 305 1108 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (1000) show gr /xs 0 def (1250) /Times-Bold 88 stwn gsave 305 1305 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (1250) show gr /xs 0 def (1500) /Times-Bold 88 stwn gsave 305 1503 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (1500) show gr /xs 0 def (1750) /Times-Bold 88 stwn gsave 305 1701 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (1750) show gr /xs 0 def (2000) /Times-Bold 88 stwn gsave 305 1898 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (2000) show gr /xs 0 def (2250) /Times-Bold 88 stwn gsave 305 2096 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (2250) show gr /xs 0 def (Events) /Times-Bold 88 stwn gsave 75 2255 t 90 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (Events) show gr 6 lw 340 340 m 1928 X s 6 lw 340 374 m -34 Y s 420 357 m -17 Y s 499 357 m -17 Y s 579 357 m -17 Y s 659 374 m -34 Y s 738 357 m -17 Y s 818 357 m -17 Y s 898 357 m -17 Y s 977 374 m -34 Y s 1057 357 m -17 Y s 1137 357 m -17 Y s 1216 357 m -17 Y s 1296 374 m -34 Y s 1376 357 m -17 Y s 1455 357 m -17 Y s 1535 357 m -17 Y s 1615 374 m -34 Y s 1694 357 m -17 Y s 1774 357 m -17 Y s 1854 357 m -17 Y s 1933 374 m -34 Y s 2013 357 m -17 Y s 2093 357 m -17 Y s 2172 357 m -17 Y s 2252 374 m -34 Y s 2252 374 m -34 Y s /xs 0 def (492) /Times-Bold 88 stwn gsave 340 250 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (492) show gr /xs 0 def (494) /Times-Bold 88 stwn gsave 659 250 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (494) show gr /xs 0 def (496) /Times-Bold 88 stwn gsave 977 250 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (496) show gr /xs 0 def (498) /Times-Bold 88 stwn gsave 1296 250 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (498) show gr /xs 0 def (500) /Times-Bold 88 stwn gsave 1615 250 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (500) show gr /xs 0 def (502) /Times-Bold 88 stwn gsave 1933 250 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (502) show gr /xs 0 def (504) /Times-Bold 88 stwn gsave 2252 250 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (504) show gr 1928 1928 340 340 C -767 345 m 2 Y s -767 347 m 3 Y s -767 347 m 8 X s -751 345 m 2 Y s -751 347 m 3 Y s -751 347 m 8 X s -735 346 m 2 Y s -735 348 m 3 Y s -735 348 m 8 X s -719 344 m 2 Y s -719 346 m 3 Y s -719 346 m 8 X s /w 20 def /w2 {w 2 div} def /w3 {w 3 div} def -687 346 m 2 Y s -687 348 m 3 Y s -687 348 m 8 X s -656 347 m 3 Y s -656 350 m 2 Y s -656 350 m 8 X s -640 346 m 3 Y s -640 349 m 2 Y s -640 349 m 8 X s -624 346 m 2 Y s -624 348 m 3 Y s -624 348 m 8 X s -592 344 m 2 Y s -592 346 m 3 Y s -592 346 m 8 X s -560 345 m 2 Y s -560 347 m 3 Y s -560 347 m 8 X s -528 344 m 2 Y s -528 346 m 2 Y s -528 346 m 8 X s -496 344 m 2 Y s -496 346 m 2 Y s -496 346 m 8 X s -480 347 m 3 Y s -480 350 m 2 Y s -480 350 m 8 X s -448 344 m 2 Y s -448 346 m 2 Y s -448 346 m 8 X s -432 344 m 2 Y s -432 346 m 3 Y s -432 346 m 8 X s -417 344 m 2 Y s -417 346 m 2 Y s -417 346 m 8 X s -385 346 m 3 Y s -385 349 m 2 Y s -385 349 m 8 X s -321 346 m 3 Y s -321 349 m 2 Y s -321 349 m 8 X s -305 344 m 2 Y s -305 346 m 2 Y s -305 346 m 8 X s -289 345 m 2 Y s -289 347 m 3 Y s -289 347 m 8 X s -273 346 m 2 Y s -273 348 m 3 Y s -273 348 m 8 X s -257 346 m 3 Y s -257 349 m 2 Y s -257 349 m 8 X s -241 342 m 2 Y s -241 344 m 2 Y s -241 344 m 8 X s -225 345 m 2 Y s -225 347 m 3 Y s -225 347 m 8 X s -193 346 m 3 Y s -193 349 m 2 Y s -193 349 m 7 X s -130 346 m 3 Y s -130 349 m 2 Y s -130 349 m 8 X s -66 347 m 3 Y s -66 350 m 2 Y s -66 350 m 8 X s 14 354 m20 30 344 m 2 Y s 30 346 m 2 Y s 30 346 m 8 X s 45 346 m 3 Y s 45 349 m 2 Y s 45 349 m 8 X s 61 354 m20 77 353 m20 93 347 m 3 Y s 93 350 m 2 Y s 93 350 m 8 X s 109 359 m20 125 354 m20 141 347 m 3 Y s 141 350 m 2 Y s 141 350 m 8 X s 157 358 m20 173 359 m20 189 358 m20 205 359 m20 221 352 m20 237 356 m20 253 358 m20 269 354 m20 284 360 m20 300 356 m20 316 360 m20 332 358 m 4 Y s 332 362 m 4 Y s 332 362 m 8 X s 348 354 m 4 Y s 348 358 m 3 Y s 340 358 m 8 X s 348 358 m 8 X s 364 359 m20 380 356 m20 396 355 m20 412 359 m20 428 356 m20 444 363 m20 460 358 m20 476 367 m20 492 362 m20 508 363 m20 523 363 m20 539 363 m20 555 361 m20 571 368 m20 587 368 m20 603 368 m20 619 369 m20 635 377 m20 651 378 m20 667 377 m20 683 378 m20 699 381 m20 715 389 m20 731 400 m20 747 390 m20 762 407 m20 778 403 m20 794 409 m20 810 433 m20 826 424 m20 842 425 m20 858 460 m20 874 470 m20 890 479 m 1 Y s 890 501 m s 890 490 m20 906 492 m 1 Y s 906 513 m 1 Y s 906 503 m20 922 495 m 2 Y s 922 517 m 1 Y s 922 507 m20 938 547 m 3 Y s 938 571 m 3 Y s 938 561 m20 954 544 m 3 Y s 954 568 m 3 Y s 954 558 m20 970 587 m 5 Y s 970 612 m 4 Y s 970 602 m20 985 627 m 6 Y s 985 653 m 5 Y s 985 643 m20 1001 673 m 6 Y s 1001 700 m 6 Y s 1001 689 m20 1017 714 m 7 Y s 1017 742 m 7 Y s 1017 731 m20 1033 740 m 8 Y s 1033 768 m 8 Y s 1033 758 m20 1049 822 m 10 Y s 1049 852 m 10 Y s 1049 842 m20 1065 966 m 12 Y s 1065 998 m 13 Y s 1065 988 m20 1081 1008 m 13 Y s 1081 1042 m 13 Y s 1081 1032 m20 1097 1063 m 14 Y s 1097 1097 m 14 Y s 1097 1087 m20 1113 1124 m 15 Y s 1113 1160 m 15 Y s 1113 1149 m20 1129 1280 m 17 Y s 1129 1318 m 17 Y s 1129 1307 m20 1145 1325 m 18 Y s 1145 1364 m 18 Y s 1145 1353 m20 1161 1500 m 20 Y s 1161 1541 m 20 Y s 1161 1530 m20 1177 1570 m 21 Y s 1177 1612 m 21 Y s 1177 1601 m20 1193 1554 m 21 Y s 1193 1596 m 21 Y s 1193 1586 m20 1209 1622 m 22 Y s 1209 1665 m 22 Y s 1209 1654 m20 1224 1643 m 23 Y s 1224 1686 m 22 Y s 1224 1676 m20 1240 1697 m 23 Y s 1240 1741 m 22 Y s 1240 1730 m20 1256 1732 m 23 Y s 1256 1775 m 24 Y s 1256 1765 m20 1272 1653 m 22 Y s 1272 1695 m 23 Y s 1272 1685 m20 1288 1618 m 21 Y s 1288 1660 m 22 Y s 1288 1650 m20 1304 1587 m 22 Y s 1304 1629 m 22 Y s 1304 1619 m20 1320 1465 m 20 Y s 1320 1505 m 20 Y s 1320 1495 m20 1336 1397 m 19 Y s 1336 1436 m 19 Y s 1336 1426 m20 1352 1331 m 18 Y s 1352 1370 m 18 Y s 1352 1360 m20 1368 1215 m 17 Y s 1368 1252 m 17 Y s 1368 1242 m20 1384 1100 m 15 Y s 1384 1135 m 15 Y s 1384 1125 m20 1400 992 m 13 Y s 1400 1025 m 13 Y s 1400 1015 m20 1416 957 m 12 Y s 1416 990 m 12 Y s 1416 980 m20 1432 845 m 10 Y s 1432 875 m 10 Y s 1432 865 m20 1448 765 m 8 Y s 1448 794 m 8 Y s 1448 784 m20 1463 684 m 6 Y s 1463 711 m 6 Y s 1463 701 m20 1479 663 m 6 Y s 1479 689 m 7 Y s 1479 679 m20 1495 600 m 5 Y s 1495 625 m 5 Y s 1495 615 m20 1511 576 m 4 Y s 1511 600 m 4 Y s 1511 590 m20 1527 534 m 2 Y s 1527 557 m 2 Y s 1527 546 m20 1543 500 m 1 Y s 1543 522 m 1 Y s 1543 512 m20 1559 458 m20 1575 450 m20 1591 435 m20 1607 433 m20 1623 414 m20 1639 408 m20 1655 411 m20 1671 380 m20 1686 380 m20 1702 389 m20 1718 372 m20 1734 382 m20 1750 382 m20 1766 373 m20 1782 373 m20 1798 370 m20 1814 364 m20 1830 365 m20 1846 365 m20 1862 362 m20 1878 359 m20 1894 354 m20 1910 361 m20 1925 355 m20 1941 354 m20 1957 361 m20 1973 354 m20 1989 358 m20 2005 352 m20 2021 354 m20 2037 344 m 2 Y s 2037 346 m 2 Y s 2029 346 m 8 X s 2037 346 m 8 X s 2053 357 m20 2069 354 m20 2085 357 m20 2101 359 m20 2117 346 m 2 Y s 2117 348 m 3 Y s 2109 348 m 8 X s 2117 348 m 8 X s 2133 354 m20 2149 350 m20 2164 346 m 3 Y s 2164 349 m 2 Y s 2156 349 m 8 X s 2164 349 m 8 X s 2180 351 m20 2196 352 m20 2212 354 m20 2228 356 m20 2244 346 m 2 Y s 2244 348 m 3 Y s 2236 348 m 8 X s 2244 348 m 8 X s 2260 350 m 3 Y s 2260 353 m 3 Y s 2252 353 m 8 X s 2260 353 m 8 X s 2276 345 m 2 Y s 2276 347 m 3 Y s 2268 347 m 8 X s 2292 347 m 3 Y s 2292 350 m 2 Y s 2284 350 m 8 X s 2308 351 m20 2324 346 m 2 Y s 2324 348 m 3 Y s 2316 348 m 8 X s 2340 351 m20 2356 342 m 2 Y s 2356 344 m 2 Y s 2348 344 m 8 X s 2372 346 m 2 Y s 2372 348 m 3 Y s 2364 348 m 8 X s 2387 356 m20 2403 350 m20 2419 344 m 2 Y s 2419 346 m 2 Y s 2411 346 m 8 X s 2435 344 m 2 Y s 2435 346 m 3 Y s 2427 346 m 8 X s 2451 346 m 3 Y s 2451 349 m 2 Y s 2443 349 m 8 X s 2467 343 m 2 Y s 2467 345 m 2 Y s 2459 345 m 8 X s 2483 344 m 2 Y s 2483 346 m 3 Y s 2475 346 m 8 X s 2499 344 m 2 Y s 2499 346 m 3 Y s 2491 346 m 8 X s 2515 346 m 3 Y s 2515 349 m 2 Y s 2507 349 m 8 X s 2531 342 m 2 Y s 2531 344 m 2 Y s 2523 344 m 8 X s 2547 345 m 2 Y s 2547 347 m 3 Y s 2539 347 m 8 X s 2563 344 m 2 Y s 2563 346 m 2 Y s 2555 346 m 8 X s 2579 354 m20 2595 346 m 2 Y s 2595 348 m 3 Y s 2587 348 m 8 X s 2611 346 m 3 Y s 2611 349 m 2 Y s 2603 349 m 8 X s 2626 344 m 2 Y s 2626 346 m 2 Y s 2619 346 m 7 X s 2642 344 m 2 Y s 2642 346 m 3 Y s 2634 346 m 8 X s 2658 343 m 2 Y s 2658 345 m 2 Y s 2650 345 m 8 X s 2674 346 m 3 Y s 2674 349 m 2 Y s 2666 349 m 8 X s 2690 342 m 1 Y s 2690 343 m 2 Y s 2682 343 m 8 X s 2706 346 m 3 Y s 2706 349 m 2 Y s 2698 349 m 8 X s 2722 344 m 2 Y s 2722 346 m 3 Y s 2714 346 m 8 X s 2738 354 m20 2754 342 m 2 Y s 2754 344 m 2 Y s 2746 344 m 8 X s 2770 344 m 2 Y s 2770 346 m 2 Y s 2762 346 m 8 X s 2786 343 m 2 Y s 2786 345 m 2 Y s 2778 345 m 8 X s 2802 346 m 2 Y s 2802 348 m 3 Y s 2794 348 m 8 X s 2818 344 m 2 Y s 2818 346 m 2 Y s 2810 346 m 8 X s 2834 342 m 2 Y s 2834 344 m 2 Y s 2826 344 m 8 X s 2850 342 m 1 Y s 2850 343 m 2 Y s 2842 343 m 8 X s 2865 345 m 2 Y s 2865 347 m 3 Y s 2857 347 m 8 X s 2881 345 m 2 Y s 2881 347 m 3 Y s 2873 347 m 8 X s 2897 341 m 2 Y s 2897 343 m 1 Y s 2889 343 m 8 X s 2913 342 m 1 Y s 2913 343 m 2 Y s 2905 343 m 8 X s 2929 343 m 2 Y s 2929 345 m 2 Y s 2921 345 m 8 X s 2945 342 m 1 Y s 2945 343 m 2 Y s 2937 343 m 8 X s 2961 346 m 2 Y s 2961 348 m 3 Y s 2953 348 m 8 X s 2977 342 m 2 Y s 2977 344 m 2 Y s 2969 344 m 8 X s 2993 343 m 2 Y s 2993 345 m 2 Y s 2985 345 m 8 X s 3009 342 m 2 Y s 3009 344 m 2 Y s 3001 344 m 8 X s 3025 342 m 1 Y s 3025 343 m 2 Y s 3017 343 m 8 X s 3041 344 m 2 Y s 3041 346 m 2 Y s 3033 346 m 8 X s 3057 342 m 1 Y s 3057 343 m 2 Y s 3049 343 m 8 X s 3073 341 m 2 Y s 3073 343 m 1 Y s 3065 343 m 8 X s 3089 342 m 2 Y s 3089 344 m 2 Y s 3081 344 m 8 X s 3104 340 m 1 Y s 3104 341 m 1 Y s 3096 341 m 8 X s 3120 342 m 1 Y s 3120 343 m 2 Y s 3112 343 m 8 X s 3136 342 m 2 Y s 3136 344 m 2 Y s 3128 344 m 8 X s 3152 342 m 1 Y s 3152 343 m 2 Y s 3144 343 m 8 X s 3168 344 m 2 Y s 3168 346 m 3 Y s 3160 346 m 8 X s 3184 344 m 2 Y s 3184 346 m 2 Y s 3176 346 m 8 X s 3200 341 m 2 Y s 3200 343 m 1 Y s 3192 343 m 8 X s 3216 342 m 1 Y s 3216 343 m 2 Y s 3208 343 m 8 X s 3232 341 m 2 Y s 3232 343 m 1 Y s 3224 343 m 8 X s 3248 341 m 1 Y s 3248 342 m 1 Y s 3240 342 m 8 X s 3264 341 m 2 Y s 3264 343 m 1 Y s 3256 343 m 8 X s 3280 344 m 2 Y s 3280 346 m 3 Y s 3272 346 m 8 X s 3296 342 m 2 Y s 3296 344 m 2 Y s 3288 344 m 8 X s 3312 342 m 2 Y s 3312 344 m 2 Y s 3304 344 m 8 X s 3327 344 m 2 Y s 3327 346 m 2 Y s 3320 346 m 7 X s 3343 342 m 1 Y s 3343 343 m 2 Y s 3335 343 m 8 X s 3359 341 m 2 Y s 3359 343 m 1 Y s 3351 343 m 8 X s 3375 342 m 2 Y s 3375 344 m 2 Y s 3367 344 m 8 X s 3391 343 m 2 Y s 3391 345 m 2 Y s 3383 345 m 8 X s 3407 340 m 1 Y s 3407 341 m 1 Y s 3399 341 m 8 X s 3423 342 m 1 Y s 3423 343 m 2 Y s 3415 343 m 8 X s 3439 340 m 1 Y s 3439 341 m 1 Y s 3431 341 m 8 X s 3455 342 m 2 Y s 3455 344 m 2 Y s 3447 344 m 8 X s 3471 341 m 2 Y s 3471 343 m 1 Y s 3463 343 m 8 X s 3487 341 m 2 Y s 3487 343 m 1 Y s 3479 343 m 8 X s 3503 341 m 1 Y s 3503 342 m 1 Y s 3495 342 m 8 X s 3519 343 m 2 Y s 3519 345 m 2 Y s 3511 345 m 8 X s 3535 341 m 2 Y s 3535 343 m 1 Y s 3527 343 m 8 X s 3551 341 m 2 Y s 3551 343 m 1 Y s 3543 343 m 8 X s 3566 343 m 2 Y s 3566 345 m 2 Y s 3558 345 m 8 X s 3582 341 m 1 Y s 3582 342 m 1 Y s 3574 342 m 8 X s 3598 341 m 1 Y s 3598 342 m 1 Y s 3590 342 m 8 X s 3614 342 m 2 Y s 3614 344 m 2 Y s 3606 344 m 8 X s 3630 341 m 2 Y s 3630 343 m 1 Y s 3622 343 m 8 X s 3646 342 m 1 Y s 3646 343 m 2 Y s 3638 343 m 8 X s 3654 340 m 8 X s 3678 342 m 1 Y s 3678 343 m 2 Y s 3670 343 m 8 X s 3694 342 m 1 Y s 3694 343 m 2 Y s 3686 343 m 8 X s 3710 342 m 2 Y s 3710 344 m 2 Y s 3702 344 m 8 X s 3726 341 m 1 Y s 3726 342 m 1 Y s 3718 342 m 8 X s 3742 340 m 1 Y s 3742 341 m 1 Y s 3734 341 m 8 X s 3758 341 m 1 Y s 3758 342 m 1 Y s 3750 342 m 8 X s 3774 341 m 2 Y s 3774 343 m 1 Y s 3766 343 m 8 X s 3789 342 m 1 Y s 3789 343 m 2 Y s 3781 343 m 8 X s 3805 340 m 1 Y s 3805 341 m 1 Y s 3797 341 m 8 X s 3821 343 m 2 Y s 3821 345 m 2 Y s 3813 345 m 8 X s 3837 342 m 2 Y s 3837 344 m 2 Y s 3829 344 m 8 X s 3853 341 m 1 Y s 3853 342 m 1 Y s 3845 342 m 8 X s 3869 341 m 2 Y s 3869 343 m 1 Y s 3861 343 m 8 X s 3885 340 m 1 Y s 3885 341 m 1 Y s 3877 341 m 8 X s 3901 342 m 1 Y s 3901 343 m 2 Y s 3893 343 m 8 X s 3909 340 m 8 X s 3933 341 m 1 Y s 3933 342 m 1 Y s 3925 342 m 8 X s 3949 343 m 2 Y s 3949 345 m 2 Y s 3941 345 m 8 X s 3965 340 m 1 Y s 3965 341 m 1 Y s 3957 341 m 8 X s 3981 342 m 2 Y s 3981 344 m 2 Y s 3973 344 m 8 X s 3996 341 m 1 Y s 3996 342 m 1 Y s 3989 342 m 7 X s 2608 2608 0 0 C /xs 0 def (m) /Times-Bold 88 stwn (pp) /Symbol 48 stwn ( \(MeV/c) /Times-Bold 88 stwn (2) /Times-Bold 48 stwn (\)) /Times-Bold 88 stwn gsave 2268 125 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (m) show currentpoint pop 0 t /Symbol findfont 62 sf 0 -23 m (pp) show currentpoint pop 0 t /Times-Bold findfont 88 sf 0 0 m ( \(MeV/c) show currentpoint pop 0 t /Times-Bold findfont 62 sf 0 34 m (2) show currentpoint pop 0 t /Times-Bold findfont 88 sf 0 0 m (\)) show gr 1928 1928 340 340 C 2608 2608 0 0 C 1928 1928 340 340 C 2608 2608 0 0 C 12 lw 1882 1832 m -60 X s gsave 1950 1802 t 0 r 0 0 m /Times-Bold findfont 100 sf 0 0 m (MC) show gr 1928 1928 340 340 C 2608 2608 0 0 C 1928 1928 340 340 C 2608 2608 0 0 C /w 50 def /w2 {w 2 div} def /w3 {w 3 div} def 1853 1989 m20 gsave 1950 1959 t 0 r 0 0 m /Times-Bold findfont 100 sf 0 0 m (Data) show gr 1928 1928 340 340 C 2608 2608 0 0 C 1928 1928 340 340 C 2608 2608 0 0 C gsave 437 2171 1928 1928 340 340 C gr gr showpage end %%EOF %%EndDocument @endspecial 227 2074 a Fu(Figure)22 b(6:)38 b(In)m(v)-5 b(arian)m(t)23 b(mass)g(distributions)c(for)k Fl(K)1945 2088 y Fj(S)2021 2074 y Fi(!)i Fl(\031)2192 2041 y Fo(+)2251 2074 y Fl(\031)2306 2041 y Fn(\000)2389 2074 y Fu(ev)m(en)m(ts.)39 b(P)m(oin)m(ts)24 b(and)e(histogram)227 2187 y(sho)m(w)30 b(the)h(distributions)26 b(for)k(data)h(and)f(MC)g(ev)m(en)m(ts,)i (resp)s(ectiv)m(ely)-8 b(.)1054 3950 y @beginspecial 0 @llx 0 @lly 395 @urx 365 @ury 1984 @rwi @setspecial %%BeginDocument: betaphi.eps %!PS-Adobe-3.0 EPSF-3.0 %%Creator: Tailor_Mac_To_EPS %%For: (Paolo) () %%Title: (Server HD:Desktop Folder:betaphi.eps) %%CreationDate: (Tue Feb 29 19:56:32 2000) %%BoundingBox: 0 0 395 365 %%DocumentProcessColors: Black %%DocumentFonts: Symbol %%+ Times-Roman %%DocumentNeededResources: font Symbol %%+ font Times-Roman %%Extensions: CMYK %%EndComments %%BeginProlog %%BeginResource: procset (Tailor_Mac_Gen) 2.0 7 /TailorDict 200 dict 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1157 y Fu(+)20 b Fl(t)1811 1171 y Fo(wire)1965 1157 y Fu(+)g Fl(t)2089 1172 y Fo(drift)2248 1157 y Fu(+)g Fl(t)2372 1171 y Fo(0)2411 1157 y Fl(:)982 b Fu(\(1\))227 1356 y(Here,)34 b Fl(t)503 1370 y Fo(TOF)692 1356 y Fu(is)e(the)h(particle)f(time)h(of)g(\015igh)m (t)g(up)f(to)h(the)h(wire)d(hit,)i Fl(t)2639 1370 y Fo(wire)2806 1356 y Fu(is)f(the)h(propagation)227 1465 y(time)c(of)h(the)g(signal)e (along)i(the)f(wire,)g Fl(t)1601 1480 y Fo(drift)1770 1465 y Fu(is)g(the)g(drift)f(time,)i(and)f Fl(t)2661 1479 y Fo(0)2730 1465 y Fu(is)g(a)h(time)f(o\013set.)41 b(The)227 1573 y(o\013sets)26 b Fl(t)531 1587 y Fo(0)595 1573 y Fu(are)f(calculated)g(using)e(cosmic-ra)m(y)j(ev)m(en)m(ts)g(at) g(the)f(b)s(eginning)d(of)j(eac)m(h)h(data-taking)227 1682 y(p)s(erio)s(d)21 b(\(i.e.,)k(ev)m(ery)f(few)e(mon)m(ths\),)j(or)e (whenev)m(er)g(the)h(readout)f(electronics)g(are)g(recon\014gured.)227 1790 y(Ab)s(out)e(10)591 1757 y Fo(7)653 1790 y Fu(ev)m(en)m(ts)i(are)f (required)e(in)h(order)g(to)i(obtain)e(the)h Fl(t)2296 1804 y Fo(0)2357 1790 y Fu(estimates.)38 b(The)22 b Fl(t)3001 1805 y Fo(drift)3143 1790 y Fu(+)s Fl(t)3250 1804 y Fo(0)3311 1790 y Fu(terms)227 1898 y(are)30 b(isolated)f(b)m(y)h(computing)f Fl(t)1319 1912 y Fo(TOF)1505 1898 y Fu(and)g Fl(t)1714 1912 y Fo(wire)1877 1898 y Fu(ev)m(en)m(t-b)m(y-ev)m(en)m(t,)34 b(appro)m(ximating)29 b(cosmic-ra)m(y)227 2007 y(trac)m(ks)i(b)m(y)f (straigh)m(t)h(lines)e([6].)227 2174 y(Calibration)d(of)k(the)f Fl(s)p Fu({)p Fl(t)g Fu(relations)f(is)g(p)s(erformed)f(b)m(y)i(an)g (iterativ)m(e)h(pro)s(cedure)d(whic)m(h)h(recon-)227 2282 y(structs)35 b(trac)m(ks,)j(c)m(hec)m(ks)f(the)f(residuals)d (\(the)j(di\013erence)f(b)s(et)m(w)m(een)h(the)f(impact)g(parameters) 227 2391 y(estimated)e(using)f(the)i(existing)e Fl(s)p Fu({)p Fl(t)h Fu(relations)f(and)h(those)h(giv)m(en)f(b)m(y)g(the)g (trac)m(k)i(\014t\),)f(and,)g(if)227 2499 y(required,)39 b(pro)s(duces)f(a)i(new)e(set)i(of)f(calibration)f(parameters.)67 b(The)38 b(pro)s(cedure)g(starts)i(b)m(y)227 2607 y(reconstructing)27 b(a)h(calibration)f(sample)g(\(t)m(ypically)-8 b(,)28 b(cosmic-ra)m(y)h(ev)m(en)m(ts\))g(with)e(the)h(standard)227 2716 y(PR)33 b(and)f(TF)h(algorithms.)49 b(The)32 b(mean)h(residuals)e (as)j(a)f(function)f(of)i(reconstructed)f(impact)227 2824 y(parameter)j(are)g(then)g(obtained)f(for)h(eac)m(h)h(set)f(of)g (hits)f(corresp)s(onding)f(to)i(eac)m(h)h(of)f(the)g(232)227 2933 y Fl(s)p Fu({)p Fl(t)31 b Fu(relations.)45 b(The)31 b(impact)g(parameters)h(estimated)h(from)e(the)h(drift)e(time)i(of)g (eac)m(h)h(hit)d(are)227 3041 y(then)h(corrected)h(b)m(y)g(the)f (corresp)s(onding)f(v)-5 b(alue)30 b(of)i(the)f(mean)h(residual,)e(and) g(the)i(trac)m(ks)g(are)227 3149 y(reconstructed)j(again.)56 b(The)35 b(iteration)g(is)f(halted)h(when)f(for)i(eac)m(h)g(of)g(the)f (232)i(parameteri-)227 3258 y(zations,)h(the)e(corrections)h(are)f (smaller)f(than)h(40)h Fl(\026)p Fu(m)f(for)g(hits)f(in)g(the)h(cen)m (tral)h(part)f(of)h(the)227 3366 y(drift)30 b(region)h(of)h(their)f (cells.)44 b(Finally)-8 b(,)30 b(the)i(232)h(\014ne)e Fl(s)p Fu({)p Fl(t)h Fu(relations)f(are)h(\014tted,)g(and)f(the)h(new) 227 3475 y(co)s(e\016cien)m(ts)f Fl(C)759 3442 y Fj(k)752 3500 y(i)831 3475 y Fu(are)g(calculated.)227 3642 y(The)43 b(calibration)g(program)h(is)f(incorp)s(orated)g(in)m(to)h(the)g(KLOE)f (online)f(system.)82 b(A)44 b(syn-)227 3750 y(c)m(hronous)35 b(pro)s(cedure)g(automatically)h(starts)g(at)g(the)g(b)s(eginning)d(of) j(eac)m(h)h(run,)f(and)f(selects)227 3859 y(80)15 b(000)31 b(cosmic-ra)m(y)e(ev)m(en)m(ts)h(from)e(the)h(ev)m(en)m(t-building)d (no)s(des)i(using)g Ff(kid)p Fu(.)40 b(These)29 b(ev)m(en)m(ts)g(are) 227 3967 y(then)i(trac)m(k)m(ed)j(using)c(the)i(existing)f Fl(s)p Fu({)p Fl(t)h Fu(relations,)f(and)g(the)h(absolute)g(v)-5 b(alue)31 b(of)h(the)g(a)m(v)m(erage)227 4075 y(of)i(the)f(residuals)f (for)h(hits)f(in)h(the)g(cen)m(tral)h(part)g(of)g(the)f(drift)f(region) i(is)e(monitored.)50 b(If)33 b(this)227 4184 y(v)-5 b(alue)28 b(exceeds)h(40)g Fl(\026)p Fu(m,)g(300)15 b(000)31 b(cosmic-ra)m(y)e (ev)m(en)m(ts)h(are)f(collected,)g(and)f(the)g(async)m(hronous)227 4292 y(pro)s(cedure)i(describ)s(ed)g(ab)s(o)m(v)m(e)j(pro)s(duces)d(a)j (new)e(set)h(of)g(calibration)e(constan)m(ts.)46 b(Dep)s(ending)227 4401 y(on)38 b(bac)m(kground)g(conditions,)h(the)f(\014lters)g(on)g (the)g(farm)g(select)h(ev)m(en)m(ts)g(at)g(a)g(rate)g(b)s(et)m(w)m(een) 227 4509 y(25)34 b(and)f(30)i(Hz)q(.)50 b(The)34 b(ev)m(en)m(t)h (collection)e(therefore)i(tak)m(es)g(therefore)f(ab)s(out)f(3)i(hours,) e(and)g(a)227 4617 y(comparable)23 b(amoun)m(t)h(of)f(time)g(is)f (needed)h(for)g(the)h(analysis)e([6].)39 b(A)23 b(complete)h (recalibration)e(is)227 4726 y(only)j(necessary)i(a)g(few)f(times)g(p)s (er)f(data-taking)j(p)s(erio)s(d,)d(essen)m(tially)g(when)h(the)g (atmospheric)227 4834 y(pressure)j(c)m(hanges)i(b)m(y)f(more)h(than)f (1\045.)227 5001 y(Fig.)c(8)g(sho)m(ws)g(the)g(resolution)e(a)m(v)m (eraged)29 b(o)m(v)m(er)e(all)e(wires)f(as)i(a)h(function)d(of)i(the)g (reconstructed)227 5110 y(impact)h(parameter.)41 b(The)27 b(spatial)g(resolution)g(is)g(b)s(etter)h(than)g(200)h Fl(\026)p Fu(m)f(o)m(v)m(er)h(a)g(large)f(part)g(of)227 5218 y(the)i(drift)f(cell.)1835 5832 y(15)p eop %%Page: 16 19 16 18 bop 227 1662 a @beginspecial 33 @llx 152 @lly 578 @urx 669 @ury 1904 @rwi @setspecial %%BeginDocument: reso_2x2.eps %!PS-Adobe-3.0 EPSF-3.0 %%Creator: Adobe Illustrator(TM) 5.0 %%For: (QuadraRob) (Gallo Pomi) %%Title: (reso_2x2.eps) %%CreationDate: (2/19/1) (12:59 PM) %%BoundingBox: 33 152 578 669 %%HiResBoundingBox: 34.4375 152.7656 576.8385 668.5939 %%DocumentProcessColors: Black %%DocumentFonts: Symbol %%+ Times-Bold %%DocumentSuppliedResources: procset Adobe_level2_AI5 1.0 0 %%+ procset Adobe_typography_AI5 1.0 0 %%+ procset Adobe_IllustratorA_AI5 1.0 0 %AI5_FileFormat 1.1 %AI3_ColorUsage: Black&White %AI3_IncludePlacedImages %AI3_TemplateBox: 312.5 406 312.5 406 %AI3_TileBox: 30 31 582 759 %AI3_DocumentPreview: Header %AI5_ArtSize: 612 792 %AI5_RulerUnits: 1 %AI5_ArtFlags: 1 0 0 1 0 0 %AI5_TargetResolution: 800 %AI5_NumLayers: 1 %AI5_OpenToView: -71.5 670 1 794 557 18 0 1 3 40 %AI5_OpenViewLayers: 7 %%EndComments %%BeginProlog %%BeginResource: procset Adobe_level2_AI5 1.0 0 %%Title: (Adobe Illustrator (R) Version 5.0 Level 2 Emulation) %%Version: 1.0 %%CreationDate: (04/10/93) () %%Copyright: ((C) 1987-1993 Adobe Systems Incorporated All Rights Reserved) userdict /Adobe_level2_AI5 21 dict dup begin put /packedarray where not { userdict begin /packedarray { array astore readonly } bind def /setpacking /pop load def /currentpacking false def end 0 } if pop userdict /defaultpacking currentpacking put true setpacking /initialize { Adobe_level2_AI5 begin } bind def /terminate { currentdict Adobe_level2_AI5 eq { end } if } bind def mark /setcustomcolor where not { /findcmykcustomcolor { 5 packedarray } bind def /setcustomcolor { exch aload pop pop 4 { 4 index mul 4 1 roll } repeat 5 -1 roll pop setcmykcolor } def } if /gt38? version cvx exec 38 gt def userdict /deviceDPI 72 0 matrix defaultmatrix dtransform dup mul exch dup mul add sqrt put userdict /level2? systemdict /languagelevel known dup { pop systemdict /languagelevel get 2 ge } if put level2? not { /setcmykcolor where not { /setcmykcolor { exch .11 mul add exch .59 mul add exch .3 mul add 1 exch sub setgray } def } if /currentcmykcolor where not { /currentcmykcolor { 0 0 0 1 currentgray sub } def } if /setoverprint where not { /setoverprint /pop load def } if /selectfont where not { /selectfont { exch findfont exch dup type /arraytype eq { makefont } { scalefont } ifelse setfont } bind def } if /cshow where not { /cshow { [ 0 0 5 -1 roll aload pop ] cvx bind forall } bind def } if } if cleartomark /anyColor? { add add add 0 ne } bind def /testColor { gsave setcmykcolor currentcmykcolor grestore } bind def /testCMYKColorThrough { testColor anyColor? } bind def userdict /composite? level2? { gsave 1 1 1 1 setcmykcolor currentcmykcolor grestore add add add 4 eq } { 1 0 0 0 testCMYKColorThrough 0 1 0 0 testCMYKColorThrough 0 0 1 0 testCMYKColorThrough 0 0 0 1 testCMYKColorThrough and and and } ifelse put composite? not { userdict begin gsave /cyan? 1 0 0 0 testCMYKColorThrough def /magenta? 0 1 0 0 testCMYKColorThrough def /yellow? 0 0 1 0 testCMYKColorThrough def /black? 0 0 0 1 testCMYKColorThrough def grestore /isCMYKSep? cyan? magenta? yellow? black? or or or def /customColor? isCMYKSep? not def end } if end defaultpacking setpacking %%EndResource %%BeginResource: procset Adobe_typography_AI5 1.0 0 %%Title: (Typography Operators) %%Version: 1.0 %%CreationDate:(03/26/93) () %%Copyright: ((C) 1987-1993 Adobe Systems Incorporated All Rights Reserved) currentpacking true setpacking userdict /Adobe_typography_AI5 48 dict dup begin put /initialize { begin begin Adobe_typography_AI5 begin Adobe_typography_AI5 { dup xcheck { bind } if pop pop } forall end end end Adobe_typography_AI5 begin } def /terminate { currentdict Adobe_typography_AI5 eq { end } if } def /modifyEncoding { /_tempEncode exch ddef /_pntr 0 ddef { counttomark -1 roll dup type dup /marktype eq { pop pop exit } { /nametype eq { _tempEncode /_pntr dup load dup 3 1 roll 1 add ddef 3 -1 roll put } { /_pntr exch ddef } ifelse } ifelse } loop _tempEncode } def /TE { StandardEncoding 256 array copy modifyEncoding /_nativeEncoding exch def } def % /TZ { dup type /arraytype eq { /_wv exch def } { /_wv 0 def } ifelse /_useNativeEncoding exch def pop pop findfont _wv type /arraytype eq { _wv makeblendedfont } if dup length 2 add dict begin mark exch { 1 index /FID ne { def } if cleartomark mark } forall pop /FontName exch def counttomark 0 eq { 1 _useNativeEncoding eq { /Encoding _nativeEncoding def } if cleartomark } { /Encoding load 256 array copy modifyEncoding /Encoding exch def } ifelse FontName currentdict end definefont pop } def /tr { _ax _ay 3 2 roll } def /trj { _cx _cy _sp _ax _ay 6 5 roll } def /a0 { /Tx { dup currentpoint 3 2 roll tr _psf newpath moveto tr _ctm _pss } ddef /Tj { dup currentpoint 3 2 roll trj _pjsf newpath moveto trj _ctm _pjss } ddef } def /a1 { /Tx { dup currentpoint 4 2 roll gsave dup currentpoint 3 2 roll tr _psf newpath moveto tr _ctm _pss grestore 3 1 roll moveto tr sp } ddef /Tj { dup currentpoint 4 2 roll gsave dup currentpoint 3 2 roll trj _pjsf newpath moveto trj _ctm _pjss grestore 3 1 roll moveto tr jsp } ddef } def /e0 { /Tx { tr _psf } ddef /Tj { trj _pjsf } ddef } def /e1 { /Tx { dup currentpoint 4 2 roll gsave tr _psf grestore 3 1 roll moveto tr sp } ddef /Tj { dup currentpoint 4 2 roll gsave trj _pjsf grestore 3 1 roll moveto tr jsp } ddef } def /i0 { /Tx { tr sp } ddef /Tj { trj jsp } ddef } def /i1 { W N } def /o0 { /Tx { tr sw rmoveto } ddef /Tj { trj swj rmoveto } ddef } def /r0 { /Tx { tr _ctm _pss } ddef /Tj { trj _ctm _pjss } ddef } def /r1 { /Tx { dup currentpoint 4 2 roll currentpoint gsave newpath moveto tr _ctm _pss grestore 3 1 roll moveto tr sp } ddef /Tj { dup currentpoint 4 2 roll currentpoint gsave newpath moveto trj _ctm _pjss grestore 3 1 roll moveto tr jsp } ddef } def /To { pop _ctm currentmatrix pop } def /TO { iTe _ctm setmatrix newpath } def /Tp { pop _tm astore pop _ctm setmatrix _tDict begin /W { } def /h { } def } def /TP { end iTm 0 0 moveto } def /Tr { _render 3 le { currentpoint newpath moveto } if dup 8 eq { pop 0 } { dup 9 eq { pop 1 } if } ifelse dup /_render exch ddef _renderStart exch get load exec } def /iTm { _ctm setmatrix _tm concat 0 _rise translate _hs 1 scale } def /Tm { _tm astore pop iTm 0 0 moveto } def /Td { _mtx translate _tm _tm concatmatrix pop iTm 0 0 moveto } def /iTe { _render -1 eq { } { _renderEnd _render get dup null ne { load exec } { pop } ifelse } ifelse /_render -1 ddef } def /Ta { pop } def /Tf { dup 1000 div /_fScl exch ddef exch findfont exch scalefont setfont } def /Tl { pop 0 exch _leading astore pop } def /Tt { pop } def /TW { 3 npop } def /Tw { /_cx exch ddef } def /TC { 3 npop } def /Tc { /_ax exch ddef } def /Ts { /_rise exch ddef currentpoint iTm moveto } def /Ti { 3 npop } def /Tz { 100 div /_hs exch ddef iTm } def /TA { pop } def /Tq { pop } def /Th { pop pop pop pop pop } def /TX { pop } def /Tk { exch pop _fScl mul neg 0 rmoveto } def /TK { 2 npop } def /T* { _leading aload pop neg Td } def /T*- { _leading aload pop Td } def /T- { _hyphen Tx } def /T+ { } def /TR { _ctm currentmatrix pop _tm astore pop iTm 0 0 moveto } def /TS { 0 eq { Tx } { Tj } ifelse } def currentdict readonly pop end setpacking %%EndResource %%BeginResource: procset Adobe_IllustratorA_AI5 1.0 0 %%Title: (Adobe Illustrator (R) Version 5.0 Abbreviated Prolog) %%Version: 1.0 %%CreationDate: (3/26/93) () %%Copyright: ((C) 1987-1993 Adobe Systems Incorporated All Rights Reserved) currentpacking true setpacking userdict /Adobe_IllustratorA_AI5_vars 70 dict dup begin put /_lp /none def /_pf { } def /_ps { } def /_psf { } def /_pss { } def /_pjsf { } def /_pjss { } def /_pola 0 def /_doClip 0 def /cf currentflat def /_tm matrix def /_renderStart [ /e0 /r0 /a0 /o0 /e1 /r1 /a1 /i0 ] def /_renderEnd [ null null null null /i1 /i1 /i1 /i1 ] def /_render -1 def /_rise 0 def /_ax 0 def /_ay 0 def /_cx 0 def /_cy 0 def /_leading [ 0 0 ] def /_ctm matrix def /_mtx matrix def /_sp 16#020 def /_hyphen (-) def /_fScl 0 def /_cnt 0 def /_hs 1 def /_nativeEncoding 0 def /_useNativeEncoding 0 def /_tempEncode 0 def /_pntr 0 def /_tDict 2 dict def /_wv 0 def /Tx { } def /Tj { } def /CRender { } def /_AI3_savepage { } def /_gf null def /_cf 4 array def /_if null def /_of false def /_fc { } def /_gs null def /_cs 4 array def /_is null def /_os false def /_sc { } def /discardSave null def /buffer 256 string def /beginString null def /endString null def /endStringLength null def /layerCnt 1 def /layerCount 1 def /perCent (%) 0 get def /perCentSeen? false def /newBuff null def /newBuffButFirst null def /newBuffLast null def /clipForward? false def end userdict /Adobe_IllustratorA_AI5 74 dict dup begin put /initialize { Adobe_IllustratorA_AI5 dup begin Adobe_IllustratorA_AI5_vars begin discardDict { bind pop pop } forall dup /nc get begin { dup xcheck 1 index type /operatortype ne and { bind } if pop pop } forall end newpath } def /terminate { end end } def /_ null def /ddef { Adobe_IllustratorA_AI5_vars 3 1 roll put } def /xput { dup load dup length exch maxlength eq { dup dup load dup length 2 mul dict copy def } if load begin def end } def /npop { { pop } repeat } def /sw { dup length exch stringwidth exch 5 -1 roll 3 index mul add 4 1 roll 3 1 roll mul add } def /swj { dup 4 1 roll dup length exch stringwidth exch 5 -1 roll 3 index mul add 4 1 roll 3 1 roll mul add 6 2 roll /_cnt 0 ddef { 1 index eq { /_cnt _cnt 1 add ddef } if } forall pop exch _cnt mul exch _cnt mul 2 index add 4 1 roll 2 index add 4 1 roll pop pop } def /ss { 4 1 roll { 2 npop (0) exch 2 copy 0 exch put pop gsave false charpath currentpoint 4 index setmatrix stroke grestore moveto 2 copy rmoveto } exch cshow 3 npop } def /jss { 4 1 roll { 2 npop (0) exch 2 copy 0 exch put gsave _sp eq { exch 6 index 6 index 6 index 5 -1 roll widthshow currentpoint } { false charpath currentpoint 4 index setmatrix stroke } ifelse grestore moveto 2 copy rmoveto } exch cshow 6 npop } def /sp { { 2 npop (0) exch 2 copy 0 exch put pop false charpath 2 copy rmoveto } exch cshow 2 npop } def /jsp { { 2 npop (0) exch 2 copy 0 exch put _sp eq { exch 5 index 5 index 5 index 5 -1 roll widthshow } { false charpath } ifelse 2 copy rmoveto } exch cshow 5 npop } def /pl { transform 0.25 sub round 0.25 add exch 0.25 sub round 0.25 add exch itransform } def /setstrokeadjust where { pop true setstrokeadjust /c { curveto } def /C /c load def /v { currentpoint 6 2 roll curveto } def /V /v load def /y { 2 copy curveto } def /Y /y load def /l { lineto } def /L /l load def /m { moveto } def } { /c { pl curveto } def /C /c load def /v { currentpoint 6 2 roll pl curveto } def /V /v load def /y { pl 2 copy curveto } def /Y /y load def /l { pl lineto } def /L /l load def /m { pl moveto } def } ifelse /d { setdash } def /cf { } def /i { dup 0 eq { pop cf } if setflat } def /j { setlinejoin } def /J { setlinecap } def /M { setmiterlimit } def /w { setlinewidth } def /H { } def /h { closepath } def /N { _pola 0 eq { _doClip 1 eq { clip /_doClip 0 ddef } if newpath } { /CRender { N } ddef } ifelse } def /n { N } def /F { _pola 0 eq { _doClip 1 eq { gsave _pf grestore clip newpath /_lp /none ddef _fc /_doClip 0 ddef } { _pf } ifelse } { /CRender { F } ddef } ifelse } def /f { closepath F } def /S { _pola 0 eq { _doClip 1 eq { gsave _ps grestore clip newpath /_lp /none ddef _sc /_doClip 0 ddef } { _ps } ifelse } { /CRender { S } ddef } ifelse } def /s { closepath S } def /B { _pola 0 eq { _doClip 1 eq gsave F grestore { gsave S grestore clip newpath /_lp /none ddef _sc /_doClip 0 ddef } { S } ifelse } { /CRender { B } ddef } ifelse } def /b { closepath B } def /W { /_doClip 1 ddef } def /* { count 0 ne { dup type /stringtype eq { pop } if } if _pola 0 eq { newpath } if } def /u { } def /U { } def /q { _pola 0 eq { gsave } if } def /Q { _pola 0 eq { grestore } if } def /*u { _pola 1 add /_pola exch ddef } def /*U { _pola 1 sub /_pola exch ddef _pola 0 eq { CRender } if } def /D { pop } def /*w { } def /*W { } def /` { /_i save ddef clipForward? { nulldevice } if 6 1 roll 4 npop concat pop userdict begin /showpage { } def 0 setgray 0 setlinecap 1 setlinewidth 0 setlinejoin 10 setmiterlimit [ ] 0 setdash newpath 0 setgray false setoverprint } def /~ { end _i restore } def /O { 0 ne /_of exch ddef /_lp /none ddef } def /R { 0 ne /_os exch ddef /_lp /none ddef } def /g { /_gf exch ddef /_fc { _lp /fill ne { _of setoverprint _gf setgray /_lp /fill ddef } if } ddef /_pf { _fc fill } ddef /_psf { _fc ashow } ddef /_pjsf { _fc awidthshow } ddef /_lp /none ddef } def /G { /_gs exch ddef /_sc { _lp /stroke ne { _os setoverprint _gs setgray /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /k { _cf astore pop /_fc { _lp /fill ne { _of setoverprint _cf aload pop setcmykcolor /_lp /fill ddef } if } ddef /_pf { _fc fill } ddef /_psf { _fc ashow } ddef /_pjsf { _fc awidthshow } ddef /_lp /none ddef } def /K { _cs astore pop /_sc { _lp /stroke ne { _os setoverprint _cs aload pop setcmykcolor /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /x { /_gf exch ddef findcmykcustomcolor /_if exch ddef /_fc { _lp /fill ne { _of setoverprint _if _gf 1 exch sub setcustomcolor /_lp /fill ddef } if } ddef /_pf { _fc fill } ddef /_psf { _fc ashow } ddef /_pjsf { _fc awidthshow } ddef /_lp /none ddef } def /X { /_gs exch ddef findcmykcustomcolor /_is exch ddef /_sc { _lp /stroke ne { _os setoverprint _is _gs 1 exch sub setcustomcolor /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /A { pop } def /annotatepage { userdict /annotatepage 2 copy known {get exec} {pop pop} ifelse } def /discard { save /discardSave exch store discardDict begin /endString exch store version cvx exec 38 gt { 2 add } if load stopped pop end discardSave restore } bind def userdict /discardDict 7 dict dup begin put /pre38Initialize { /endStringLength endString length store /newBuff buffer 0 endStringLength getinterval store /newBuffButFirst newBuff 1 endStringLength 1 sub getinterval store /newBuffLast newBuff endStringLength 1 sub 1 getinterval store } def /shiftBuffer { newBuff 0 newBuffButFirst putinterval newBuffLast 0 currentfile read not { stop } if put } def 0 { pre38Initialize mark currentfile newBuff readstring exch pop { { newBuff endString eq { cleartomark stop } if shiftBuffer } loop } { stop } ifelse } def 1 { pre38Initialize /beginString exch store mark currentfile newBuff readstring exch pop { { newBuff beginString eq { /layerCount dup load 1 add store } { newBuff endString eq { /layerCount dup load 1 sub store layerCount 0 eq { cleartomark stop } if } if } ifelse shiftBuffer } loop } { stop } ifelse } def 2 { mark { currentfile buffer readline not { stop } if endString eq { cleartomark stop } if } loop } def 3 { /beginString exch store /layerCnt 1 store mark { currentfile buffer readline not { stop } if dup beginString eq { pop /layerCnt dup load 1 add store } { endString eq { layerCnt 1 eq { cleartomark stop } { /layerCnt dup load 1 sub store } ifelse } if } ifelse } loop } def end userdict /clipRenderOff 15 dict dup begin put { /n /N /s /S /f /F /b /B } { { _doClip 1 eq { /_doClip 0 ddef clip } if newpath } def } forall /Tr /pop load def /Bb {} def /BB /pop load def /Bg {12 npop} def /Bm {6 npop} def /Bc /Bm load def /Bh {4 npop} def end /Lb { 4 npop 6 1 roll pop 4 1 roll pop pop pop 0 eq { 0 eq { (%AI5_BeginLayer) 1 (%AI5_EndLayer--) discard } { /clipForward? true def /Tx /pop load def /Tj /pop load def currentdict end clipRenderOff begin begin } ifelse } { 0 eq { save /discardSave exch store } if } ifelse } bind def /LB { discardSave dup null ne { restore } { pop clipForward? { currentdict end end begin /clipForward? false ddef } if } ifelse } bind def /Pb { pop pop 0 (%AI5_EndPalette) discard } bind def /Np { 0 (%AI5_End_NonPrinting--) discard } bind def /Ln /pop load def /Ap /pop load def /Ar { 72 exch div 0 dtransform dup mul exch dup mul add sqrt dup 1 lt { pop 1 } if setflat } def /Mb { q } def /Md { } def /MB { Q } def /nc 3 dict def nc begin /setgray { pop } bind def /setcmykcolor { 4 npop } bind def /setcustomcolor { 2 npop } bind def currentdict readonly pop end currentdict readonly pop end setpacking %%EndResource %%EndProlog %%BeginSetup %%IncludeFont: Symbol %%IncludeFont: Times-Bold Adobe_level2_AI5 /initialize get exec Adobe_IllustratorA_AI5_vars Adobe_IllustratorA_AI5 Adobe_typography_AI5 /initialize get exec Adobe_IllustratorA_AI5 /initialize get exec [ 39/quotesingle 96/grave 128/Adieresis/Aring/Ccedilla/Eacute/Ntilde/Odieresis /Udieresis/aacute/agrave/acircumflex/adieresis/atilde/aring/ccedilla/eacute /egrave/ecircumflex/edieresis/iacute/igrave/icircumflex/idieresis/ntilde /oacute/ograve/ocircumflex/odieresis/otilde/uacute/ugrave/ucircumflex /udieresis/dagger/degree/cent/sterling/section/bullet/paragraph/germandbls /registered/copyright/trademark/acute/dieresis/.notdef/AE/Oslash /.notdef/plusminus/.notdef/.notdef/yen/mu/.notdef/.notdef /.notdef/.notdef/.notdef/ordfeminine/ordmasculine/.notdef/ae/oslash /questiondown/exclamdown/logicalnot/.notdef/florin/.notdef/.notdef /guillemotleft/guillemotright/ellipsis/.notdef/Agrave/Atilde/Otilde/OE/oe /endash/emdash/quotedblleft/quotedblright/quoteleft/quoteright/divide /.notdef/ydieresis/Ydieresis/fraction/currency/guilsinglleft/guilsinglright 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%%EndSetup %AI5_BeginLayer 1 1 1 1 0 0 0 79 128 255 Lb (Livello 1) Ln 0 A q 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 43.5 133.5 m 43.5 700.5 l 610.5 700.5 l 610.5 133.5 l 43.5 133.5 l h W n 0 To 1 0 0 1 359.444 171 0 Tp TP 0 Tr 0 O 0 0 0 1 k /_Times-Bold 24 Tf 0 Ts 100 Tz 0 Tt 0 TA 0 0 5 TC 100 100 200 TW 0 0 0 Ti 0 Ta 0 0 2 2 3 Th 0 Tq 0 0 Tl 0 Tc 0 Tw (Drift distance \(cm\)) Tx (\r) TX TO 0 To 0 1 -1 0 71.75 474.6794 0 Tp TP 0 Tr (Resolution \() Tx (\r) TX TO 0 To 0 1 -1 0 71.75 602.5368 0 Tp TP 0 Tr /_Symbol 24 Tf (m) Tx (\r) TX TO 0 To 0 1 -1 0 71.75 616.4337 0 Tp TP 0 Tr /_Times-Bold 24 Tf (m\)) Tx (\r) TX TO Q 0 A q 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 128.5 218.5 m 128.5 643.75 l 553.75 643.75 l 553.75 218.5 l 128.5 218.5 l h W n Q 0 A 0 R 0 G 800 Ar 0 J 0 j 0.75 w 10 M []0 d %AI3_Note: 0 D 128.5 218.5 m 128.5 643.75 l 553.75 643.75 l 553.75 218.5 l 128.5 218.5 l s q 1 w 4 M 128.5 218.5 m 128.5 643.75 l 553.75 643.75 l 553.75 218.5 l 128.5 218.5 l h W n 0 R 0 G 0.75 w 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m 207.25 387.5 l S 0 O 0 0 0 1 k 199.56 387.48 m 199.56 387.48 l 199.56 387.48 l 199.56 387.48 l 199.56 387.48 l F 0 R 0 G 215.25 381.25 m 215.25 381.75 l S 215.25 382 m 215.25 382.5 l S 207.25 382 m 215 382 l S 215.25 382 m 223 382 l S 0 O 0 0 0 1 k 215.16 381.96 m 215.16 381.96 l 215.16 381.96 l 215.16 381.96 l 215.16 381.96 l F 0 R 0 G 231 369.25 m 231 369.5 l S 231 369.75 m 231 370.25 l S 223 369.75 m 230.75 369.75 l S 231 369.75 m 238.75 369.75 l S 0 O 0 0 0 1 k 231 369.72 m 231 369.72 l 231 369.72 l 231 369.72 l 231 369.72 l F 0 R 0 G 246.75 363.25 m 246.75 363.5 l S 246.75 364 m 246.75 364.25 l S 238.75 363.75 m 246.5 363.75 l S 246.75 363.75 m 254.5 363.75 l S 0 O 0 0 0 1 k 246.84 363.72 m 246.84 363.72 l 246.84 363.72 l 246.84 363.72 l 246.84 363.72 l F 0 R 0 G 262.5 355.75 m 262.5 356 l S 262.5 356.5 m 262.5 356.75 l S 254.5 356.25 m 262.25 356.25 l S 262.5 356.25 m 270.25 356.25 l S 0 O 0 0 0 1 k 262.44 356.28 m 262.44 356.28 l 262.44 356.28 l 262.44 356.28 l 262.44 356.28 l F 0 R 0 G 278.25 352.5 m 278.25 352.75 l S 270.25 352.5 m 278 352.5 l S 278.25 352.5 m 286 352.5 l S 0 O 0 0 0 1 k 278.28 352.44 m 278.28 352.44 l 278.28 352.44 l 278.28 352.44 l 278.28 352.44 l F 0 R 0 G 294 350.75 m 294 351 l S 294 351.25 m 294 351.5 l S 286 351 m 293.75 351 l S 294 351 m 301.75 351 l S 0 O 0 0 0 1 k 293.88 351 m 293.88 351 l 293.88 351 l 293.88 351 l 293.88 351 l F 0 R 0 G 309.75 346.75 m 309.75 347 l S 309.75 347.25 m 309.75 347.5 l S 301.75 347 m 309.5 347 l S 309.75 347 m 317.5 347 l S 0 O 0 0 0 1 k 309.72 346.92 m 309.72 346.92 l 309.72 346.92 l 309.72 346.92 l 309.72 346.92 l F 0 R 0 G 325.5 346.5 m 325.5 346.75 l S 325.5 347 m 325.5 347.25 l S 317.5 346.75 m 325.25 346.75 l S 325.5 346.75 m 333.25 346.75 l S 0 O 0 0 0 1 k 325.56 346.68 m 325.56 346.68 l 325.56 346.68 l 325.56 346.68 l 325.56 346.68 l F 0 R 0 G 341.25 344.75 m 341.25 345 l S 341.25 345.25 m 341.25 345.5 l S 333.25 345 m 341 345 l S 341.25 345 m 349 345 l S 0 O 0 0 0 1 k 341.16 345 m 341.16 345 l 341.16 345 l 341.16 345 l 341.16 345 l F 0 R 0 G 357 347.75 m 357 348 l S 357 348.25 m 357 348.75 l S 349 348.25 m 356.75 348.25 l S 357 348.25 m 364.75 348.25 l S 0 O 0 0 0 1 k 357 348.36 m 357 348.36 l 357 348.36 l 357 348.36 l 357 348.36 l F 0 R 0 G 372.75 345 m 372.75 345.25 l S 372.75 345.75 m 372.75 346 l S 364.75 345.5 m 372.5 345.5 l S 372.75 345.5 m 380.5 345.5 l S 0 O 0 0 0 1 k 372.84 345.48 m 372.84 345.48 l 372.84 345.48 l 372.84 345.48 l 372.84 345.48 l F 0 R 0 G 388.5 346.75 m 388.5 347 l S 388.5 347.25 m 388.5 347.5 l S 380.5 347.25 m 388.25 347.25 l S 388.5 347.25 m 396.25 347.25 l S 0 O 0 0 0 1 k 388.44 347.16 m 388.44 347.16 l 388.44 347.16 l 388.44 347.16 l 388.44 347.16 l F 0 R 0 G 396.25 348.75 m 404 348.75 l S 404.25 348.75 m 412 348.75 l S 0 O 0 0 0 1 k 404.28 348.84 m 404.28 348.84 l 404.28 348.84 l 404.28 348.84 l 404.28 348.84 l F 0 R 0 G 420 352 m 420 352.25 l S 420 352.5 m 420 352.75 l S 412 352.25 m 419.75 352.25 l S 420 352.25 m 427.75 352.25 l S 0 O 0 0 0 1 k 419.88 352.2 m 419.88 352.2 l 419.88 352.2 l 419.88 352.2 l 419.88 352.2 l F 0 R 0 G 435.75 358.25 m 435.75 358.5 l S 435.75 358.75 m 435.75 359.25 l S 427.75 358.75 m 435.5 358.75 l S 435.75 358.75 m 443.5 358.75 l S 0 O 0 0 0 1 k 435.72 358.68 m 435.72 358.68 l 435.72 358.68 l 435.72 358.68 l 435.72 358.68 l F 0 R 0 G 451.5 371.5 m 451.5 371.75 l S 451.5 372 m 451.5 372.5 l S 443.5 372 m 451.25 372 l S 451.5 372 m 459.25 372 l S 0 O 0 0 0 1 k 451.56 371.88 m 451.56 371.88 l 451.56 371.88 l 451.56 371.88 l 451.56 371.88 l F 0 R 0 G 467.25 400 m 467.25 400.5 l S 467.25 400.75 m 467.25 401.25 l S 459.25 400.5 m 467 400.5 l S 467.25 400.5 m 475 400.5 l S 0 O 0 0 0 1 k 467.16 400.44 m 467.16 400.44 l 467.16 400.44 l 467.16 400.44 l 467.16 400.44 l F 0 R 0 G 483 471.5 m 483 472.25 l S 483 472.5 m 483 473.5 l S 475 472.5 m 482.75 472.5 l S 483 472.5 m 490.75 472.5 l S 0 O 0 0 0 1 k 483 472.44 m 483 472.44 l 483 472.44 l 483 472.44 l 483 472.44 l F 0 R 0 G 498.75 469.5 m 498.75 470.5 l S 498.75 470.75 m 498.75 471.75 l S 490.75 470.75 m 498.5 470.75 l S 498.75 470.75 m 506.5 470.75 l S 0 O 0 0 0 1 k 498.84 470.76 m 498.84 470.76 l 498.84 470.76 l 498.84 470.76 l 498.84 470.76 l F 0 R 0 G 514.5 391 m 514.5 392.75 l S 514.5 393 m 514.5 394.75 l S 506.5 392.75 m 514.25 392.75 l S 514.5 392.75 m 522.25 392.75 l S 0 O 0 0 0 1 k 514.44 392.76 m 514.44 392.76 l 514.44 392.76 l 514.44 392.76 l 514.44 392.76 l F 0 R 0 G 530.25 390.75 m 530.25 393 l S 530.25 393.5 m 530.25 395.75 l S 522.25 393.25 m 530 393.25 l S 530.25 393.25 m 538 393.25 l S 0 O 0 0 0 1 k 530.28 393.24 m 530.28 393.24 l 530.28 393.24 l 530.28 393.24 l 530.28 393.24 l F 0 R 0 G 546 421.5 m 546 424.75 l S 546 425 m 546 428.25 l S 538 425 m 545.75 425 l S 546 425 m 553.75 425 l S 0 O 0 0 0 1 k 545.88 424.92 m 545.88 424.92 l 545.88 424.92 l 545.88 424.92 l 545.88 424.92 l F Q 0 A 0 R 0 G 800 Ar 0 J 0 j 0.25 w 10 M []0 d %AI3_Note: 0 D 128.5 218.5 m 128.5 643.75 l S 0.75 w 137 218.5 m 128.5 218.5 l S 132.75 227 m 128.5 227 l S 132.75 235.5 m 128.5 235.5 l S 132.75 244 m 128.5 244 l S 132.75 252.5 m 128.5 252.5 l S 137 261 m 128.5 261 l S 132.75 269.5 m 128.5 269.5 l S 132.75 278 m 128.5 278 l S 132.75 286.5 m 128.5 286.5 l S 132.75 295 m 128.5 295 l S 137 303.5 m 128.5 303.5 l S 132.75 312 m 128.5 312 l S 132.75 320.5 m 128.5 320.5 l S 132.75 329 m 128.5 329 l S 132.75 337.5 m 128.5 337.5 l S 137 346.25 m 128.5 346.25 l S 132.75 354.75 m 128.5 354.75 l S 132.75 363.25 m 128.5 363.25 l S 132.75 371.75 m 128.5 371.75 l S 132.75 380.25 m 128.5 380.25 l S 137 388.75 m 128.5 388.75 l S 132.75 397.25 m 128.5 397.25 l S 132.75 405.75 m 128.5 405.75 l S 132.75 414.25 m 128.5 414.25 l S 132.75 422.75 m 128.5 422.75 l S 137 431.25 m 128.5 431.25 l S 132.75 439.75 m 128.5 439.75 l S 132.75 448.25 m 128.5 448.25 l S 132.75 456.75 m 128.5 456.75 l S 132.75 465.25 m 128.5 465.25 l S 137 473.75 m 128.5 473.75 l S 132.75 482.25 m 128.5 482.25 l S 132.75 490.75 m 128.5 490.75 l S 132.75 499.25 m 128.5 499.25 l S 132.75 507.75 m 128.5 507.75 l S 137 516.25 m 128.5 516.25 l S 132.75 524.75 m 128.5 524.75 l S 132.75 533.25 m 128.5 533.25 l S 132.75 541.75 m 128.5 541.75 l S 132.75 550.25 m 128.5 550.25 l S 137 558.75 m 128.5 558.75 l S 132.75 567.25 m 128.5 567.25 l S 132.75 575.75 m 128.5 575.75 l S 132.75 584.25 m 128.5 584.25 l S 132.75 592.75 m 128.5 592.75 l S 137 601.25 m 128.5 601.25 l S 132.75 609.75 m 128.5 609.75 l S 132.75 618.25 m 128.5 618.25 l S 132.75 626.75 m 128.5 626.75 l S 132.75 635.25 m 128.5 635.25 l S 137 643.75 m 128.5 643.75 l S 0 To 0.985 0 0 0.985 108.875 213 0 Tp TP 0 Tr 0 O 0 0 0 1 k 1 w 4 M /_Times-Bold 17 Tf 0 Ts 100 Tz 0 Tt 0 TA 0 0 5 TC 100 100 200 TW 0 0 0 Ti 0 Ta 0 0 2 2 3 Th 0 Tq 0 0 Tl 0 Tc 0 Tw (0) Tx (\r) TX TO 0 To 0.985 0 0 0.985 100.5 255.5 0 Tp TP 0 Tr (50) Tx (\r) TX TO 0 To 0.985 0 0 0.985 92.125 298 0 Tp TP 0 Tr (100) Tx (\r) TX TO 0 To 0.985 0 0 0.985 92.125 340.5 0 Tp TP 0 Tr (150) Tx (\r) TX TO 0 To 0.985 0 0 0.985 92.125 383 0 Tp TP 0 Tr (200) Tx (\r) TX TO 0 To 0.985 0 0 0.985 92.125 425.5 0 Tp TP 0 Tr (250) Tx (\r) TX TO 0 To 0.985 0 0 0.985 92.125 468 0 Tp TP 0 Tr (300) Tx (\r) TX TO 0 To 0.985 0 0 0.985 92.125 510.5 0 Tp TP 0 Tr (350) Tx (\r) TX TO 0 To 0.985 0 0 0.985 92.125 553 0 Tp TP 0 Tr (400) Tx (\r) TX TO 0 To 0.985 0 0 0.985 92.125 595.5 0 Tp TP 0 Tr (450) Tx (\r) TX TO 0 To 0.985 0 0 0.985 92.125 638.25 0 Tp TP 0 Tr (500) Tx (\r) TX TO 0 R 0 G 0.25 w 10 M 128.5 218.5 m 553.75 218.5 l S 0.75 w 128.5 227 m 128.5 218.5 l S 147.5 222.75 m 147.5 218.5 l S 166.5 222.75 m 166.5 218.5 l S 185.25 222.75 m 185.25 218.5 l S 204.25 227 m 204.25 218.5 l S 223.25 222.75 m 223.25 218.5 l S 242.25 222.75 m 242.25 218.5 l S 261 222.75 m 261 218.5 l S 280 227 m 280 218.5 l S 299 222.75 m 299 218.5 l S 318 222.75 m 318 218.5 l S 336.75 222.75 m 336.75 218.5 l S 355.75 227 m 355.75 218.5 l S 374.75 222.75 m 374.75 218.5 l S 393.75 222.75 m 393.75 218.5 l S 412.5 222.75 m 412.5 218.5 l S 431.5 227 m 431.5 218.5 l S 450.5 222.75 m 450.5 218.5 l S 469.5 222.75 m 469.5 218.5 l S 488.25 222.75 m 488.25 218.5 l S 507.25 227 m 507.25 218.5 l S 507.25 227 m 507.25 218.5 l S 526.25 222.75 m 526.25 218.5 l S 545.25 222.75 m 545.25 218.5 l S 0 To 0.985 0 0 0.985 124.312 195.75 0 Tp TP 0 Tr 0 O 0 0 0 1 k 1 w 4 M (0) Tx (\r) TX TO 0 To 0.985 0 0 0.985 193.781 195.75 0 Tp TP 0 Tr (0.2) Tx (\r) TX TO 0 To 0.985 0 0 0.985 269.531 195.75 0 Tp TP 0 Tr (0.4) Tx (\r) TX TO 0 To 0.985 0 0 0.985 345.281 195.75 0 Tp TP 0 Tr (0.6) Tx (\r) TX TO 0 To 0.985 0 0 0.985 421.031 195.75 0 Tp TP 0 Tr (0.8) Tx (\r) TX TO 0 To 0.985 0 0 0.985 503.062 195.75 0 Tp TP 0 Tr (1) Tx (\r) TX TO LB %AI5_EndLayer-- %%PageTrailer gsave annotatepage grestore showpage %%Trailer Adobe_IllustratorA_AI5 /terminate get exec Adobe_typography_AI5 /terminate get exec Adobe_level2_AI5 /terminate get exec %%EOF %%EndDocument @endspecial 1719 w @beginspecial 33 @llx 152 @lly 578 @urx 669 @ury 1904 @rwi @setspecial %%BeginDocument: reso_3x3.eps %!PS-Adobe-3.0 EPSF-3.0 %%Creator: Adobe Illustrator(TM) 5.0 %%For: (QuadraRob) (Gallo Pomi) %%Title: (reso_3x3.eps) %%CreationDate: (2/19/1) (12:59 PM) %%BoundingBox: 33 152 578 669 %%HiResBoundingBox: 34.4375 152.7656 576.8385 668.5939 %%DocumentProcessColors: Black %%DocumentFonts: Symbol %%+ Times-Bold %%DocumentSuppliedResources: procset Adobe_level2_AI5 1.0 0 %%+ procset Adobe_typography_AI5 1.0 0 %%+ procset Adobe_IllustratorA_AI5 1.0 0 %AI5_FileFormat 1.1 %AI3_ColorUsage: Black&White %AI3_IncludePlacedImages %AI3_TemplateBox: 312.5 406 312.5 406 %AI3_TileBox: 30 31 582 759 %AI3_DocumentPreview: Header %AI5_ArtSize: 612 792 %AI5_RulerUnits: 1 %AI5_ArtFlags: 1 0 0 1 0 0 %AI5_TargetResolution: 800 %AI5_NumLayers: 1 %AI5_OpenToView: -71.5 670 1 794 557 18 0 1 3 40 %AI5_OpenViewLayers: 7 %%EndComments %%BeginProlog %%BeginResource: procset Adobe_level2_AI5 1.0 0 %%Title: (Adobe Illustrator (R) Version 5.0 Level 2 Emulation) %%Version: 1.0 %%CreationDate: (04/10/93) () %%Copyright: ((C) 1987-1993 Adobe Systems Incorporated All Rights Reserved) userdict /Adobe_level2_AI5 21 dict dup begin put /packedarray where not { userdict begin /packedarray { array astore readonly } bind def /setpacking /pop load def /currentpacking false def end 0 } if pop userdict /defaultpacking currentpacking put true setpacking /initialize { Adobe_level2_AI5 begin } bind def /terminate { currentdict Adobe_level2_AI5 eq { end } if } bind def mark /setcustomcolor where not { /findcmykcustomcolor { 5 packedarray } bind def /setcustomcolor { exch aload pop pop 4 { 4 index mul 4 1 roll } repeat 5 -1 roll pop setcmykcolor } def } if /gt38? version cvx exec 38 gt def userdict /deviceDPI 72 0 matrix defaultmatrix dtransform dup mul exch dup mul add sqrt put userdict /level2? systemdict /languagelevel known dup { pop systemdict /languagelevel get 2 ge } if put level2? not { /setcmykcolor where not { /setcmykcolor { exch .11 mul add exch .59 mul add exch .3 mul add 1 exch sub setgray } def } if /currentcmykcolor where not { /currentcmykcolor { 0 0 0 1 currentgray sub } def } if /setoverprint where not { /setoverprint /pop load def } if /selectfont where not { /selectfont { exch findfont exch dup type /arraytype eq { makefont } { scalefont } ifelse setfont } bind def } if /cshow where not { /cshow { [ 0 0 5 -1 roll aload pop ] cvx bind forall } bind def } if } if cleartomark /anyColor? { add add add 0 ne } bind def /testColor { gsave setcmykcolor currentcmykcolor grestore } bind def /testCMYKColorThrough { testColor anyColor? } bind def userdict /composite? level2? { gsave 1 1 1 1 setcmykcolor currentcmykcolor grestore add add add 4 eq } { 1 0 0 0 testCMYKColorThrough 0 1 0 0 testCMYKColorThrough 0 0 1 0 testCMYKColorThrough 0 0 0 1 testCMYKColorThrough and and and } ifelse put composite? not { userdict begin gsave /cyan? 1 0 0 0 testCMYKColorThrough def /magenta? 0 1 0 0 testCMYKColorThrough def /yellow? 0 0 1 0 testCMYKColorThrough def /black? 0 0 0 1 testCMYKColorThrough def grestore /isCMYKSep? cyan? magenta? yellow? black? or or or def /customColor? isCMYKSep? not def end } if end defaultpacking setpacking %%EndResource %%BeginResource: procset Adobe_typography_AI5 1.0 0 %%Title: (Typography Operators) %%Version: 1.0 %%CreationDate:(03/26/93) () %%Copyright: ((C) 1987-1993 Adobe Systems Incorporated All Rights Reserved) currentpacking true setpacking userdict /Adobe_typography_AI5 48 dict dup begin put /initialize { begin begin Adobe_typography_AI5 begin Adobe_typography_AI5 { dup xcheck { bind } if pop pop } forall end end end Adobe_typography_AI5 begin } def /terminate { currentdict Adobe_typography_AI5 eq { end } if } def /modifyEncoding { /_tempEncode exch ddef /_pntr 0 ddef { counttomark -1 roll dup type dup /marktype eq { pop pop exit } { /nametype eq { _tempEncode /_pntr dup load dup 3 1 roll 1 add ddef 3 -1 roll put } { /_pntr exch ddef } ifelse } ifelse } loop _tempEncode } def /TE { StandardEncoding 256 array copy modifyEncoding /_nativeEncoding exch def } def % /TZ { dup type /arraytype eq { /_wv exch def } { /_wv 0 def } ifelse /_useNativeEncoding exch def pop pop findfont _wv type /arraytype eq { _wv makeblendedfont } if dup length 2 add dict begin mark exch { 1 index /FID ne { def } if cleartomark mark } forall pop /FontName exch def counttomark 0 eq { 1 _useNativeEncoding eq { /Encoding _nativeEncoding def } if cleartomark } { /Encoding load 256 array copy modifyEncoding /Encoding exch def } ifelse FontName currentdict end definefont pop } def /tr { _ax _ay 3 2 roll } def /trj { _cx _cy _sp _ax _ay 6 5 roll } def /a0 { /Tx { dup currentpoint 3 2 roll tr _psf newpath moveto tr _ctm _pss } ddef /Tj { dup currentpoint 3 2 roll trj _pjsf newpath moveto trj _ctm _pjss } ddef } def /a1 { /Tx { dup currentpoint 4 2 roll gsave dup currentpoint 3 2 roll tr _psf newpath moveto tr _ctm _pss grestore 3 1 roll moveto tr sp } ddef /Tj { dup currentpoint 4 2 roll gsave dup currentpoint 3 2 roll trj _pjsf newpath moveto trj _ctm _pjss grestore 3 1 roll moveto tr jsp } ddef } def /e0 { /Tx { tr _psf } ddef /Tj { trj _pjsf } ddef } def /e1 { /Tx { dup currentpoint 4 2 roll gsave tr _psf grestore 3 1 roll moveto tr sp } ddef /Tj { dup currentpoint 4 2 roll gsave trj _pjsf grestore 3 1 roll moveto tr jsp } ddef } def /i0 { /Tx { tr sp } ddef /Tj { trj jsp } ddef } def /i1 { W N } def /o0 { /Tx { tr sw rmoveto } ddef /Tj { trj swj rmoveto } ddef } def /r0 { /Tx { tr _ctm _pss } ddef /Tj { trj _ctm _pjss } ddef } def /r1 { /Tx { dup currentpoint 4 2 roll currentpoint gsave newpath moveto tr _ctm _pss grestore 3 1 roll moveto tr sp } ddef /Tj { dup currentpoint 4 2 roll currentpoint gsave newpath moveto trj _ctm _pjss grestore 3 1 roll moveto tr jsp } ddef } def /To { pop _ctm currentmatrix pop } def /TO { iTe _ctm setmatrix newpath } def /Tp { pop _tm astore pop _ctm setmatrix _tDict begin /W { } def /h { } def } def /TP { end iTm 0 0 moveto } def /Tr { _render 3 le { currentpoint newpath moveto } if dup 8 eq { pop 0 } { dup 9 eq { pop 1 } if } ifelse dup /_render exch ddef _renderStart exch get load exec } def /iTm { _ctm setmatrix _tm concat 0 _rise translate _hs 1 scale } def /Tm { _tm astore pop iTm 0 0 moveto } def /Td { _mtx translate _tm _tm concatmatrix pop iTm 0 0 moveto } def /iTe { _render -1 eq { } { _renderEnd _render get dup null ne { load exec } { pop } ifelse } ifelse /_render -1 ddef } def /Ta { pop } def /Tf { dup 1000 div /_fScl exch ddef exch findfont exch scalefont setfont } def /Tl { pop 0 exch _leading astore pop } def /Tt { pop } def /TW { 3 npop } def /Tw { /_cx exch ddef } def /TC { 3 npop } def /Tc { /_ax exch ddef } def /Ts { /_rise exch ddef currentpoint iTm moveto } def /Ti { 3 npop } def /Tz { 100 div /_hs exch ddef iTm } def /TA { pop } def /Tq { pop } def /Th { pop pop pop pop pop } def /TX { pop } def /Tk { exch pop _fScl mul neg 0 rmoveto } def /TK { 2 npop } def /T* { _leading aload pop neg Td } def /T*- { _leading aload pop Td } def /T- { _hyphen Tx } def /T+ { } def /TR { _ctm currentmatrix pop _tm astore pop iTm 0 0 moveto } def /TS { 0 eq { Tx } { Tj } ifelse } def currentdict readonly pop end setpacking %%EndResource %%BeginResource: procset Adobe_IllustratorA_AI5 1.0 0 %%Title: (Adobe Illustrator (R) Version 5.0 Abbreviated Prolog) %%Version: 1.0 %%CreationDate: (3/26/93) () %%Copyright: ((C) 1987-1993 Adobe Systems Incorporated All Rights Reserved) currentpacking true setpacking userdict /Adobe_IllustratorA_AI5_vars 70 dict dup begin put /_lp /none def /_pf { } def /_ps { } def /_psf { } def /_pss { } def /_pjsf { } def /_pjss { } def /_pola 0 def /_doClip 0 def /cf currentflat def /_tm matrix def /_renderStart [ /e0 /r0 /a0 /o0 /e1 /r1 /a1 /i0 ] def /_renderEnd [ null null null null /i1 /i1 /i1 /i1 ] def /_render -1 def /_rise 0 def /_ax 0 def /_ay 0 def /_cx 0 def /_cy 0 def /_leading [ 0 0 ] def /_ctm matrix def /_mtx matrix def /_sp 16#020 def /_hyphen (-) def /_fScl 0 def /_cnt 0 def /_hs 1 def /_nativeEncoding 0 def /_useNativeEncoding 0 def /_tempEncode 0 def /_pntr 0 def /_tDict 2 dict def /_wv 0 def /Tx { } def /Tj { } def /CRender { } def /_AI3_savepage { } def /_gf null def /_cf 4 array def /_if null def /_of false def /_fc { } def /_gs null def /_cs 4 array def /_is null def /_os false def /_sc { } def /discardSave null def /buffer 256 string def /beginString null def /endString null def /endStringLength null def /layerCnt 1 def /layerCount 1 def /perCent (%) 0 get def /perCentSeen? false def /newBuff null def /newBuffButFirst null def /newBuffLast null def /clipForward? false def end userdict /Adobe_IllustratorA_AI5 74 dict dup begin put /initialize { Adobe_IllustratorA_AI5 dup begin Adobe_IllustratorA_AI5_vars begin discardDict { bind pop pop } forall dup /nc get begin { dup xcheck 1 index type /operatortype ne and { bind } if pop pop } forall end newpath } def /terminate { end end } def /_ null def /ddef { Adobe_IllustratorA_AI5_vars 3 1 roll put } def /xput { dup load dup length exch maxlength eq { dup dup load dup length 2 mul dict copy def } if load begin def end } def /npop { { pop } repeat } def /sw { dup length exch stringwidth exch 5 -1 roll 3 index mul add 4 1 roll 3 1 roll mul add } def /swj { dup 4 1 roll dup length exch stringwidth exch 5 -1 roll 3 index mul add 4 1 roll 3 1 roll mul add 6 2 roll /_cnt 0 ddef { 1 index eq { /_cnt _cnt 1 add ddef } if } forall pop exch _cnt mul exch _cnt mul 2 index add 4 1 roll 2 index add 4 1 roll pop pop } def /ss { 4 1 roll { 2 npop (0) exch 2 copy 0 exch put pop gsave false charpath currentpoint 4 index setmatrix stroke grestore moveto 2 copy rmoveto } exch cshow 3 npop } def /jss { 4 1 roll { 2 npop (0) exch 2 copy 0 exch put gsave _sp eq { exch 6 index 6 index 6 index 5 -1 roll widthshow currentpoint } { false charpath currentpoint 4 index setmatrix stroke } ifelse grestore moveto 2 copy rmoveto } exch cshow 6 npop } def /sp { { 2 npop (0) exch 2 copy 0 exch put pop false charpath 2 copy rmoveto } exch cshow 2 npop } def /jsp { { 2 npop (0) exch 2 copy 0 exch put _sp eq { exch 5 index 5 index 5 index 5 -1 roll widthshow } { false charpath } ifelse 2 copy rmoveto } exch cshow 5 npop } def /pl { transform 0.25 sub round 0.25 add exch 0.25 sub round 0.25 add exch itransform } def /setstrokeadjust where { pop true setstrokeadjust /c { curveto } def /C /c load def /v { currentpoint 6 2 roll curveto } def /V /v load def /y { 2 copy curveto } def /Y /y load def /l { lineto } def /L /l load def /m { moveto } def } { /c { pl curveto } def /C /c load def /v { currentpoint 6 2 roll pl curveto } def /V /v load def /y { pl 2 copy curveto } def /Y /y load def /l { pl lineto } def /L /l load def /m { pl moveto } def } ifelse /d { setdash } def /cf { } def /i { dup 0 eq { pop cf } if setflat } def /j { setlinejoin } def /J { setlinecap } def /M { setmiterlimit } def /w { setlinewidth } def /H { } def /h { closepath } def /N { _pola 0 eq { _doClip 1 eq { clip /_doClip 0 ddef } if newpath } { /CRender { N } ddef } ifelse } def /n { N } def /F { _pola 0 eq { _doClip 1 eq { gsave _pf grestore clip newpath /_lp /none ddef _fc /_doClip 0 ddef } { _pf } ifelse } { /CRender { F } ddef } ifelse } def /f { closepath F } def /S { _pola 0 eq { _doClip 1 eq { gsave _ps grestore clip newpath /_lp /none ddef _sc /_doClip 0 ddef } { _ps } ifelse } { /CRender { S } ddef } ifelse } def /s { closepath S } def /B { _pola 0 eq { _doClip 1 eq gsave F grestore { gsave S grestore clip newpath /_lp /none ddef _sc /_doClip 0 ddef } { S } ifelse } { /CRender { B } ddef } ifelse } def /b { closepath B } def /W { /_doClip 1 ddef } def /* { count 0 ne { dup type /stringtype eq { pop } if } if _pola 0 eq { newpath } if } def /u { } def /U { } def /q { _pola 0 eq { gsave } if } def /Q { _pola 0 eq { grestore } if } def /*u { _pola 1 add /_pola exch ddef } def /*U { _pola 1 sub /_pola exch ddef _pola 0 eq { CRender } if } def /D { pop } def /*w { } def /*W { } def /` { /_i save ddef clipForward? { nulldevice } if 6 1 roll 4 npop concat pop userdict begin /showpage { } def 0 setgray 0 setlinecap 1 setlinewidth 0 setlinejoin 10 setmiterlimit [ ] 0 setdash newpath 0 setgray false setoverprint } def /~ { end _i restore } def /O { 0 ne /_of exch ddef /_lp /none ddef } def /R { 0 ne /_os exch ddef /_lp /none ddef } def /g { /_gf exch ddef /_fc { _lp /fill ne { _of setoverprint _gf setgray /_lp /fill ddef } if } ddef /_pf { _fc fill } ddef /_psf { _fc ashow } ddef /_pjsf { _fc awidthshow } ddef /_lp /none ddef } def /G { /_gs exch ddef /_sc { _lp /stroke ne { _os setoverprint _gs setgray /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /k { _cf astore pop /_fc { _lp /fill ne { _of setoverprint _cf aload pop setcmykcolor /_lp /fill ddef } if } ddef /_pf { _fc fill } ddef /_psf { _fc ashow } ddef /_pjsf { _fc awidthshow } ddef /_lp /none ddef } def /K { _cs astore pop /_sc { _lp /stroke ne { _os setoverprint _cs aload pop setcmykcolor /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /x { /_gf exch ddef findcmykcustomcolor /_if exch ddef /_fc { _lp /fill ne { _of setoverprint _if _gf 1 exch sub setcustomcolor /_lp /fill ddef } if } ddef /_pf { _fc fill } ddef /_psf { _fc ashow } ddef /_pjsf { _fc awidthshow } ddef /_lp /none ddef } def /X { /_gs exch ddef findcmykcustomcolor /_is exch ddef /_sc { _lp /stroke ne { _os setoverprint _is _gs 1 exch sub setcustomcolor /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /A { pop } def /annotatepage { userdict /annotatepage 2 copy known {get exec} {pop pop} ifelse } def /discard { save /discardSave exch store discardDict begin /endString exch store version cvx exec 38 gt { 2 add } if load stopped pop end discardSave restore } bind def userdict /discardDict 7 dict dup begin put /pre38Initialize { /endStringLength endString length store /newBuff buffer 0 endStringLength getinterval store /newBuffButFirst newBuff 1 endStringLength 1 sub getinterval store /newBuffLast newBuff endStringLength 1 sub 1 getinterval store } def /shiftBuffer { newBuff 0 newBuffButFirst putinterval newBuffLast 0 currentfile read not { stop } if put } def 0 { pre38Initialize mark currentfile newBuff readstring exch pop { { newBuff endString eq { cleartomark stop } if shiftBuffer } loop } { stop } ifelse } def 1 { pre38Initialize /beginString exch store mark currentfile newBuff readstring exch pop { { newBuff beginString eq { /layerCount dup load 1 add store } { newBuff endString eq { /layerCount dup load 1 sub store layerCount 0 eq { cleartomark stop } if } if } ifelse shiftBuffer } loop } { stop } ifelse } def 2 { mark { currentfile buffer readline not { stop } if endString eq { cleartomark stop } if } loop } def 3 { /beginString exch store /layerCnt 1 store mark { currentfile buffer readline not { stop } if dup beginString eq { pop /layerCnt dup load 1 add store } { endString eq { layerCnt 1 eq { cleartomark stop } { /layerCnt dup load 1 sub store } ifelse } if } ifelse } loop } def end userdict /clipRenderOff 15 dict dup begin put { /n /N /s /S /f /F /b /B } { { _doClip 1 eq { /_doClip 0 ddef clip } if newpath } def } forall /Tr /pop load def /Bb {} def /BB /pop load def /Bg {12 npop} def /Bm {6 npop} def /Bc /Bm load def /Bh {4 npop} def end /Lb { 4 npop 6 1 roll pop 4 1 roll pop pop pop 0 eq { 0 eq { (%AI5_BeginLayer) 1 (%AI5_EndLayer--) discard } { /clipForward? true def /Tx /pop load def /Tj /pop load def currentdict end clipRenderOff begin begin } ifelse } { 0 eq { save /discardSave exch store } if } ifelse } bind def /LB { discardSave dup null ne { restore } { pop clipForward? { currentdict end end begin /clipForward? false ddef } if } ifelse } bind def /Pb { pop pop 0 (%AI5_EndPalette) discard } bind def /Np { 0 (%AI5_End_NonPrinting--) discard } bind def /Ln /pop load def /Ap /pop load def /Ar { 72 exch div 0 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0.985 287.031 195.75 0 Tp TP 0 Tr (0.6) Tx (\r) TX TO 0 To 0.985 0 0 0.985 343.531 195.75 0 Tp TP 0 Tr (0.8) Tx (\r) TX TO 0 To 0.985 0 0 0.985 406.062 195.75 0 Tp TP 0 Tr (1) Tx (\r) TX TO 0 To 0.985 0 0 0.985 456.281 195.75 0 Tp TP 0 Tr (1.2) Tx (\r) TX TO 0 To 0.985 0 0 0.985 512.531 195.75 0 Tp TP 0 Tr (1.4) Tx (\r) TX TO LB %AI5_EndLayer-- %%PageTrailer gsave annotatepage grestore showpage %%Trailer Adobe_IllustratorA_AI5 /terminate get exec Adobe_typography_AI5 /terminate get exec Adobe_level2_AI5 /terminate get exec %%EOF %%EndDocument @endspecial 227 1858 a Fu(Figure)34 b(8:)50 b(Spatial)34 b(resolution)f(as)i(a)h(function)d(of)i(the)g(impact)g(parameter)g(for) g(small)e(\(left\))227 1971 y(and)d(large)g(\(righ)m(t\))h(cells.)227 2350 y Fg(4.3)112 b(Momen)m(tum)37 b(calibration)227 2576 y Fu(The)c(calibration)e(of)j(the)g(absolute)f(momen)m(tum)g (scale)h(w)m(as)f(p)s(erformed)f(with)g(the)i(2.4)h(pb)3440 2539 y Fn(\000)p Fo(1)227 2684 y Fu(data)47 b(sample)e(collected)i(in)e 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b(comparison)f(of)h(the)f (maps)h(at)g(the)g(three)g(di\013eren)m(t)f(nominal)454 970 y(\014eld)28 b(v)-5 b(alues)29 b(sho)m(w)m(ed)h(evidence)f(for)h (saturation.)40 b(The)29 b(e\013ect)i(w)m(as)f(also)g(found)e(in)g(a)i (set)454 1078 y(of)36 b(v)m(ery)g(precise)f(measuremen)m(ts)h(of)g(the) g(\014eld)e(as)i(a)g(function)e(of)i(curren)m(t)f(p)s(erformed)454 1186 y(on)30 b(the)h(solenoid)e(axis)h(using)f(an)h(NMR)h(prob)s(e.)40 b(The)30 b(NMR)h(data)g(sho)m(w)m(ed)g(deviations)454 1295 y(from)h(linearit)m(y)e(as)j(large)f(as)h(1\045,)g(increasing)e (with)f(distance)i(from)g(the)g(solenoid)f(axis)454 1403 y(and)36 b(decreasing)g(with)f(distance)h(from)f(the)i(endplates.)58 b(Global)35 b(corrections)i(for)f(the)454 1512 y(saturation)h(of)h(the) f(longitudinal)d(\014eld)i(comp)s(onen)m(t)i(w)m(ere)g(applied)d(using) h(the)i(shap)s(e)454 1620 y(of)j(the)f(excitation)h(curv)m(e)f (obtained)g(b)m(y)g(the)h(NMR)g(prob)s(e;)j(lo)s(cal)c(corrections)g(w) m(ere)454 1728 y(applied)33 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/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 4 lw 794 680 227 227 bl 794 680 227 227 C 1 0 0 c 227 227 m 1 Y 47 X 1 Y 28 X 1 Y 4 X -1 Y 4 X 1 Y 8 X 1 Y 15 X 1 Y 8 X 1 Y 4 X 2 Y 4 X 1 Y 12 X 3 Y 4 X 2 Y 4 X 2 Y 4 X 1 Y 4 X 2 Y 4 X 3 Y 4 X 2 Y 4 X 3 Y 4 X 4 Y 4 X 4 Y 4 X 4 Y 4 X 6 Y 3 X 7 Y 4 X 4 Y 4 X 9 Y 4 X 4 Y 4 X 9 Y 4 X 9 Y 4 X 5 Y 4 X 15 Y 4 X 11 Y 4 X 11 Y 4 X 10 Y 4 X 14 Y 4 X 13 Y 4 X 18 Y 4 X 11 Y 4 X 16 Y 4 X 18 Y 4 X 13 Y 4 X 16 Y 4 X 21 Y 3 X 18 Y 4 X 16 Y 4 X 16 Y 4 X 23 Y 4 X 16 Y 4 X 25 Y 4 X 9 Y 4 X 29 Y 4 X 14 Y 4 X 19 Y 4 X 15 Y 4 X 18 Y 4 X 16 Y 4 X 15 Y 4 X 19 Y 4 X 9 Y 4 X 7 Y 4 X 3 Y 4 X 20 Y 3 X 5 Y 8 X 21 Y 4 X -10 Y 8 X 5 Y 4 X -3 Y 4 X -6 Y 4 X -1 Y 4 X -3 Y 4 X 2 Y 4 X -24 Y 4 X 6 Y 4 X -14 Y 4 X -10 Y 4 X -6 Y 4 X s 626 775 m -9 Y 4 X -23 Y 4 X -12 Y 4 X -12 Y 3 X -14 Y 4 X -22 Y 4 X -10 Y 4 X -16 Y 4 X -5 Y 4 X -23 Y 4 X -16 Y 4 X -14 Y 4 X -16 Y 4 X -11 Y 4 X -20 Y 4 X -8 Y 4 X -23 Y 4 X -1 Y 4 X -23 Y 4 X -8 Y 4 X -13 Y 4 X -15 Y 4 X -6 Y 4 X -18 Y 3 X -11 Y 4 X -7 Y 4 X -14 Y 4 X -7 Y 4 X -13 Y 4 X -10 Y 4 X -7 Y 4 X -4 Y 4 X -13 Y 4 X -7 Y 4 X -7 Y 4 X -8 Y 4 X -5 Y 4 X -2 Y 4 X -13 Y 4 X 1 Y 4 X -7 Y 4 X -5 Y 4 X -5 Y 3 X -3 Y 4 X -1 Y 4 X -6 Y 4 X -5 Y 4 X -1 Y 4 X -5 Y 4 X -1 Y 4 X -6 Y 4 X -2 Y 4 X -1 Y 4 X -1 Y 4 X -1 Y 4 X -3 Y 4 X -3 Y 8 X -2 Y 4 X -1 Y 4 X -2 Y 4 X -1 Y 4 X -1 Y 3 X -2 Y 4 X -2 Y 4 X -1 Y 12 X -2 Y 12 X -1 Y 4 X -1 Y 4 X -1 Y 4 X -1 Y 4 X -1 Y 4 X 2 Y 4 X -2 Y 4 X -1 Y 16 X -1 Y 11 X -1 Y 8 X -1 Y 8 X 1 Y 8 X -2 Y 4 X 1 Y 4 X -1 Y 12 X 1 Y 4 X -1 Y 12 X -3 Y s NC 4 lw black 227 227 m 680 Y s 4 lw 261 227 m -34 X s 244 247 m -17 X s 244 268 m -17 X s 244 288 m -17 X s 244 308 m -17 X s 261 329 m -34 X s 244 349 m -17 X s 244 370 m -17 X s 244 390 m -17 X s 244 410 m -17 X s 261 431 m -34 X s 244 451 m -17 X s 244 472 m -17 X s 244 492 m -17 X s 244 512 m -17 X s 261 533 m -34 X s 244 553 m -17 X s 244 574 m -17 X s 244 594 m -17 X s 244 614 m -17 X s 261 635 m -34 X s 244 655 m -17 X s 244 676 m -17 X s 244 696 m -17 X s 244 716 m -17 X s 261 737 m -34 X s 244 757 m -17 X s 244 778 m -17 X s 244 798 m -17 X s 244 818 m -17 X s 261 839 m -34 X s 261 839 m -34 X s 244 859 m -17 X s 244 880 m -17 X s 244 900 m -17 X s /xs 0 def (0) /Times-Bold 53 stwn gsave 196 209 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 53 sf 0 0 m (0) show gr /xs 0 def (500) /Times-Bold 53 stwn gsave 196 311 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 53 sf 0 0 m (500) show gr /xs 0 def (1000) /Times-Bold 53 stwn gsave 196 413 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 53 sf 0 0 m (1000) show gr /xs 0 def (1500) /Times-Bold 53 stwn gsave 196 515 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 53 sf 0 0 m (1500) show gr /xs 0 def (2000) /Times-Bold 53 stwn gsave 196 617 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 53 sf 0 0 m (2000) show gr /xs 0 def (2500) /Times-Bold 53 stwn gsave 196 719 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 53 sf 0 0 m (2500) show gr /xs 0 def (3000) /Times-Bold 53 stwn gsave 196 821 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 53 sf 0 0 m (3000) show gr /xs 0 def (a\)) /Times-Bold 70 stwn gsave 355 820 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 70 sf 0 0 m (a\)) show gr /xs 0 def (Events) /Times-Bold 53 stwn gsave 62 900 t 90 r xs neg 0 t 0 0 m /Times-Bold findfont 53 sf 0 0 m (Events) show gr 4 lw 227 227 m 794 X s 4 lw 426 261 m -34 Y s 476 244 m -17 Y s 525 244 m -17 Y s 574 244 m -17 Y s 624 244 m -17 Y s 673 261 m -34 Y s 722 244 m -17 Y s 772 244 m -17 Y s 821 244 m -17 Y s 871 244 m -17 Y s 920 261 m -34 Y s 426 261 m -34 Y s 377 244 m -17 Y s 328 244 m -17 Y s 278 244 m -17 Y s 229 244 m -17 Y s 920 261 m -34 Y s 969 244 m -17 Y s 1019 244 m -17 Y s /xs 0 def (100) /Times-Bold 53 stwn gsave 426 168 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 53 sf 0 0 m (100) show gr /xs 0 def (150) /Times-Bold 53 stwn gsave 673 168 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 53 sf 0 0 m (150) show gr /xs 0 def (200) /Times-Bold 53 stwn gsave 920 168 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 53 sf 0 0 m (200) show gr 794 680 227 227 C 181 227 m s 181 227 m s 181 227 m 2 X s 185 227 m 1 Y s 185 228 m s 185 228 m 2 X s 189 227 m s 189 227 m 1 Y s 189 227 m 2 X s 193 227 m 1 Y s 193 228 m s 193 228 m 2 X s 197 227 m s 197 227 m 1 Y s 197 227 m 2 X s 201 227 m 1 Y s 201 228 m s 201 228 m 2 X s 205 227 m 1 Y s 205 228 m s 205 228 m 2 X s 209 228 m s 209 228 m 1 Y s 209 228 m 2 X s 213 227 m 1 Y s 213 228 m s 213 228 m 2 X s 217 227 m 1 Y s 217 228 m s 217 228 m 2 X s 221 228 m s 221 228 m 1 Y s 221 228 m 2 X s 225 227 m 1 Y s 225 228 m s 225 228 m 2 X s 229 227 m 1 Y s 229 228 m s 227 228 m 2 X s 229 228 m 2 X s 233 228 m s 233 228 m 1 Y s 231 228 m 2 X s 233 228 m 2 X s 237 227 m s 237 227 m 1 Y s 235 227 m 2 X s 237 227 m 2 X s 241 228 m s 241 228 m 1 Y s 239 228 m 2 X s 241 228 m 2 X s 245 229 m s 245 229 m 1 Y s 243 229 m 2 X s 245 229 m 2 X s 249 228 m s 249 228 m 1 Y s 247 228 m 2 X s 249 228 m 1 X s 252 228 m s 252 228 m 1 Y s 250 228 m 2 X s 252 228 m 2 X s 256 227 m 1 Y s 256 228 m s 254 228 m 2 X s 256 228 m 2 X s 260 228 m s 260 228 m 1 Y s 258 228 m 2 X s 260 228 m 2 X s 264 228 m s 264 228 m 1 Y s 262 228 m 2 X s 264 228 m 2 X s 268 229 m s 268 229 m 1 Y s 266 229 m 2 X s 268 229 m 2 X s 272 228 m s 272 228 m 1 Y s 270 228 m 2 X s 272 228 m 2 X s 276 229 m s 276 229 m 1 Y s 274 229 m 2 X s 276 229 m 2 X s /w 6 def /w2 {w 2 div} def /w3 {w 3 div} def 280 230 m20 284 229 m s 284 229 m 1 Y s 282 229 m 2 X s 284 229 m 2 X s 288 228 m 1 Y s 288 229 m 1 Y s 286 229 m 2 X s 288 229 m 2 X s 292 230 m20 296 230 m20 300 231 m20 304 232 m20 308 231 m20 312 229 m s 312 229 m 1 Y s 310 229 m 2 X s 312 229 m 2 X s 316 233 m20 320 231 m20 324 233 m20 328 233 m20 331 233 m20 335 234 m20 339 236 m20 343 238 m20 347 234 m20 351 235 m20 355 238 m20 359 237 m20 363 243 m20 367 241 m20 371 245 m20 375 248 m20 379 247 m20 383 248 m20 387 257 m20 391 254 m20 395 260 m20 399 263 m20 403 263 m20 406 265 m20 410 272 m 1 Y s 410 278 m s 410 275 m20 414 277 m s 414 283 m s 414 280 m20 418 280 m s 418 286 m 1 Y s 418 283 m20 422 283 m 1 Y s 422 289 m 1 Y s 422 286 m20 426 289 m 1 Y s 426 296 m 1 Y s 426 293 m20 430 299 m 1 Y s 430 305 m 1 Y s 430 302 m20 434 304 m 1 Y s 434 311 m 1 Y s 434 308 m20 438 312 m 1 Y s 438 319 m 1 Y s 438 316 m20 442 324 m 2 Y s 442 332 m 2 Y s 442 329 m20 446 321 m 1 Y s 446 328 m 2 Y s 446 325 m20 450 339 m 2 Y s 450 346 m 2 Y s 450 343 m20 454 352 m 3 Y s 454 360 m 3 Y s 454 358 m20 458 363 m 2 Y s 458 371 m 3 Y s 458 368 m20 462 366 m 3 Y s 462 374 m 3 Y s 462 371 m20 466 386 m 3 Y s 466 395 m 3 Y s 466 392 m20 470 401 m 3 Y s 470 410 m 3 Y s 470 407 m20 474 418 m 4 Y s 474 427 m 4 Y s 474 424 m20 478 426 m 4 Y s 478 436 m 3 Y s 478 433 m20 482 435 m 4 Y s 482 445 m 3 Y s 482 442 m20 485 449 m 4 Y s 485 459 m 4 Y s 485 456 m20 489 467 m 4 Y s 489 477 m 4 Y s 489 474 m20 493 487 m 4 Y s 493 497 m 5 Y s 493 494 m20 497 504 m 5 Y s 497 515 m 5 Y s 497 512 m20 501 531 m 5 Y s 501 542 m 5 Y s 501 539 m20 505 558 m 5 Y s 505 569 m 6 Y s 505 566 m20 509 568 m 6 Y s 509 579 m 6 Y s 509 576 m20 513 587 m 6 Y s 513 598 m 6 Y s 513 596 m20 517 584 m 5 Y s 517 595 m 6 Y s 517 592 m20 521 620 m 6 Y s 521 631 m 7 Y s 521 629 m20 525 627 m 6 Y s 525 639 m 6 Y s 525 636 m20 529 639 m 7 Y s 529 651 m 7 Y s 529 649 m20 533 664 m 7 Y s 533 677 m 6 Y s 533 674 m20 537 703 m 7 Y s 537 716 m 7 Y s 537 713 m20 541 691 m 7 Y s 541 703 m 7 Y s 541 700 m20 545 731 m 7 Y s 545 744 m 7 Y s 545 741 m20 549 728 m 7 Y s 549 741 m 7 Y s 549 738 m20 553 743 m 8 Y s 553 756 m 8 Y s 553 753 m20 557 748 m 7 Y s 557 761 m 8 Y s 557 758 m20 561 757 m 8 Y s 561 771 m 7 Y s 561 768 m20 564 773 m 8 Y s 564 787 m 8 Y s 564 784 m20 568 788 m 8 Y s 568 801 m 8 Y s 568 799 m20 572 806 m 8 Y s 572 820 m 8 Y s 572 817 m20 576 795 m 8 Y s 576 809 m 8 Y s 576 806 m20 580 828 m 8 Y s 580 842 m 8 Y s 580 839 m20 584 795 m 8 Y s 584 809 m 8 Y s 584 806 m20 588 810 m 8 Y s 588 824 m 8 Y s 588 821 m20 592 809 m 8 Y s 592 823 m 8 Y s 592 820 m20 596 797 m 8 Y s 596 811 m 8 Y s 596 808 m20 600 788 m 8 Y s 600 801 m 8 Y s 600 799 m20 604 814 m 9 Y s 604 828 m 9 Y s 604 825 m20 608 785 m 8 Y s 608 799 m 8 Y s 608 796 m20 612 797 m 8 Y s 612 811 m 8 Y s 612 808 m20 616 784 m 8 Y s 616 798 m 8 Y s 616 795 m20 620 765 m 7 Y s 620 778 m 8 Y s 620 775 m20 624 763 m 8 Y s 624 777 m 7 Y s 624 774 m20 628 766 m 7 Y s 628 779 m 8 Y s 628 776 m20 632 754 m 8 Y s 632 768 m 7 Y s 632 765 m20 636 724 m 7 Y s 636 737 m 7 Y s 636 734 m20 639 735 m 7 Y s 639 748 m 7 Y s 639 745 m20 643 706 m 7 Y s 643 719 m 7 Y s 643 716 m20 647 690 m 7 Y s 647 703 m 7 Y s 647 700 m20 651 674 m 7 Y s 651 686 m 7 Y s 651 684 m20 655 650 m 7 Y s 655 663 m 6 Y s 655 660 m20 659 635 m 7 Y s 659 647 m 7 Y s 659 644 m20 663 637 m 6 Y s 663 649 m 6 Y s 663 646 m20 667 600 m 6 Y s 667 612 m 6 Y s 667 609 m20 671 610 m 6 Y s 671 622 m 6 Y s 671 619 m20 675 571 m 5 Y s 675 582 m 6 Y s 675 579 m20 679 560 m 5 Y s 679 571 m 5 Y s 679 568 m20 683 540 m 5 Y s 683 551 m 5 Y s 683 548 m20 687 548 m 5 Y s 687 559 m 5 Y s 687 556 m20 691 511 m 5 Y s 691 522 m 5 Y s 691 519 m20 695 502 m 4 Y s 695 512 m 5 Y s 695 509 m20 699 481 m 5 Y s 699 491 m 5 Y s 699 489 m20 703 476 m 4 Y s 703 486 m 4 Y s 703 483 m20 707 443 m 4 Y s 707 453 m 3 Y s 707 450 m20 711 444 m 4 Y s 711 453 m 4 Y s 711 450 m20 715 440 m 3 Y s 715 449 m 4 Y s 715 446 m20 718 415 m 4 Y s 718 424 m 4 Y s 718 422 m20 722 406 m 3 Y s 722 415 m 3 Y s 722 412 m20 726 389 m 3 Y s 726 398 m 3 Y s 726 395 m20 730 381 m 3 Y s 730 390 m 3 Y s 730 387 m20 734 377 m 2 Y s 734 385 m 3 Y s 734 382 m20 738 375 m 3 Y s 738 384 m 3 Y s 738 381 m20 742 349 m 2 Y s 742 357 m 2 Y s 742 354 m20 746 346 m 3 Y s 746 354 m 2 Y s 746 351 m20 750 341 m 2 Y s 750 349 m 2 Y s 750 346 m20 754 326 m 2 Y s 754 333 m 2 Y s 754 331 m20 758 326 m 2 Y s 758 334 m 2 Y s 758 331 m20 762 315 m 2 Y s 762 322 m 2 Y s 762 319 m20 766 317 m 2 Y s 766 325 m 1 Y s 766 322 m20 770 311 m 1 Y s 770 318 m 2 Y s 770 315 m20 774 298 m 1 Y s 774 305 m 1 Y s 774 302 m20 778 303 m 1 Y s 778 310 m 1 Y s 778 307 m20 782 286 m s 782 292 m 1 Y s 782 289 m20 786 285 m 1 Y s 786 292 m s 786 289 m20 790 282 m 1 Y s 790 288 m 1 Y s 790 285 m20 794 276 m s 794 282 m s 794 279 m20 797 273 m s 797 279 m s 797 276 m20 801 267 m 1 Y s 801 273 m s 801 270 m20 805 264 m s 805 270 m s 805 267 m20 809 263 m20 813 264 m20 817 259 m20 821 257 m20 825 252 m20 829 253 m20 833 248 m20 837 251 m20 841 247 m20 845 248 m20 849 245 m20 853 246 m20 857 243 m20 861 241 m20 865 244 m20 869 237 m20 873 239 m20 876 235 m20 880 238 m20 884 235 m20 888 235 m20 892 235 m20 896 234 m20 900 235 m20 904 233 m20 908 234 m20 912 233 m20 916 232 m20 920 236 m20 924 232 m20 928 232 m20 932 232 m20 936 232 m20 940 231 m20 944 231 m20 948 231 m20 951 229 m s 951 229 m 1 Y s 950 229 m 1 X s 951 229 m 2 X s 955 231 m20 959 228 m 1 Y s 959 229 m s 957 229 m 2 X s 959 229 m 2 X s 963 230 m20 967 229 m s 967 229 m 1 Y s 965 229 m 2 X s 967 229 m 2 X s 971 228 m 1 Y s 971 229 m 1 Y s 969 229 m 2 X s 971 229 m 2 X s 975 230 m20 979 231 m20 983 228 m s 983 228 m 1 Y s 981 228 m 2 X s 983 228 m 2 X s 987 228 m 1 Y s 987 229 m 1 Y s 985 229 m 2 X s 987 229 m 2 X s 991 228 m s 991 228 m 1 Y s 989 228 m 2 X s 991 228 m 2 X s 995 229 m s 995 229 m 1 Y s 993 229 m 2 X s 995 229 m 2 X s 999 230 m20 1003 228 m s 1003 228 m 1 Y s 1001 228 m 2 X s 1003 228 m 2 X s 1007 228 m s 1007 228 m 1 Y s 1005 228 m 2 X s 1007 228 m 2 X s 1011 229 m s 1011 229 m 1 Y s 1009 229 m 2 X s 1011 229 m 2 X s 1015 228 m s 1015 228 m 1 Y s 1013 228 m 2 X s 1015 228 m 2 X s 1019 228 m s 1019 228 m 1 Y s 1017 228 m 2 X s 1019 228 m 2 X s 1023 228 m 1 Y s 1023 229 m s 1021 229 m 2 X s 1027 228 m s 1027 228 m 1 Y s 1025 228 m 2 X s 1030 227 m 1 Y s 1030 228 m s 1029 228 m 1 X s 1034 228 m s 1034 228 m 1 Y s 1032 228 m 2 X s 1038 227 m 1 Y s 1038 228 m s 1036 228 m 2 X s 1042 227 m s 1042 227 m s 1040 227 m 2 X s 1046 227 m 1 Y s 1046 228 m s 1044 228 m 2 X s 1050 227 m 1 Y s 1050 228 m s 1048 228 m 2 X s 1054 228 m s 1054 228 m 1 Y s 1052 228 m 2 X s 1058 227 m 1 Y s 1058 228 m s 1056 228 m 2 X s 1062 227 m 1 Y s 1062 228 m s 1060 228 m 2 X s 1066 227 m 1 Y s 1066 228 m s 1064 228 m 2 X s 1070 228 m s 1070 228 m 1 Y s 1068 228 m 2 X s 1074 227 m 1 Y s 1074 228 m s 1072 228 m 2 X s 1078 227 m 1 Y s 1078 228 m s 1076 228 m 2 X s 1082 228 m s 1082 228 m 1 Y s 1080 228 m 2 X s 1086 228 m s 1086 228 m 1 Y s 1084 228 m 2 X s 1090 228 m s 1090 228 m 1 Y s 1088 228 m 2 X s 1094 227 m s 1094 227 m 1 Y s 1092 227 m 2 X s 1098 228 m 1 Y s 1098 229 m s 1096 229 m 2 X s 1102 227 m 1 Y s 1102 228 m s 1100 228 m 2 X s 1106 227 m 1 Y s 1106 228 m s 1104 228 m 2 X s 1109 228 m s 1109 228 m 1 Y s 1107 228 m 2 X s 1113 227 m s 1113 227 m 1 Y s 1111 227 m 2 X s 1117 227 m s 1117 227 m 1 Y s 1115 227 m 2 X s 1121 227 m 1 Y s 1121 228 m s 1119 228 m 2 X s 1125 227 m s 1125 227 m 1 Y s 1123 227 m 2 X s 1129 228 m s 1129 228 m 1 Y s 1127 228 m 2 X s 1133 227 m s 1133 227 m 1 Y s 1131 227 m 2 X s 1137 227 m 1 Y s 1137 228 m s 1135 228 m 2 X s 1141 227 m 1 Y s 1141 228 m s 1139 228 m 2 X s 1145 227 m 1 Y s 1145 228 m s 1143 228 m 2 X s 1149 227 m s 1149 227 m 1 Y s 1147 227 m 2 X s 1153 227 m s 1153 227 m s 1151 227 m 2 X s 1157 228 m s 1157 228 m 1 Y s 1155 228 m 2 X s 1161 227 m s 1161 227 m s 1159 227 m 2 X s 1165 227 m s 1165 227 m 1 Y s 1163 227 m 2 X s 2268 1134 0 0 C /xs 0 def (m) /Times-Bold 53 stwn (p) /Symbol 37 stwn ( \(MeV/c) /Times-Bold 53 stwn (2) /Times-Bold 37 stwn (\)) /Times-Bold 53 stwn gsave 1021 100 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 53 sf 0 0 m (m) show currentpoint pop 0 t /Symbol findfont 37 sf 0 -18 m (p) show currentpoint pop 0 t /Times-Bold findfont 53 sf 0 0 m ( \(MeV/c) show currentpoint pop 0 t /Times-Bold findfont 37 sf 0 27 m (2) show currentpoint pop 0 t /Times-Bold findfont 53 sf 0 0 m (\)) show gr 794 680 227 227 C NC 794 680 1247 227 bl 794 680 1247 227 C 1 0 0 c 1247 227 m 4 Y 4 X 2 Y 3 X -1 Y 3 X 2 Y 3 X -2 Y 16 X 4 Y 3 X -4 Y 3 X 3 Y 4 X -1 Y 3 X 1 Y 6 X -2 Y 3 X 4 Y 7 X -1 Y 3 X 2 Y 6 X 2 Y 3 X -1 Y 3 X 3 Y 4 X -2 Y 3 X 4 Y 3 X -1 Y 3 X 1 Y 3 X 4 Y 13 X 3 Y 6 X 2 Y 4 X 5 Y 3 X -1 Y 3 X 3 Y 3 X 4 Y 3 X 5 Y 3 X -4 Y 4 X 9 Y 3 X -2 Y 3 X 7 Y 3 X -4 Y 3 X 3 Y 3 X 10 Y 4 X -1 Y 3 X 2 Y 3 X 7 Y 3 X 13 Y 7 X 7 Y 3 X -1 Y 3 X 6 Y 3 X 5 Y 3 X 13 Y 3 X 5 Y 4 X 4 Y 3 X 10 Y 3 X 11 Y 3 X -3 Y 3 X 5 Y 3 X 9 Y 4 X 12 Y 3 X 8 Y 3 X 8 Y 3 X 7 Y 3 X 4 Y 3 X 10 Y 4 X 5 Y 3 X 17 Y 3 X 7 Y 3 X 11 Y 3 X 13 Y 4 X -1 Y 3 X 20 Y 3 X 10 Y 3 X 11 Y 3 X 15 Y 3 X 8 Y 4 X 8 Y 3 X 8 Y 3 X 16 Y 3 X 12 Y 3 X 8 Y 3 X 9 Y 4 X 17 Y 3 X 14 Y 3 X 14 Y 3 X -9 Y 3 X 19 Y 4 X 1 Y 3 X 18 Y 3 X 19 Y 3 X -10 Y 3 X 26 Y 3 X 8 Y 4 X 7 Y 3 X 1 Y 3 X 12 Y 3 X s 1568 743 m -3 Y 3 X 19 Y 3 X -5 Y 4 X 20 Y 3 X 6 Y 3 X 13 Y 3 X -7 Y 3 X 12 Y 3 X 7 Y 4 X 1 Y 6 X 1 Y 3 X -7 Y 3 X 24 Y 4 X 15 Y 3 X -29 Y 3 X 15 Y 3 X -5 Y 3 X 11 Y 3 X -9 Y 4 X 6 Y 3 X -13 Y 3 X -1 Y 3 X 4 Y 3 X -6 Y 3 X 3 Y 4 X -11 Y 3 X -8 Y 3 X -12 Y 3 X 3 Y 3 X -3 Y 4 X -9 Y 3 X -4 Y 3 X -11 Y 3 X -4 Y 3 X 1 Y 7 X -16 Y 3 X 11 Y 3 X -28 Y 3 X -1 Y 3 X -21 Y 3 X 1 Y 4 X -21 Y 3 X 10 Y 3 X -10 Y 3 X -29 Y 3 X 5 Y 4 X -13 Y 3 X -13 Y 6 X -9 Y 3 X -10 Y 3 X -12 Y 4 X -3 Y 3 X -33 Y 3 X -2 Y 3 X -1 Y 3 X -24 Y 3 X 6 Y 4 X -9 Y 3 X -20 Y 3 X -1 Y 3 X -12 Y 3 X -6 Y 3 X -1 Y 4 X -6 Y 3 X -14 Y 3 X -8 Y 3 X -12 Y 3 X -12 Y 4 X -1 Y 3 X -5 Y 3 X -6 Y 3 X -6 Y 3 X -8 Y 3 X -2 Y 4 X -7 Y 3 X -15 Y 3 X 2 Y 3 X -3 Y 3 X -16 Y 3 X -2 Y 4 X -5 Y 3 X -6 Y 3 X -14 Y 3 X 4 Y 3 X -11 Y 4 X -8 Y 3 X 3 Y 6 X -10 Y 3 X -7 Y 3 X 1 Y 4 X -6 Y 3 X 4 Y 3 X -6 Y 3 X -5 Y 3 X -4 Y 3 X -8 Y 4 X 5 Y 3 X s 1889 301 m -13 Y 3 X 1 Y 3 X 1 Y 3 X -1 Y 3 X -3 Y 4 X -10 Y 3 X 2 Y 3 X -7 Y 3 X 3 Y 3 X -3 Y 4 X 2 Y 6 X -4 Y 3 X -4 Y 3 X -1 Y 3 X -1 Y 4 X -3 Y 3 X -1 Y 3 X 1 Y 3 X -5 Y 10 X -2 Y 3 X 1 Y 9 X -3 Y 4 X -2 Y 3 X -1 Y 6 X 1 Y 3 X -2 Y 3 X -1 Y 4 X -2 Y 6 X -2 Y 3 X -1 Y 3 X 2 Y 3 X -2 Y 7 X 1 Y 3 X -4 Y 13 X 1 Y 3 X -1 Y 6 X -11 Y s NC 4 lw black 1247 227 m 680 Y s 4 lw 1281 227 m -34 X s 1264 259 m -17 X s 1264 291 m -17 X s 1264 324 m -17 X s 1281 356 m -34 X s 1264 388 m -17 X s 1264 421 m -17 X s 1264 453 m -17 X s 1281 485 m -34 X s 1264 518 m -17 X s 1264 550 m -17 X s 1264 582 m -17 X s 1281 615 m -34 X s 1264 647 m -17 X s 1264 679 m -17 X s 1264 712 m -17 X s 1281 744 m -34 X s 1264 776 m -17 X s 1264 809 m -17 X s 1264 841 m -17 X s 1281 873 m -34 X s 1281 873 m -34 X s 1264 906 m -17 X s /xs 0 def (0) /Times-Bold 53 stwn gsave 1216 209 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 53 sf 0 0 m (0) show gr /xs 0 def (200) /Times-Bold 53 stwn gsave 1216 338 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 53 sf 0 0 m (200) show gr /xs 0 def (400) /Times-Bold 53 stwn gsave 1216 467 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 53 sf 0 0 m (400) show gr /xs 0 def (600) /Times-Bold 53 stwn gsave 1216 597 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 53 sf 0 0 m (600) show gr /xs 0 def (800) /Times-Bold 53 stwn gsave 1216 726 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 53 sf 0 0 m (800) show gr /xs 0 def (1000) /Times-Bold 53 stwn gsave 1216 855 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 53 sf 0 0 m (1000) show gr /xs 0 def (b\)) /Times-Bold 70 stwn gsave 1390 820 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 70 sf 0 0 m (b\)) show gr /xs 0 def (Events) /Times-Bold 53 stwn gsave 1092 900 t 90 r xs neg 0 t 0 0 m /Times-Bold findfont 53 sf 0 0 m (Events) show gr 4 lw 1247 227 m 794 X s 4 lw 1380 261 m -34 Y s 1433 244 m -17 Y s 1486 244 m -17 Y s 1538 244 m -17 Y s 1591 244 m -17 Y s 1644 261 m -34 Y s 1697 244 m -17 Y s 1750 244 m -17 Y s 1803 244 m -17 Y s 1856 244 m -17 Y s 1909 261 m -34 Y s 1380 261 m -34 Y s 1327 244 m -17 Y s 1274 244 m -17 Y s 1909 261 m -34 Y s 1962 244 m -17 Y s 2015 244 m -17 Y s /xs 0 def (400) /Times-Bold 53 stwn gsave 1380 168 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 53 sf 0 0 m (400) show gr /xs 0 def (500) /Times-Bold 53 stwn gsave 1644 168 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 53 sf 0 0 m (500) show gr /xs 0 def (600) /Times-Bold 53 stwn gsave 1909 168 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 53 sf 0 0 m (600) show gr 794 680 1247 227 C 1249 230 m 2 Y s 1249 232 m 2 Y s 1247 232 m 2 X s 1249 232 m 2 X s 1252 233 m20 1255 238 m20 1259 235 m20 1262 231 m20 1265 235 m20 1268 233 m20 1271 235 m20 1274 234 m20 1278 234 m20 1281 235 m20 1284 237 m s 1284 243 m s 1284 240 m20 1287 237 m s 1287 243 m s 1287 240 m20 1290 238 m20 1293 239 m s 1293 245 m s 1293 242 m20 1297 238 m20 1300 240 m s 1300 246 m s 1300 243 m20 1303 237 m s 1303 243 m s 1303 240 m20 1306 237 m 1 Y s 1306 243 m s 1306 240 m20 1309 238 m20 1312 242 m 1 Y s 1312 248 m 1 Y s 1312 246 m20 1316 240 m s 1316 246 m s 1316 243 m20 1319 241 m s 1319 247 m 1 Y s 1319 244 m20 1322 240 m s 1322 246 m s 1322 243 m20 1325 237 m20 1328 238 m s 1328 244 m s 1328 241 m20 1332 246 m 1 Y s 1332 253 m 1 Y s 1332 250 m20 1335 243 m s 1335 249 m 1 Y s 1335 246 m20 1338 246 m 1 Y s 1338 253 m 1 Y s 1338 250 m20 1341 243 m s 1341 249 m 1 Y s 1341 246 m20 1344 244 m 1 Y s 1344 250 m 1 Y s 1344 247 m20 1347 248 m 1 Y s 1347 255 m 1 Y s 1347 252 m20 1351 241 m s 1351 247 m 1 Y s 1351 244 m20 1354 253 m 1 Y s 1354 260 m 2 Y s 1354 257 m20 1357 248 m 1 Y s 1357 255 m 1 Y s 1357 252 m20 1360 253 m 1 Y s 1360 260 m 2 Y s 1360 257 m20 1363 255 m 2 Y s 1363 263 m 1 Y s 1363 260 m20 1366 251 m 1 Y s 1366 258 m 2 Y s 1366 255 m20 1370 244 m 1 Y s 1370 251 m 1 Y s 1370 248 m20 1373 255 m 1 Y s 1373 262 m 2 Y s 1373 259 m20 1376 256 m 2 Y s 1376 263 m 2 Y s 1376 260 m20 1379 256 m 2 Y s 1379 264 m 2 Y s 1379 261 m20 1382 262 m 2 Y s 1382 270 m 2 Y s 1382 267 m20 1386 265 m 3 Y s 1386 274 m 2 Y s 1386 271 m20 1389 261 m 2 Y s 1389 268 m 3 Y s 1389 266 m20 1392 276 m 3 Y s 1392 285 m 3 Y s 1392 282 m20 1395 272 m 2 Y s 1395 280 m 3 Y s 1395 277 m20 1398 265 m 3 Y s 1398 274 m 2 Y s 1398 271 m20 1401 272 m 3 Y s 1401 281 m 3 Y s 1401 278 m20 1405 272 m 2 Y s 1405 280 m 3 Y s 1405 277 m20 1408 281 m 3 Y s 1408 290 m 3 Y s 1408 287 m20 1411 288 m 4 Y s 1411 298 m 3 Y s 1411 295 m20 1414 292 m 4 Y s 1414 301 m 4 Y s 1414 299 m20 1417 295 m 5 Y s 1417 305 m 4 Y s 1417 302 m20 1420 286 m 4 Y s 1420 296 m 3 Y s 1420 293 m20 1424 297 m 4 Y s 1424 307 m 4 Y s 1424 304 m20 1427 297 m 5 Y s 1427 307 m 4 Y s 1427 304 m20 1430 307 m 4 Y s 1430 317 m 5 Y s 1430 314 m20 1433 321 m 6 Y s 1433 332 m 6 Y s 1433 330 m20 1436 325 m 6 Y s 1436 336 m 6 Y s 1436 333 m20 1440 334 m 6 Y s 1440 345 m 6 Y s 1440 343 m20 1443 343 m 6 Y s 1443 355 m 6 Y s 1443 352 m20 1446 320 m 5 Y s 1446 331 m 5 Y s 1446 328 m20 1449 344 m 6 Y s 1449 356 m 6 Y s 1449 353 m20 1452 343 m 6 Y s 1452 354 m 7 Y s 1452 352 m20 1455 350 m 7 Y s 1455 362 m 7 Y s 1455 359 m20 1459 369 m 8 Y s 1459 382 m 7 Y s 1459 379 m20 1462 369 m 7 Y s 1462 382 m 7 Y s 1462 379 m20 1465 379 m 8 Y s 1465 393 m 7 Y s 1465 390 m20 1468 388 m 7 Y s 1468 401 m 8 Y s 1468 398 m20 1471 406 m 8 Y s 1471 420 m 8 Y s 1471 417 m20 1474 409 m 8 Y s 1474 423 m 8 Y s 1474 420 m20 1478 406 m 8 Y s 1478 420 m 8 Y s 1478 417 m20 1481 409 m 8 Y s 1481 423 m 8 Y s 1481 420 m20 1484 452 m 10 Y s 1484 468 m 9 Y s 1484 465 m20 1487 446 m 9 Y s 1487 461 m 10 Y s 1487 458 m20 1490 430 m 9 Y s 1490 445 m 9 Y s 1490 442 m20 1493 444 m 9 Y s 1493 459 m 9 Y s 1493 456 m20 1497 467 m 10 Y s 1497 483 m 10 Y s 1497 480 m20 1500 462 m 10 Y s 1500 477 m 10 Y s 1500 474 m20 1503 457 m 10 Y s 1503 473 m 9 Y s 1503 470 m20 1506 476 m 10 Y s 1506 492 m 10 Y s 1506 489 m20 1509 503 m 11 Y s 1509 519 m 11 Y s 1509 516 m20 1513 505 m 11 Y s 1513 522 m 11 Y s 1513 519 m20 1516 541 m 12 Y s 1516 559 m 12 Y s 1516 556 m20 1519 524 m 12 Y s 1519 541 m 12 Y s 1519 538 m20 1522 538 m 12 Y s 1522 556 m 11 Y s 1522 553 m20 1525 548 m 12 Y s 1525 566 m 12 Y s 1525 563 m20 1528 557 m 12 Y s 1528 574 m 12 Y s 1528 571 m20 1532 576 m 13 Y s 1532 594 m 13 Y s 1532 592 m20 1535 582 m 13 Y s 1535 601 m 12 Y s 1535 598 m20 1538 588 m 13 Y s 1538 607 m 12 Y s 1538 604 m20 1541 614 m 13 Y s 1541 633 m 13 Y s 1541 630 m20 1544 607 m 13 Y s 1544 625 m 14 Y s 1544 623 m20 1547 615 m 14 Y s 1547 634 m 14 Y s 1547 632 m20 1551 633 m 13 Y s 1551 652 m 14 Y s 1551 649 m20 1554 639 m 14 Y s 1554 658 m 14 Y s 1554 656 m20 1557 635 m 14 Y s 1557 654 m 14 Y s 1557 652 m20 1560 676 m 15 Y s 1560 697 m 14 Y s 1560 694 m20 1563 662 m 15 Y s 1563 682 m 15 Y s 1563 679 m20 1567 677 m 14 Y s 1567 697 m 15 Y s 1567 694 m20 1570 659 m 14 Y s 1570 678 m 15 Y s 1570 676 m20 1573 709 m 15 Y s 1573 729 m 16 Y s 1573 727 m20 1576 693 m 15 Y s 1576 713 m 15 Y s 1576 710 m20 1579 713 m 15 Y s 1579 734 m 15 Y s 1579 731 m20 1582 727 m 16 Y s 1582 748 m 16 Y s 1582 745 m20 1586 744 m 15 Y s 1586 765 m 16 Y s 1586 762 m20 1589 736 m 16 Y s 1589 757 m 16 Y s 1589 754 m20 1592 740 m 15 Y s 1592 761 m 16 Y s 1592 758 m20 1595 763 m 16 Y s 1595 785 m 16 Y s 1595 782 m20 1598 762 m 16 Y s 1598 784 m 16 Y s 1598 781 m20 1601 784 m 16 Y s 1601 806 m 16 Y s 1601 803 m20 1605 767 m 16 Y s 1605 789 m 16 Y s 1605 786 m20 1608 768 m 16 Y s 1608 790 m 16 Y s 1608 787 m20 1611 816 m 17 Y s 1611 839 m 17 Y s 1611 836 m20 1614 793 m 16 Y s 1614 815 m 16 Y s 1614 812 m20 1617 808 m 17 Y s 1617 830 m 17 Y s 1617 828 m20 1620 779 m 17 Y s 1620 801 m 17 Y s 1620 798 m20 1624 805 m 17 Y s 1624 828 m 17 Y s 1624 825 m20 1627 819 m 17 Y s 1627 842 m 17 Y s 1627 839 m20 1630 784 m 16 Y s 1630 806 m 16 Y s 1630 803 m20 1633 796 m 17 Y s 1633 819 m 16 Y s 1633 816 m20 1636 793 m 16 Y s 1636 815 m 16 Y s 1636 812 m20 1640 794 m 17 Y s 1640 817 m 16 Y s 1640 814 m20 1643 777 m 16 Y s 1643 799 m 16 Y s 1643 796 m20 1646 799 m 17 Y s 1646 821 m 17 Y s 1646 818 m20 1649 801 m 17 Y s 1649 823 m 17 Y s 1649 820 m20 1652 800 m 16 Y s 1652 822 m 17 Y s 1652 819 m20 1655 793 m 16 Y s 1655 815 m 16 Y s 1655 812 m20 1659 758 m 16 Y s 1659 779 m 16 Y s 1659 776 m20 1662 746 m 16 Y s 1662 768 m 15 Y s 1662 765 m20 1665 756 m 16 Y s 1665 777 m 16 Y s 1665 774 m20 1668 768 m 16 Y s 1668 790 m 16 Y s 1668 787 m20 1671 787 m 16 Y s 1671 809 m 17 Y s 1671 806 m20 1674 733 m 15 Y s 1674 754 m 16 Y s 1674 751 m20 1678 766 m 17 Y s 1678 788 m 16 Y s 1678 785 m20 1681 742 m 15 Y s 1681 763 m 16 Y s 1681 760 m20 1684 759 m 17 Y s 1684 781 m 16 Y s 1684 778 m20 1687 732 m 16 Y s 1687 753 m 16 Y s 1687 751 m20 1690 700 m 15 Y s 1690 721 m 15 Y s 1690 718 m20 1694 690 m 15 Y s 1694 711 m 15 Y s 1694 708 m20 1697 685 m 14 Y s 1697 705 m 15 Y s 1697 702 m20 1700 712 m 15 Y s 1700 733 m 15 Y s 1700 730 m20 1703 681 m 14 Y s 1703 701 m 15 Y s 1703 698 m20 1706 637 m 14 Y s 1706 656 m 14 Y s 1706 654 m20 1709 664 m 15 Y s 1709 684 m 15 Y s 1709 681 m20 1713 639 m 14 Y s 1713 658 m 14 Y s 1713 656 m20 1716 622 m 14 Y s 1716 642 m 13 Y s 1716 639 m20 1719 634 m 14 Y s 1719 653 m 14 Y s 1719 650 m20 1722 660 m 15 Y s 1722 680 m 15 Y s 1722 678 m20 1725 652 m 14 Y s 1725 671 m 14 Y s 1725 668 m20 1728 563 m 13 Y s 1728 581 m 13 Y s 1728 579 m20 1732 575 m 12 Y s 1732 593 m 13 Y s 1732 590 m20 1735 566 m 12 Y s 1735 584 m 12 Y s 1735 581 m20 1738 579 m 12 Y s 1738 597 m 12 Y s 1738 594 m20 1741 543 m 12 Y s 1741 561 m 12 Y s 1741 558 m20 1744 567 m 13 Y s 1744 585 m 13 Y s 1744 582 m20 1747 524 m 11 Y s 1747 541 m 11 Y s 1747 538 m20 1751 521 m 11 Y s 1751 538 m 11 Y s 1751 535 m20 1754 499 m 11 Y s 1754 515 m 11 Y s 1754 513 m20 1757 524 m 11 Y s 1757 541 m 11 Y s 1757 538 m20 1760 497 m 11 Y s 1760 514 m 10 Y s 1760 511 m20 1763 493 m 10 Y s 1763 509 m 11 Y s 1763 506 m20 1767 464 m 10 Y s 1767 480 m 10 Y s 1767 477 m20 1770 463 m 10 Y s 1770 479 m 9 Y s 1770 476 m20 1773 453 m 10 Y s 1773 468 m 10 Y s 1773 465 m20 1776 474 m 10 Y s 1776 490 m 10 Y s 1776 487 m20 1779 441 m 9 Y s 1779 456 m 9 Y s 1779 453 m20 1782 433 m 10 Y s 1782 448 m 9 Y s 1782 445 m20 1786 420 m 9 Y s 1786 435 m 8 Y s 1786 432 m20 1789 426 m 9 Y s 1789 440 m 9 Y s 1789 438 m20 1792 408 m 9 Y s 1792 422 m 9 Y s 1792 419 m20 1795 414 m 8 Y s 1795 428 m 9 Y s 1795 425 m20 1798 388 m 7 Y s 1798 401 m 8 Y s 1798 398 m20 1801 403 m 8 Y s 1801 417 m 8 Y s 1801 414 m20 1805 396 m 8 Y s 1805 409 m 8 Y s 1805 407 m20 1808 344 m 7 Y s 1808 356 m 7 Y s 1808 354 m20 1811 373 m 7 Y s 1811 386 m 7 Y s 1811 383 m20 1814 368 m 7 Y s 1814 381 m 7 Y s 1814 378 m20 1817 361 m 7 Y s 1817 373 m 7 Y s 1817 370 m20 1821 351 m 6 Y s 1821 363 m 6 Y s 1821 360 m20 1824 346 m 7 Y s 1824 358 m 7 Y s 1824 355 m20 1827 339 m 6 Y s 1827 351 m 6 Y s 1827 348 m20 1830 337 m 6 Y s 1830 349 m 6 Y s 1830 346 m20 1833 328 m 6 Y s 1833 340 m 5 Y s 1833 337 m20 1836 310 m 4 Y s 1836 320 m 5 Y s 1836 317 m20 1840 312 m 4 Y s 1840 322 m 5 Y s 1840 319 m20 1843 319 m 5 Y s 1843 330 m 5 Y s 1843 327 m20 1846 303 m 5 Y s 1846 314 m 4 Y s 1846 311 m20 1849 305 m 5 Y s 1849 316 m 4 Y s 1849 313 m20 1852 298 m 4 Y s 1852 308 m 4 Y s 1852 305 m20 1855 298 m 4 Y s 1855 308 m 4 Y s 1855 305 m20 1859 313 m 5 Y s 1859 323 m 5 Y s 1859 321 m20 1862 292 m 4 Y s 1862 302 m 4 Y s 1862 299 m20 1865 288 m 4 Y s 1865 298 m 3 Y s 1865 295 m20 1868 286 m 3 Y s 1868 295 m 4 Y s 1868 292 m20 1871 275 m 3 Y s 1871 283 m 3 Y s 1871 280 m20 1875 279 m 3 Y s 1875 288 m 3 Y s 1875 285 m20 1878 274 m 3 Y s 1878 283 m 3 Y s 1878 280 m20 1881 268 m 3 Y s 1881 276 m 3 Y s 1881 273 m20 1884 269 m 3 Y s 1884 277 m 3 Y s 1884 275 m20 1887 265 m 2 Y s 1887 273 m 2 Y s 1887 270 m20 1890 266 m 3 Y s 1890 274 m 3 Y s 1890 271 m20 1894 256 m 2 Y s 1894 264 m 2 Y s 1894 261 m20 1897 256 m 2 Y s 1897 263 m 2 Y s 1897 260 m20 1900 264 m 3 Y s 1900 272 m 3 Y s 1900 269 m20 1903 246 m 1 Y s 1903 252 m 1 Y s 1903 249 m20 1906 251 m 1 Y s 1906 258 m 2 Y s 1906 255 m20 1909 246 m 1 Y s 1909 253 m 1 Y s 1909 250 m20 1913 247 m 2 Y s 1913 254 m 1 Y s 1913 251 m20 1916 253 m 2 Y s 1916 261 m 1 Y s 1916 258 m20 1919 252 m 2 Y s 1919 259 m 2 Y s 1919 257 m20 1922 249 m 1 Y s 1922 256 m 1 Y s 1922 253 m20 1925 248 m 1 Y s 1925 255 m 1 Y s 1925 252 m20 1928 242 m 1 Y s 1928 248 m 1 Y s 1928 246 m20 1932 247 m 1 Y s 1932 254 m 1 Y s 1932 251 m20 1935 241 m s 1935 247 m 1 Y s 1935 244 m20 1938 244 m 1 Y s 1938 251 m 1 Y s 1938 248 m20 1941 242 m 1 Y s 1941 248 m 1 Y s 1941 246 m20 1944 243 m s 1944 249 m 1 Y s 1944 246 m20 1948 238 m s 1948 244 m s 1948 241 m20 1951 239 m20 1954 238 m20 1957 238 m s 1957 244 m s 1957 241 m20 1960 235 m20 1963 236 m20 1967 237 m20 1970 240 m s 1970 246 m s 1970 243 m20 1973 236 m20 1976 236 m20 1979 238 m20 1982 237 m20 1986 232 m20 1989 238 m20 1992 232 m20 1995 235 m20 1998 233 m20 2002 233 m20 2005 231 m20 2008 233 m20 2011 233 m20 2014 233 m20 2017 231 m20 2021 231 m20 2024 232 m20 2027 231 m20 2030 232 m20 2033 230 m20 2036 231 m20 2040 229 m 1 Y s 2040 230 m 1 Y s 2038 230 m 2 X s 2040 230 m 1 X s 2268 1134 0 0 C /xs 0 def (m) /Times-Bold 53 stwn (K) /Times-Bold 37 stwn ( \(MeV/c) /Times-Bold 53 stwn (2) /Times-Bold 37 stwn (\)) /Times-Bold 53 stwn gsave 2041 100 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 53 sf 0 0 m (m) show currentpoint pop 0 t /Times-Bold findfont 37 sf 0 -18 m (K) show currentpoint pop 0 t /Times-Bold findfont 53 sf 0 0 m ( \(MeV/c) show currentpoint pop 0 t /Times-Bold findfont 37 sf 0 27 m (2) show currentpoint pop 0 t /Times-Bold findfont 53 sf 0 0 m (\)) show gr 794 680 1247 227 C gr gr showpage end %%EOF %%EndDocument @endspecial 295 x Fu(Figure)33 b(9:)48 b(Reconstructed)35 b(in)m(v)-5 b(arian)m(t-mass)33 b(distributions)d(for)k(a\))g Fl(\031)2692 1748 y Fo(0)2732 1781 y Fu('s)g(and)f(b\))g Fl(K)3203 1795 y Fj(S)3254 1781 y Fu('s)h(from)227 1894 y Fl(K)304 1908 y Fj(S)380 1894 y Fi(!)25 b Fl(\031)551 1861 y Fo(0)591 1894 y Fl(\031)646 1861 y Fo(0)716 1894 y Fu(ev)m(en)m(ts.)42 b(P)m(oin)m(ts)30 b(are)h(for)f(data;)h(solid)e (line)g(is)g(for)h(MC.)227 2287 y(energy)g(resp)s(onse)g(at)h(eac)m(h)g (side,)f Fl(E)1480 2254 y Fj(A)1537 2287 y Fl(=E)1654 2254 y Fj(B)1716 2287 y Fu(,)g(and)g(corresp)s(onds)f(to)i Fi(\030)p Fu(700)g(photo)s(electrons)g(p)s(er)227 2395 y(side)21 b(for)i(1)g(GeV)h(photons)e(impinging)d(at)24 b(the)f(cen)m(ter)g(of)g(the)g(calorimeter)g([)p Fl(\033)2861 2409 y Fj(E)2921 2395 y Fl(=E)5 b(;)15 b Fu(p.e.)42 b(stat.)26 b Fi(\031)227 2503 y Fu(2)p Fl(:)p Fu(7\045)p Fl(=)463 2439 y Fi(p)540 2503 y Fl(E)5 b Fu(\(GeV)r(\)].)62 b(The)36 b(timing)g(resolution)g(has)h(also)g(b)s(een)g(determined;)i(the)f(sto) s(c)m(hastic)227 2612 y(term)24 b(is)f(dominated)g(b)m(y)h(the)g(ligh)m (t)f(yield,)h(and)f(scales)h(as)g(54)h(ps)p Fl(=)2448 2547 y Fi(p)2524 2612 y Fl(E)5 b Fu(\(GeV)q(\),)26 b(while)c(a)i (constan)m(t)227 2720 y(term)29 b(of)h(140)h(ps)e(m)m(ust)h(b)s(e)f (added)g(in)f(quadrature)h(to)h(accoun)m(t)h(for)f(the)g(jitter)f(in)m (tro)s(duced)f(b)m(y)227 2829 y(rephasing)40 b(the)j(KLOE)e(trigger)h (with)f(the)h(mac)m(hine)g(RF.)h(The)e(con)m(tribution)g(due)h(to)h (the)227 2937 y(precision)35 b(of)j(the)g(c)m(hannel-b)m(y-c)m(hannel)f (calibration)f(is)g(estimated)i(to)g(b)s(e)f Fi(\030)p Fu(50)h(ps.)62 b(In)37 b(the)227 3045 y(transv)m(erse)h(co)s (ordinates,)j(the)d(p)s(osition)e(resolution)h(is)g(dominated)h(b)m(y)g (the)g(readout)h(gran-)227 3154 y(ularit)m(y)-8 b(,)36 b(and)f(is)g Fi(\030)p Fu(4)p Fl(:)p Fu(4)q Fl(=)1055 3089 y Fi(p)1131 3154 y Fu(12)h(cm,)i(while)33 b(in)h(the)i (longitudinal)c(co)s(ordinate,)37 b Fl(s)p Fu(,)g(it)e(sho)m(ws)h(the) 227 3262 y(exp)s(ected)g(1)p Fl(:)p Fu(2)i(cm)p Fl(=)925 3198 y Fi(p)1001 3262 y Fl(E)5 b Fu(\(GeV)r(\))36 b(energy)h(dep)s (endence.)57 b(The)36 b(reconstruction)g(of)g(the)h(masses)227 3371 y(of)31 b(neutral)e(mesons)i(\()p Fl(\031)1049 3338 y Fo(0)1089 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/Times-Roman ff 270.00 scf sf 4575 1575 m gs 1 -1 sc (6) col0 sh gr /Times-Roman ff 270.00 scf sf 5175 1575 m gs 1 -1 sc (7) col0 sh gr /Times-Roman ff 270.00 scf sf 5775 1575 m gs 1 -1 sc (8) col0 sh gr /Times-Roman ff 270.00 scf sf 6900 1575 m gs 1 -1 sc (10) col0 sh gr $F2psEnd rs %%EndDocument @endspecial 227 3136 a Fu(Figure)27 b(10:)40 b(Timing)25 b(sc)m(heme)j(for)f(bunc)m(h-crossing)f(signal,)h(calorimeter)h (signals,)f(and)f(lev)m(el-1)227 3249 y(trigger)k(formation.)227 3641 y(where)c Fl(t)519 3655 y Fo(TOF)702 3641 y Fu(is)f(the)i(time)g (of)g(\015igh)m(t)f(of)h(the)g(particle)f(from)g(the)h(ev)m(en)m(t)h (origin)e(to)h(the)g(calorime-)227 3750 y(ter,)35 b Fl(\016)438 3764 y Fo(c)507 3750 y Fu(is)e(the)h(sum)f(of)h(all)f(o\013sets)h(due)f (to)i(electronics)e(and)g(cable)h(dela)m(ys,)h(and)e Fl(N)3184 3764 y Fo(BC)3304 3750 y Fl(t)3337 3764 y Fo(RF)3473 3750 y Fu(is)227 3858 y(the)d(time)g(needed)g(to)i(generate)f(the)g (TDC)f(start)h(\(see)g(Fig.)g(10\).)227 4025 y(The)26 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gsave 193 1967 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (350) show gr /xs 0 def (Events) /Times-Bold 58 stwn gsave 76 2041 t 90 r xs neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (Events) show gr /xs 0 def (a\)) /Times-Bold 88 stwn gsave 350 1915 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (a\)) show gr /xs 0 def (b\)) /Times-Bold 88 stwn gsave 1410 1915 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (b\)) show gr 4 lw 227 1247 m 765 X s 4 lw 354 1281 m -34 Y s 405 1264 m -17 Y s 456 1264 m -17 Y s 507 1264 m -17 Y s 558 1264 m -17 Y s 610 1281 m -34 Y s 661 1264 m -17 Y s 712 1264 m -17 Y s 763 1264 m -17 Y s 814 1264 m -17 Y s 865 1281 m -34 Y s 354 1281 m -34 Y s 303 1264 m -17 Y s 252 1264 m -17 Y s 865 1281 m -34 Y s 916 1264 m -17 Y s 967 1264 m -17 Y s /xs 0 def (50) /Times-Bold 58 stwn gsave 354 1183 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (50) show gr /xs 0 def (60) /Times-Bold 58 stwn gsave 610 1183 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (60) show gr /xs 0 def (70) /Times-Bold 58 stwn gsave 865 1183 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (70) show gr 765 794 227 1247 C 2268 2268 0 0 C /xs 0 def (t) /Times-Bold 58 stwn (-) /Symbol 58 stwn (r/c \(ns\)) /Times-Bold 58 stwn gsave 992 1106 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (t) show currentpoint pop 0 t /Symbol findfont 58 sf 0 0 m (-) show currentpoint pop 0 t /Times-Bold findfont 58 sf 0 0 m (r/c \(ns\)) show gr 765 794 227 1247 C NC 765 794 1276 1247 bl 765 794 1276 1247 C 1283 1248 m s 1283 1248 m s 1276 1248 m 7 X s 1283 1248 m 8 X s 1291 1248 m 7 X s 1299 1248 m 7 X s /w 0 def /w2 {w 2 div} def /w3 {w 3 div} def 1298 1248 m20 1306 1249 m 7 X s 1314 1249 m 7 X s 1313 1249 m20 1328 1249 m s 1328 1250 m s 1321 1249 m 7 X s 1329 1249 m 7 X s 1328 1249 m20 1343 1249 m s 1343 1250 m s 1336 1249 m 7 X s 1344 1249 m 7 X s 1343 1249 m20 1358 1248 m 1 Y s 1358 1250 m s 1351 1249 m 7 X s 1359 1249 m 7 X s 1358 1249 m20 1373 1248 m 1 Y s 1373 1250 m s 1366 1249 m 7 X s 1374 1249 m 7 X s 1373 1249 m20 1388 1249 m s 1388 1250 m s 1381 1249 m 7 X s 1389 1249 m 7 X s 1388 1249 m20 1403 1249 m s 1403 1250 m s 1396 1249 m 7 X s 1404 1249 m 7 X s 1403 1249 m20 1411 1249 m 7 X s 1419 1249 m 7 X s 1418 1249 m20 1426 1248 m 7 X s 1434 1248 m 7 X s 1433 1248 m20 1448 1248 m s 1448 1248 m s 1441 1248 m 7 X s 1448 1248 m 8 X s 1456 1248 m 7 X s 1464 1248 m 7 X s 1463 1248 m20 1478 1251 m s 1478 1253 m s 1471 1252 m 7 X s 1479 1252 m 7 X s 1478 1252 m20 1493 1261 m 1 Y s 1493 1263 m 1 Y s 1486 1262 m 7 X s 1494 1262 m 7 X s 1493 1262 m20 1508 1281 m 2 Y s 1508 1284 m 2 Y s 1501 1284 m 7 X s 1509 1284 m 7 X s 1508 1284 m20 1523 1317 m 3 Y s 1523 1321 m 3 Y s 1516 1321 m 7 X s 1524 1321 m 7 X s 1523 1321 m20 1538 1371 m 5 Y s 1538 1377 m 4 Y s 1531 1376 m 7 X s 1539 1376 m 7 X s 1538 1376 m20 1553 1445 m 6 Y s 1553 1452 m 6 Y s 1546 1452 m 7 X s 1554 1452 m 7 X s 1553 1452 m20 1568 1536 m 7 Y s 1568 1544 m 8 Y s 1561 1544 m 7 X s 1569 1544 m 7 X s 1568 1544 m20 1583 1636 m 9 Y s 1583 1646 m 9 Y s 1576 1646 m 7 X s 1584 1646 m 7 X s 1583 1646 m20 1598 1735 m 11 Y s 1598 1747 m 11 Y s 1591 1747 m 7 X s 1599 1747 m 7 X s 1598 1747 m20 1613 1820 m 13 Y s 1613 1834 m 13 Y s 1606 1833 m 7 X s 1614 1833 m 7 X s 1613 1833 m20 1628 1879 m 14 Y s 1628 1894 m 14 Y s 1621 1894 m 7 X s 1629 1894 m 7 X s 1628 1894 m20 1643 1903 m 15 Y s 1643 1919 m 14 Y s 1636 1918 m 7 X s 1644 1918 m 7 X s 1643 1918 m20 1658 1889 m 14 Y s 1658 1904 m 14 Y s 1651 1903 m 7 X s 1659 1903 m 7 X s 1658 1903 m20 1673 1837 m 13 Y s 1673 1851 m 13 Y s 1666 1851 m 7 X s 1674 1851 m 7 X s 1673 1851 m20 1688 1757 m 11 Y s 1688 1770 m 11 Y s 1681 1769 m 7 X s 1689 1769 m 7 X s 1688 1769 m20 1704 1659 m 10 Y s 1704 1670 m 10 Y s 1696 1670 m 7 X s 1704 1670 m 7 X s 1704 1670 m20 1719 1558 m 8 Y s 1719 1567 m 8 Y s 1711 1566 m 7 X s 1719 1566 m 7 X s 1719 1566 m20 1734 1463 m 7 Y s 1734 1471 m 6 Y s 1726 1470 m 7 X s 1734 1470 m 7 X s 1734 1470 m20 1749 1385 m 5 Y s 1749 1391 m 5 Y s 1741 1390 m 7 X s 1749 1390 m 7 X s 1749 1390 m20 1764 1326 m 3 Y s 1764 1330 m 4 Y s 1756 1330 m 7 X s 1764 1330 m 7 X s 1764 1330 m20 1779 1286 m 3 Y s 1779 1290 m 2 Y s 1771 1289 m 7 X s 1779 1289 m 7 X s 1779 1289 m20 1794 1263 m 1 Y s 1794 1266 m 1 Y s 1786 1265 m 7 X s 1794 1265 m 7 X s 1794 1265 m20 1809 1252 m s 1809 1254 m s 1801 1253 m 7 X s 1809 1253 m 7 X s 1809 1253 m20 1816 1249 m 7 X s 1824 1249 m 7 X s 1824 1249 m20 1839 1248 m s 1839 1248 m s 1831 1248 m 8 X s 1839 1248 m 7 X s 1846 1249 m 7 X s 1854 1249 m 7 X s 1854 1249 m20 1869 1249 m s 1869 1250 m s 1861 1249 m 7 X s 1869 1249 m 7 X s 1869 1249 m20 1884 1249 m s 1884 1250 m s 1876 1249 m 7 X s 1884 1249 m 7 X s 1884 1249 m20 1899 1249 m s 1899 1250 m s 1891 1249 m 7 X s 1899 1249 m 7 X s 1899 1249 m20 1914 1249 m s 1914 1250 m s 1906 1249 m 7 X s 1914 1249 m 7 X s 1914 1249 m20 1929 1249 m s 1929 1250 m s 1921 1249 m 7 X s 1929 1249 m 7 X s 1929 1249 m20 1944 1249 m s 1944 1250 m s 1936 1249 m 7 X s 1944 1249 m 7 X s 1944 1249 m20 1959 1249 m s 1959 1250 m s 1951 1249 m 7 X s 1959 1249 m 7 X s 1959 1249 m20 1974 1248 m 1 Y s 1974 1250 m s 1966 1249 m 7 X s 1974 1249 m 7 X s 1974 1249 m20 1981 1248 m 7 X s 1989 1248 m 7 X s 1989 1248 m20 2004 1247 m 1 Y s 2004 1248 m s 1996 1248 m 8 X s 2004 1248 m 7 X s 2011 1248 m 7 X s 2019 1248 m 7 X s 2019 1248 m20 2034 1251 m 1 Y s 2034 1253 m s 2026 1252 m 7 X s 2034 1252 m 7 X s 2034 1252 m20 1276 1247 m 135 X 4 1 d 27 X 4 1 d 8 X 3 1 d 4 X 4 1 d 4 1 d 4 1 d 4 1 d 4 2 d 4 2 d 3 2 d 4 3 d 4 4 d 4 4 d 4 4 d 4 5 d 4 7 d 3 7 d 4 8 d 4 9 d 4 10 d 4 12 d 4 13 d 4 14 d 3 16 d 4 18 d 4 19 d 4 20 d 4 22 d 4 24 d 4 25 d 4 26 d 3 27 d 4 29 d 4 29 d 4 30 d 4 30 d 4 30 d 4 30 d 3 30 d 4 28 d 4 28 d 4 25 d 4 24 d 4 22 d 4 19 d 4 16 d 3 14 d 4 10 d 4 7 d 4 4 d 4 X 4 -4 d 4 -7 d 3 -10 d 4 -13 d 4 -16 d 4 -20 d 4 -21 d 4 -24 d 4 -26 d 4 -27 d 3 -28 d 4 -30 d 4 -30 d 4 -30 d 4 -30 d 4 -30 d 4 -29 d 3 -29 d 4 -27 d 4 -27 d 4 -25 d 4 -23 d 4 -22 d 4 -21 d 4 -19 d 3 -17 d 4 -16 d 4 -15 d 4 -13 d 4 -11 d 4 -11 d 4 -9 d 3 -8 d 4 -7 d 4 -6 d 4 -6 d 4 -4 d 4 -4 d 4 -4 d 4 -2 d 3 -3 d 4 -2 d 4 -1 d 4 -2 d 4 -1 d 4 -1 d 4 -1 d 3 X 4 -1 d 8 X 4 -1 d 27 X 4 -1 d 162 X s NC 4 lw 1276 1247 m 794 Y s 4 lw 1310 1247 m -34 X s 1293 1277 m -17 X s 1293 1308 m -17 X s 1293 1338 m -17 X s 1293 1368 m -17 X s 1310 1398 m -34 X s 1293 1428 m -17 X s 1293 1458 m -17 X s 1293 1488 m -17 X s 1293 1518 m -17 X s 1310 1548 m -34 X s 1293 1578 m -17 X s 1293 1608 m -17 X s 1293 1639 m -17 X s 1293 1669 m -17 X s 1310 1699 m -34 X s 1293 1729 m -17 X s 1293 1759 m -17 X s 1293 1789 m -17 X s 1293 1819 m -17 X s 1310 1849 m -34 X s 1293 1879 m -17 X s 1293 1909 m -17 X s 1293 1939 m -17 X s 1293 1969 m -17 X s 1310 2000 m -34 X s 1310 2000 m -34 X s 1293 2030 m -17 X s /xs 0 def (0) /Times-Bold 58 stwn gsave 1242 1228 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (0) show gr /xs 0 def (1) /Times-Bold 58 stwn gsave 1242 1378 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (1) show gr /xs 0 def (2) /Times-Bold 58 stwn gsave 1242 1528 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (2) show gr /xs 0 def (3) /Times-Bold 58 stwn gsave 1242 1679 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (3) show gr /xs 0 def (4) /Times-Bold 58 stwn gsave 1242 1829 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (4) show gr /xs 0 def (5) /Times-Bold 58 stwn gsave 1242 1980 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (5) show gr 4 lw 1276 1247 m 765 X s 4 lw 1434 1281 m -34 Y s 1494 1264 m -17 Y s 1554 1264 m -17 Y s 1614 1264 m -17 Y s 1674 1264 m -17 Y s 1734 1281 m -34 Y s 1794 1264 m -17 Y s 1854 1264 m -17 Y s 1914 1264 m -17 Y s 1974 1264 m -17 Y s 2034 1281 m -34 Y s 1434 1281 m -34 Y s 1374 1264 m -17 Y s 1313 1264 m -17 Y s 2034 1281 m -34 Y s /xs 0 def (0.3) /Times-Bold 58 stwn gsave 1434 1183 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (0.3) show gr /xs 0 def (0.4) /Times-Bold 58 stwn gsave 1734 1183 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (0.4) show gr /xs 0 def (0.5) /Times-Bold 58 stwn gsave 2034 1183 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (0.5) show gr gsave 1740 1996 t 0 r 0 0 m /Times-Bold findfont 40 sf 0 0 m (Const) show gr /xs 0 def ( 4.7510) /Times-Bold 40 stwn gsave 2021 1996 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 40 sf 0 0 m ( 4.7510) show gr gsave 1740 1950 t 0 r 0 0 m /Times-Bold findfont 40 sf 0 0 m (Mean) show gr /xs 0 def (0.3704) /Times-Bold 40 stwn gsave 2021 1950 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 40 sf 0 0 m (0.3704) show gr gsave 1740 1903 t 0 r 0 0 m /Times-Bold findfont 40 sf 0 0 m (Sigma) show gr /xs 0 def (0.0184) /Times-Bold 40 stwn gsave 2021 1903 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 40 sf 0 0 m (0.0184) show gr 765 794 1276 1247 C 2268 2268 0 0 C /xs 0 def (n) /Symbol 58 stwn ( \(GHz\)) /Times-Bold 58 stwn gsave 2041 1106 t 0 r xs neg 0 t 0 0 m /Symbol findfont 58 sf 0 0 m (n) show currentpoint pop 0 t /Times-Bold findfont 58 sf 0 0 m ( \(GHz\)) show gr /xs 0 def (F\() /Times-Bold 58 stwn (w) /Symbol 58 stwn (\)) /Times-Bold 58 stwn (2) /Times-Bold 41 stwn (/G\() /Times-Bold 58 stwn (w) /Symbol 58 stwn (\)) /Times-Bold 58 stwn (2) /Times-Bold 41 stwn gsave 1168 2041 t 90 r xs neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (F\() show currentpoint pop 0 t /Symbol findfont 58 sf 0 0 m (w) show currentpoint pop 0 t /Times-Bold findfont 58 sf 0 0 m (\)) show currentpoint pop 0 t /Times-Bold findfont 41 sf 0 29 m (2) show currentpoint pop 0 t /Times-Bold findfont 58 sf 0 0 m (/G\() show currentpoint pop 0 t /Symbol findfont 58 sf 0 0 m (w) show currentpoint pop 0 t /Times-Bold findfont 58 sf 0 0 m (\)) show currentpoint pop 0 t /Times-Bold findfont 41 sf 0 29 m (2) show gr 765 794 1276 1247 C NC 4 lw 765 794 227 227 bl 765 794 227 227 C 4 lw /w 2 def /w2 {w 2 div} def /w3 {w 3 div} def 231 413 236 415 241 416 238 414 264 410 285 415 968 415 983 410 261 425 264 418 939 424 936 418 966 421 965 424 913 427 307 476 244 490 265 496 280 496 280 490 284 490 293 496 323 493 900 493 939 495 947 495 955 490 970 497 991 493 985 493 232 505 229 498 233 503 240 499 239 497 237 497 241 497 239 504 238 500 237 498 235 500 237 500 240 497 241 498 237 501 249 502 245 503 247 504 246 498 246 497 257 502 254 498 256 502 254 498 253 498 252 504 257 502 256 504 254 501 252 500 251 503 253 497 251 497 256 501 258 497 257 502 261 505 258 497 259 499 263 504 262 502 259 502 263 499 261 501 264 499 258 498 268 498 268 497 265 497 272 501 269 499 270 502 266 501 267 503 269 503 267 501 267 502 267 501 269 497 268 501 267 499 269 497 269 503 266 501 272 499 267 504 266 502 270 500 273 502 277 498 100 { m20} R 275 501 278 499 275 500 275 500 279 498 274 500 276 501 278 503 275 504 279 504 274 499 275 499 277 498 274 503 278 504 279 500 277 500 277 505 278 502 281 502 283 499 283 499 286 497 285 499 288 502 282 499 286 501 288 503 287 504 282 497 280 503 287 498 292 497 291 504 295 501 289 499 290 502 291 502 291 497 295 497 295 501 291 499 292 502 292 498 289 503 300 500 296 498 299 503 303 502 298 503 301 501 301 501 303 499 297 498 299 501 305 499 311 503 309 504 310 500 307 501 304 498 308 498 305 502 318 500 316 501 314 498 318 500 312 502 313 500 326 499 325 504 325 502 319 504 324 504 323 501 323 505 324 497 333 502 328 504 331 500 341 499 336 497 335 504 337 499 335 499 336 501 341 501 342 501 346 499 347 502 345 504 356 503 356 503 352 499 358 504 363 502 366 500 371 504 370 497 374 502 100 { m20} R 373 498 846 503 850 501 861 502 865 502 866 503 868 500 864 503 873 503 871 500 873 501 870 497 872 501 880 504 883 500 879 499 882 500 878 502 882 501 877 500 887 501 886 504 888 504 892 503 886 499 886 504 891 502 895 501 896 499 893 503 896 500 906 502 906 500 901 498 904 497 902 503 905 502 902 504 916 500 910 502 915 503 915 504 908 500 909 504 909 499 909 502 911 501 909 502 914 503 915 504 914 500 914 498 909 502 917 499 922 505 920 498 919 504 921 501 920 504 921 501 916 500 919 499 919 501 919 501 919 504 919 497 928 500 931 503 929 501 926 497 928 503 929 501 927 497 931 498 932 497 933 498 934 501 936 499 938 504 935 501 935 501 934 500 932 503 938 498 935 497 937 504 939 498 942 500 939 497 944 503 942 499 944 499 943 501 941 499 940 501 946 497 941 498 954 500 954 498 951 502 100 { m20} R 949 498 950 498 948 498 949 499 951 501 952 497 953 504 954 504 948 500 951 497 947 498 949 499 948 502 952 502 954 500 950 503 952 504 955 500 960 498 961 504 959 498 959 498 961 497 958 500 957 498 960 500 961 501 960 504 957 503 966 504 965 499 963 498 963 499 963 498 965 501 962 504 965 504 963 503 966 499 968 497 973 503 975 497 976 502 974 498 976 501 972 504 976 503 977 500 970 500 970 498 972 503 978 498 979 502 981 498 983 497 977 501 979 502 979 498 984 501 982 503 977 501 977 499 977 504 984 498 979 501 985 505 234 508 240 508 240 506 248 507 245 511 244 512 245 511 242 509 242 506 247 506 248 505 249 506 251 511 251 507 255 512 257 509 264 512 262 510 263 510 263 508 264 505 259 506 261 509 259 507 262 510 259 508 259 505 268 508 271 508 267 509 265 511 270 509 266 505 266 510 100 { m20} R 270 507 268 509 269 510 271 508 280 507 273 509 276 506 277 511 279 509 278 505 284 505 287 512 288 509 285 512 282 508 286 512 295 512 289 507 301 507 297 512 301 508 301 509 298 512 302 509 297 511 301 505 299 512 306 506 307 511 306 510 309 511 305 512 307 512 306 511 312 509 317 512 318 508 317 508 317 506 313 506 315 512 319 510 319 507 332 508 327 511 327 511 339 512 340 507 339 509 336 509 349 509 347 508 344 510 342 509 344 508 345 511 342 508 346 505 349 509 351 511 352 506 356 507 359 512 364 512 364 505 364 511 369 512 378 506 377 505 394 505 426 512 456 508 813 509 836 508 835 506 844 508 857 510 858 509 856 508 863 507 862 505 869 509 866 510 877 507 877 512 875 511 878 506 881 505 885 511 879 505 882 509 880 507 880 512 891 508 888 510 892 509 886 510 97 { m20} R 893 511 899 513 896 509 900 506 895 512 900 511 899 511 905 508 905 509 901 508 901 505 908 509 908 509 915 510 910 508 914 510 914 511 915 511 914 506 917 510 921 506 921 507 919 512 923 506 927 512 924 506 931 509 925 509 927 512 927 509 924 505 936 509 932 511 934 507 931 512 937 505 936 512 935 508 939 509 932 510 943 506 943 510 939 510 941 510 941 506 946 508 941 506 945 512 941 512 947 511 948 508 949 507 951 506 952 511 948 506 949 509 948 509 949 509 948 508 960 512 958 510 957 510 958 507 960 509 955 511 963 508 963 510 965 508 969 507 964 508 965 512 970 508 975 511 971 509 971 511 974 507 976 512 971 510 984 505 978 505 988 509 988 509 276 520 541 515 960 517 773 528 825 525 251 531 322 533 751 535 260 559 325 558 362 573 697 573 715 569 778 572 230 583 240 581 244 581 263 578 100 { m20} R 287 579 283 578 291 578 295 583 295 581 307 584 305 580 312 581 330 578 373 576 382 580 399 581 515 577 739 577 741 578 785 579 795 583 809 580 840 582 852 578 885 582 887 577 890 580 894 583 903 580 904 579 931 581 928 580 932 576 938 580 953 584 982 583 979 576 988 581 234 588 229 585 228 592 234 588 233 588 227 591 237 587 237 587 240 591 242 591 240 585 236 586 238 590 245 591 245 592 250 590 246 588 249 590 248 584 248 591 245 586 245 592 243 588 249 588 248 590 250 585 245 586 243 586 246 591 245 592 249 589 245 592 243 585 249 586 243 585 256 590 256 590 256 588 252 591 252 589 255 590 252 586 253 584 257 585 253 586 256 587 255 587 254 589 250 588 257 590 257 584 250 585 255 592 253 591 261 587 259 586 259 588 262 588 260 589 261 589 262 587 264 589 261 586 257 591 259 585 260 587 100 { m20} R 258 586 264 588 265 591 262 588 262 585 264 587 261 589 260 585 259 589 271 588 272 586 273 587 266 590 267 586 268 587 266 589 266 589 272 585 271 588 265 585 273 585 267 591 266 591 272 587 267 585 267 590 269 588 266 592 265 584 266 584 266 592 267 590 269 590 267 587 272 585 278 587 275 588 274 590 277 591 273 590 280 586 277 587 273 587 275 586 275 590 274 590 273 585 277 585 276 589 275 592 273 590 280 590 282 588 284 591 282 590 281 590 282 592 285 587 288 588 281 591 282 585 285 591 282 590 283 587 287 591 286 586 284 591 283 586 283 587 283 586 282 585 284 590 282 587 287 590 285 586 282 589 291 585 293 585 293 586 289 591 294 590 290 591 293 589 295 587 294 588 291 586 292 585 294 587 291 584 294 590 290 588 295 587 294 591 291 584 291 589 297 587 301 592 299 589 299 588 302 586 100 { m20} R 302 587 299 592 303 589 298 586 301 590 299 588 302 588 299 584 301 587 297 587 302 588 298 588 296 591 302 585 302 590 302 590 305 585 309 589 310 592 305 586 304 587 303 587 304 587 307 588 308 586 304 584 309 591 306 584 304 586 304 586 306 586 307 591 309 589 316 588 318 585 314 591 312 591 311 588 315 589 313 591 315 587 312 590 313 589 312 589 312 589 316 590 317 585 313 590 318 585 318 585 319 587 325 584 321 592 322 589 324 587 326 586 323 587 324 588 323 591 324 587 325 584 319 590 320 588 322 586 320 589 325 591 322 591 325 590 319 585 321 591 325 586 321 590 321 588 323 585 322 587 324 591 334 591 327 585 332 589 327 591 331 588 331 585 334 585 327 591 330 592 329 592 332 588 329 589 328 589 333 591 333 589 332 587 327 588 332 592 330 589 327 590 328 591 328 590 328 587 330 587 100 { m20} R 336 585 335 588 338 592 335 585 334 590 334 590 335 587 335 591 338 588 340 587 335 584 334 585 340 585 338 584 338 586 336 588 345 587 348 591 347 592 346 589 347 591 347 591 347 587 343 588 345 585 347 588 342 592 347 587 349 589 348 591 344 586 350 586 353 587 356 585 355 588 351 587 351 588 356 588 355 588 354 586 355 586 355 589 356 586 357 584 350 584 357 584 354 591 356 590 354 586 358 591 357 591 362 585 361 589 363 592 359 588 362 589 359 585 360 585 362 591 360 589 359 588 363 586 358 590 363 588 359 588 361 592 361 586 358 586 359 589 359 589 365 587 368 589 368 590 365 585 368 592 369 588 371 592 370 588 371 590 366 589 366 588 369 586 82 { m20} R 374 585 377 587 377 590 373 590 378 585 377 591 379 589 373 587 373 590 377 589 376 590 374 589 374 588 374 590 374 592 378 590 378 591 375 585 374 589 377 584 377 590 376 589 386 591 385 585 381 586 385 587 386 591 382 590 383 584 386 584 381 586 382 588 385 585 385 586 386 588 383 591 381 587 380 588 387 585 383 592 387 591 391 589 390 591 389 591 393 584 390 585 390 587 389 589 391 585 390 588 391 585 390 591 388 587 388 592 391 588 391 589 395 590 395 586 391 590 390 585 396 589 401 589 402 589 398 585 395 590 399 590 402 584 399 590 399 589 405 589 408 590 409 590 403 589 406 592 403 586 408 589 404 589 404 586 410 585 407 587 407 587 408 591 406 584 408 586 403 591 404 585 406 587 405 592 412 588 413 591 412 588 413 590 415 588 417 588 413 588 412 588 416 585 414 591 415 588 413 584 100 { m20} R 412 585 412 587 415 592 416 586 412 586 415 591 416 586 424 591 424 591 422 587 425 591 423 592 419 587 425 590 421 590 425 585 419 585 420 591 423 585 421 587 420 586 421 584 425 591 425 586 425 588 420 588 433 584 432 585 427 587 428 589 431 586 431 586 426 592 428 590 427 591 431 586 433 586 428 588 435 586 439 587 441 586 435 591 439 585 434 587 434 589 437 589 437 585 445 589 448 589 442 590 441 590 444 591 443 590 441 588 448 592 454 590 455 590 451 588 454 585 454 587 456 588 451 585 450 585 452 584 451 587 451 592 454 591 456 587 458 591 463 586 463 591 460 592 458 586 459 586 459 588 468 588 468 591 472 585 465 589 470 590 471 586 464 587 469 592 468 591 468 585 479 585 478 588 473 589 474 586 476 586 477 584 477 589 483 591 481 585 484 588 481 591 488 590 493 585 500 586 495 588 100 { m20} R 507 588 505 586 513 586 541 587 676 586 698 589 704 587 707 587 704 588 716 589 713 585 724 589 732 590 726 588 733 588 737 587 733 591 732 587 733 589 747 585 741 591 742 590 743 588 749 588 749 587 749 591 754 587 748 587 751 585 751 588 760 585 759 584 770 588 765 591 763 592 768 589 769 590 770 590 764 586 766 591 766 586 776 589 772 585 774 587 774 591 776 589 776 585 775 590 773 585 777 587 773 585 775 589 772 590 778 591 784 590 782 587 784 584 780 586 785 585 784 585 783 590 792 584 792 584 792 591 786 585 792 587 793 587 789 586 786 586 788 589 792 591 788 591 786 590 794 589 795 586 797 584 796 585 799 587 794 590 798 592 798 589 796 589 795 591 800 588 797 589 794 588 801 591 807 589 806 585 805 587 803 590 802 589 806 591 807 592 806 585 804 589 804 591 803 591 808 591 811 586 100 { m20} R 814 586 813 591 815 589 809 588 809 588 811 586 809 587 813 589 815 588 812 587 811 585 811 587 815 585 811 591 810 590 818 591 821 589 822 587 819 590 817 589 818 590 822 585 816 588 817 588 821 590 822 587 822 589 821 592 816 592 823 589 818 592 827 588 824 586 829 590 830 585 828 588 826 585 825 591 830 592 831 586 830 588 831 587 826 592 831 585 829 589 827 584 830 590 825 586 828 589 829 589 824 588 829 585 824 590 826 588 830 587 833 587 837 589 836 587 834 592 832 589 835 591 838 585 837 592 838 589 844 589 842 590 844 591 841 591 847 586 847 592 839 590 847 591 844 591 842 592 847 585 842 587 847 591 842 590 844 591 842 591 841 589 854 591 847 585 854 586 851 589 853 588 850 590 852 589 854 589 852 585 847 587 848 587 851 590 851 586 852 586 852 589 852 591 852 585 852 587 854 589 100 { m20} R 854 588 849 586 853 588 862 590 856 588 861 590 856 586 857 588 856 591 855 591 855 591 857 585 858 590 856 586 860 589 861 588 856 585 859 586 860 589 862 584 858 584 868 590 863 584 864 590 869 585 863 589 870 587 862 585 866 587 866 587 869 586 865 589 864 587 868 592 866 589 863 590 862 584 867 586 869 586 863 587 874 586 871 592 877 589 876 586 871 590 876 588 871 585 875 588 875 588 874 590 874 586 871 584 873 585 875 587 877 587 877 588 873 587 870 586 875 589 877 585 875 591 875 590 876 591 879 591 884 588 883 591 882 584 877 585 882 585 882 586 878 592 882 587 879 584 882 592 882 585 879 588 878 590 885 587 881 589 883 588 879 590 81 { m20} R 890 591 889 590 885 585 892 592 891 585 886 589 889 587 891 589 888 588 892 588 889 586 888 589 885 590 887 591 887 586 891 588 892 586 886 586 891 590 891 589 887 587 890 585 889 590 888 591 885 588 891 587 886 587 886 589 887 592 893 585 894 592 896 585 893 589 898 587 895 585 900 591 899 586 893 592 897 584 898 587 897 589 899 586 898 588 901 585 905 589 906 591 901 590 908 592 905 590 904 591 907 590 907 585 904 585 905 587 901 589 904 591 902 588 906 585 902 592 902 587 909 585 914 589 909 587 915 589 914 585 913 585 908 587 915 585 912 589 909 591 913 585 915 592 913 591 909 588 914 589 908 591 910 591 915 587 912 586 919 588 919 590 923 590 920 587 922 587 920 586 921 589 917 585 920 589 923 588 918 587 916 590 917 592 921 589 917 587 923 586 923 587 921 587 918 585 922 588 920 591 100 { m20} R 927 589 929 588 931 587 925 590 925 587 925 588 930 588 928 587 929 591 928 590 925 590 925 590 930 591 930 587 925 588 931 585 928 586 930 590 928 588 930 586 931 587 930 585 925 584 930 588 928 587 924 585 928 592 924 588 930 586 926 590 936 585 933 587 934 585 933 586 932 588 933 592 933 588 938 590 937 590 934 585 932 591 934 589 937 586 932 586 943 589 943 588 940 586 939 585 944 592 940 587 943 584 945 587 940 591 939 592 941 585 940 590 940 586 945 585 943 591 945 584 942 591 944 585 949 590 947 591 952 588 948 586 951 585 953 585 947 589 950 589 952 588 950 588 948 587 953 589 947 588 949 589 953 587 949 590 952 589 951 585 946 591 950 587 953 590 950 591 947 590 949 585 960 586 961 590 960 586 959 586 961 588 960 585 956 586 955 586 958 591 955 587 956 591 955 591 960 592 959 588 100 { m20} R 955 590 960 588 961 586 957 592 962 590 962 586 960 589 960 587 966 590 965 590 963 590 964 590 967 588 967 588 966 591 963 589 967 590 965 587 964 591 962 589 969 585 967 589 968 587 964 591 973 586 973 587 972 586 973 588 975 585 971 588 970 590 973 587 974 586 976 591 972 591 972 585 979 587 978 584 981 588 981 586 983 585 979 587 985 589 983 590 984 590 982 589 981 590 978 588 990 589 990 589 989 586 987 585 991 590 234 595 240 598 256 594 257 600 253 597 261 595 267 593 270 597 280 594 274 593 274 594 278 595 280 593 273 595 287 594 287 596 282 595 289 592 291 598 291 594 295 600 291 596 301 599 302 592 300 595 301 595 300 595 303 593 309 599 304 596 308 595 303 592 310 595 307 594 311 596 318 596 318 594 316 597 316 597 315 595 317 596 313 599 312 595 316 595 326 596 320 596 320 592 100 { m20} R 326 598 332 600 328 594 330 596 332 595 333 595 332 594 330 598 339 592 335 597 335 592 339 593 334 592 343 600 344 594 348 595 348 599 345 597 345 593 344 597 344 597 347 595 356 599 354 593 352 596 351 596 357 596 353 593 363 597 364 597 362 600 363 599 358 594 368 595 368 600 370 593 368 593 367 593 367 593 372 594 367 595 366 593 370 599 371 595 371 592 369 598 372 598 379 599 377 594 380 595 379 600 372 599 373 597 376 593 380 596 383 592 384 594 385 596 385 599 385 598 383 593 380 599 386 597 387 593 383 596 388 599 393 594 389 594 394 592 393 593 391 600 400 592 396 598 402 598 399 594 396 594 396 599 398 594 399 593 407 592 409 598 407 596 403 593 409 594 405 594 412 597 415 593 411 595 416 598 414 598 425 597 423 597 424 595 420 597 422 595 426 595 431 599 427 595 429 600 431 595 100 { m20} R 431 596 427 598 430 600 426 599 427 598 435 593 435 593 440 595 439 596 435 595 439 599 439 598 448 597 444 593 456 593 450 598 449 597 453 593 462 595 462 596 461 600 457 598 464 596 471 594 466 595 468 594 464 600 468 593 478 598 475 593 476 593 483 593 481 593 480 599 487 594 495 595 491 592 500 594 495 598 504 598 504 595 507 599 510 594 512 593 534 595 545 593 563 595 591 597 604 599 658 598 665 597 705 597 708 593 715 597 713 593 720 599 731 597 733 594 742 594 744 599 746 596 744 598 746 597 750 593 749 594 753 593 755 598 762 594 759 593 760 598 762 596 767 594 767 596 763 599 770 597 770 600 763 593 765 598 764 595 766 599 770 598 774 598 777 597 774 599 771 595 773 598 777 593 777 599 771 594 777 599 781 600 784 599 781 596 780 598 783 595 95 { m20} R 788 600 787 597 790 592 793 596 790 595 787 598 800 595 798 594 793 596 796 596 795 593 795 593 800 595 800 598 800 599 801 595 803 598 802 595 806 592 804 599 808 596 808 598 808 594 805 594 808 596 809 597 809 598 813 600 811 598 813 593 810 598 809 594 811 594 820 596 821 595 817 598 819 595 821 596 818 593 818 596 823 597 821 593 828 597 827 595 829 594 825 593 827 597 827 592 828 593 831 598 837 592 838 599 837 599 832 596 832 596 839 594 835 593 832 598 835 593 837 593 836 593 841 599 840 594 844 595 843 596 844 597 842 598 846 596 840 592 848 593 852 596 853 594 849 594 854 594 852 594 848 595 849 596 848 599 847 599 852 597 861 594 856 599 858 598 861 594 855 600 855 598 863 598 867 599 862 594 866 593 865 595 869 594 862 593 872 599 874 597 877 597 876 596 880 595 878 598 882 598 100 { m20} R 888 592 890 592 886 596 887 598 890 595 893 596 893 599 899 597 898 594 896 594 900 599 893 598 905 593 902 599 906 595 903 597 901 594 913 596 912 595 915 597 912 592 913 599 914 593 911 592 923 596 920 598 918 598 923 600 917 597 916 594 924 594 928 597 930 592 927 600 928 599 926 593 925 597 937 597 934 595 932 596 935 595 933 599 934 597 944 597 941 599 944 596 941 592 940 597 946 598 943 592 952 597 949 594 950 600 951 595 951 597 948 595 959 597 954 597 961 599 955 594 959 597 963 598 966 598 963 594 969 599 967 596 977 595 971 598 984 593 985 595 977 599 989 593 990 599 242 606 345 600 494 608 766 606 363 616 394 608 480 612 722 614 810 611 427 622 452 620 670 618 683 622 840 618 429 625 554 632 606 625 764 628 781 627 817 624 841 627 632 639 791 636 497 641 667 643 411 653 493 652 100 { m20} R 536 653 582 653 623 648 670 648 719 653 726 654 742 650 762 648 353 661 484 657 536 658 602 657 659 660 704 661 711 657 873 656 267 666 274 666 273 667 288 665 305 664 333 668 339 667 344 667 346 667 349 669 361 668 360 669 370 669 379 665 372 670 387 664 384 671 392 664 395 664 400 666 395 670 403 669 404 666 416 666 448 669 449 665 484 666 500 664 498 666 507 664 529 671 533 668 545 668 544 666 608 670 603 665 692 666 695 666 695 664 721 666 718 667 730 665 744 664 753 668 760 665 787 667 790 666 792 664 815 671 813 667 825 667 833 667 860 665 886 667 894 664 905 666 911 665 940 671 963 671 250 677 247 673 256 677 251 675 270 678 268 674 270 672 267 675 272 679 270 673 274 676 275 679 288 672 286 677 295 673 290 674 288 676 295 675 300 679 301 673 297 672 298 675 296 676 296 675 298 677 100 { m20} R 298 679 309 671 308 678 318 674 312 679 318 676 312 675 317 677 312 676 313 677 316 672 323 675 322 678 319 677 322 679 321 675 320 673 324 672 332 675 328 674 328 678 329 676 327 679 330 675 332 679 334 673 329 672 327 673 329 674 332 672 327 678 339 674 338 678 336 672 337 675 340 679 339 673 338 679 335 672 340 676 335 676 341 673 339 679 337 672 339 675 341 675 337 677 338 674 347 677 348 678 343 675 349 674 348 674 344 675 344 676 346 675 343 677 346 679 345 678 345 676 344 675 346 678 348 676 346 677 345 672 351 677 350 679 352 676 354 672 355 672 350 678 350 679 355 674 351 673 352 675 354 675 353 677 355 677 352 672 354 676 354 675 352 675 351 672 364 678 359 678 360 676 358 678 362 676 361 673 363 677 364 673 359 674 358 676 357 675 363 676 364 673 363 674 363 677 361 675 364 676 100 { m20} R 368 676 371 679 370 679 366 674 372 674 371 672 367 678 369 673 371 677 368 677 366 676 370 678 367 677 366 674 370 673 371 679 371 679 366 674 379 674 379 671 376 674 375 673 377 679 376 678 374 676 373 678 377 676 380 672 375 678 377 679 373 672 377 675 385 679 385 677 386 676 381 675 381 675 384 678 386 675 385 673 384 672 384 677 387 676 386 672 381 678 382 677 381 673 390 675 390 674 388 674 388 679 393 676 393 677 393 678 392 678 388 673 394 675 391 676 394 678 392 676 389 675 394 674 394 676 393 676 393 673 390 674 389 679 393 677 388 673 394 675 398 675 400 679 396 678 397 678 400 674 395 672 398 676 398 679 397 676 397 674 401 674 400 679 400 672 399 676 401 672 403 676 400 678 402 676 397 678 403 677 395 678 396 672 396 672 395 677 396 674 397 675 395 674 97 { m20} R 408 676 408 673 409 676 404 677 407 674 414 673 416 673 414 676 416 675 415 675 413 676 415 673 414 676 417 672 412 676 411 679 414 677 412 676 414 679 413 673 412 678 417 675 411 673 414 678 413 677 415 678 413 671 417 678 415 678 417 672 416 676 411 676 426 678 418 674 419 679 421 673 419 674 422 672 421 677 420 676 421 678 422 673 419 674 425 674 422 678 421 679 425 673 421 675 425 674 425 672 419 678 426 678 430 674 433 677 429 673 433 679 428 674 428 676 432 676 429 677 432 678 428 679 427 674 430 672 427 678 426 677 430 672 433 678 435 678 440 673 434 673 436 673 436 672 439 673 434 675 440 674 435 674 438 679 434 679 437 676 439 679 441 672 438 673 437 676 435 676 442 674 448 679 448 674 447 676 445 672 448 672 446 675 442 676 447 672 447 673 447 677 442 676 446 674 448 677 447 679 100 { m20} R 446 678 448 678 444 672 443 678 442 676 442 676 453 675 454 677 454 672 451 675 452 679 453 678 450 674 456 675 451 673 449 673 451 674 449 672 453 674 453 677 451 671 463 672 460 678 459 674 463 677 459 675 462 675 458 678 457 673 460 676 457 674 457 676 463 675 457 675 469 674 470 676 469 676 470 679 468 674 471 679 470 678 464 672 469 679 468 679 464 679 471 677 469 678 469 676 471 672 469 676 467 678 464 678 470 675 470 676 471 673 466 672 469 673 465 672 467 677 475 674 478 677 475 674 478 676 473 673 477 678 479 674 475 676 478 672 476 674 477 677 473 677 478 675 473 677 476 675 476 672 482 675 484 674 481 676 486 673 485 673 481 676 480 679 480 676 485 677 479 676 480 676 486 675 484 677 484 672 483 679 486 675 486 675 484 679 481 679 480 678 486 678 484 673 486 676 480 675 487 676 100 { m20} R 493 672 488 673 490 677 492 678 487 673 490 679 492 673 488 678 491 678 489 677 489 675 488 678 490 675 488 677 494 676 493 673 492 673 487 678 494 679 502 674 496 672 498 673 497 679 495 673 497 672 501 676 499 679 497 677 498 676 497 676 502 677 495 675 501 672 501 678 498 678 502 675 496 676 498 672 501 673 500 679 497 672 496 678 497 675 496 674 500 674 500 677 500 673 498 671 507 672 505 675 508 679 504 678 510 672 503 677 503 677 506 677 502 672 508 674 504 674 509 673 507 672 506 676 508 672 508 679 517 676 511 679 512 672 518 678 513 675 511 676 515 672 511 673 513 675 514 675 512 676 514 674 510 678 523 678 521 676 518 672 522 679 522 672 523 678 520 673 519 679 524 677 519 673 523 672 523 678 519 673 523 675 520 675 525 678 518 678 524 672 523 676 519 678 525 672 519 673 519 674 100 { m20 } R 522 679 528 678 532 678 528 673 528 677 528 674 528 676 533 676 531 675 526 677 532 679 531 673 528 676 527 678 530 679 526 674 527 677 531 673 525 678 533 674 536 675 537 677 533 672 533 676 541 672 536 678 538 676 540 675 534 672 535 677 540 672 539 676 539 676 539 675 535 674 536 676 539 672 541 672 541 676 541 678 547 679 548 673 543 675 546 674 546 677 547 676 548 676 544 674 545 672 548 672 546 673 548 677 541 671 547 677 548 677 541 672 544 678 547 676 545 672 547 672 554 676 551 672 555 675 550 672 555 677 555 678 552 675 558 679 557 673 563 675 561 678 558 677 560 679 563 673 560 673 559 672 559 673 556 673 558 679 557 672 560 672 562 675 559 675 557 673 563 674 570 676 566 678 567 678 571 673 570 676 566 675 567 678 568 676 564 677 571 673 571 672 568 677 568 677 565 674 570 679 100 { m20} R 570 675 566 671 568 674 566 671 571 672 572 673 575 676 577 676 572 676 573 676 573 675 573 675 575 675 573 674 574 673 572 679 577 676 574 674 571 672 582 674 579 675 586 672 586 674 581 672 584 674 582 678 582 672 581 673 587 679 581 675 581 677 581 672 583 676 590 675 594 679 593 675 588 679 590 674 587 677 589 676 592 677 587 677 596 674 597 677 594 672 598 678 600 679 595 672 599 677 596 672 608 679 609 676 606 676 605 673 604 675 603 671 606 672 607 672 602 678 605 679 609 678 609 677 603 676 606 678 615 679 614 675 611 671 613 677 613 673 615 673 612 677 610 678 617 675 611 675 610 672 613 676 612 679 623 679 624 672 623 676 623 676 618 673 621 672 619 671 624 678 623 675 622 675 624 672 618 672 622 677 626 676 632 677 626 676 625 679 631 679 629 672 632 679 627 676 631 675 99 { m20} R 638 676 640 675 640 676 635 678 636 674 637 675 640 677 635 678 636 672 639 679 635 677 640 679 636 677 639 675 640 676 639 672 643 677 648 673 644 679 643 679 642 676 648 677 645 674 646 678 641 679 646 678 643 677 646 678 642 674 645 674 644 677 654 674 650 677 654 674 649 674 654 673 652 677 651 675 648 674 651 672 649 673 655 678 650 673 648 672 662 675 657 672 659 677 663 675 659 679 658 671 662 671 656 678 661 679 657 672 659 672 656 675 658 673 660 678 659 676 670 679 668 672 666 674 669 673 669 677 668 678 671 675 664 672 669 672 668 672 665 673 670 674 671 679 674 679 672 675 677 674 675 679 674 679 676 677 675 675 674 677 675 679 674 673 673 679 672 676 673 675 673 675 673 676 678 674 678 679 674 679 680 672 684 674 685 672 683 677 680 679 686 678 683 677 685 675 684 678 681 677 100 { m20} R 679 673 684 676 680 676 684 678 679 674 684 678 679 673 682 679 682 673 682 672 685 672 687 676 693 679 688 679 689 672 687 679 690 676 688 673 687 672 690 674 688 677 689 676 686 677 686 679 699 677 701 678 697 676 699 675 699 672 697 672 695 673 696 672 701 677 699 673 697 672 694 672 695 673 695 678 696 678 694 676 699 675 696 675 696 678 701 675 706 672 703 675 705 677 704 677 704 675 704 675 703 672 702 673 707 677 702 673 708 679 706 678 704 677 708 672 704 677 704 679 705 676 708 677 702 672 706 676 705 677 708 678 710 676 714 679 712 676 714 674 713 674 714 672 712 677 713 677 714 677 715 679 715 677 716 677 709 672 711 676 711 676 710 675 711 672 712 677 714 677 721 679 718 675 724 677 721 677 724 673 721 679 718 673 722 672 719 673 721 673 720 674 717 672 718 674 724 672 718 678 100 { m20} R 721 676 731 672 725 677 727 672 726 672 731 678 730 679 726 676 727 679 725 672 727 675 728 672 726 673 729 676 729 674 731 678 727 672 731 675 730 677 724 677 736 673 737 676 733 672 737 674 738 673 739 672 735 674 735 676 738 675 734 674 734 675 740 672 738 679 732 672 733 679 735 672 736 676 736 678 735 678 735 673 737 672 743 674 740 672 742 671 746 677 741 679 740 674 742 673 742 673 744 679 741 673 743 677 748 679 751 678 752 676 754 674 751 676 754 679 752 674 753 675 748 677 754 677 753 676 754 678 752 677 752 673 753 673 755 674 762 676 758 677 757 674 762 679 760 673 760 679 758 674 758 672 762 676 755 679 762 675 762 677 762 677 761 678 757 675 761 677 758 674 755 673 756 674 758 674 758 672 765 676 764 678 765 672 770 678 769 672 770 675 765 675 764 679 770 673 764 674 765 675 100 { m20} R 769 678 768 676 772 676 775 677 775 677 771 679 776 675 777 678 772 679 774 677 771 672 777 672 773 679 773 676 775 673 777 675 780 672 784 675 778 678 781 675 779 675 781 675 785 678 778 678 784 677 784 674 781 672 785 675 780 676 782 673 790 675 791 677 791 677 787 674 787 679 790 679 789 678 791 674 792 677 790 673 789 674 792 676 790 677 786 674 787 675 787 675 792 678 789 672 800 678 794 679 798 677 796 677 795 673 795 673 799 672 800 677 799 679 799 672 798 672 795 679 798 676 805 678 801 676 802 676 802 673 802 679 807 675 804 673 805 676 801 674 807 675 806 677 803 679 803 677 806 677 806 673 806 676 802 678 806 678 802 675 801 672 807 673 803 678 804 673 804 674 808 675 814 673 815 671 809 676 811 673 810 676 815 674 810 678 813 672 816 678 816 677 813 674 811 676 815 674 815 672 100 { m20} R 814 674 813 673 810 679 814 672 812 674 817 675 817 675 822 675 817 672 817 673 823 677 821 676 822 675 818 678 817 677 817 678 817 674 821 671 821 672 831 678 825 674 826 674 828 675 827 678 830 675 824 678 826 673 827 674 827 674 824 672 826 676 824 673 826 674 826 678 827 674 826 672 830 676 829 679 825 674 827 678 831 672 824 678 831 673 830 673 833 676 838 673 836 672 837 678 833 672 835 674 835 675 832 676 839 673 835 674 835 676 835 679 835 674 833 671 834 676 836 678 834 673 832 675 838 676 836 679 841 678 843 675 845 673 844 674 847 673 840 676 845 679 845 674 843 674 845 673 845 677 840 676 840 679 842 679 846 675 842 674 840 673 845 672 840 673 839 673 847 679 843 679 850 678 851 678 854 675 851 674 849 673 853 678 851 672 851 678 849 675 849 672 853 678 847 673 854 676 99 { m20} R 857 675 861 675 860 676 855 675 861 677 856 672 857 676 861 677 858 675 859 674 855 675 858 677 860 673 866 676 866 678 867 679 862 672 864 675 865 678 868 673 865 678 870 678 865 678 864 672 864 678 868 672 866 672 866 673 864 671 869 678 866 673 864 677 876 673 877 678 877 673 870 675 875 677 873 672 873 675 877 678 873 677 875 673 875 673 873 674 876 676 870 677 876 674 875 677 876 673 872 675 882 678 880 676 880 674 882 675 879 675 880 673 878 671 881 674 884 674 879 672 893 675 892 678 889 676 893 673 889 674 887 676 892 676 891 673 896 673 896 675 900 672 898 677 899 675 895 673 898 678 895 679 894 677 895 675 900 673 897 672 905 671 908 679 902 677 904 679 902 675 905 673 903 678 907 676 911 679 909 678 914 675 910 673 912 678 922 673 921 676 921 679 923 676 918 679 922 672 918 673 100 { m20} R 925 672 928 679 931 679 929 676 926 675 935 671 934 678 933 675 932 674 945 675 946 679 945 679 947 675 953 677 953 673 953 671 957 678 961 672 955 679 969 673 270 680 266 685 312 684 329 686 331 686 339 680 340 680 348 684 353 682 356 683 357 687 362 686 365 687 376 687 374 682 387 681 385 686 389 680 392 684 399 681 402 685 405 683 411 682 415 680 413 686 418 684 412 680 411 686 431 684 428 687 427 686 432 681 441 687 441 680 441 684 444 680 442 687 446 685 444 682 447 680 447 685 455 683 454 682 456 684 449 686 450 687 454 686 454 680 453 683 452 679 454 684 460 681 463 687 459 682 458 686 462 680 474 683 476 682 473 687 475 682 475 679 477 680 476 680 475 684 476 686 481 687 483 684 481 680 486 685 486 682 480 684 486 687 487 680 486 681 482 685 489 685 489 683 488 682 490 684 501 686 100 { m20} R 499 681 495 683 497 684 499 686 497 680 506 684 509 682 504 680 517 682 510 680 514 685 516 682 513 683 524 681 525 686 520 683 529 681 528 684 529 684 537 679 538 686 536 681 538 686 538 683 547 681 545 687 541 681 544 686 547 684 547 684 555 687 549 686 552 680 550 680 561 686 562 686 561 680 560 679 563 681 563 684 565 685 567 682 570 681 575 685 579 682 578 682 576 686 574 685 572 684 578 680 579 683 580 680 582 686 582 683 583 681 591 685 591 686 593 682 587 687 592 681 599 681 606 682 604 684 610 684 610 680 617 682 622 686 623 687 619 680 624 682 630 680 632 684 626 685 634 681 634 687 633 684 640 686 635 683 633 680 639 683 637 682 642 682 642 682 646 682 646 680 641 682 645 687 640 681 646 684 650 682 654 682 649 681 648 687 652 687 659 684 658 686 663 679 664 679 667 682 667 685 100 { m20} R 665 680 665 683 664 686 670 684 667 685 666 683 671 686 672 685 677 682 673 684 675 681 678 685 671 687 685 685 686 681 682 679 685 683 681 681 681 680 689 681 693 681 692 685 689 685 699 682 701 685 697 686 697 683 700 687 708 686 707 683 709 684 705 686 703 682 711 686 714 686 716 685 712 685 712 686 712 684 712 687 710 680 721 685 721 682 723 684 723 686 720 680 727 680 731 681 726 682 728 680 728 685 725 686 727 683 724 683 725 680 727 679 729 682 727 684 731 684 732 683 729 684 737 684 735 681 739 687 734 685 735 681 733 686 747 683 746 680 742 682 747 679 741 682 751 684 755 685 750 682 753 680 756 683 756 684 759 686 761 681 762 681 758 682 767 679 767 683 767 687 776 680 773 687 773 684 777 685 776 684 776 681 774 680 776 681 779 684 781 685 780 686 785 682 789 684 791 684 792 686 100 { m20} R 798 686 797 685 796 686 802 685 804 686 804 684 805 687 806 680 810 681 815 683 811 684 809 680 821 686 820 680 827 680 826 682 825 682 828 687 826 683 829 684 839 682 839 682 846 687 841 681 840 684 840 683 850 684 859 679 858 682 870 682 868 683 866 683 876 681 870 686 874 685 876 680 882 683 883 682 888 680 885 686 893 684 898 684 906 682 941 680 940 685 951 684 965 681 392 694 452 690 482 690 504 693 520 689 594 691 635 690 681 687 692 690 696 692 727 692 733 689 766 689 786 693 438 698 474 697 516 697 573 699 734 700 818 700 378 705 852 708 463 718 473 716 516 713 563 712 697 714 754 712 507 720 522 722 525 720 629 721 702 721 754 725 762 724 513 729 659 727 701 731 474 735 502 742 546 735 549 738 663 739 708 737 716 736 819 739 570 746 698 746 739 749 763 750 422 757 443 751 99 { m20} R 453 752 449 756 453 753 453 755 466 754 466 751 474 755 486 758 484 756 490 754 501 757 496 755 533 757 533 751 532 752 533 752 540 754 548 756 542 758 546 757 554 758 557 756 557 751 565 752 574 753 574 758 582 752 583 757 583 751 610 754 623 753 634 758 637 756 643 758 646 755 661 756 660 754 686 758 686 754 697 756 695 756 707 754 709 758 709 752 715 757 718 752 731 753 728 756 740 757 740 754 751 754 757 753 767 754 780 755 798 756 829 755 259 762 277 766 387 761 391 766 392 765 390 762 399 766 395 766 407 764 406 764 405 763 404 765 410 759 415 760 418 759 418 762 419 762 420 765 425 765 424 761 425 762 425 763 433 761 426 760 430 763 429 764 428 759 438 763 440 760 441 765 436 766 440 764 438 761 436 763 440 763 436 762 435 765 438 766 448 763 444 766 441 761 444 761 449 760 450 766 100 { m20} R 452 764 456 761 454 764 450 760 449 759 455 761 452 763 449 766 455 760 454 759 453 764 456 765 455 760 457 762 458 761 462 760 460 763 458 763 460 762 457 761 463 762 463 765 457 765 461 766 457 764 465 762 466 766 465 762 468 760 465 759 471 763 467 765 467 760 468 763 468 759 466 765 472 764 466 763 470 761 475 760 479 760 478 762 475 764 475 765 477 766 472 761 475 763 475 762 477 761 475 763 472 766 473 764 474 763 477 766 479 763 473 760 474 763 485 765 484 759 486 762 484 762 481 761 484 764 486 762 485 762 483 764 480 764 480 764 484 762 483 766 480 762 485 762 485 764 487 760 484 764 485 762 481 761 483 760 490 762 492 764 491 765 491 766 493 765 490 763 490 761 494 766 488 763 489 763 493 766 489 761 489 765 491 764 492 765 488 761 496 761 497 764 502 765 502 765 502 761 501 762 100 { m20} R 501 763 496 759 506 759 505 762 507 759 506 759 506 759 504 759 507 764 506 765 506 761 505 761 507 764 504 763 510 765 505 761 504 761 503 766 505 764 510 766 504 764 509 761 507 765 509 765 506 761 506 761 505 764 509 762 502 759 503 763 513 760 513 760 513 759 512 763 517 763 511 764 516 764 517 766 510 759 511 766 516 763 511 760 510 763 512 765 514 761 510 761 513 762 515 762 511 760 513 765 511 763 514 765 517 763 521 765 524 759 523 763 522 766 525 765 519 763 518 762 519 762 520 761 518 763 525 759 518 761 522 765 523 766 523 760 525 764 522 760 524 759 523 759 524 761 521 766 521 765 520 762 532 763 532 760 526 761 530 762 529 765 527 765 527 765 533 765 529 762 532 760 525 762 530 765 528 762 533 759 527 759 527 764 529 764 530 763 528 760 528 765 530 762 533 764 532 763 530 766 100 { m20} R 529 761 533 765 531 762 527 759 539 761 538 766 541 763 537 763 537 763 535 760 534 760 540 765 537 763 539 766 533 761 537 764 540 759 534 761 537 764 537 760 536 764 534 761 538 759 540 759 535 760 536 765 539 763 538 764 540 762 534 763 545 764 545 760 546 759 545 760 544 763 548 765 545 766 545 759 542 760 546 763 541 760 541 760 544 762 541 760 545 762 546 760 543 765 543 765 543 760 542 764 545 765 542 763 544 764 542 759 542 764 543 761 554 764 554 761 555 762 548 764 554 763 549 759 555 762 550 759 549 759 555 761 554 765 549 766 553 763 553 759 550 759 554 766 549 764 556 759 555 764 553 766 555 764 563 764 561 766 560 760 559 764 556 762 560 762 558 763 562 762 561 761 561 764 563 763 563 762 562 763 557 759 558 763 564 759 561 764 562 759 558 764 557 763 558 764 558 762 564 762 100 { m20} R 568 765 568 765 568 766 568 766 567 765 568 765 569 764 570 763 570 761 565 763 568 761 565 759 565 760 569 764 566 764 569 759 565 764 571 764 571 760 565 762 564 761 571 759 571 763 568 763 566 766 568 759 569 765 565 759 565 759 566 760 578 765 572 763 576 766 576 759 575 759 579 766 576 759 577 762 577 766 576 764 577 765 575 765 577 766 575 761 576 763 578 764 575 759 572 765 571 763 578 761 578 759 574 759 573 762 573 761 585 766 585 764 584 762 584 764 582 765 585 763 584 763 582 760 580 761 582 764 586 761 586 764 583 766 579 762 583 765 587 766 586 759 580 764 586 766 581 763 586 761 584 763 583 763 585 763 580 764 79 { m20} R 589 762 594 764 593 763 590 761 594 759 593 765 594 763 589 762 587 764 591 765 592 760 589 762 591 760 587 763 593 764 594 761 589 759 590 762 590 762 593 760 590 765 591 765 588 766 589 763 588 759 591 760 593 765 591 760 593 761 601 759 597 763 598 761 595 765 598 760 598 765 598 759 596 762 601 763 596 762 602 766 598 765 596 767 600 760 597 765 596 766 600 761 597 760 601 759 602 765 596 764 598 760 594 759 604 761 607 762 609 764 609 760 603 762 609 762 607 763 604 762 602 760 607 765 605 765 609 765 604 763 604 765 605 761 608 759 608 760 606 763 605 761 603 765 608 759 602 761 605 760 615 761 614 760 610 766 612 763 617 766 615 762 612 763 616 764 611 760 612 761 611 761 610 759 616 762 614 760 613 760 610 759 615 763 613 766 616 763 610 763 613 759 614 764 615 763 612 761 612 762 100 { m20 } R 616 766 610 766 622 764 620 766 620 761 618 766 623 764 620 765 617 765 622 766 617 761 622 762 624 765 623 761 623 766 624 759 621 761 619 766 619 766 623 767 624 766 621 759 618 761 621 762 620 760 619 759 618 759 629 765 630 764 629 762 629 761 631 759 632 765 629 764 625 765 625 762 632 764 625 766 627 761 630 766 627 760 631 762 626 760 631 764 631 763 630 762 627 762 628 766 631 764 633 766 633 761 640 761 638 759 634 766 636 761 634 764 638 762 638 760 637 761 634 766 636 761 633 760 639 762 633 766 635 762 635 766 640 762 639 763 638 759 639 762 633 764 644 763 641 761 648 765 648 766 641 760 644 765 640 761 643 761 641 763 647 764 645 764 642 759 642 760 645 760 647 761 642 760 644 760 646 762 643 764 643 764 646 761 646 763 648 765 645 760 642 759 643 766 643 764 644 764 649 760 100 { m20} R 652 763 648 765 655 761 649 760 655 761 652 762 649 760 651 760 651 764 655 761 651 760 650 761 654 765 652 765 653 760 653 767 648 765 655 765 654 766 655 762 653 764 655 761 660 761 660 765 656 759 662 760 661 764 663 762 661 759 663 765 662 760 659 763 660 759 661 766 661 764 660 766 660 761 663 761 662 764 658 759 661 763 659 766 657 766 659 763 660 762 666 765 670 764 665 762 667 761 667 760 668 764 665 761 667 759 668 766 664 761 670 761 667 762 664 760 668 761 664 766 667 764 665 763 666 761 665 765 677 764 674 760 671 763 671 766 676 763 676 767 677 760 675 761 677 764 675 764 678 762 678 765 677 765 678 761 676 761 678 760 674 761 671 759 677 762 677 763 675 766 671 760 685 759 684 763 683 764 683 765 685 763 684 764 680 764 682 766 679 762 679 766 681 762 679 764 686 762 683 763 100 { m20} R 685 759 680 764 682 760 679 759 685 762 680 764 684 761 679 764 683 762 685 765 683 760 684 764 683 761 685 760 685 762 683 765 684 766 689 759 693 763 689 762 688 761 690 766 693 763 689 763 688 759 692 765 689 760 689 759 693 760 690 763 688 764 688 766 691 766 692 763 686 762 689 764 688 765 692 763 691 764 687 762 692 764 699 764 699 760 698 764 696 764 695 759 695 763 700 765 697 766 696 760 694 759 696 765 694 760 698 762 698 763 695 762 694 763 695 762 696 766 698 761 700 760 698 766 707 760 704 761 708 761 708 759 703 765 704 764 702 760 702 764 707 759 706 765 703 766 704 764 704 760 705 764 702 759 704 762 715 766 712 762 713 761 716 761 711 765 713 762 709 760 711 761 711 759 716 762 716 759 710 764 710 759 711 764 709 760 716 766 711 760 722 766 717 762 724 762 719 764 721 761 100 { m20} R 723 765 718 762 717 762 723 766 723 762 719 761 719 761 721 761 721 766 721 759 719 763 723 760 720 765 718 762 722 766 719 761 730 765 726 761 730 761 728 762 727 763 729 764 724 767 731 762 728 760 727 766 729 763 730 766 731 761 728 766 731 759 732 766 728 766 733 761 737 764 733 763 737 765 735 766 735 761 737 760 734 765 734 761 732 764 737 765 733 760 739 760 740 764 747 760 740 766 740 762 743 764 744 763 744 765 746 762 742 761 746 763 741 762 746 765 745 764 743 764 747 759 746 765 742 762 741 765 744 765 740 763 753 762 754 759 750 760 748 761 750 760 753 766 752 759 752 760 749 760 752 759 753 765 747 761 750 760 752 759 753 762 756 764 762 761 757 763 756 764 756 766 763 761 761 760 757 764 755 766 757 760 761 761 755 766 759 762 756 763 95 { m20} R 770 762 765 765 770 764 766 763 766 766 769 760 765 765 768 766 769 759 764 762 771 760 771 761 772 765 775 762 774 764 784 764 783 763 782 766 779 766 785 764 781 763 789 760 789 761 789 762 787 762 791 760 791 762 787 763 786 766 790 766 792 766 791 760 794 759 800 766 800 760 798 767 795 763 795 766 798 766 796 762 801 760 812 760 815 766 818 766 818 763 821 764 834 759 832 761 841 763 940 760 943 766 945 759 944 763 953 760 954 763 953 761 957 761 269 772 272 769 428 770 444 767 452 769 466 773 484 774 488 767 506 772 517 769 521 770 529 771 550 774 553 770 563 771 558 773 579 774 581 767 585 768 587 768 587 768 588 768 595 769 599 767 605 774 609 772 605 773 603 770 607 770 602 772 605 767 610 767 614 769 610 774 613 770 623 771 618 768 619 769 619 771 618 773 622 768 618 770 625 772 100 { m20} R 630 769 631 772 632 772 640 770 635 773 635 769 637 770 634 768 644 769 641 771 650 774 648 773 655 774 649 774 654 768 649 767 651 768 658 773 661 772 666 770 667 772 672 768 673 769 674 774 673 767 681 770 688 771 686 771 690 771 690 772 697 768 698 772 695 769 707 769 705 769 705 774 706 771 716 771 710 770 722 767 725 773 739 770 736 767 746 768 745 773 756 767 769 769 767 770 768 773 773 769 773 772 784 773 781 768 779 767 788 773 786 772 811 770 821 771 491 782 506 781 565 781 611 779 648 782 678 776 712 783 495 793 509 796 525 798 531 796 611 793 572 806 576 804 528 808 644 810 515 816 520 817 585 819 579 829 644 829 620 830 675 831 265 844 524 843 556 842 564 845 576 839 577 840 573 840 584 838 600 842 608 844 625 838 639 844 665 845 677 845 681 846 698 845 278 848 522 850 527 849 100 { m20} R 531 853 540 847 533 851 537 848 534 849 541 848 546 850 544 851 546 848 553 848 551 853 557 847 557 849 561 847 560 852 557 854 564 852 567 848 569 847 569 847 568 847 573 848 572 848 572 853 581 853 584 846 579 851 585 853 579 850 589 847 591 848 593 849 601 851 598 850 595 853 597 852 600 853 600 849 606 849 604 848 606 851 608 854 609 848 605 848 609 849 609 847 606 852 606 852 609 852 608 851 607 849 613 853 611 853 617 848 611 852 610 853 611 849 624 848 622 850 620 851 627 847 625 851 627 850 630 851 631 851 628 852 629 851 646 849 640 851 646 851 642 852 646 850 645 850 642 852 646 852 645 850 641 847 647 852 649 846 649 848 648 848 653 847 653 849 656 847 660 850 658 849 666 850 668 853 673 852 672 851 676 854 673 848 683 849 684 847 682 852 704 847 952 849 573 859 661 858 395 926 100 { m20} R 836 935 480 1009 598 1016 3 { m20} R NC 227 227 m 794 Y s 4 lw 261 227 m -34 X s 244 243 m -17 X s 244 259 m -17 X s 244 274 m -17 X s 244 290 m -17 X s 261 306 m -34 X s 244 322 m -17 X s 244 338 m -17 X s 244 354 m -17 X s 244 370 m -17 X s 261 386 m -34 X s 244 401 m -17 X s 244 417 m -17 X s 244 433 m -17 X s 244 449 m -17 X s 261 465 m -34 X s 244 481 m -17 X s 244 497 m -17 X s 244 513 m -17 X s 244 528 m -17 X s 261 544 m -34 X s 244 560 m -17 X s 244 576 m -17 X s 244 592 m -17 X s 244 608 m -17 X s 261 624 m -34 X s 244 640 m -17 X s 244 655 m -17 X s 244 671 m -17 X s 244 687 m -17 X s 261 703 m -34 X s 244 719 m -17 X s 244 735 m -17 X s 244 751 m -17 X s 244 767 m -17 X s 261 782 m -34 X s 244 798 m -17 X s 244 814 m -17 X s 244 830 m -17 X s 244 846 m -17 X s 261 862 m -34 X s 244 878 m -17 X s 244 894 m -17 X s 244 909 m -17 X s 244 925 m -17 X s 261 941 m -34 X s 244 957 m -17 X s 244 973 m -17 X s 244 989 m -17 X s 244 1005 m -17 X s 261 1021 m -34 X s /xs 0 def (30) /Times-Bold 58 stwn gsave 193 207 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (30) show gr /xs 0 def (35) /Times-Bold 58 stwn gsave 193 286 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (35) show gr /xs 0 def (40) /Times-Bold 58 stwn gsave 193 366 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (40) show gr /xs 0 def (45) /Times-Bold 58 stwn gsave 193 445 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (45) show gr /xs 0 def (50) /Times-Bold 58 stwn gsave 193 524 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (50) show gr /xs 0 def (55) /Times-Bold 58 stwn gsave 193 604 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (55) show gr /xs 0 def (60) /Times-Bold 58 stwn gsave 193 683 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (60) show gr /xs 0 def (65) /Times-Bold 58 stwn gsave 193 763 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (65) show gr /xs 0 def (70) /Times-Bold 58 stwn gsave 193 842 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (70) show gr /xs 0 def (75) /Times-Bold 58 stwn gsave 193 921 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (75) show gr /xs 0 def (80) /Times-Bold 58 stwn gsave 193 1001 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (80) show gr /xs 0 def (c\)) /Times-Bold 88 stwn gsave 350 905 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (c\)) show gr /xs 0 def (d\)) /Times-Bold 88 stwn gsave 1410 905 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (d\)) show gr 4 lw 227 227 m 765 X s 4 lw 227 261 m -34 Y s 265 244 m -17 Y s 303 244 m -17 Y s 342 244 m -17 Y s 380 244 m -17 Y s 418 261 m -34 Y s 456 244 m -17 Y s 495 244 m -17 Y s 533 244 m -17 Y s 571 244 m -17 Y s 610 261 m -34 Y s 648 244 m -17 Y s 686 244 m -17 Y s 724 244 m -17 Y s 763 244 m -17 Y s 801 261 m -34 Y s 839 244 m -17 Y s 877 244 m -17 Y s 916 244 m -17 Y s 954 244 m -17 Y s 992 261 m -34 Y s /xs 0 def (-200) /Times-Bold 58 stwn gsave 227 162 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (-200) show gr /xs 0 def (-100) /Times-Bold 58 stwn gsave 418 162 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (-100) show gr /xs 0 def (0) /Times-Bold 58 stwn gsave 610 162 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (0) show gr /xs 0 def (100) /Times-Bold 58 stwn gsave 801 162 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (100) show gr /xs 0 def (200) /Times-Bold 58 stwn gsave 992 162 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (200) show gr 765 794 227 227 C 2268 2268 0 0 C /xs 0 def (z \(cm\)) /Times-Bold 58 stwn gsave 992 85 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (z \(cm\)) show gr /xs 0 def (t) /Times-Bold 58 stwn (-) /Symbol 58 stwn (r/c \(ns\)) /Times-Bold 58 stwn gsave 91 1021 t 90 r xs neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (t) show currentpoint pop 0 t /Symbol findfont 58 sf 0 0 m (-) show currentpoint pop 0 t /Times-Bold findfont 58 sf 0 0 m (r/c \(ns\)) show gr 765 794 227 227 C NC 765 794 1276 227 bl 765 794 1276 227 C NC 4 lw 1276 227 m 794 Y s 4 lw 1310 227 m -34 X s 1293 260 m -17 X s 1293 293 m -17 X s 1293 326 m -17 X s 1310 359 m -34 X s 1293 392 m -17 X s 1293 425 m -17 X s 1293 458 m -17 X s 1310 491 m -34 X s 1293 524 m -17 X s 1293 558 m -17 X s 1293 591 m -17 X s 1310 624 m -34 X s 1293 657 m -17 X s 1293 690 m -17 X s 1293 723 m -17 X s 1310 756 m -34 X s 1293 789 m -17 X s 1293 822 m -17 X s 1293 855 m -17 X s 1310 888 m -34 X s 1293 921 m -17 X s 1293 954 m -17 X s 1293 988 m -17 X s 1310 1021 m -34 X s 1310 227 m -34 X s /xs 0 def (57.6) /Times-Bold 58 stwn gsave 1253 207 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (57.6) show gr /xs 0 def (57.8) /Times-Bold 58 stwn gsave 1253 339 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (57.8) show gr /xs 0 def (58) /Times-Bold 58 stwn gsave 1253 472 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (58) show gr /xs 0 def (58.2) /Times-Bold 58 stwn gsave 1253 604 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (58.2) show gr /xs 0 def (58.4) /Times-Bold 58 stwn gsave 1253 736 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (58.4) show gr /xs 0 def (58.6) /Times-Bold 58 stwn gsave 1253 868 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (58.6) show gr /xs 0 def (58.8) /Times-Bold 58 stwn gsave 1253 1001 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (58.8) show gr 4 lw 1276 227 m 765 X s 4 lw 1276 261 m -34 Y s 1314 244 m -17 Y s 1352 244 m -17 Y s 1391 244 m -17 Y s 1429 244 m -17 Y s 1467 261 m -34 Y s 1505 244 m -17 Y s 1544 244 m -17 Y s 1582 244 m -17 Y s 1620 244 m -17 Y s 1658 261 m -34 Y s 1697 244 m -17 Y s 1735 244 m -17 Y s 1773 244 m -17 Y s 1812 244 m -17 Y s 1850 261 m -34 Y s 1888 244 m -17 Y s 1926 244 m -17 Y s 1965 244 m -17 Y s 2003 244 m -17 Y s 2041 261 m -34 Y s /xs 0 def (-200) /Times-Bold 58 stwn gsave 1276 162 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (-200) show gr /xs 0 def (-100) /Times-Bold 58 stwn gsave 1467 162 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (-100) show gr /xs 0 def (0) /Times-Bold 58 stwn gsave 1658 162 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (0) show gr /xs 0 def (100) /Times-Bold 58 stwn gsave 1850 162 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (100) show gr /xs 0 def (200) /Times-Bold 58 stwn gsave 2041 162 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (200) show gr 765 794 1276 227 C [12 12] 0 sd 1276 -37876 m 7 X s 1283 -37876 m 8 X s 1299 607 m 18 Y s 1299 665 m 18 Y s [] 0 sd /w 40 def /w2 {w 2 div} def /w3 {w 3 div} def 1299 645 m28 [12 12] 0 sd 1314 650 m 24 Y s 1314 714 m 25 Y s [] 0 sd 1314 694 m28 [12 12] 0 sd 1329 526 m 31 Y s 1329 596 m 32 Y s [] 0 sd 1329 577 m28 [12 12] 0 sd 1345 657 m 3 Y s 1345 700 m 3 Y s [] 0 sd 1345 680 m28 [12 12] 0 sd 1360 649 m 13 Y s 1360 702 m 12 Y s [] 0 sd 1360 682 m28 [12 12] 0 sd 1375 642 m 6 Y s 1375 688 m 6 Y s [] 0 sd 1375 668 m28 1391 660 m28 [12 12] 0 sd 1406 623 m 4 Y s 1406 667 m 5 Y s [] 0 sd 1406 647 m28 1421 665 m28 [12 12] 0 sd 1436 651 m 5 Y s 1436 696 m 6 Y s [] 0 sd 1436 676 m28 1452 653 m28 [12 12] 0 sd 1467 655 m 3 Y s 1467 697 m 3 Y s [] 0 sd 1467 677 m28 [12 12] 0 sd 1482 648 m 35 Y s 1482 722 m 35 Y s [] 0 sd 1482 703 m28 1498 756 m28 1513 708 m28 [12 12] 0 sd 1528 740 m 3 Y s 1528 782 m 3 Y s [] 0 sd 1528 762 m28 [12 12] 0 sd 1544 661 m 10 Y s 1544 711 m 10 Y s [] 0 sd 1544 691 m28 [12 12] 0 sd 1559 745 m 10 Y s 1559 795 m 10 Y s [] 0 sd 1559 775 m28 1574 727 m28 [12 12] 0 sd 1590 687 m 8 Y s 1590 735 m 8 Y s [] 0 sd 1590 715 m28 [12 12] 0 sd 1605 667 m 37 Y s 1605 744 m 36 Y s [] 0 sd 1605 724 m28 [12 12] 0 sd 1620 738 m 4 Y s 1620 781 m 5 Y s [] 0 sd 1620 762 m28 [12 12] 0 sd 1636 700 m 23 Y s 1636 762 m 22 Y s [] 0 sd 1636 742 m28 [12 12] 0 sd 1651 526 m 56 Y s 1651 622 m 57 Y s [] 0 sd 1651 602 m28 [12 12] 0 sd 1666 687 m 18 Y s 1666 745 m 18 Y s [] 0 sd 1666 725 m28 [12 12] 0 sd 1681 672 m 32 Y s 1681 743 m 32 Y s [] 0 sd 1681 723 m28 1697 753 m28 [12 12] 0 sd 1712 652 m 27 Y s 1712 719 m 27 Y s [] 0 sd 1712 699 m28 1727 759 m28 [12 12] 0 sd 1743 725 m 3 Y s 1743 768 m 3 Y s [] 0 sd 1743 748 m28 [12 12] 0 sd 1758 722 m 1 Y s 1758 762 m 1 Y s [] 0 sd 1758 743 m28 [12 12] 0 sd 1773 690 m 14 Y s 1773 744 m 14 Y s [] 0 sd 1773 724 m28 [12 12] 0 sd 1789 721 m 17 Y s 1789 778 m 17 Y s [] 0 sd 1789 758 m28 [12 12] 0 sd 1804 682 m 8 Y s 1804 729 m 8 Y s [] 0 sd 1804 710 m28 [12 12] 0 sd 1819 665 m 37 Y s 1819 742 m 37 Y s [] 0 sd 1819 722 m28 [12 12] 0 sd 1835 569 m 42 Y s 1835 651 m 42 Y s [] 0 sd 1835 631 m28 1850 729 m28 [12 12] 0 sd 1865 603 m 38 Y s 1865 680 m 38 Y s [] 0 sd 1865 660 m28 1880 702 m28 [12 12] 0 sd 1896 588 m 32 Y s 1896 660 m 32 Y s [] 0 sd 1896 640 m28 1911 692 m28 [12 12] 0 sd 1926 669 m 7 Y s 1926 716 m 7 Y s [] 0 sd 1926 696 m28 [12 12] 0 sd 1942 631 m 11 Y s 1942 681 m 11 Y s [] 0 sd 1942 661 m28 [12 12] 0 sd 1957 601 m 10 Y s 1957 651 m 9 Y s [] 0 sd 1957 631 m28 [12 12] 0 sd 1972 630 m 7 Y s 1972 676 m 7 Y s [] 0 sd 1972 656 m28 [12 12] 0 sd 1988 637 m 23 Y s 1988 700 m 23 Y s [] 0 sd 1988 680 m28 [12 12] 0 sd 2003 673 m 15 Y s 2003 728 m 16 Y s [] 0 sd 2003 708 m28 [12 12] 0 sd 2018 583 m 86 Y s 2018 709 m 87 Y s [] 0 sd 2018 689 m28 [] 0 sd 2026 -37876 m 8 X s 2034 -37876 m 7 X s 1283 605 m 16 10 d 15 10 d 15 10 d 16 9 d 15 9 d 15 8 d 16 8 d 15 7 d 15 8 d 15 6 d 16 7 d 15 6 d 15 5 d 16 5 d 15 5 d 15 4 d 16 4 d 15 3 d 15 3 d 16 3 d 15 2 d 15 2 d 16 1 d 15 1 d 15 1 d 31 X 15 -1 d 15 -1 d 16 -2 d 15 -1 d 15 -3 d 16 -3 d 15 -3 d 15 -3 d 16 -4 d 15 -5 d 15 -4 d 15 -6 d 16 -5 d 15 -6 d 15 -7 d 16 -6 d 15 -8 d 15 -7 d 16 -8 d 15 -9 d 15 -9 d 16 -9 d s 2268 2268 0 0 C /xs 0 def (z \(cm\)) /Times-Bold 58 stwn gsave 2041 85 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (z \(cm\)) show gr /xs 0 def (t) /Times-Bold 58 stwn (-) /Symbol 58 stwn (r/c \(ns\)) /Times-Bold 58 stwn gsave 1111 1021 t 90 r xs neg 0 t 0 0 m /Times-Bold findfont 58 sf 0 0 m (t) show currentpoint pop 0 t /Symbol findfont 58 sf 0 0 m (-) show currentpoint pop 0 t /Times-Bold findfont 58 sf 0 0 m (r/c \(ns\)) show gr 765 794 1276 227 C gr gr showpage end %%EOF %%EndDocument @endspecial 227 3262 a Fu(Figure)30 b(11:)41 b(Calibration)28 b(of)i(EmC)g(time)g(scale)g(using)f Fl(e)2191 3229 y Fo(+)2250 3262 y Fl(e)2292 3229 y Fn(\000)2377 3262 y Fi(!)c Fl(\015)5 b(\015)36 b Fu(ev)m(en)m(ts:)42 b(a\))31 b(Distribution)227 3375 y(of)c(\001)403 3389 y Fo(TOF)559 3375 y Fu(,)h(b\))f(Detail)g(of)h(the)f(p)s(eak)g(at)h Fl(\027)j Fu(=)25 b(1)p Fl(=t)1864 3389 y Fo(RF)1994 3375 y Fu(in)h(the)h(discrete)g(F)-8 b(ourier)27 b(transform)f(of)i (the)227 3487 y(\001)303 3501 y Fo(TOF)490 3487 y Fu(distribution,)g (c\))k(\001)1195 3501 y Fo(TOF)1382 3487 y Fu(as)g(a)g(function)e(of)i Fl(z)2076 3502 y Fo(cl)2131 3487 y Fu(,)g(d\))f(\001)2381 3501 y Fo(TOF)2568 3487 y Fu(as)h(a)g(function)e(of)h Fl(z)3261 3502 y Fo(cl)3348 3487 y Fu(for)g(a)227 3600 y(single)e(p)s(eak)h(in)f(the)i(\001)1036 3614 y Fo(TOF)1222 3600 y Fu(distribution,)c(corresp)s(onding)h(to)j(a)g(single)e(v)-5 b(alue)30 b(of)g Fl(N)3178 3614 y Fo(BC)3283 3600 y Fu(.)454 3993 y(c)m(haracteristic)g(v)-5 b(alue)29 b(of)h Fl(N)1422 4007 y Fo(BC)1556 3993 y Fu(in)e Fl(e)1703 3960 y Fo(+)1763 3993 y Fl(e)1805 3960 y Fn(\000)1889 3993 y Fi(!)d Fl(\015)5 b(\015)35 b Fu(ev)m(en)m(ts)c(v)-5 b(aries)29 b(as)g(a)h(function)e(of) i(longi-)454 4101 y(tudinal)d(p)s(osition)g(along)j(the)f(barrel.)39 b(This)27 b(is)i(due)f(to)i(the)f(ligh)m(t-propagation)g(time)g(in)454 4210 y(the)i(\014b)s(ers,)e(whic)m(h)g(is)g(the)i(dominan)m(t)e(dela)m (y)i(in)e(trigger-signal)g(formation.)363 4393 y Fi(\017)46 b Fu(Because)26 b(of)f(a)f(residual)f(slewing)g(e\013ect,)k(for)d(an)m (y)h(giv)m(en)g(v)-5 b(alue)24 b(of)g Fl(N)2800 4407 y Fo(BC)2906 4393 y Fu(,)h(\001)3032 4407 y Fo(TOF)3213 4393 y Fu(dep)s(ends)454 4501 y(on)30 b Fl(z)622 4516 y Fo(cl)678 4501 y Fu(,)g(as)h(seen)f(from)g(Fig.)h(11d.)227 4743 y(When)e(tak)m(en)h(together,)h(these)f(t)m(w)m(o)h(e\013ects)g (lead)d(to)i(an)g(error)e(in)g(determining)g(the)h(distance)227 4851 y(b)s(et)m(w)m(een)43 b(the)f(p)s(eaks)g(in)f(the)h(\001)1385 4865 y Fo(TOF)1583 4851 y Fu(distribution.)73 b(Since)41 b(2001,)48 b(w)m(e)42 b(ha)m(v)m(e)i(corrected)f(for)227 4960 y(the)c(dep)s(endence)e(of)i(\001)1075 4974 y Fo(TOF)1269 4960 y Fu(on)g Fl(z)1446 4975 y Fo(cl)1540 4960 y Fu(using)e(an)i(ad)f (ho)s(c)h(pro)s(cedure)e(b)s(efore)i(calibrating)e(the)227 5068 y(calorimeter.)j(This)29 b(pro)m(vides)g(a)i(stable)f Fi(\000)p Fu(0)p Fl(:)p Fu(7\045)h(correction)g(to)g(the)g(time)f (scale.)227 5235 y(Since)23 b(w)m(e)h(w)m(an)m(t)h(the)g(cluster)e (times)h(to)h(corresp)s(ond)d(to)j(particle)e(times)h(of)g(\015igh)m (t,)h(a)g(time)f(o\013set)227 5344 y Fl(t)260 5358 y Fo(0)p Fj(;)11 b Fo(evt)458 5344 y Fi(\021)30 b Fl(\016)599 5358 y Fo(c)658 5344 y Fi(\000)22 b Fl(N)824 5358 y Fo(BC)944 5344 y Fl(t)977 5358 y Fo(RF)1113 5344 y Fu(m)m(ust)34 b(b)s(e)f(subtracted)h(from)f(all)g(cluster)g(times)h(\(see)h(Eq.)f ([4]\).)52 b(The)227 5452 y(trigger-formation)34 b(time)g Fl(N)1225 5466 y Fo(BC)1345 5452 y Fl(t)1378 5466 y Fo(RF)1514 5452 y Fu(v)-5 b(aries)34 b(on)g(an)h(ev)m(en)m(t-b)m(y-ev)m(en)m(t)j (basis;)d(it)f(is)f(determined)227 5560 y(o\017ine)e(at)i(di\013eren)m (t)f(p)s(oin)m(ts)f(of)h(the)h(reconstruction)e(path.)46 b(A)32 b(zeroth-order)h(v)-5 b(alue)32 b(for)g Fl(N)3429 5574 y Fo(BC)1835 5832 y Fu(21)p eop %%Page: 22 25 22 24 bop 227 248 a Fu(\(and)35 b(hence)g Fl(t)734 262 y Fo(0)p Fj(;)11 b Fo(evt)901 248 y Fu(\))35 b(is)f(obtained)g(b)m(y)h (assuming)f(that)i(the)f(earliest)g(cluster)f(in)g(the)h(ev)m(en)m(t)i (is)227 356 y(due)c(to)h(a)g(prompt)f(photon)g(from)g(the)h(in)m (teraction)f(p)s(oin)m(t.)50 b(By)34 b(imp)s(osing)d Fl(t)2923 370 y Fo(TOF)3109 356 y Fu(=)g Fl(r)3252 371 y Fo(cl)3307 356 y Fl(=c)j Fu(for)227 465 y(this)29 b(cluster,)h(w)m(e) h(obtain)1101 714 y Fl(t)1134 728 y Fo(0)p Fj(;)12 b Fo(evt)1326 714 y Fu(=)25 b Fl(\016)1462 728 y Fo(c)1518 714 y Fi(\000)20 b Fu(Nin)m(t)1786 586 y Fd(\024)1844 652 y Fl(r)1885 667 y Fo(cl)1940 652 y Fl(=c)h Fi(\000)f Fl(t)2169 667 y Fo(cl)2244 652 y Fu(+)g Fl(\016)2375 666 y Fo(c)p 1844 693 568 4 v 2060 776 a Fl(t)2093 790 y Fo(RF)2421 586 y Fd(\025)2484 714 y Fl(t)2517 728 y Fo(RF)2619 714 y Fl(;)774 b Fu(\(5\))227 968 y(where)30 b(Nin)m(t)o([)15 b(])31 b(stands)f(for)g(the)h(nearest)g(in)m(teger)g (to)g(the)f(quan)m(tit)m(y)h(in)e(brac)m(k)m(ets.)42 b(W)-8 b(e)32 b(refer)e(to)227 1076 y Fl(t)260 1090 y Fo(0)p Fj(;)11 b Fo(evt)457 1076 y Fu(as)30 b(the)h(ev)m(en)m(t-start)i (time.)227 1244 y(Soft)d(clusters)g(coming)g(from)h(the)f(acciden)m (tal)h(coincidence)f(of)h(mac)m(hine-bac)m(kground)f(ev)m(en)m(ts)227 1352 y(with)g(the)i Fl(e)635 1319 y Fo(+)695 1352 y Fl(e)737 1319 y Fn(\000)828 1352 y Fu(collision)d(can)k(arriv)m(e)e(earlier)g (than)h(the)g(fastest)h(cluster)e(from)g(the)h(collision)227 1460 y(ev)m(en)m(t)24 b(itself.)37 b(T)-8 b(o)23 b(increase)g(the)f (reliabilit)m(y)e(of)j(the)g(estimate)g(of)g Fl(t)2455 1474 y Fo(0)p Fj(;)12 b Fo(evt)2622 1460 y Fu(,)24 b(the)f(cluster)f (used)g(for)g(its)227 1578 y(ev)-5 b(aluation)25 b(m)m(ust)i(also)f (satisfy)f(the)i(conditions)d Fl(E)1988 1593 y Fo(cl)2069 1578 y Fl(>)h Fu(50)i(MeV)g(and)e(\()p Fl(x)2759 1545 y Fo(2)2759 1606 y(cl)2827 1578 y Fu(+)12 b Fl(y)2958 1545 y Fo(2)2955 1606 y(cl)3009 1578 y Fu(\))3044 1545 y Fo(1)p Fj(=)p Fo(2)3179 1578 y Fl(>)25 b Fu(60)i(cm)q(.)227 1880 y Fg(4.6)112 b(T)-9 b(rac)m(k-to-cluster)36 b(asso)s(ciation)227 2106 y Fu(The)28 b(trac)m(k-to-cluster)j(asso)s(ciation)d(mo)s(dule)f (establishes)g(corresp)s(ondences)h(b)s(et)m(w)m(een)i(trac)m(ks)227 2214 y(in)f(the)h(drift)f(c)m(ham)m(b)s(er)i(and)e(clusters)h(in)f(the) i(calorimeter.)227 2381 y(The)k(pro)s(cedure)f(starts)i(b)m(y)g(assem)m (bling)e(the)i(reconstructed)f(trac)m(ks)i(and)e(v)m(ertices)h(in)m(to) g(de-)227 2490 y(ca)m(y)i(c)m(hains)e(and)g(isolating)f(the)i(trac)m (ks)h(at)f(the)g(ends)f(of)h(these)g(c)m(hains.)59 b(F)-8 b(or)38 b(eac)m(h)f(of)g(these)227 2598 y(trac)m(ks,)27 b(the)d(measured)g(momen)m(tum)g(and)g(the)h(p)s(osition)d(of)j(the)g (last)f(hit)f(in)g(the)i(drift)e(c)m(ham)m(b)s(er)227 2707 y(are)37 b(used)f(to)i(extrap)s(olate)g(the)f(trac)m(k)h(to)g(the) f(calorimeter.)60 b(The)37 b(extrap)s(olation)f(giv)m(es)i(the)227 2815 y(trac)m(k)g(length)f Fl(L)813 2829 y Fo(ex)922 2815 y Fu(from)g(the)g(last)g(hit)g(in)f(the)h(c)m(ham)m(b)s(er)g(to)h (the)f(calorimeter)g(surface,)i(and)227 2923 y(the)e(momen)m(tum)g Fm(p)932 2937 y Fo(ex)1042 2923 y Fu(and)g(p)s(osition)e Fm(x)1634 2937 y Fo(ex)1744 2923 y Fu(of)i(the)h(particle)e(at)i(the)f (surface.)61 b(The)37 b(resulting)227 3032 y(impact)f(p)s(oin)m(t)g(is) g(then)g(compared)h(with)f(the)h(p)s(ositions)d Fm(x)2332 3047 y Fo(cl)2424 3032 y Fu(of)j(the)g(reconstructed)g(cluster)227 3140 y(cen)m(troids.)59 b(A)36 b(trac)m(k)i(is)d(asso)s(ciated)i(to)g (a)g(cluster)f(if)f(the)i(distance)f(to)h(the)g(cen)m(troid)f(in)g(the) 227 3249 y(plane)k(orthogonal)h(to)g(the)g(direction)e(of)i(incidence)f (of)g(the)h(particle)f(on)h(the)g(calorimeter,)227 3357 y Fl(D)302 3372 y Fo(tcl)418 3357 y Fu(=)32 b Fi(j)q Fu(\()p Fm(x)637 3372 y Fo(cl)712 3357 y Fi(\000)20 b Fm(x)858 3371 y Fo(ex)931 3357 y Fu(\))15 b Fc(\002)h Fm(p)1136 3371 y Fo(ex)1209 3357 y Fl(=)p Fi(j)q Fm(p)1338 3371 y Fo(ex)1411 3357 y Fi(jj)p Fu(,)37 b(is)d(less)g(than)h(30)h(cm.) 54 b(F)-8 b(or)36 b(eac)m(h)g(trac)m(k,)i(the)d(asso)s(ciated)227 3465 y(clusters)29 b(are)i(ordered)f(b)m(y)g(ascending)g Fl(D)1653 3480 y Fo(tcl)1766 3465 y Fu(v)-5 b(alues.)227 3632 y(V)d(arious)29 b(ev)m(en)m(t-classi\014cation)h(algorithms)e (classify)g(clusters)g(as)h(due)g(to)h(neutral)e(or)h(c)m(harged)227 3741 y(particles.)57 b(Most)37 b(of)f(these)h(algorithms)e(treat)i (clusters)f(as)g(due)g(to)g(neutral)g(particles)f(if)g(no)227 3849 y(asso)s(ciated)c(trac)m(ks)g(are)g(iden)m(ti\014ed)d(b)m(y)j(the) f(trac)m(k-to-cluster)i(asso)s(ciation)f(mo)s(dule.)227 4016 y(While)g(the)h(standard)f(trac)m(k-to-cluster)j(asso)s(ciation)d (algorithm)g(pro)m(vides)g(the)h(information)227 4125 y(necessary)37 b(to)h(estimate)g(the)g(arriv)-5 b(al)36 b(time)h(for)g(a)g(c)m(harged)h(particle)f(at)h(the)f(surface)g(of)h (the)227 4233 y(calorimeter,)g(the)f(in)m(terv)-5 b(al)36 b(b)s(et)m(w)m(een)i(the)f(time)g(of)g(particle)f(incidence)f(and)h (the)h(measured)227 4342 y(cluster-cen)m(troid)c(time,)i(\001)p Fl(t)1221 4356 y Fo(EmC)1383 4342 y Fu(,)g(can)g(b)s(e)e(signi\014can)m (t,)h(and)g(m)m(ust)g(b)s(e)f(tak)m(en)i(in)m(to)g(consider-)227 4450 y(ation)g(in)e(time-of-\015igh)m(t)j(based)e(particle-iden)m (ti\014cation)g(sc)m(hemes.)55 b(F)-8 b(or)36 b(example,)g(for)f Fl(\031)3414 4417 y Fo(+)3473 4450 y Fu('s)227 4558 y(whic)m(h)25 b(in)m(teract)i(deeply)f(\(25{30)j(cm\))e(in)e(the)i(calorimeter,)g (\001)p Fl(t)2425 4572 y Fo(EmC)2613 4558 y Fu(can)g(b)s(e)f(as)h(m)m (uc)m(h)g(as)f(1)h(ns,)227 4667 y(as)f(compared)f(to)h(a)g(time)f(of)h (\015igh)m(t)f(of)h Fi(\030)p Fu(8)f(ns.)39 b(This)23 b(time)j(in)m(terv)-5 b(al)24 b(directly)g(re\015ects)i(the)g(tem-)227 4775 y(p)s(oral)f(pro\014le)h(of)g(the)h(energy)g(dep)s(osition)e(for)i (the)g(inciden)m(t)e(particle,)i(and)f(v)-5 b(aries)26 b(b)m(y)h(particle)227 4884 y(sp)s(ecies.)39 b(F)-8 b(or)28 b(eac)m(h)g(sp)s(ecies)f(\()p Fl(e)1300 4851 y Fo(+)1360 4884 y Fu(,)h Fl(e)1455 4851 y Fn(\000)1514 4884 y Fu(,)g Fl(\026)1622 4851 y Fo(+)1681 4884 y Fu(,)g Fl(\026)1789 4851 y Fn(\000)1848 4884 y Fu(,)g Fl(\031)1956 4851 y Fo(+)2015 4884 y Fu(,)h(and)d Fl(\031)2297 4851 y Fn(\000)2356 4884 y Fu(\),)j(a)f(simple,)e(linear)g(parameteri-)227 4992 y(zation)f(can)g(b)s(e)f(used)g(to)i(relate)f Fi(h)p Fu(\001)p Fl(t)1472 5006 y Fo(EmC)1634 4992 y Fi(i)g Fu(to)h(the)f(depth)f(of)h(the)g(cen)m(troid)f(along)h(the)g(direction) 227 5100 y(of)34 b(particle)g(incidence.)52 b(Because)36 b(of)f(residual)d(di\013erences)i(b)s(et)m(w)m(een)h(the)g(temp)s(oral) e(sho)m(w)m(er)227 5209 y(pro\014les)25 b(observ)m(ed)h(in)f(data)i (and)f(sim)m(ulated)f(in)h(the)g(Mon)m(te)i(Carlo,)f(these)g (parameterizations)227 5317 y(ha)m(v)m(e)34 b(b)s(een)e(p)s(erformed)f (separately)i(using)e(data)j(and)e(MC)h(ev)m(en)m(ts.)49 b(They)33 b(are)g(a)m(v)-5 b(ailable)32 b(for)227 5425 y(use)e(in)f(calculating)g(exp)s(ected)i(particle)f(times)g(of)g (\015igh)m(t)g(at)h(the)g(analysis)e(lev)m(el.)1835 5832 y(22)p eop %%Page: 23 26 23 25 bop 227 248 a Fg(4.7)112 b(Ev)m(en)m(t)37 b(classi\014cation)227 474 y Fu(The)24 b(KLOE)h(ev)m(en)m(t-classi\014cation)h(library)c(is)i (comp)s(osed)h(of)h(di\013eren)m(t)e(mo)s(dules)g(for)h(the)g(iden-)227 582 y(ti\014cation)37 b(of)h(the)g(ma)5 b(jor)38 b(ph)m(ysics)f(c)m (hannels)g(at)h(D)m(A\010NE.)h(The)e(main)g(classi\014cation)g(algo-) 227 691 y(rithms)28 b(include)h(those)h(for)h(the)f(iden)m (ti\014cation)f(of)363 932 y Fi(\017)46 b Fu(generic)36 b(bac)m(kground:)52 b(b)s(eam)36 b(bac)m(kground,)h(cosmic-ra)m(y)g(m)m (uons,)g(and)f(fragmen)m(ts)h(of)454 1041 y(small-angle)29 b(Bhabhas;)363 1224 y Fi(\017)46 b Fu(large-angle)31 b(Bhabhas)f(and)g Fl(e)1506 1191 y Fo(+)1565 1224 y Fl(e)1607 1191 y Fn(\000)1692 1224 y Fi(!)25 b Fl(\015)5 b(\015)35 b Fu(ev)m(en)m(ts;)363 1407 y Fi(\017)46 b Fu(tagged)32 b Fl(K)824 1421 y Fj(L)907 1407 y Fu(or)e Fl(K)1095 1421 y Fj(S)1176 1407 y Fu(deca)m(ys;)363 1590 y Fi(\017)46 b Fu(tagged)32 b Fl(K)831 1557 y Fo(+)920 1590 y Fu(or)e Fl(K)1115 1557 y Fn(\000)1204 1590 y Fu(deca)m(ys;)363 1773 y Fi(\017)46 b Fl(\036)25 b Fi(!)h Fl(\031)705 1740 y Fo(+)764 1773 y Fl(\031)819 1740 y Fn(\000)878 1773 y Fl(\031)933 1740 y Fo(0)1003 1773 y Fu(deca)m(ys;)363 1956 y Fi(\017)46 b Fl(\031)509 1923 y Fo(+)568 1956 y Fl(\031)623 1923 y Fn(\000)711 1956 y Fu(+)29 b Fl(n\015)49 b Fu(and)43 b(fully)f(neutral)h Fl(n\015)48 b Fu(\014nal)43 b(states)i(coming)e(from)h(v)-5 b(arious)43 b(primary)454 2065 y(pro)s(cesses)d(suc)m(h)f(as)h Fl(e)1234 2032 y Fo(+)1294 2065 y Fl(e)1336 2032 y Fn(\000)1436 2065 y Fi(!)h Fl(\031)1623 2032 y Fo(+)1682 2065 y Fl(\031)1737 2032 y Fn(\000)1797 2065 y Fl(\015)5 b Fu(,)42 b Fl(e)1958 2032 y Fo(+)2018 2065 y Fl(e)2060 2032 y Fn(\000)2160 2065 y Fi(!)f Fl(\036)g Fi(!)g Fl(\021)s(\015)46 b Fu(or)40 b Fl(\021)2829 2032 y Fn(0)2852 2065 y Fl(\015)5 b Fu(,)43 b Fl(e)3014 2032 y Fo(+)3073 2065 y Fl(e)3115 2032 y Fn(\000)3216 2065 y Fi(!)e Fl(\036)g Fi(!)454 2173 y Fl(f)499 2187 y Fo(0)538 2173 y Fu(\(980\))p Fl(\015)c Fu(or)31 b Fl(a)987 2187 y Fo(0)1026 2173 y Fu(\(980\))p Fl(\015)5 b Fu(,)33 b(etc.)227 2415 y(Bac)m(kground)48 b(ev)m(en)m(ts)g(are)g(discarded,)i(while)c(all)g(of)h(the)h(other)g (samples)e(are)i(separately)227 2523 y(arc)m(hiv)m(ed)28 b(\(see)h(also)f(Sec.)h(3.1\).)41 b(In)27 b(the)i(follo)m(wing,)e(w)m (e)h(discuss)f(the)h(criteria)f(used)h(to)g(iden)m(tify)227 2632 y(ev)m(en)m(ts)k(in)d(eac)m(h)i(of)g(these)f(categories.)227 2799 y(The)j(bac)m(kground-rejection)g(algorithm)g(is)f(based)h(on)g (calorimeter)h(clustering)e(and)g(DC)i(hit)227 2907 y(coun)m(ting,)39 b(so)e(that)h(bac)m(kground)f(ev)m(en)m(ts)i(can)f(b)s(e)e(eliminated)g (b)s(efore)h(DC)g(reconstruction,)227 3016 y(whic)m(h)h(is)h(the)g (most)h(CPU-in)m(tensiv)m(e)f(section)h(of)f(our)g(reconstruction)g (program.)68 b(F)-8 b(or)41 b(the)227 3124 y(iden)m(ti\014cation)29 b(of)i(bac)m(kground)f(ev)m(en)m(ts,)j(cuts)d(are)h(applied)e(on)h(the) h(n)m(um)m(b)s(er)f(of)g(clusters;)h(the)227 3232 y(n)m(um)m(b)s(er)38 b(of)i(DC)f(hits;)k(the)d(total)g(energy)g(in)e(the)i(calorimeter;)k (the)39 b(a)m(v)m(erage)j(p)s(olar)d(angle,)227 3341 y(p)s(osition,)f(and)f(depth)g(of)h(the)g(\(t)m(w)m(o\))i(most)e (energetic)g(cluster\(s\);)k(and)37 b(the)h(ratio)g(b)s(et)m(w)m(een) 227 3449 y(the)f(n)m(um)m(b)s(er)g(of)g(hits)g(in)f(the)i(innermost)e (DC)h(la)m(y)m(ers)h(and)f(the)h(total)g(n)m(um)m(b)s(er)e(of)i(DC)g (hits.)227 3558 y(These)29 b(cuts)h(ha)m(v)m(e)h(b)s(een)d(studied)g (to)j(minimize)c(losses)i(for)g(ph)m(ysics)f(c)m(hannels.)40 b(Additionally)-8 b(,)227 3666 y(a)24 b(simple)e(cut)i(on)g (anomalously)f(high)g(total)i(energy)f(dep)s(osits)f(in)f(the)j (calorimeter)e(is)h(included)227 3774 y(to)37 b(reject)h(rarer)e(mac)m (hine-bac)m(kground)g(top)s(ologies)h(due)f(to)h(sp)s(oradic)e(D)m (A\010NE)i(b)s(eam-loss)227 3883 y(ev)m(en)m(ts.)227 4050 y(The)42 b(KLOE)g(trigger)h(system)g(includes)e(a)i(v)m(eto)i(for) e(cosmic-ra)m(y)g(m)m(uons)g(that)g(uses)g(dedi-)227 4158 y(cated)29 b(thresholds)e(on)h(the)g(energy)h(dep)s(osition)d(in)h (the)i(outermost)g(la)m(y)m(er)g(of)f(the)h(calorimeter.)227 4267 y(Cosmic-ra)m(y)21 b(ev)m(en)m(ts)h(that)f(surviv)m(e)f(the)h (trigger)f(v)m(eto)j(\()p Fi(\030)p Fu(0)p Fl(:)p Fu(6)f(kHz)f(out)g (of)g Fi(\030)p Fu(3)f(kHz)q(\))h(are)g(rejected)227 4375 y(b)m(y)35 b(the)h(bac)m(kground)f(\014lter)g(b)m(y)g(iden)m (ti\014cation)g(of)g(at)i(least)e(one)h(cluster)f(pair)f(with)h (relativ)m(e)227 4483 y(timing,)j(total)g(energy)g(dep)s(osition,)f (and)g(energy)h(released)f(in)f(the)i(outermost)g(calorimeter)227 4592 y(la)m(y)m(er)31 b(consisten)m(t)f(with)g(those)g(exp)s(ected)h (for)f(a)h(relativistic)e(m)m(uon.)227 4759 y(Small-angle)c(Bhabha)h (electrons)h(can)f(strik)m(e)h(the)f(fo)s(cusing)f(quadrup)s(oles)f (and)i(sho)m(w)m(er)h(inside)227 4867 y(the)45 b(magnets)i(and/or)e (the)h(QCAL)f(calorimeter.)86 b(F)-8 b(ragmen)m(ts)47 b(from)e(these)h(sho)m(w)m(ers)f(are)227 4976 y(sometimes)39 b(su\016cien)m(t)g(to)h(trigger)f(the)g(exp)s(erimen)m(t.)67 b(Ev)m(en)m(ts)40 b(of)f(this)g(t)m(yp)s(e)g(are)h(iden)m(ti\014ed)227 5084 y(b)m(y)35 b(the)g(presence)h(of)f(spatially)e(concen)m(trated)k (clusters)e(on)g(the)g(endcap)g(calorimeters)g(that)227 5193 y(arriv)m(e)30 b(within)e(a)i(narro)m(w)g(time)h(windo)m(w.)227 5360 y(Large-angle)d(Bhabha)f(and)g Fl(e)1265 5327 y Fo(+)1324 5360 y Fl(e)1366 5327 y Fn(\000)1451 5360 y Fi(!)e Fl(\015)5 b(\015)33 b Fu(ev)m(en)m(ts)c(are)e(selected)h(to)g (calibrate)f(the)h(calorimeter)227 5468 y(and)33 b(to)h(ev)-5 b(aluate)34 b(the)f(luminosit)m(y)-8 b(.)48 b(These)33 b(ev)m(en)m(ts)i(are)f(iden)m(ti\014ed)d(using)h(only)h(calorimetric) 227 5576 y(information.)54 b(They)34 b(m)m(ust)i(ha)m(v)m(e)g(at)g (least)g(t)m(w)m(o)g(clusters)f(with)f(energy)h(300)i(MeV)d Fl(<)f(E)3374 5591 y Fo(cl)3463 5576 y Fl(<)1835 5832 y Fu(23)p eop %%Page: 24 27 24 26 bop 227 248 a Fu(800)43 b(MeV)f(and)g(p)s(olar)e(angle)i(b)s(et)m (w)m(een)g(45)1774 215 y Fn(\016)1859 248 y Fl(<)i(\022)i(<)e Fu(135)2313 215 y Fn(\016)2354 248 y Fu(.)75 b(These)41 b(clusters)g(m)m(ust)h(arriv)m(e)227 356 y(within)31 b(a)i(narro)m(w)g(time)g(windo)m(w)f(and)g(ha)m(v)m(e)j Fi(j)p Fu(180)1996 323 y Fn(\016)2059 356 y Fi(\000)22 b Fl(\022)2195 370 y Fo(1)2256 356 y Fi(\000)g Fl(\022)2392 370 y Fo(2)2431 356 y Fi(j)31 b Fl(<)e Fu(10)2677 323 y Fn(\016)2718 356 y Fu(.)49 b(A)33 b(stringen)m(t)g(cut)h(on)227 465 y(the)c(angle)g(b)s(et)m(w)m(een)g(the)g(t)m(w)m(o)h(most)g (energetic)f(clusters,)g Fm(x)2313 479 y Fo(1)2352 465 y Fc(\001)p Fm(x)2436 479 y Fo(2)2476 465 y Fl(=)p Fi(j)q Fm(x)2602 479 y Fo(1)2641 465 y Fi(jj)q Fm(x)2747 479 y Fo(2)2786 465 y Fi(j)c Fl(<)f Fi(\000)p Fu(0)p Fl(:)p Fu(975,)32 b(is)d(used)227 573 y(to)i(separate)g Fl(\015)5 b(\015)36 b Fu(ev)m(en)m(ts)c(from)d(Bhabhas.)227 740 y(A)40 b(more)f(precise)g(measuremen)m(t)h(of)g(the)g(in)m(tegrated)g (luminosit)m(y)d(is)i(obtained)g(b)m(y)h(re\014ning)227 849 y(the)f(large-angle)h(Bhabha)f(ev)m(en)m(t)h(selection)f(with)f (trac)m(k)i(reconstruction)f(information.)66 b(In)227 957 y(particular,)21 b(the)h(t)m(w)m(o)h(trac)m(ks)f(in)e(the)i(ev)m (en)m(t)h(with)d(the)h(greatest)i(n)m(um)m(b)s(er)d(of)i(asso)s(ciated) g(DC)f(hits)227 1065 y(m)m(ust)f(b)s(e)g(of)h(opp)s(osite)f(c)m(harge)h (and)f(ha)m(v)m(e)i(momen)m(ta)g Fl(p)j(>)g Fu(400)d(MeV)q Fl(=c)f Fu(and)f(p)s(olar)f(angles)i(55)3398 1032 y Fn(\016)3463 1065 y Fl(<)227 1174 y(\022)27 b(<)e Fu(125)528 1141 y Fn(\016)569 1174 y Fu(.)39 b(The)24 b(agreemen)m(t)i(obtained)e(for)h (the)g(distributions)20 b(of)25 b(imp)s(ortan)m(t)f(quan)m(tities)g (suc)m(h)227 1282 y(as)38 b(the)g(energy)h(and)e(angle)h(of)h(the)f (Bhabha)g(clusters)f(for)h(data)h(and)e(Mon)m(te)j(Carlo)d(ev)m(en)m (ts)227 1391 y(\(generated)k(with)e Ff(baba)-6 b(y)g(a)n(ga)38 b Fu([25,)19 b(26]\))42 b(demonstrates)e(that)h(the)f(ev)m(en)m(t)i (coun)m(ting)e(in)f(the)227 1499 y(\014ducial)24 b(angular)i(region)g (is)g(accurate)i(to)f(the)g(same)g(lev)m(el)g(as)f(the)h(precision)e (of)i(the)g(generator)227 1607 y(itself.)227 1774 y(A)m(t)k(KLOE,)g(it) f(is)g(p)s(ossible)e(to)j(tag)h Fl(K)1545 1788 y Fj(S)1596 1774 y Fu(,)f Fl(K)1729 1788 y Fj(L)1782 1774 y Fu(,)g Fl(K)1922 1741 y Fo(+)1981 1774 y Fu(,)g(and)f Fl(K)2298 1741 y Fn(\000)2387 1774 y Fu(b)s(eams:)41 b(the)31 b(presence)g(of)g (a)g Fl(K)3483 1788 y Fj(S)227 1883 y Fu(\()p Fl(K)339 1897 y Fj(L)391 1883 y Fu(\))26 b(signals)f(the)g(presence)h(of)g(a)g Fl(K)1500 1897 y Fj(L)1578 1883 y Fu(\()p Fl(K)1690 1897 y Fj(S)1741 1883 y Fu(\))g(on)f(the)h(opp)s(osite)f(side)g(of)h(the)f (detector,)k(and)c(the)227 1991 y(same)i(applies)d(for)j Fl(K)970 1958 y Fo(+)1028 1991 y Fu('s)g(and)f Fl(K)1373 1958 y Fn(\000)1432 1991 y Fu('s.)39 b(Pure)26 b Fl(K)1849 2005 y Fj(L)1928 1991 y Fu(b)s(eams)g(are)g(tagged)i(b)m(y)f(the)g (iden)m(ti\014cation)e(of)227 2100 y(the)30 b Fl(K)460 2114 y Fj(S)537 2100 y Fi(!)25 b Fl(\031)708 2067 y Fo(+)767 2100 y Fl(\031)822 2067 y Fn(\000)911 2100 y Fu(deca)m(y)-8 b(.)42 b(One)30 b(c)m(harged)h(v)m(ertex)h(from)e(t)m(w)m(o)h (particles)f(originating)e(near)j(the)227 2208 y(in)m(teraction)e(p)s (oin)m(t)g(\(IP\))g(is)g(required.)39 b(Lo)s(ose)29 b(cuts)h(on)f(v)m (ertex)i(p)s(osition,)d(particle)g(momen)m(ta,)227 2316 y(and)42 b(in)m(v)-5 b(arian)m(t)41 b(mass)h(are)h(applied.)75 b(The)42 b(reconstruction)g(of)g(the)h Fl(K)2767 2330 y Fj(S)2860 2316 y Fu(deca)m(y)h(allo)m(ws)e(the)227 2425 y Fl(K)304 2439 y Fj(L)401 2425 y Fu(momen)m(tum)i(to)h(b)s(e)f (predicted)g(with)f(a)i(precision)e(of)h(b)s(etter)h(than)f(2)h(MeV)q (/)p Fl(c)p Fu(.)84 b(The)227 2533 y(o)m(v)m(erall)42 b(tagging)i(e\016ciency)e(is)g Fi(\030)p Fu(70\045.)77 b Fl(K)1788 2547 y Fj(S)1881 2533 y Fu(b)s(eams)42 b(are)h(tagged)h(b)m (y)e Fl(K)2858 2547 y Fj(L)2953 2533 y Fu(in)m(teractions)g(in)227 2642 y(the)30 b(calorimeter)f(barrel.)40 b(These)29 b(in)m(teractions)h (are)g(signaled)e(b)m(y)i(high-energy)f(clusters)g(with)227 2750 y(t)m(ypical)j(arriv)-5 b(al)31 b(times)h(of)h(30)g(ns)f(due)g(to) i(the)e(lo)m(w)h(momen)m(tum)f(\(110)j(MeV/)p Fl(c)p Fu(\))f(of)f(the)g(k)-5 b(aons)227 2858 y(pro)s(duced)21 b(at)i(D)m(A\010NE.)h Fl(K)1175 2872 y Fj(L)1250 2858 y Fu(clusters)e(used)g(to)i(tag)g Fl(K)2102 2872 y Fj(S)2153 2858 y Fu('s)f(m)m(ust)f(ha)m(v)m(e)i(energy)f Fl(E)3006 2873 y Fo(cl)3087 2858 y Fl(>)i Fu(100)f(MeV)227 2967 y(and)30 b(v)m(elo)s(cit)m(y)h(0)p Fl(:)p Fu(17)d Fl(<)d(\014)32 b(<)25 b Fu(0)p Fl(:)p Fu(28,)33 b(and)d(m)m(ust)h(not)g(b)s(e)f(asso)s (ciated)h(to)h(an)m(y)f(trac)m(ks)h(in)d(the)i(drift)227 3075 y(c)m(ham)m(b)s(er.)38 b(The)21 b Fl(K)881 3089 y Fj(S)953 3075 y Fu(momen)m(tum)g(is)g(determined)f(with)g(a)i (precision)e(of)h(b)s(etter)h(than)f(2)h(MeV)q(/)p Fl(c)p Fu(,)227 3184 y(as)31 b(is)f(also)i(the)f(case)h(for)f(the)h Fl(K)1340 3198 y Fj(L)1423 3184 y Fu(b)s(eam.)43 b(A)31 b Fl(K)1882 3198 y Fj(S)1964 3184 y Fu(b)s(eam)g(can)g(also)h(b)s(e)e (tagged)j(b)m(y)e(lo)s(oking)f(for)227 3292 y Fl(K)304 3306 y Fj(L)388 3292 y Fi(!)h Fl(\031)565 3259 y Fo(+)624 3292 y Fl(\031)679 3259 y Fn(\000)738 3292 y Fl(\031)793 3259 y Fo(0)867 3292 y Fu(deca)m(ys,)36 b(whic)m(h)d(are)h(iden)m (ti\014ed)e(b)m(y)i(the)h(presence)f(of)g(a)g(v)m(ertex)i(in)c(the)j (DC)227 3400 y(satisfying)29 b(kinematic)h(cuts,)h(and)f(t)m(w)m(o)i (clusters)e(from)g(the)h Fl(\031)2373 3367 y Fo(0)2438 3400 y Fi(!)26 b Fl(\015)5 b(\015)36 b Fu(deca)m(y)-8 b(.)43 b(These)31 b(clusters)227 3509 y(m)m(ust)24 b(satisfy)h(op)s (ening-angle)e(and)h(time-of-\015igh)m(t)h(cuts)g(and)f(m)m(ust)h(not)g (b)s(e)f(asso)s(ciated)h(to)g(an)m(y)227 3617 y(trac)m(ks)31 b(in)e(the)i(DC.)227 3784 y(A)m(t)i(KLOE,)e(since)g(the)h Fl(K)1136 3798 y Fj(S)1187 3784 y Fl(K)1264 3798 y Fj(L)1348 3784 y Fu(pairs)e(from)i Fl(\036)g Fu(deca)m(y)h(are)f(initially)c(in)j (a)h(pure,)f(an)m(tisymmet-)227 3893 y(ric)39 b(state,)44 b(the)c(\014nal-state)g(deca)m(y)h(pro)s(ducts)d(sho)m(w)i(c)m (haracteristic)h(in)m(terference)f(patterns.)227 4001 y(By)34 b(studying)d(the)j(relativ)m(e-time)g(distributions)c(for)j (deca)m(ys)h(to)h(di\013eren)m(t)e(\014nal)f(states,)k(it)d(is)227 4109 y(p)s(ossible)39 b(to)k(measure)e(v)-5 b(arious)41 b Fl(C)7 b(P)13 b Fu(-)41 b(and)h Fl(C)7 b(P)13 b(T)g Fu(-violation)40 b(parameters)i([27].)76 b(The)41 b(most)227 4218 y(in)m(teresting)35 b(ev)m(en)m(ts)j(for)e(this)f(t)m(yp)s(e)i(of) f(analysis)f(are)i(those)g(in)e(whic)m(h)g(the)h Fl(K)2977 4232 y Fj(S)3064 4218 y Fu(and)g Fl(K)3324 4232 y Fj(L)3413 4218 y Fu(de-)227 4326 y(ca)m(ys)30 b(o)s(ccur)f(in)f(close)i(pro)m (ximit)m(y)e(to)i(eac)m(h)g(other,)g(i.e.,)g(b)s(oth)f(o)s(ccur)g(near) g(the)g(IP)-8 b(.)30 b(In)e(order)h(to)227 4435 y(maximize)24 b(the)h(selection)g(e\016ciency)g(for)f(suc)m(h)h(top)s(ologies,)h(a)f (dedicated)g(algorithm)f(has)h(b)s(een)227 4543 y(dev)m(elop)s(ed.)45 b(This)30 b(algorithm)h(searc)m(hes)i(for)f(the)g(presence)g(of)g(an)m (y)h(com)m(bination)e(of)h(pairs)f(of)227 4651 y(trac)m(k)c(and)f (photon)f(v)m(ertices)i(that)g(represen)m(t)f(a)g(p)s(ossible)e(pair)h (of)h Fl(K)2605 4665 y Fj(S)2682 4651 y Fu(and)g Fl(K)2932 4665 y Fj(L)3010 4651 y Fu(deca)m(y)h(mo)s(des.)227 4760 y(Go)s(o)s(d)j(trac)m(k)h(v)m(ertices)g(m)m(ust)g(ha)m(v)m(e)g(exactly) g(t)m(w)m(o)h(trac)m(ks)g(of)e(opp)s(osite)g(c)m(harge.)227 4927 y(Ev)m(en)m(ts)d(are)f(selected)h(for)f(the)g(c)m(harged-k)-5 b(aon)27 b(sample)f(b)m(y)g(the)g(iden)m(ti\014cation)f(of)h(either)g (a)g(pair)227 5035 y(of)33 b(candidate)g(k)-5 b(aon)34 b(trac)m(ks)g(originating)e(near)h(the)h(IP)-8 b(,)34 b(or)f(a)h Fl(K)j Fi(!)30 b Fl(\026\027)38 b Fu(or)c Fl(K)j Fi(!)30 b Fl(\031)s(\031)3239 5002 y Fo(0)3312 5035 y Fu(deca)m(y)227 5144 y(in)37 b(the)i(DC.)g(In)e(the)i(\014rst)f (case,)k(t)m(w)m(o)e(trac)m(ks)f(of)g(opp)s(osite)f(c)m(harge)h(with)f (total)h(momen)m(tum)227 5252 y(compatible)31 b(with)g(the)h Fl(\036)g Fu(deca)m(y)h(kinematics)e(are)h(required.)44 b(In)31 b(the)h(second)g(case,)h(the)g(k)-5 b(aon)227 5361 y(deca)m(y)32 b(is)d(recognized)i(as)g(a)g(c)m(harged)g(v)m(ertex) h(with)d(t)m(w)m(o)j(connected)g(trac)m(ks)f(of)g(the)g(same)g(sign)227 5469 y(of)j(c)m(harge.)55 b(The)34 b(v)m(ertex)h(m)m(ust)f(lie)g (within)e(40)h Fl(<)e(R)2074 5483 y Fj(xy)2188 5469 y Fl(<)g Fu(150)36 b(cm,)g(and)e(the)g(momen)m(tum)h(of)227 5577 y(the)g(secondary)g(in)e(the)i(rest)g(frame)f(of)h(the)g(k)-5 b(aon)35 b(m)m(ust)g(b)s(e)f(within)e(the)j(range)g(180)f Fl(<)e(p)3391 5544 y Fn(\003)3463 5577 y Fl(<)1835 5832 y Fu(24)p eop %%Page: 25 28 25 27 bop 607 2562 a @beginspecial 0 @llx 10 @lly 540 @urx 520 @ury 3055 @rwi @setspecial %%BeginDocument: plotecl.eps %!PS-Adobe-2.0 EPSF-2.0 %%BoundingBox: 0 10 540 520 %%Title: plotecl.eps %%Creator: HIGZ Version 1.27/03 %%CreationDate: 2003/12/09 14.40 %%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 newpath gsave .25 .25 scale gsave 0 0 t black [] 0 sd 1 lw 6 lw 794 1814 227 227 bl 794 1814 227 227 C 1 lw /w 2 def /w2 {w 2 div} def /w3 {w 3 div} def 318 234 327 230 329 233 334 234 343 232 348 234 382 229 431 228 438 233 439 231 478 228 569 229 231 241 260 237 329 240 334 239 388 235 395 240 421 235 424 242 450 236 462 241 483 239 489 237 496 239 518 237 577 237 244 245 254 243 295 244 317 247 337 244 341 243 350 245 365 247 387 248 405 243 430 245 507 248 517 243 254 255 257 254 261 257 303 256 337 250 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277 589 277 608 279 633 279 667 276 690 280 246 286 261 284 270 285 295 282 299 284 305 287 308 284 311 285 325 286 326 284 331 288 351 286 365 283 366 281 374 281 376 284 382 286 388 285 398 288 402 281 404 283 408 288 411 286 413 287 418 283 420 286 100 { m20} R 430 281 432 283 440 287 444 287 448 285 449 287 455 286 456 282 461 282 477 282 478 286 483 282 485 286 492 286 497 284 499 288 509 285 517 282 518 282 521 286 534 284 539 282 559 286 564 283 564 288 569 287 603 286 606 287 611 287 614 287 645 281 658 282 661 285 675 285 713 288 737 286 760 284 790 285 854 282 229 292 233 291 239 291 257 294 277 293 282 295 287 289 291 291 294 292 323 293 345 293 355 295 364 290 367 289 383 289 387 295 397 295 402 289 402 289 413 296 420 295 430 292 434 289 436 294 441 289 442 296 448 294 451 294 453 292 461 290 463 293 467 293 468 292 475 291 481 295 484 293 485 291 489 292 494 290 496 292 500 292 502 292 507 295 510 292 514 289 516 293 522 294 526 291 537 291 538 289 546 295 557 290 562 295 565 292 575 296 580 289 581 294 598 291 609 294 613 295 616 292 100 { m20} R 621 289 628 291 634 295 664 293 687 292 232 298 235 297 240 297 250 301 271 301 277 302 285 301 301 301 303 300 314 304 323 298 342 300 345 296 355 299 363 300 374 301 377 298 380 302 385 303 391 303 393 297 401 298 405 298 405 302 411 303 413 302 417 303 425 304 427 303 430 301 435 297 441 303 444 303 451 303 457 298 463 297 467 303 471 297 474 300 479 302 485 297 487 300 491 298 494 300 495 301 501 296 504 297 507 301 516 303 521 296 527 303 530 299 533 303 536 303 539 301 542 296 551 298 554 297 558 304 560 298 564 300 565 301 570 300 580 297 587 298 592 303 600 298 603 303 608 301 612 299 616 301 620 297 633 300 644 297 708 304 811 298 921 300 231 308 237 305 272 309 295 310 305 306 311 304 338 311 341 305 344 307 350 311 354 306 356 304 375 307 379 311 384 311 390 309 393 307 398 304 100 { m20} R 402 304 403 310 407 311 411 308 414 308 416 305 420 309 425 309 428 306 431 306 440 310 444 304 446 307 450 306 456 306 464 306 465 309 469 304 474 310 475 311 479 306 482 311 487 305 491 307 491 308 498 307 499 306 505 304 506 305 509 308 512 309 516 305 518 305 523 310 529 310 533 309 535 308 540 306 544 310 546 305 548 310 551 304 555 309 558 305 562 308 564 310 570 305 573 308 576 306 578 306 583 304 585 311 589 308 594 307 598 309 610 311 615 310 622 307 640 306 649 307 651 304 686 307 740 306 767 304 864 309 876 310 233 314 237 313 247 312 252 314 253 318 266 318 282 314 284 315 291 318 305 312 307 313 311 318 326 316 332 317 336 314 337 315 344 312 346 317 350 315 359 315 361 314 368 318 370 312 373 315 378 318 381 314 385 317 391 316 393 318 398 313 399 318 403 312 407 314 99 { m20} R 410 314 414 316 418 318 420 316 423 313 427 312 431 313 433 314 437 316 441 313 448 313 449 317 453 316 455 315 459 316 463 315 465 314 471 319 475 312 481 316 484 312 488 313 491 315 492 317 497 319 501 314 502 314 505 311 511 318 513 318 517 312 520 316 524 317 524 315 530 315 532 319 535 318 540 317 546 312 550 313 552 313 556 319 560 316 563 316 566 313 570 315 576 316 578 314 583 318 585 318 590 315 592 319 602 317 605 315 616 317 623 315 706 316 715 319 795 319 827 315 835 315 836 312 864 313 878 312 941 318 285 320 296 324 296 320 338 322 347 325 349 323 357 323 362 326 362 321 371 326 375 323 377 320 381 320 384 322 387 320 392 321 393 320 396 324 402 325 404 319 407 324 409 321 414 323 416 323 419 325 424 324 425 326 429 321 433 324 438 327 439 322 444 320 447 326 446 327 452 325 100 { m20} R 456 322 459 324 463 321 468 322 471 322 476 325 480 326 484 325 487 322 490 320 494 325 500 320 504 321 508 323 509 323 512 323 516 326 519 325 522 322 527 322 532 326 537 319 543 326 547 320 550 324 552 326 556 325 559 322 558 319 561 320 566 327 571 326 573 323 576 325 578 320 583 326 586 320 592 326 595 322 598 322 612 325 618 322 624 324 625 324 640 320 673 326 754 321 793 324 815 324 1011 319 232 329 251 334 257 333 294 332 312 333 314 332 317 327 327 327 333 333 333 334 342 327 344 329 346 328 354 332 356 329 360 334 368 331 372 334 375 328 379 330 381 327 381 331 388 328 391 331 394 327 399 327 402 333 407 330 411 333 415 332 417 328 417 328 422 334 425 330 430 332 434 333 438 332 441 330 442 332 447 329 455 332 455 334 461 332 464 332 465 327 470 332 474 330 476 330 481 329 485 333 100 { m20} R 489 334 493 327 495 333 499 331 505 330 509 329 513 333 517 331 519 327 522 332 526 329 531 333 533 332 537 330 539 332 546 331 553 332 560 332 561 334 563 333 569 334 572 327 576 333 578 327 581 330 586 332 590 329 593 328 594 330 598 333 602 334 611 330 625 329 638 329 647 329 674 331 678 330 687 331 709 334 718 331 735 327 767 331 772 331 809 333 813 329 848 331 880 331 980 334 239 342 253 338 260 340 264 340 277 336 300 338 306 339 316 336 323 339 329 341 336 336 349 341 351 341 359 339 370 336 373 342 379 335 381 341 385 337 388 341 392 341 394 341 396 336 403 336 408 339 410 335 412 341 412 341 416 342 421 341 423 340 427 335 431 340 433 336 438 337 440 340 443 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m20} R 531 378 534 376 535 377 538 373 543 377 547 377 546 377 550 373 552 374 556 377 555 375 560 378 561 378 567 380 570 375 569 380 572 377 576 378 580 376 583 373 585 375 589 374 592 375 596 379 597 380 603 375 605 378 608 375 613 376 615 377 621 374 628 374 635 374 638 373 649 380 677 373 686 376 695 379 697 380 713 381 782 377 788 373 810 375 841 376 880 380 227 387 231 382 244 382 255 385 268 381 274 387 298 382 303 384 306 388 311 388 315 383 319 381 328 382 331 388 333 384 341 381 345 382 352 385 355 381 357 385 359 382 365 386 367 382 372 386 373 382 376 385 379 387 380 383 383 386 389 382 388 383 391 388 393 387 396 388 397 382 401 383 403 387 408 383 411 382 413 386 418 382 416 383 420 381 422 385 423 381 427 387 431 385 433 384 435 382 437 386 439 383 440 388 445 385 442 384 99 { m20} R 445 382 449 382 453 384 456 388 456 382 461 385 465 383 466 385 471 383 469 388 475 386 475 384 480 387 483 385 483 381 488 388 490 383 489 387 492 381 495 386 501 382 499 381 505 383 505 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477 411 476 409 484 404 483 411 484 409 485 406 100 { m20} R 489 406 494 407 496 409 501 406 502 404 506 410 508 404 511 407 513 411 516 405 517 409 519 409 519 409 523 408 522 404 527 410 528 408 534 405 535 405 535 406 539 406 541 411 543 410 546 411 549 410 553 404 553 409 557 408 557 409 558 404 564 411 567 409 565 404 569 407 573 407 575 407 578 408 580 405 583 405 585 404 590 411 593 405 595 404 598 410 599 408 604 404 609 406 613 406 615 405 617 405 622 407 624 404 636 406 649 409 653 411 659 408 674 406 706 405 713 404 719 409 739 409 785 409 797 411 855 405 1010 405 239 412 250 412 259 414 261 415 265 412 271 415 276 412 279 412 285 413 289 419 292 415 302 416 313 417 319 418 326 413 331 416 334 416 337 415 342 418 348 417 351 418 354 417 359 412 359 415 363 412 366 411 371 417 374 418 379 413 381 418 385 418 389 416 392 412 395 417 99 { m20} R 396 412 400 412 405 415 409 414 408 415 411 418 413 412 416 417 420 418 425 414 427 413 432 412 435 412 435 413 435 414 436 411 442 415 442 415 445 417 448 413 449 413 450 414 455 413 454 416 457 416 458 415 461 412 465 416 466 417 472 417 472 419 472 415 476 417 482 416 486 412 486 412 490 418 488 417 494 416 497 412 499 415 503 413 502 418 507 417 506 416 511 419 510 417 512 417 516 416 516 412 520 414 525 413 527 416 528 418 531 416 533 416 532 413 537 414 539 417 541 415 545 417 550 415 551 413 551 418 556 416 555 415 559 414 564 412 564 413 568 418 570 416 574 413 576 416 579 418 583 413 586 414 590 413 592 415 594 416 600 415 601 417 604 415 615 412 618 414 621 412 625 419 629 418 633 414 636 415 650 416 660 417 665 416 740 419 745 413 749 415 751 417 755 417 814 418 822 413 851 417 100 { m20} R 881 411 949 419 977 418 227 425 236 425 247 426 251 423 254 424 270 421 271 421 284 420 287 425 291 423 303 422 305 427 320 424 325 422 329 422 334 421 339 422 341 421 349 422 352 421 354 426 357 422 361 419 363 422 369 424 371 420 375 420 375 421 377 421 379 422 380 421 382 421 388 421 389 420 394 424 394 423 394 419 398 422 401 419 402 422 408 423 410 424 411 425 415 422 417 426 419 421 422 421 423 426 428 419 430 422 432 423 432 419 438 423 440 426 444 419 444 421 445 424 447 420 450 423 451 421 454 419 458 423 456 421 459 424 465 419 466 421 469 424 474 422 474 420 477 420 481 423 481 422 486 421 486 425 489 421 489 421 493 420 495 423 500 421 504 421 507 420 509 425 514 421 515 421 520 424 519 424 523 422 522 426 526 427 528 424 531 422 532 425 535 423 537 425 539 422 543 424 542 424 100 { m20} R 545 422 550 424 552 425 557 425 558 426 564 421 566 421 571 426 572 422 577 424 581 420 580 426 584 425 581 423 585 424 588 423 594 422 595 422 604 424 607 421 614 424 614 421 617 426 623 426 625 419 639 425 649 423 663 426 670 422 684 426 690 421 740 423 774 419 778 420 784 425 794 421 808 421 820 420 924 420 932 420 228 428 234 433 245 433 261 429 266 427 267 432 271 430 278 430 291 434 298 428 309 429 311 431 317 432 322 434 328 431 331 431 338 429 342 429 344 429 347 431 351 431 354 430 359 429 362 427 365 430 366 430 371 429 373 429 376 432 380 431 382 434 384 432 388 433 387 430 389 433 393 434 398 433 399 434 405 433 404 432 406 429 408 430 409 434 414 431 416 427 421 429 425 432 427 429 431 431 433 434 435 432 436 427 439 432 444 428 445 430 451 434 449 428 453 429 456 430 460 431 100 { m20} R 460 432 463 429 467 432 471 428 474 427 475 429 477 427 479 434 484 434 487 428 491 428 493 428 498 431 495 430 500 434 498 430 502 431 507 433 506 433 508 429 509 434 512 428 511 431 517 430 517 433 518 432 520 431 521 430 521 430 526 428 530 433 530 431 533 433 534 427 535 432 536 429 538 428 539 428 542 434 545 434 545 428 549 427 549 434 551 427 556 430 560 427 561 432 566 428 570 430 569 431 573 429 575 432 580 432 580 429 583 429 587 428 589 429 593 429 594 431 598 428 601 431 606 431 608 432 615 434 626 430 629 430 634 433 634 434 651 428 671 427 679 431 697 433 709 429 728 432 733 428 752 428 753 433 759 430 767 431 776 427 780 429 788 431 791 427 809 432 812 432 835 431 838 433 855 432 862 431 884 430 895 428 924 430 926 428 967 428 228 441 230 437 236 436 244 435 247 436 264 441 100 { m20} R 268 438 271 438 276 436 283 438 286 435 287 441 293 437 304 439 307 439 312 438 319 436 320 435 328 438 330 434 335 437 338 440 340 437 345 435 348 440 351 437 354 439 353 438 358 436 359 442 364 438 371 436 371 437 373 436 372 439 376 440 382 441 385 438 387 440 386 437 392 441 393 441 397 436 400 440 400 440 403 436 405 440 407 437 407 441 410 436 412 441 413 436 418 441 419 441 421 440 425 438 426 441 430 437 429 440 435 441 432 439 436 442 444 441 444 439 447 441 446 436 448 442 453 442 455 441 456 441 461 439 465 437 467 442 471 439 472 438 474 441 476 440 479 435 479 442 482 435 487 435 486 440 488 438 491 436 493 436 494 436 498 440 496 440 501 440 499 435 502 436 502 435 506 435 507 435 510 439 514 439 514 439 518 434 519 435 519 438 523 438 525 438 529 439 531 438 531 439 99 { m20} R 536 439 541 439 539 438 543 439 545 435 550 437 552 439 556 437 560 440 561 437 563 435 566 442 566 437 568 440 571 436 575 435 576 441 580 437 580 438 583 437 587 440 585 437 590 441 594 437 595 436 598 436 602 441 606 438 608 436 611 439 617 437 625 441 629 441 634 437 687 437 695 439 699 436 722 438 814 442 880 442 900 436 945 437 229 444 233 446 242 443 245 448 248 445 261 447 269 444 272 446 273 446 277 445 281 445 285 445 290 449 291 444 297 444 302 449 306 450 309 442 312 447 319 443 321 447 326 442 330 443 336 446 342 444 343 443 347 446 352 446 354 444 358 445 361 444 365 447 363 447 367 447 369 449 373 443 377 444 380 442 382 444 384 447 386 445 387 450 389 446 393 449 393 444 398 450 396 449 402 448 402 444 404 444 405 447 406 447 407 445 410 445 412 443 415 448 412 445 418 446 100 { m20} R 418 448 419 444 423 446 425 444 428 443 431 444 435 446 432 448 435 442 439 447 444 444 448 450 448 446 451 444 450 448 453 449 457 446 460 446 459 445 462 447 463 447 466 444 471 446 469 444 474 449 477 449 480 444 482 449 488 449 486 442 489 445 489 449 493 444 495 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461 327 464 333 459 337 458 342 465 345 460 347 461 353 461 358 461 362 461 365 460 363 463 367 465 366 461 366 461 369 465 372 459 377 463 380 462 384 462 100 { m20} R 387 465 391 459 393 459 395 463 397 464 401 458 404 459 405 460 407 463 408 460 410 462 413 463 417 459 419 459 419 462 423 464 425 459 426 462 428 460 429 460 432 459 435 460 437 465 440 464 444 460 448 462 451 463 449 463 452 464 454 461 456 461 456 459 459 464 465 463 466 459 466 458 469 461 471 461 474 459 476 463 477 463 479 462 483 460 487 460 486 460 489 462 488 465 488 464 494 462 494 459 495 460 498 462 500 463 504 462 508 465 506 458 509 461 513 465 512 460 516 464 518 460 523 464 522 461 527 458 529 463 530 461 532 459 534 463 537 459 539 465 538 465 543 461 542 462 544 458 551 459 553 462 551 463 557 462 555 458 558 460 562 465 566 465 569 460 572 461 576 465 579 458 581 460 584 464 587 462 592 463 595 459 599 464 604 462 604 459 609 459 611 464 618 464 621 462 630 460 99 { m20} R 632 462 635 462 647 458 660 465 683 460 685 462 697 459 712 464 734 459 747 458 766 465 827 463 832 460 838 459 849 463 873 459 941 459 957 465 229 470 232 466 236 471 243 470 256 470 271 470 281 467 289 465 290 469 296 470 298 466 305 470 308 468 311 468 318 468 325 473 331 466 335 471 337 468 340 470 345 470 348 466 352 468 353 472 353 467 358 471 362 466 365 467 366 467 371 472 370 467 376 471 375 466 379 468 382 466 382 471 383 472 384 471 389 469 391 471 394 472 396 466 399 470 399 469 403 466 404 469 408 472 408 473 412 468 413 472 414 468 416 467 418 470 420 469 422 467 427 467 429 466 434 472 438 471 435 471 440 466 444 468 444 471 446 466 449 470 451 466 450 468 452 465 458 469 458 471 458 469 464 467 468 469 466 466 471 466 471 471 473 466 475 467 477 466 478 465 482 468 491 472 100 { m20} R 492 469 498 471 501 471 504 470 505 472 508 469 505 466 509 465 510 470 512 471 517 467 521 469 518 467 522 466 525 471 525 467 529 466 528 470 534 468 536 471 536 469 538 468 543 469 544 471 546 467 545 470 550 470 551 472 551 470 554 470 559 469 558 468 564 470 567 466 570 470 568 468 574 467 575 470 578 472 583 471 585 472 588 472 594 468 597 466 600 472 601 472 608 469 612 466 615 469 619 470 621 469 629 465 633 466 637 469 652 466 659 467 677 471 697 470 706 471 708 473 726 468 739 466 749 473 764 471 794 469 801 471 808 470 826 466 836 468 842 467 848 466 855 465 894 471 907 467 229 474 232 474 246 480 248 474 255 479 258 476 262 475 269 473 272 473 284 477 287 474 291 473 294 474 298 474 301 474 307 473 317 479 338 479 341 475 344 474 349 475 351 477 354 475 357 475 360 475 365 478 100 { m20} R 367 477 367 473 372 476 374 477 378 475 380 477 385 476 383 478 389 480 386 480 388 477 391 476 392 478 393 473 394 479 397 478 400 480 400 480 404 474 408 477 405 475 409 474 411 474 413 479 415 480 417 473 417 479 419 476 422 480 425 476 426 474 429 479 431 477 434 479 434 476 437 473 441 478 441 478 442 479 446 476 451 474 448 476 453 476 455 480 461 474 463 479 468 480 468 475 469 473 472 477 474 480 478 478 475 480 481 476 484 473 484 477 486 475 490 476 492 480 495 479 499 475 500 477 504 479 506 480 509 478 508 475 511 479 515 476 519 475 518 476 522 475 526 475 528 478 531 475 535 477 537 475 539 475 544 475 546 476 545 480 549 474 550 473 553 478 551 480 555 477 558 474 564 477 567 474 566 474 568 477 568 480 574 475 575 475 580 475 580 477 583 480 586 480 588 474 592 474 595 476 100 { m20} R 599 474 603 478 604 477 608 475 611 473 618 478 625 478 628 475 640 475 644 477 652 474 662 476 680 478 682 478 697 478 700 478 706 480 714 478 718 473 728 475 732 476 734 474 743 475 767 476 772 479 784 476 797 473 802 475 802 475 815 474 819 480 827 479 853 477 874 475 903 474 955 476 960 477 998 477 233 485 235 481 248 487 253 487 260 482 264 481 279 484 281 486 285 487 287 488 294 487 298 483 302 487 304 482 306 486 313 485 313 483 319 485 324 488 327 484 331 486 335 487 339 488 341 481 345 481 349 484 352 485 354 481 356 481 358 483 359 484 365 487 369 484 372 485 373 483 373 482 376 485 377 481 380 486 380 483 384 484 389 483 390 487 391 484 393 481 395 484 397 488 402 482 405 485 404 484 407 485 407 488 410 481 415 481 414 487 419 484 421 481 423 481 427 485 428 487 430 488 431 481 100 { m20} R 429 488 432 484 436 487 435 481 437 482 441 486 440 484 444 485 447 483 447 486 451 486 454 487 455 487 458 483 458 481 460 483 463 481 468 486 466 482 470 485 473 486 473 485 477 486 480 486 478 482 483 482 482 484 488 483 491 485 490 485 494 485 493 485 496 485 497 485 499 487 504 483 507 486 508 485 509 484 512 485 513 485 516 482 515 484 520 487 518 483 522 485 527 481 531 482 533 485 535 483 536 486 538 485 542 481 542 487 546 481 547 484 548 487 548 487 549 488 553 482 556 488 560 481 559 486 563 487 562 485 567 488 568 482 570 484 574 485 576 486 579 488 582 484 584 483 590 487 588 481 595 486 597 488 599 482 603 483 605 486 607 485 614 486 615 484 618 486 625 487 629 483 640 485 651 481 663 481 663 483 678 482 696 484 706 486 711 481 714 482 722 485 732 483 733 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490 515 489 521 488 524 491 526 491 526 489 531 491 528 496 531 496 533 490 535 489 536 491 538 489 541 493 540 494 541 492 543 491 547 489 550 496 548 489 551 491 555 488 558 496 562 494 564 494 566 491 570 489 570 490 574 494 575 490 580 495 579 491 581 495 586 488 588 493 594 490 592 493 595 495 601 491 601 490 606 490 610 493 611 492 614 496 620 489 629 490 633 493 634 492 638 489 644 494 652 490 661 489 673 490 674 492 691 493 704 494 708 495 726 494 736 495 737 494 746 492 751 495 754 496 757 489 764 493 779 492 807 488 871 488 891 494 941 491 231 499 236 497 240 501 244 498 256 502 258 503 266 503 274 497 280 498 284 498 100 { m20} R 292 501 300 500 305 499 307 498 312 500 316 497 318 497 322 501 327 497 330 496 334 497 339 503 341 501 345 500 346 502 352 496 353 497 354 502 356 503 357 498 362 503 362 501 362 501 368 500 367 498 370 502 374 498 377 498 380 502 383 496 386 496 386 502 390 498 391 503 393 503 399 501 397 500 399 501 400 498 402 503 404 503 408 498 408 499 409 499 409 502 413 497 415 497 420 502 422 498 422 497 426 497 430 502 429 503 432 497 438 496 436 497 441 497 442 499 448 496 448 503 450 503 452 498 454 503 456 498 457 499 455 503 460 496 462 500 463 502 465 503 466 499 471 501 471 502 471 497 474 498 473 500 478 501 477 503 478 502 479 503 482 502 487 501 485 500 491 499 489 502 494 497 493 499 496 503 499 497 498 501 503 497 503 496 507 499 510 500 510 499 514 503 518 496 517 503 518 498 523 498 100 { m20} R 521 500 526 502 525 503 528 500 531 498 534 503 536 500 535 496 539 503 538 502 540 499 541 503 543 499 542 500 547 496 544 502 548 497 550 503 550 503 551 503 553 500 555 496 556 500 559 500 559 500 564 499 563 500 567 501 570 501 572 503 573 502 576 503 578 498 578 503 584 498 587 502 588 496 593 498 597 500 600 498 602 497 606 503 609 500 615 502 617 497 623 503 630 500 630 501 636 497 641 503 653 499 655 502 657 498 665 503 685 500 691 499 696 498 705 499 722 501 743 502 761 500 773 499 802 496 862 496 872 500 889 498 930 497 938 502 993 499 229 505 237 504 245 509 248 504 251 507 257 506 260 509 268 508 273 504 278 509 285 511 296 508 300 507 305 511 312 507 318 506 322 509 323 505 332 508 336 511 341 504 344 510 347 507 351 511 351 504 354 506 354 508 358 507 362 509 364 510 366 511 100 { m20} R 369 504 372 509 371 509 376 504 372 505 378 506 377 504 381 509 382 507 382 505 385 507 387 505 386 507 389 509 391 506 394 511 395 509 398 511 398 508 399 506 404 508 403 504 407 506 407 508 411 505 410 509 413 504 414 504 418 509 416 511 419 510 420 508 424 508 428 510 427 510 429 508 432 507 434 508 434 509 438 505 439 509 442 507 445 509 443 506 446 509 447 504 448 510 450 511 453 508 454 511 455 510 459 506 461 507 463 510 468 508 470 508 470 507 474 510 475 507 476 507 481 508 478 510 484 508 483 505 482 506 487 505 486 506 490 510 494 505 492 506 497 511 495 510 499 505 500 504 502 505 501 511 502 504 507 510 506 504 509 507 512 510 515 506 516 510 518 509 520 509 521 504 523 507 527 506 529 505 528 506 533 504 536 505 540 507 540 504 544 509 546 504 547 511 549 504 552 508 99 { m20} R 557 507 555 506 561 508 564 507 566 505 570 507 574 505 571 510 575 511 578 508 581 507 584 506 585 506 586 509 593 507 594 504 596 508 600 506 601 506 607 507 609 504 611 507 617 510 619 504 623 508 625 510 628 509 633 507 635 509 639 511 640 505 649 506 650 510 666 507 670 508 687 511 694 504 701 507 706 511 722 508 733 511 737 505 757 511 763 506 779 507 817 504 829 508 842 505 846 511 853 509 878 504 937 509 946 510 966 510 1000 504 229 518 236 517 241 512 255 514 270 515 276 513 279 518 281 516 286 512 290 515 299 512 309 513 312 513 314 519 317 518 324 517 329 512 336 517 337 516 341 519 343 513 347 517 350 518 354 515 353 516 358 516 361 519 365 518 366 515 369 519 371 513 373 516 378 517 378 519 378 515 382 519 381 513 385 514 384 513 386 513 386 515 390 511 392 512 391 517 394 512 100 { m20} R 398 515 398 515 400 515 400 513 404 513 408 519 405 516 411 518 410 518 412 514 418 514 417 515 419 517 422 512 421 514 423 519 423 515 429 514 427 513 429 513 431 515 434 517 433 513 436 513 435 513 441 516 442 512 441 512 443 517 448 512 447 519 449 519 449 515 453 513 452 516 456 511 455 519 458 512 464 513 464 514 468 519 468 516 470 517 469 516 472 513 478 515 480 513 484 514 483 514 486 512 489 516 488 515 492 517 493 519 498 512 498 517 501 513 498 515 503 518 502 516 507 514 506 516 510 512 512 518 515 513 520 517 518 513 524 512 524 518 527 518 527 513 528 516 530 517 532 514 536 512 537 513 539 513 538 512 539 517 541 518 543 519 546 512 547 514 548 518 552 516 552 517 557 513 555 514 560 517 562 515 566 517 570 515 568 513 572 514 572 513 574 514 578 516 578 518 583 514 581 515 100 { m20} R 584 515 590 513 594 518 596 516 600 513 601 518 605 517 613 515 615 516 619 513 622 517 632 517 641 514 646 514 659 514 667 518 679 517 685 515 696 516 699 516 706 514 730 512 735 516 738 514 741 518 751 512 772 514 791 513 794 513 818 514 834 515 837 518 839 517 859 512 865 515 889 513 893 513 980 512 985 513 1007 515 228 523 241 519 244 523 254 521 263 523 279 521 280 520 288 525 290 520 296 523 301 519 304 526 309 520 313 525 316 522 317 526 322 526 329 522 332 524 334 520 339 523 341 519 345 524 347 521 352 522 355 522 357 521 358 523 362 523 363 520 366 526 370 521 374 525 374 523 376 526 377 523 379 525 379 520 385 523 383 526 389 520 391 521 390 520 395 524 395 525 398 520 397 526 399 524 401 525 405 519 404 519 409 525 408 522 410 524 410 519 410 522 413 520 413 526 417 524 418 523 100 { m20} R 416 520 420 519 419 522 421 526 424 523 424 519 426 522 426 526 431 520 430 521 433 527 433 523 438 519 441 520 442 526 442 523 444 522 448 525 447 522 451 521 449 526 455 523 452 524 455 520 455 522 456 520 459 526 464 521 462 524 468 525 469 519 470 519 473 526 476 525 481 527 480 523 483 524 488 524 488 523 489 523 493 525 492 526 497 522 498 520 500 519 499 523 502 520 502 525 505 523 506 520 510 523 510 521 512 526 514 523 515 524 518 524 519 526 524 519 522 522 527 522 527 526 528 525 531 523 531 520 533 524 535 521 536 520 538 521 543 522 543 523 543 525 546 523 547 525 546 522 550 522 551 527 556 522 555 519 558 524 560 519 561 522 566 524 568 521 572 521 574 520 579 525 582 526 583 520 585 526 585 521 589 524 591 519 595 522 597 525 602 524 606 526 608 522 611 525 620 522 627 520 100 { m20} R 633 522 637 525 666 526 668 522 671 522 681 526 689 525 692 522 698 521 702 525 732 520 738 524 751 523 761 520 770 524 780 525 820 521 825 526 831 524 845 521 852 526 884 524 894 526 895 525 907 520 946 524 964 523 228 528 236 533 245 529 254 534 260 530 260 534 265 532 268 529 274 528 280 531 281 532 285 527 293 534 299 527 302 530 305 531 309 529 311 529 318 533 321 532 323 532 325 533 327 531 336 533 338 533 340 530 345 533 347 529 352 530 353 532 358 530 361 532 364 533 363 534 369 532 370 531 373 534 374 527 378 529 380 531 379 534 383 531 384 529 389 527 386 532 388 527 390 528 389 532 389 528 394 534 398 530 398 528 401 529 401 527 399 530 402 532 403 531 407 528 406 532 411 528 414 527 418 533 421 527 420 529 423 527 427 531 426 528 428 530 429 527 435 530 432 533 98 { m20} R 435 530 435 529 440 530 439 532 445 529 445 527 448 529 447 531 451 529 451 534 452 527 452 531 456 527 456 529 460 532 461 528 464 527 464 528 466 533 466 527 469 532 470 530 473 529 476 530 475 532 481 532 481 532 482 532 485 527 486 532 486 530 487 530 491 528 490 527 490 530 493 530 494 532 498 530 500 529 499 534 504 529 504 534 506 533 508 531 509 530 512 529 517 528 519 530 521 528 524 529 523 533 527 532 527 534 531 529 530 534 528 529 533 528 532 533 535 527 536 529 538 527 540 527 541 533 543 529 546 532 545 533 546 531 549 531 553 533 554 529 555 528 555 533 560 530 560 533 563 533 563 527 564 527 566 534 568 527 568 534 571 527 573 533 576 527 576 529 577 527 581 531 579 531 583 532 584 528 585 529 589 531 592 527 596 531 598 528 601 533 604 531 609 528 612 531 625 527 630 531 100 { m20} R 632 530 635 533 641 527 656 530 657 531 664 534 670 528 677 531 685 534 704 533 710 533 715 528 719 533 723 529 735 527 739 532 770 530 773 527 777 532 783 530 793 533 824 528 833 528 849 534 853 529 883 527 886 528 892 530 905 531 969 530 981 533 982 532 987 527 232 537 256 538 260 537 263 537 264 540 269 538 279 539 285 534 288 538 290 541 296 535 300 537 307 539 314 537 317 540 320 535 324 540 331 537 334 539 338 539 342 537 347 540 351 535 352 538 356 535 354 535 359 541 358 536 360 542 359 537 365 535 367 539 371 536 375 538 373 542 376 541 380 540 381 542 383 540 384 536 388 538 388 541 391 535 393 542 394 537 397 540 398 536 399 537 402 537 399 535 403 542 402 540 407 541 406 535 410 537 409 540 413 535 416 538 418 536 420 540 421 535 423 538 425 536 426 539 431 541 432 537 433 539 100 { m20} R 438 540 435 538 440 535 440 538 442 539 445 538 450 535 450 541 452 538 454 537 457 539 459 540 461 537 463 540 463 539 468 538 468 539 469 539 470 535 474 534 472 538 474 536 478 537 477 539 478 539 483 536 482 537 486 536 491 540 490 540 494 537 494 540 495 541 499 537 502 536 504 538 503 542 505 535 508 537 510 535 509 536 512 535 513 541 514 537 518 536 516 540 518 542 520 535 524 538 527 539 527 540 529 541 530 542 531 539 538 539 535 536 536 539 538 539 540 536 544 538 546 541 551 541 550 541 548 540 552 535 557 541 558 540 556 535 561 537 561 541 563 541 566 539 567 535 570 539 573 541 573 539 577 536 577 536 579 539 579 539 582 539 587 541 588 540 593 536 596 541 596 537 598 539 602 536 605 535 610 536 617 536 619 536 622 539 631 541 646 542 655 534 664 535 670 537 680 535 685 542 100 { m20} R 694 539 699 538 706 537 709 541 718 535 726 538 736 538 739 537 748 538 755 535 763 538 799 542 806 538 817 537 832 535 833 540 855 538 868 539 879 541 883 539 887 540 892 538 911 537 915 540 926 539 933 535 947 542 974 535 1017 541 233 546 234 546 237 547 241 547 245 545 251 543 256 546 260 546 261 546 269 544 274 545 282 545 286 543 290 544 298 544 302 544 302 550 305 547 308 548 311 544 314 546 317 548 320 548 324 543 328 546 330 548 334 544 339 546 340 547 343 543 345 543 348 542 352 547 354 545 354 546 357 546 358 544 360 549 359 545 363 544 364 544 368 548 366 547 370 548 370 543 371 547 374 543 378 545 376 548 382 545 379 544 385 548 384 549 387 544 390 548 395 547 398 547 397 548 400 544 400 543 404 543 405 548 408 548 407 547 408 544 410 544 411 545 415 543 415 548 418 549 420 542 100 { m20} R 419 545 423 546 424 547 424 547 426 543 430 543 429 546 435 547 434 543 438 547 441 542 442 544 443 544 444 543 446 543 446 548 450 543 450 543 453 544 453 549 458 542 457 548 461 543 459 545 459 544 463 549 463 545 466 546 471 546 468 546 474 549 473 543 476 550 479 543 482 546 484 545 488 547 485 548 491 547 491 547 494 547 493 547 497 546 496 548 500 545 501 543 503 547 503 548 506 549 505 549 510 546 511 545 509 542 514 550 511 545 514 545 516 549 516 543 518 544 520 546 519 545 521 549 522 545 522 544 527 543 527 547 531 543 529 547 531 545 532 542 531 547 535 543 536 546 538 548 541 547 540 548 539 545 544 543 541 546 546 544 545 548 550 546 550 547 552 543 552 548 552 542 556 548 554 542 560 544 558 543 561 542 561 542 567 549 569 548 572 547 576 544 580 550 583 549 582 542 99 { m20} R 585 542 588 546 589 548 593 544 595 549 600 549 602 549 608 546 614 545 617 549 623 543 624 543 629 543 632 543 634 543 637 547 646 545 649 549 665 544 673 547 709 549 711 544 713 546 722 544 748 546 751 549 756 546 756 545 760 547 763 546 771 546 777 549 792 545 795 544 797 547 801 545 827 549 836 543 840 542 868 548 882 547 891 543 917 545 926 543 938 547 963 546 229 556 236 557 240 553 241 551 248 551 250 551 256 553 259 554 261 556 266 552 268 554 275 553 276 556 288 557 295 550 298 556 306 552 308 551 311 555 316 557 319 555 321 555 326 551 328 554 331 551 334 553 339 554 342 555 344 556 347 555 352 557 350 555 354 557 354 552 356 554 361 551 360 557 364 555 367 556 367 551 370 553 372 554 375 554 378 551 379 553 379 550 379 552 380 556 383 557 384 555 383 553 386 554 388 556 389 557 100 { m20} R 391 553 394 554 393 551 398 552 398 550 400 550 402 554 405 556 404 552 407 550 407 554 410 550 412 550 415 556 413 557 417 552 418 555 421 556 424 557 424 552 428 551 426 553 427 555 431 557 429 557 431 556 434 552 437 550 435 555 440 553 439 555 443 556 444 555 446 552 446 551 451 552 450 553 450 554 453 555 454 553 457 555 456 551 459 551 464 552 467 551 470 554 471 554 473 553 477 552 477 551 479 555 485 557 487 557 485 556 491 552 491 553 494 554 492 556 496 556 495 556 498 550 501 556 501 551 504 552 505 556 507 550 506 550 509 551 511 553 514 555 513 553 515 555 515 552 517 555 519 555 520 552 524 551 523 551 526 551 529 552 533 551 533 552 537 551 536 557 539 552 539 553 544 556 543 555 546 550 551 555 554 553 555 554 561 552 559 555 563 551 566 556 566 556 569 553 572 556 572 550 100 { m20} R 575 552 577 556 579 556 581 553 585 553 590 550 591 554 597 557 600 553 603 552 606 551 612 551 620 555 631 557 652 557 656 555 659 557 677 552 679 557 683 553 685 556 688 556 694 556 699 551 716 552 716 552 720 554 726 553 729 553 733 553 739 553 757 555 762 550 771 553 775 556 782 556 785 550 792 550 795 556 800 553 812 551 822 556 830 555 837 551 840 552 855 556 891 553 983 553 1007 551 238 558 243 560 248 558 260 563 266 557 269 563 270 565 274 564 285 557 290 559 296 563 300 563 309 562 311 564 313 565 319 562 319 558 320 563 326 563 328 562 332 558 333 565 337 565 342 563 344 559 344 560 346 562 351 559 351 564 350 558 354 562 356 564 356 558 356 560 359 559 361 559 364 561 362 563 363 563 368 563 367 564 366 564 370 561 373 562 374 559 376 558 380 563 383 558 384 558 388 562 388 559 100 { m20} R 388 564 392 562 395 565 394 562 398 560 402 560 403 559 408 564 407 558 410 563 412 560 414 562 417 559 419 565 422 563 425 559 423 559 429 559 428 563 427 558 431 562 431 558 433 560 435 561 438 563 438 561 440 558 440 564 443 561 443 564 448 560 445 559 450 560 454 561 453 558 452 562 455 560 457 563 461 564 459 558 464 559 462 561 466 564 466 564 469 564 468 563 473 557 472 563 477 558 476 559 477 561 481 562 480 561 482 564 485 563 486 561 485 560 489 563 492 564 497 559 496 564 499 564 498 560 502 564 504 565 507 558 506 563 508 564 509 564 511 559 514 561 515 561 517 557 519 562 520 564 521 562 523 561 526 561 526 564 529 559 534 564 532 563 535 561 536 565 540 564 539 560 539 562 543 558 544 559 549 560 553 559 553 563 555 559 557 562 560 561 560 565 562 558 562 565 566 564 565 563 100 { m20} R 568 560 573 560 574 562 577 560 580 564 578 559 582 565 585 561 590 560 589 564 594 564 595 558 604 564 606 563 614 562 616 564 621 563 626 564 628 564 631 560 640 560 655 563 658 560 662 560 668 562 682 562 691 557 704 563 708 563 710 564 714 564 724 559 728 558 736 564 736 561 753 558 760 560 766 558 770 562 777 562 785 560 787 558 800 562 806 565 831 564 835 559 837 561 844 563 849 564 853 561 864 562 866 563 882 560 888 565 891 558 895 564 915 559 919 558 927 564 929 558 941 565 948 558 963 564 991 561 1015 560 244 569 259 568 262 570 265 570 275 572 279 567 282 568 289 570 290 565 297 570 302 568 306 569 308 568 316 573 320 568 324 565 329 568 331 567 330 566 334 569 337 569 342 569 344 566 346 571 349 570 351 567 353 565 355 567 358 568 358 567 359 570 365 567 363 565 98 { m20} R 368 570 366 569 370 567 371 569 373 568 379 567 377 565 380 569 381 570 380 570 383 569 385 567 386 571 391 569 395 572 393 571 398 566 401 568 401 569 402 570 408 569 408 566 409 569 412 570 413 567 414 569 417 568 418 567 417 566 422 572 419 568 419 573 425 571 427 572 426 570 430 571 429 569 435 571 436 572 437 570 441 567 444 568 442 569 446 572 446 568 449 568 454 568 455 572 452 570 458 565 461 568 459 571 464 566 462 569 464 569 465 569 468 565 471 570 469 572 471 568 472 570 472 568 475 571 477 566 481 566 482 566 484 566 485 569 487 565 489 573 494 572 494 567 496 572 501 566 503 566 508 567 507 572 511 565 509 567 513 573 512 572 516 572 517 572 520 566 519 567 522 569 524 570 524 571 527 569 525 568 530 570 528 566 531 566 533 565 534 571 538 566 536 571 536 567 539 566 543 570 100 { m20} R 543 569 546 569 544 569 547 567 549 567 554 568 553 566 555 569 555 571 561 572 558 567 562 566 567 571 564 572 570 565 570 565 573 572 576 570 580 566 580 571 583 572 587 571 588 573 589 567 594 571 596 566 600 570 600 570 602 568 609 570 612 566 617 571 622 567 625 570 628 567 633 570 638 572 644 569 654 566 658 571 661 571 668 569 672 567 676 569 680 572 688 570 693 571 705 571 708 565 729 565 731 571 734 566 739 568 742 570 744 572 749 566 753 572 761 571 765 572 787 569 804 566 821 570 835 569 839 571 848 573 853 571 871 570 875 568 880 570 899 567 928 570 941 566 956 570 960 571 962 572 980 568 227 575 232 579 248 580 253 579 256 578 258 576 262 579 267 573 270 579 274 575 278 579 280 577 286 577 287 574 293 577 294 575 297 576 301 575 303 578 312 577 315 573 315 574 318 575 325 576 100 { m20} R 324 578 327 580 332 577 333 576 337 574 341 573 344 574 346 580 346 579 352 575 355 576 355 575 356 578 361 579 361 574 364 574 365 577 365 576 367 577 370 580 372 573 374 576 378 580 376 578 381 577 381 573 385 573 383 579 388 579 386 576 391 578 392 578 391 580 393 573 395 575 394 580 398 573 396 574 400 577 401 576 404 574 404 579 407 575 408 577 412 574 411 573 414 580 414 579 416 576 419 574 418 577 421 579 420 577 419 576 423 576 425 576 426 580 428 573 426 573 429 576 432 580 434 579 435 576 436 574 436 580 437 575 439 579 442 578 442 579 442 577 445 574 447 579 446 576 449 574 450 574 454 573 453 580 455 580 457 574 460 576 459 579 462 578 465 579 467 580 468 576 468 578 470 574 470 574 475 579 472 577 476 573 476 575 479 578 478 578 483 580 482 578 487 574 490 580 489 576 492 578 100 { m20} R 492 577 495 573 496 577 498 577 498 574 502 580 504 575 507 580 508 574 509 576 508 579 512 577 514 578 516 578 515 578 520 578 522 579 523 573 527 578 525 577 529 578 531 580 531 576 534 573 533 579 536 576 539 579 541 574 539 576 544 577 543 573 545 574 550 578 550 574 554 577 556 578 556 576 557 573 559 576 559 578 563 578 566 575 568 573 572 577 574 574 575 575 579 573 583 578 585 580 584 579 588 573 592 576 595 579 598 575 603 578 607 578 612 577 635 576 645 577 650 578 655 574 663 579 670 575 675 580 680 580 682 577 687 573 694 576 715 580 723 575 725 576 745 576 748 576 754 577 761 579 763 579 772 575 777 578 782 574 784 577 787 580 795 580 803 577 812 576 824 577 832 580 865 574 884 580 889 576 902 574 911 578 940 574 942 580 965 580 975 579 986 574 1003 575 247 586 261 587 264 588 100 { m20} R 273 586 276 582 277 582 282 585 288 585 291 588 293 581 297 587 303 581 304 585 311 583 313 586 322 581 323 586 328 585 332 581 335 582 338 581 340 583 340 585 343 587 347 587 348 587 350 584 354 584 358 586 360 582 361 580 364 582 364 585 366 584 370 585 372 584 374 586 374 586 378 584 376 587 381 584 381 588 384 582 385 587 387 582 389 585 389 587 391 586 394 582 394 584 398 583 397 582 402 581 404 584 403 585 407 585 408 588 411 584 409 585 415 582 413 584 417 581 415 584 419 584 421 584 425 588 423 583 425 581 428 584 426 588 431 584 429 584 434 581 436 584 438 581 436 585 440 584 440 582 443 585 444 588 448 584 447 583 451 586 451 587 452 582 458 582 456 585 462 586 461 587 462 582 462 583 468 587 471 586 469 583 475 585 475 588 475 582 478 581 476 584 476 583 97 { m20} R 479 583 481 586 479 586 482 582 484 583 485 586 486 581 489 584 490 583 492 582 492 584 492 588 497 586 498 585 498 587 499 584 502 585 505 586 505 584 507 580 511 587 514 584 514 588 515 581 521 588 524 583 527 584 527 582 526 583 531 584 532 582 534 582 538 581 537 587 539 586 538 581 539 584 543 585 542 585 546 583 546 587 550 586 550 587 549 581 553 582 552 583 556 586 556 584 560 584 559 585 561 581 565 587 568 584 573 586 574 581 577 583 580 586 583 588 584 581 588 588 592 584 593 581 595 586 598 583 602 583 606 584 608 585 612 581 617 581 624 582 631 582 646 585 649 581 662 581 674 585 678 584 681 586 689 581 693 586 699 582 713 582 726 581 736 582 739 585 750 588 754 586 764 587 776 583 794 585 812 587 835 586 841 581 864 583 874 585 876 581 893 587 900 587 902 583 911 587 915 582 100 { m20} R 930 583 959 586 1003 581 234 590 240 588 258 591 270 589 274 591 282 594 284 589 287 593 290 595 296 588 298 594 303 594 308 595 314 594 317 595 325 589 328 593 332 588 336 592 338 590 342 589 345 592 343 594 346 594 352 591 349 592 355 591 354 594 357 592 357 594 357 595 361 595 360 590 364 592 363 594 368 595 372 589 369 590 374 592 374 590 378 588 376 589 381 595 380 591 383 588 387 590 386 594 387 594 390 594 391 592 392 594 395 594 394 595 398 593 398 592 401 593 401 595 401 596 403 593 404 593 405 594 409 593 409 588 411 596 411 595 412 594 412 590 418 593 418 593 416 590 421 593 422 589 423 595 424 595 428 589 425 595 429 593 432 594 435 595 434 595 437 591 437 592 439 590 440 591 443 589 443 590 448 592 448 590 452 590 449 588 450 594 455 594 454 589 452 592 458 588 459 594 460 589 100 { m20} R 464 593 465 590 464 595 467 592 467 589 467 595 471 596 469 595 475 592 476 592 475 591 480 589 478 594 484 594 488 590 485 589 488 592 489 592 489 589 494 592 492 588 493 592 498 591 495 589 500 591 504 595 502 591 505 591 506 591 510 595 510 595 514 590 513 590 516 594 521 590 518 593 518 595 522 592 521 592 527 590 525 589 525 594 530 591 530 596 533 592 534 596 537 588 537 591 536 589 538 591 538 589 542 594 545 593 546 592 550 592 553 593 552 595 555 594 560 595 561 593 563 589 567 594 564 592 570 589 569 592 572 589 573 589 577 591 578 592 582 594 586 592 585 591 590 589 593 589 597 594 597 593 603 592 607 588 608 595 611 589 616 594 618 591 620 591 626 593 630 594 634 588 637 594 651 591 655 589 662 592 668 593 678 595 686 593 687 593 692 589 696 595 703 591 708 590 734 590 750 588 100 { m20} R 755 591 766 594 770 593 775 593 788 593 791 589 798 591 819 593 845 588 862 592 880 588 887 593 891 596 898 589 912 588 920 595 924 595 985 588 988 591 232 598 235 596 248 602 259 603 262 596 266 602 268 600 271 599 275 602 278 596 282 599 285 597 290 602 294 600 298 597 304 599 308 599 311 596 313 596 316 597 319 599 324 600 328 602 329 597 333 601 338 598 341 600 343 596 348 597 350 601 350 597 351 599 354 597 353 598 356 602 362 603 363 596 364 600 367 600 369 600 371 602 369 599 372 602 375 598 374 602 373 603 379 603 377 601 382 596 380 600 382 599 387 601 387 600 392 598 391 601 395 599 393 601 397 597 396 603 401 600 399 597 405 603 405 599 404 596 408 596 407 601 410 597 412 598 410 603 412 600 414 600 416 596 416 596 419 599 421 600 423 599 422 598 427 604 428 599 431 597 429 602 100 { m20} R 429 599 434 600 434 603 433 598 436 602 436 599 442 601 443 599 446 596 446 598 451 600 452 601 452 596 457 599 455 601 459 600 459 603 460 603 463 603 463 601 468 603 466 602 470 599 471 601 473 597 475 601 478 603 477 600 481 601 481 596 481 599 482 597 485 603 482 603 487 601 486 597 486 599 491 602 488 602 491 599 495 600 495 596 497 598 498 599 500 602 499 603 501 598 502 601 507 601 506 603 510 599 511 598 512 599 512 597 517 596 515 601 518 600 520 601 522 599 522 601 526 597 526 603 529 598 531 598 533 598 532 603 535 602 536 602 539 600 539 597 544 602 544 598 546 597 544 603 550 600 549 597 552 601 554 602 555 598 557 598 559 603 559 598 562 596 561 600 567 603 567 601 570 599 570 598 571 601 575 599 578 601 581 596 585 599 589 600 589 598 593 601 591 602 595 603 599 603 99 { m20} R 603 600 604 600 608 597 611 600 616 600 617 599 621 600 624 601 630 600 631 599 652 602 660 601 662 596 672 598 677 601 684 597 688 601 692 598 702 599 703 603 712 600 714 600 718 597 722 603 727 602 737 602 743 603 749 598 758 600 759 601 763 599 766 597 773 603 783 601 787 598 797 597 809 603 814 601 816 601 841 600 846 598 858 601 888 601 924 601 930 603 932 599 938 596 953 603 964 599 976 600 1021 600 231 604 236 607 240 605 243 605 252 611 259 605 261 606 267 608 272 610 277 607 282 604 283 609 286 604 293 607 295 607 298 604 301 607 308 611 310 608 313 611 318 606 322 604 323 604 327 606 330 607 333 610 333 605 335 607 340 609 341 611 344 607 348 610 348 605 351 605 349 607 354 607 354 605 359 607 362 605 364 609 365 610 364 607 367 607 371 606 370 608 374 607 374 604 379 611 378 606 100 { m20} R 379 606 381 608 383 604 388 604 387 610 386 605 390 607 390 606 393 607 395 607 395 608 398 610 396 604 399 610 400 608 402 609 403 610 404 607 406 605 407 607 411 610 412 607 413 608 414 609 414 605 416 611 419 609 422 608 423 608 427 605 427 609 431 609 431 607 433 604 434 607 432 610 434 604 436 608 438 611 439 607 440 610 442 609 445 608 444 609 446 611 447 609 451 609 452 606 454 608 456 605 456 607 459 611 459 607 463 606 465 607 466 605 468 610 473 610 478 604 476 609 481 604 484 604 485 609 486 609 487 611 491 610 492 604 498 608 495 608 496 604 501 607 500 611 503 609 502 611 502 605 506 608 506 606 511 610 508 605 513 605 515 607 514 609 515 609 517 608 517 608 521 609 519 609 522 605 524 610 525 606 527 610 529 610 529 608 530 604 534 607 533 605 537 608 537 604 541 607 540 608 100 { m20} R 542 605 544 605 546 609 546 611 549 610 548 610 554 607 554 610 557 606 557 605 560 605 558 610 564 607 563 611 566 610 569 609 568 607 571 604 575 608 579 605 582 607 585 609 590 608 588 610 594 608 597 607 598 608 601 611 604 610 609 607 611 605 617 609 617 607 622 607 625 609 635 610 640 605 645 604 650 604 651 608 665 611 673 608 683 608 691 610 712 610 719 611 722 604 726 610 729 606 732 606 741 606 759 604 769 604 771 605 773 609 778 608 787 608 794 610 797 608 805 604 811 606 814 607 822 611 828 605 831 604 842 609 845 604 846 609 856 609 863 607 865 605 871 606 874 604 907 611 953 608 955 607 1018 609 232 616 237 616 237 618 242 614 248 616 258 613 264 613 271 612 281 613 288 615 293 617 296 618 297 614 303 611 303 616 306 617 312 616 315 615 317 619 320 619 326 614 328 616 332 617 100 { m20} R 335 619 335 617 339 616 336 614 342 617 340 612 343 612 347 613 348 619 352 612 353 616 354 611 358 617 358 612 361 616 362 616 364 617 369 618 367 615 370 613 371 611 370 616 375 614 372 613 378 615 376 615 379 615 380 613 382 617 385 613 383 612 387 612 391 612 391 617 392 613 394 611 395 617 397 611 397 613 400 615 400 618 405 614 404 613 407 619 406 617 406 618 409 617 410 617 415 614 417 614 417 619 421 617 419 615 424 618 424 613 425 612 427 613 427 614 432 615 431 618 433 612 434 617 432 615 438 612 439 617 440 613 444 618 446 615 448 614 449 615 449 618 452 618 453 615 456 613 457 615 459 614 460 617 463 613 463 619 468 615 467 615 470 611 471 615 472 614 475 618 477 615 478 612 481 619 482 617 482 618 488 613 489 612 490 618 493 617 492 614 496 617 497 617 499 617 500 617 499 613 100 { m20 } R 503 614 502 614 508 614 508 616 510 618 509 611 514 617 513 617 516 616 516 612 519 615 519 615 521 613 522 612 528 613 527 616 528 615 530 618 533 615 535 619 538 614 541 616 544 613 544 618 543 616 546 617 547 616 546 614 548 612 550 613 553 614 557 615 556 617 558 616 559 614 561 613 567 613 570 615 569 612 571 615 577 619 579 616 584 616 586 614 588 613 593 618 596 618 600 615 605 618 610 614 614 612 617 618 621 618 624 618 633 614 641 614 655 613 667 615 682 619 684 613 703 616 704 614 710 611 715 616 720 615 725 611 734 613 752 613 764 615 766 617 770 617 775 615 778 617 794 612 798 616 808 617 817 615 821 616 824 616 830 616 834 615 836 615 839 613 844 618 846 617 860 614 863 613 866 616 878 614 883 614 886 613 894 613 903 612 936 618 946 614 952 618 991 615 229 623 230 625 99 { m20} R 234 619 237 626 243 625 247 624 251 619 253 621 260 622 268 625 276 623 277 624 282 623 287 619 296 619 301 625 305 622 308 622 310 624 313 625 317 623 323 622 326 624 329 624 330 621 331 620 336 625 338 622 340 624 343 622 343 624 349 626 347 619 352 620 351 619 353 623 358 624 357 621 362 625 362 625 362 626 365 623 363 621 367 625 367 625 368 622 370 623 370 621 375 624 373 622 379 620 376 621 382 625 379 624 382 624 385 626 388 624 387 624 391 620 392 622 391 622 393 619 395 621 399 624 396 622 398 622 402 624 402 622 405 621 406 623 408 622 408 623 409 624 409 626 415 624 413 623 416 625 418 621 420 625 420 622 424 624 422 624 428 623 426 620 427 624 429 623 432 623 431 625 433 620 435 622 439 621 440 626 441 625 444 620 443 626 448 624 448 623 449 623 451 622 449 625 454 624 453 624 100 { m20} R 456 622 455 624 459 624 458 622 464 623 463 619 466 625 467 626 469 624 468 624 475 623 476 624 476 623 476 624 481 625 478 625 482 622 486 620 485 623 488 620 488 624 490 625 492 623 493 624 497 619 496 625 499 621 501 622 501 625 503 623 506 625 506 626 508 620 511 622 508 620 512 620 513 621 516 625 517 626 519 625 523 619 524 623 527 626 527 626 527 620 529 624 531 623 532 626 538 622 536 624 538 621 540 624 542 620 542 626 543 624 547 623 548 626 549 620 551 622 552 622 551 619 557 626 557 625 559 621 561 623 562 626 566 622 566 623 570 626 569 626 571 623 574 622 577 624 578 623 582 620 583 619 584 622 589 624 591 623 595 626 600 622 603 626 603 620 605 626 608 620 612 620 619 624 622 623 632 625 637 625 645 626 650 621 660 624 664 626 676 623 678 620 686 626 687 624 696 621 709 625 100 { m20} R 718 626 722 619 725 625 744 626 753 622 756 626 763 623 763 623 774 620 778 621 782 619 790 619 798 625 830 625 848 624 857 624 863 626 873 620 883 621 888 625 894 619 942 623 954 625 962 621 982 621 1004 625 229 627 232 630 239 633 244 631 249 627 253 629 256 627 262 629 264 627 269 627 271 627 277 630 283 630 285 633 288 630 292 628 296 633 298 628 304 629 308 633 311 630 316 630 316 630 317 627 320 630 325 627 328 627 330 629 333 632 339 628 342 628 341 631 344 630 343 629 349 627 349 627 347 633 352 628 352 627 353 628 354 631 356 634 359 630 362 630 362 629 364 632 365 627 364 632 368 629 367 627 368 628 370 627 376 628 374 628 378 634 377 630 377 633 381 629 380 627 383 629 383 631 386 628 389 632 387 628 389 632 391 628 394 634 395 629 397 632 396 633 401 630 401 634 404 630 404 628 100 { m20} R 407 630 409 629 411 631 412 630 416 634 417 633 420 634 422 628 424 631 424 634 427 630 426 633 428 633 431 629 430 627 432 630 435 630 433 629 437 630 438 630 441 631 439 634 440 632 443 627 444 628 445 631 446 633 447 631 450 628 450 634 455 628 453 628 456 632 458 632 460 630 460 632 463 628 463 633 466 629 468 629 471 629 469 629 469 627 474 634 472 627 473 631 478 628 476 629 480 629 479 630 483 634 482 632 487 634 488 634 490 630 490 627 494 629 492 634 494 630 496 631 495 633 500 631 500 632 502 628 504 628 505 634 506 630 510 627 508 632 515 630 511 633 515 634 515 632 519 633 519 629 522 630 523 634 522 634 527 632 525 633 531 629 534 630 534 628 536 628 537 630 537 627 540 627 538 629 541 633 544 632 543 630 544 628 546 634 546 628 550 631 548 633 552 632 552 631 556 633 555 627 100 { m20} R 561 629 560 628 560 627 562 634 563 631 567 628 566 628 569 634 568 631 574 629 571 630 574 627 576 630 580 631 579 634 584 634 585 630 590 632 593 631 595 628 600 630 604 628 605 628 609 632 613 630 614 634 617 634 632 629 635 634 646 627 655 627 666 627 669 627 670 633 685 630 691 633 695 628 697 629 712 627 718 630 726 628 731 630 733 628 745 632 750 629 759 631 766 627 768 634 771 630 774 632 778 633 780 631 784 631 791 631 797 631 802 629 810 633 819 630 824 627 830 627 837 633 845 633 851 631 859 632 862 634 867 633 879 631 891 629 893 631 902 632 919 632 923 632 934 627 959 629 964 631 990 633 235 635 239 638 243 637 260 636 261 641 265 637 268 641 277 641 284 641 290 641 299 634 300 638 306 641 307 642 311 635 314 640 319 636 320 638 324 639 326 639 331 640 335 641 98 { m20} R 337 641 336 635 341 640 340 635 346 639 345 637 348 637 347 640 350 639 350 636 355 642 353 637 357 642 358 641 360 635 360 639 364 641 366 634 364 641 367 639 368 637 372 637 372 637 374 641 376 637 378 638 376 641 381 637 380 639 382 636 383 638 388 637 386 642 387 641 390 640 392 637 394 638 395 636 397 635 396 639 402 640 400 641 401 638 405 635 405 639 404 640 407 638 406 639 406 639 409 637 412 636 415 641 417 642 417 636 421 641 419 637 421 636 424 640 423 638 425 642 427 642 428 635 430 634 431 635 433 636 434 635 435 639 436 635 439 634 439 636 445 640 444 640 446 642 446 640 449 641 449 640 455 635 452 635 455 640 458 638 458 636 461 642 459 637 462 641 465 641 467 638 471 635 469 641 473 640 472 635 476 635 476 640 477 635 481 640 479 638 483 639 483 636 484 639 488 639 489 635 100 { m20} R 489 640 492 642 496 636 496 641 501 642 500 639 502 637 502 635 508 637 508 642 506 635 510 637 510 640 512 635 512 641 513 640 516 635 515 636 519 640 519 641 521 636 522 640 526 638 526 636 530 636 528 639 532 639 532 639 534 638 533 634 536 639 535 635 540 637 539 637 544 642 543 641 547 637 547 638 550 637 554 637 551 637 554 636 556 635 559 636 559 635 560 640 564 638 565 642 568 641 568 642 572 638 572 638 575 635 580 636 579 636 581 642 586 642 588 638 593 638 599 638 602 637 606 642 609 641 611 640 616 638 623 636 624 642 628 640 633 635 636 636 638 636 643 637 650 641 653 642 656 635 657 636 662 636 670 636 680 638 682 638 693 638 699 641 703 635 710 636 715 637 717 642 726 637 727 636 737 638 742 640 746 642 755 641 760 638 766 636 770 636 773 640 791 639 797 636 802 638 804 636 100 { m20} R 807 641 820 640 823 635 826 635 831 640 845 637 856 639 860 638 863 636 871 638 873 640 876 640 887 640 915 635 1013 636 230 646 235 646 244 645 248 648 255 647 258 644 265 649 268 643 272 646 273 645 278 644 281 648 284 649 287 646 290 643 298 648 300 644 304 645 306 642 312 646 315 646 316 642 317 643 320 649 323 643 327 643 331 650 332 646 335 648 337 649 339 643 346 645 345 645 345 647 346 647 347 642 350 647 350 648 356 646 356 647 354 649 357 646 359 649 360 648 362 650 365 649 365 649 365 642 366 646 367 645 371 649 372 647 372 647 373 645 374 647 378 648 376 643 378 649 381 647 380 647 381 649 383 644 385 644 386 647 391 646 389 650 395 646 395 643 399 647 396 643 399 643 399 648 402 647 401 646 404 647 404 643 408 647 407 644 407 643 411 644 413 649 414 647 416 644 416 649 420 645 100 { m20} R 421 649 425 648 426 645 427 648 428 646 431 648 430 646 434 645 437 648 438 647 439 645 441 642 440 649 443 643 444 648 446 643 448 649 446 644 450 644 452 645 453 647 455 645 460 642 459 646 461 643 462 647 466 649 467 645 465 642 471 642 470 646 473 648 474 645 478 647 478 644 480 649 482 643 483 646 482 649 486 645 485 646 490 647 490 645 493 645 493 646 494 643 495 649 498 647 499 646 499 646 502 643 502 647 505 646 506 647 508 645 509 645 509 645 513 645 512 642 514 648 516 643 516 643 516 649 517 648 520 647 519 643 524 648 523 649 524 646 526 649 526 643 529 643 530 648 533 646 534 644 535 649 538 644 536 647 538 644 540 647 541 644 544 645 542 644 547 642 550 647 551 649 551 645 555 642 559 645 559 642 563 648 565 648 569 648 569 646 572 644 574 645 574 647 579 645 581 645 584 648 100 { m20} R 590 648 591 643 597 648 603 649 607 647 608 646 616 649 618 650 622 645 627 645 627 648 632 647 640 645 642 645 648 646 651 644 654 646 668 644 672 642 683 643 685 643 697 644 705 645 706 646 717 648 721 643 729 649 730 646 737 644 741 646 744 647 752 645 755 649 762 646 794 647 822 648 829 644 834 642 848 649 849 649 860 649 880 646 884 642 885 650 920 646 932 650 968 643 992 648 1001 647 1006 649 236 653 249 653 251 656 255 650 260 651 265 653 273 655 275 656 279 652 285 652 292 651 295 653 297 657 300 651 309 657 310 650 316 651 319 651 320 654 324 651 325 656 327 650 331 652 334 654 334 650 337 651 339 657 341 656 340 655 344 652 343 655 349 656 347 654 351 655 349 652 354 650 355 650 357 656 358 654 360 653 360 654 363 653 365 654 366 651 367 655 371 650 370 657 374 657 373 656 99 { m20} R 377 651 378 657 377 653 379 654 379 655 381 655 383 650 385 653 387 656 392 657 389 653 394 653 395 652 396 656 401 654 401 655 404 654 402 652 408 650 408 653 409 651 410 656 409 657 414 651 414 650 418 651 416 656 419 652 420 651 422 655 423 653 428 652 427 650 427 653 430 650 435 655 435 652 438 653 437 651 437 652 441 652 440 650 440 653 443 650 445 653 448 656 446 655 450 655 455 655 456 652 456 657 458 654 459 654 460 654 463 651 467 653 471 651 469 656 474 652 472 652 472 654 475 653 476 653 479 650 482 650 485 650 485 651 491 657 491 650 493 655 491 653 496 652 496 657 500 654 499 650 502 655 504 653 507 650 511 650 511 655 513 657 515 657 516 653 520 653 519 655 522 651 522 652 525 654 527 654 529 653 534 656 534 650 537 653 536 651 539 653 540 655 541 652 544 650 544 651 542 650 100 { m20} R 545 653 546 655 550 651 550 651 552 653 557 656 556 651 560 651 558 655 559 651 561 651 566 655 568 650 573 656 572 652 575 652 578 653 583 655 585 657 587 657 591 653 597 657 598 652 603 650 604 656 608 655 612 653 618 657 626 650 643 654 645 652 660 654 675 656 704 656 710 657 720 656 727 651 735 652 742 651 746 654 760 657 766 653 772 656 780 656 783 655 788 655 792 652 793 652 799 655 803 656 806 651 821 657 841 655 851 651 858 657 861 655 869 656 889 651 906 654 927 651 933 655 943 655 960 657 971 652 975 654 235 660 243 658 246 658 247 663 251 659 255 661 257 662 263 662 272 662 278 662 280 659 286 661 289 658 290 660 293 664 298 660 301 659 304 663 308 663 311 660 312 657 315 661 319 660 320 661 325 662 324 658 326 665 328 659 331 661 331 659 333 664 338 664 339 661 339 664 340 664 100 { m20} R 342 660 344 658 345 664 346 660 347 662 350 665 354 658 354 664 358 660 358 662 361 658 359 665 364 659 363 663 367 663 367 663 371 659 372 660 375 659 375 663 374 664 377 664 376 658 382 664 382 665 384 659 383 662 388 665 386 658 386 660 391 665 389 663 395 662 392 660 398 663 398 663 396 659 402 659 400 657 401 664 403 663 406 658 408 660 409 664 414 657 415 658 419 665 417 659 420 660 422 658 425 658 424 665 428 660 427 658 431 662 429 662 434 658 435 665 435 659 438 660 436 663 439 659 442 662 444 662 445 658 447 659 446 662 450 663 451 658 450 663 454 658 452 659 455 663 457 664 458 665 459 663 460 663 460 665 463 661 465 661 465 663 468 665 470 658 472 663 474 663 475 659 480 658 481 663 481 664 484 663 483 661 487 663 485 658 486 662 491 660 491 661 494 659 495 659 496 657 496 660 100 { m20} R 500 665 499 658 503 664 502 658 506 663 507 663 507 662 508 663 511 659 514 659 513 665 518 665 516 660 517 658 519 660 518 660 523 659 521 660 527 661 526 662 527 662 530 664 529 662 532 663 532 660 535 661 536 661 538 664 539 660 544 662 542 661 547 660 546 660 548 662 550 658 551 661 556 662 559 660 558 659 564 658 564 659 567 662 567 661 568 664 569 658 572 659 572 663 575 659 580 664 583 660 586 665 590 665 593 660 594 660 599 664 603 658 606 658 613 659 617 660 617 664 623 658 628 664 630 663 639 663 642 664 647 658 652 661 654 661 659 658 683 659 691 661 708 658 722 663 723 663 729 664 730 662 739 658 744 658 749 661 757 664 762 664 768 660 772 663 779 660 797 661 814 660 817 662 826 661 831 662 836 665 849 661 865 658 869 664 876 660 898 658 937 661 965 658 971 664 1013 662 1017 658 100 { m20} R 1020 664 228 665 231 667 234 671 238 669 241 669 246 666 249 668 251 667 257 672 263 669 266 670 271 667 273 667 277 665 283 667 286 666 286 672 290 666 296 669 298 666 303 666 307 667 310 669 314 665 317 668 320 666 324 669 324 670 327 668 330 665 334 668 337 670 341 669 344 667 347 668 351 668 350 670 351 665 353 669 356 669 359 667 358 673 362 667 362 666 362 666 364 672 363 667 368 669 369 667 367 669 369 672 370 665 370 672 373 666 377 671 376 667 378 667 382 668 381 672 380 666 384 668 383 669 385 670 386 667 386 666 389 667 390 666 390 667 395 672 394 670 396 668 398 671 400 666 400 671 405 671 404 670 404 673 406 669 407 666 411 672 409 670 412 667 413 669 413 671 417 670 419 668 421 671 420 672 419 670 425 668 423 667 423 666 426 666 427 671 429 670 432 667 97 { m20} R 436 670 438 666 438 666 441 672 441 665 444 671 446 668 446 666 450 669 448 672 452 672 453 671 457 671 458 666 459 666 459 669 465 672 466 670 468 672 465 670 471 668 471 670 473 669 473 669 477 670 475 671 480 672 479 667 484 666 485 669 486 669 487 669 490 669 491 669 492 670 493 667 497 671 498 668 498 670 499 669 501 665 505 670 502 672 506 671 506 669 507 671 510 665 511 669 512 668 513 671 517 670 516 672 516 669 517 666 520 669 519 669 524 671 524 672 527 669 526 666 527 666 528 666 530 669 534 670 534 669 535 667 538 672 538 666 543 672 542 668 545 670 548 673 552 671 552 671 555 668 555 670 559 667 559 670 563 667 562 667 566 666 565 666 570 670 571 665 573 667 577 667 575 670 580 668 584 668 584 669 588 666 591 667 596 667 600 670 602 669 604 668 612 668 616 667 625 666 645 668 100 { m20} R 647 666 657 669 661 669 685 668 689 669 691 668 694 670 698 668 708 672 711 673 715 669 721 671 725 667 733 673 739 669 748 667 753 672 753 669 761 672 766 669 771 671 784 665 794 671 796 667 803 668 806 668 812 670 825 669 830 668 852 667 856 668 876 671 879 666 885 665 898 671 905 670 910 667 912 670 923 667 926 667 928 669 934 672 937 668 939 669 234 673 238 677 241 680 249 673 251 678 255 675 257 680 260 677 269 676 272 673 279 674 286 678 289 679 295 674 299 673 302 679 303 677 308 680 312 679 314 675 317 680 321 677 327 677 328 680 330 679 333 676 334 677 339 675 340 674 342 676 343 675 346 676 348 676 350 673 351 677 354 678 353 679 356 673 358 678 358 679 361 678 359 680 364 677 365 675 369 674 366 678 370 677 371 679 370 675 375 673 374 679 374 678 376 673 379 673 381 676 380 674 100 { m20} R 379 680 385 680 385 673 385 678 386 678 387 680 390 679 392 680 395 677 393 679 396 674 397 677 401 677 399 674 399 680 403 679 404 673 408 676 406 677 409 678 409 679 411 676 413 677 412 676 414 674 418 677 417 676 419 679 422 675 423 677 426 676 425 674 431 678 429 673 429 674 433 676 434 675 438 677 441 677 441 675 443 678 442 675 446 676 446 680 446 674 450 680 449 676 452 673 455 678 455 680 458 675 458 675 461 675 464 675 464 679 466 674 467 673 467 674 472 680 470 677 473 676 475 679 473 673 476 680 477 679 478 679 480 675 480 677 481 680 482 675 484 674 488 677 487 680 491 677 494 680 494 675 498 673 495 680 496 680 499 680 500 673 501 673 502 678 502 679 507 674 509 679 514 678 513 680 511 675 515 678 517 676 520 678 521 674 522 679 524 677 526 678 527 675 525 676 529 680 528 675 100 { m20} R 534 676 533 676 536 674 536 673 540 675 538 680 544 676 547 679 545 675 549 676 550 676 549 674 551 677 554 675 557 678 557 679 558 680 561 677 563 680 564 676 565 679 565 679 570 674 574 674 572 676 574 676 579 675 580 674 583 680 586 678 589 677 592 678 596 673 598 674 602 673 606 680 610 680 612 679 624 678 633 680 635 673 637 680 640 678 647 680 648 677 652 674 658 674 670 679 672 673 676 676 678 679 693 676 699 680 706 676 710 675 712 679 719 679 722 678 725 676 729 675 736 678 745 679 748 677 752 679 777 677 780 676 791 677 793 677 812 673 812 675 818 676 822 673 827 679 830 679 834 676 836 679 841 676 848 675 850 674 853 678 868 673 873 679 885 676 898 676 901 677 911 675 922 674 925 676 937 673 941 675 964 676 970 675 974 675 985 679 232 682 237 687 242 682 258 686 260 688 265 688 100 { m20} R 268 686 271 687 275 681 281 684 286 687 287 685 295 685 297 682 302 685 304 681 306 685 312 686 314 684 319 685 320 686 325 683 328 682 330 682 332 686 334 687 336 688 339 683 342 686 342 687 346 687 346 685 347 683 351 687 352 686 354 688 353 681 355 684 357 682 359 686 361 685 361 684 362 682 365 684 365 687 368 687 366 684 371 682 372 683 375 685 374 686 378 683 378 686 380 687 380 683 381 687 383 683 389 681 391 682 391 686 390 683 395 682 393 681 397 683 402 681 401 687 401 683 403 683 402 683 408 683 408 683 409 682 411 685 411 684 415 682 415 688 417 682 416 687 420 683 420 681 423 684 423 681 428 683 428 686 428 686 430 686 431 687 434 681 438 681 437 686 441 686 443 683 443 686 444 682 447 687 446 681 451 687 451 681 454 687 454 681 457 684 461 687 461 685 97 { m20} R 463 684 463 686 464 686 465 681 471 684 470 683 470 688 474 684 472 683 477 686 478 685 481 687 484 683 483 685 486 684 488 683 490 686 490 682 492 686 494 682 498 688 498 683 499 686 501 681 499 686 503 683 504 684 502 684 506 683 506 687 509 680 508 687 514 688 514 685 515 686 516 682 520 684 523 681 522 685 526 684 525 684 527 682 531 686 529 687 534 688 533 684 535 681 537 682 539 685 541 688 539 681 541 683 543 685 546 682 545 688 548 686 552 683 551 687 555 683 557 682 558 682 559 682 564 682 564 683 566 687 569 682 568 686 573 686 576 683 578 683 584 681 586 686 589 688 594 687 598 681 602 686 605 682 614 683 620 682 623 683 629 683 638 684 645 684 652 687 654 682 660 688 663 686 664 685 672 681 677 686 680 685 681 687 689 687 692 688 696 685 697 682 705 683 709 687 710 682 716 688 100 { m20} R 720 684 724 687 729 681 738 683 746 684 750 684 755 684 762 688 768 685 781 683 788 684 791 682 794 687 798 687 799 686 803 685 808 686 817 686 830 688 834 684 847 688 849 685 858 683 868 684 870 684 873 687 882 684 890 685 892 688 896 685 901 683 902 682 927 682 930 683 939 687 960 680 969 683 992 681 1009 682 227 689 233 688 237 693 245 693 249 692 254 694 259 692 261 694 264 690 271 695 275 694 280 694 286 691 292 695 296 695 295 694 297 690 301 691 303 690 304 695 308 692 313 695 315 695 313 692 319 692 320 688 325 694 328 689 331 695 330 690 335 694 335 688 338 693 337 688 340 689 342 692 343 695 345 689 348 691 346 692 346 693 351 694 353 692 356 688 354 689 359 696 358 695 360 695 364 688 368 691 367 694 369 691 372 689 374 690 376 692 378 689 377 690 382 691 379 696 383 690 383 692 100 { m20} R 387 694 388 690 392 692 389 689 390 690 395 695 394 694 393 695 398 692 396 694 399 693 399 691 404 689 408 690 407 694 410 693 412 690 409 689 414 695 415 694 413 695 415 689 418 694 419 693 421 693 422 689 423 692 422 694 428 693 426 693 430 693 430 689 434 691 433 692 437 690 441 688 440 691 442 689 443 689 445 690 447 694 446 696 446 689 449 691 449 688 455 691 458 695 457 694 455 694 461 695 459 694 459 693 464 689 464 694 466 693 465 690 471 688 472 691 474 689 472 690 477 689 478 694 481 694 479 690 483 693 482 693 486 695 486 694 491 689 490 694 493 690 496 692 495 694 495 689 501 694 501 691 500 691 502 689 504 692 504 691 506 692 505 696 505 694 510 693 511 688 514 690 514 688 515 695 516 695 520 688 519 688 523 695 527 691 527 695 529 690 530 689 533 695 534 691 535 696 536 689 100 { m20} R 540 688 541 695 544 695 548 690 547 689 550 690 552 691 552 689 557 695 554 694 554 692 558 691 559 693 564 692 562 694 565 692 566 695 569 689 570 689 572 694 573 692 577 694 579 694 583 689 581 694 587 689 590 691 592 689 595 696 598 695 602 689 606 690 611 695 615 694 618 694 622 690 624 694 629 694 633 695 637 690 645 694 648 693 652 694 655 692 664 688 669 689 673 689 682 692 685 695 693 688 696 691 700 688 701 689 706 690 708 694 710 695 720 694 721 689 724 694 727 694 733 690 738 695 742 695 750 695 759 690 768 689 774 694 777 689 781 691 783 693 787 689 796 692 811 693 813 690 827 691 833 695 854 694 856 689 861 694 863 693 894 689 898 692 899 693 947 694 952 695 960 690 969 689 230 701 231 701 239 701 241 702 244 698 253 698 254 700 257 702 262 699 263 702 274 698 277 698 282 699 100 { m20 } R 284 702 287 698 291 702 295 703 299 700 302 700 303 698 307 698 309 703 310 703 310 702 316 702 316 701 317 696 321 699 324 698 329 698 328 698 331 699 334 701 335 703 337 701 336 696 340 698 345 700 348 700 349 701 351 699 352 698 354 698 354 699 357 702 357 702 362 702 360 696 363 703 366 699 367 697 372 699 371 700 374 700 374 697 377 699 378 696 378 703 381 699 382 703 384 699 387 701 387 698 392 703 391 698 395 703 395 696 396 703 396 702 399 701 400 696 401 696 404 699 408 698 408 696 408 700 411 702 410 697 411 698 415 699 415 699 414 698 417 698 416 702 417 701 420 701 420 697 419 700 425 698 423 702 426 703 427 698 431 700 430 696 434 701 436 696 436 700 436 697 442 698 441 702 439 700 445 698 442 702 448 699 445 702 452 699 449 702 451 701 455 697 453 701 454 697 457 703 99 { m20} R 462 698 459 701 464 698 462 699 467 698 465 697 470 698 468 699 475 701 472 701 474 698 477 702 478 700 479 702 479 699 482 703 482 701 483 703 488 700 485 699 490 701 490 701 494 703 494 699 493 697 497 699 497 699 498 698 495 700 499 697 499 699 501 699 505 703 502 703 504 699 507 697 505 700 509 698 509 697 513 697 515 697 518 700 521 697 521 700 522 702 523 699 525 696 526 697 531 697 532 701 534 699 534 703 537 701 535 700 538 698 538 700 543 703 546 703 550 697 549 698 553 699 555 698 558 698 560 700 560 699 562 701 565 696 566 697 570 697 572 696 573 696 577 702 580 701 587 701 589 702 591 703 596 699 602 703 607 698 613 703 616 697 626 702 634 702 638 696 641 703 647 698 649 703 655 701 663 701 671 701 675 697 683 698 693 701 700 696 703 703 705 700 709 699 713 703 715 699 721 698 100 { m20} R 735 696 748 699 750 700 755 699 761 698 764 696 777 697 785 696 802 698 803 702 807 701 843 700 854 702 858 703 859 700 884 697 903 701 911 701 918 700 924 697 947 703 957 698 959 697 974 697 984 701 992 696 995 701 1002 702 231 709 235 708 238 703 249 707 251 704 256 706 259 710 261 705 265 704 268 704 272 707 275 705 278 710 283 705 288 705 290 708 299 708 302 705 301 707 304 708 309 707 310 704 313 706 317 709 322 704 320 705 326 707 327 707 328 705 331 704 331 708 335 708 336 711 333 707 337 711 338 709 339 705 342 711 346 709 344 705 349 710 350 710 352 708 352 708 353 711 354 706 358 707 358 705 356 707 361 704 362 706 365 704 363 708 366 711 368 704 372 710 373 710 374 707 376 704 377 710 382 709 379 704 381 711 384 707 383 711 388 709 389 708 390 711 390 705 393 706 397 707 401 706 100 { m20} R 400 709 405 706 402 710 407 706 409 711 410 709 409 711 412 710 414 711 416 711 418 711 417 711 421 707 419 704 423 709 427 705 425 707 430 707 430 705 432 706 435 704 436 708 435 710 436 706 439 707 439 704 445 707 445 706 447 704 446 707 445 706 449 704 449 709 450 711 454 710 452 710 457 710 456 707 457 708 459 709 462 705 464 707 462 705 467 709 466 707 471 709 471 706 472 706 473 708 475 710 476 708 481 706 481 709 484 709 483 708 488 705 486 705 491 706 490 707 494 708 498 708 496 707 496 704 500 705 499 710 504 709 502 706 505 705 505 709 505 711 509 710 508 706 510 707 512 709 514 710 516 710 520 703 521 708 523 710 524 711 525 709 527 707 525 708 529 710 534 707 533 711 537 706 535 709 540 711 539 709 540 706 542 710 541 708 543 705 545 711 546 710 551 705 550 709 553 708 552 708 100 { m20} R 554 710 557 707 558 709 558 704 560 711 564 705 565 708 569 709 574 706 571 705 576 711 579 708 579 706 582 710 587 705 588 706 599 709 600 705 604 704 606 709 614 708 622 710 624 705 633 704 641 705 644 709 647 707 652 706 656 707 683 706 695 707 698 707 703 705 712 705 719 708 724 704 729 703 731 707 738 707 740 704 749 711 753 704 755 710 757 710 760 711 763 709 783 707 795 709 803 706 813 705 822 706 826 706 842 708 847 710 864 706 877 705 881 711 892 705 922 711 946 708 971 711 234 716 238 714 242 717 244 712 247 715 251 714 254 717 259 717 268 718 271 713 275 711 277 713 281 717 284 715 289 714 291 712 295 716 297 714 303 716 305 717 309 718 310 711 314 712 314 719 317 714 322 712 323 713 324 719 329 716 328 711 331 716 335 716 335 716 336 718 339 719 341 716 341 716 343 716 348 715 100 { m20} R 346 716 350 717 349 716 354 713 353 715 358 716 356 716 361 716 360 712 363 714 364 712 363 718 368 717 367 718 371 715 370 719 375 714 375 716 377 718 378 712 380 711 380 711 384 711 385 717 388 714 388 716 391 716 391 712 393 717 393 718 397 712 397 717 400 717 401 715 404 716 405 713 406 712 405 715 406 713 410 713 411 717 410 715 413 717 413 711 417 718 418 719 416 718 420 718 420 716 423 714 424 718 428 717 431 712 431 714 432 714 436 718 436 713 440 718 440 712 441 715 445 716 445 716 442 715 446 717 449 715 449 716 453 717 452 714 454 715 457 717 458 715 458 718 460 714 460 716 464 713 465 718 463 717 466 712 469 715 469 715 473 714 474 715 476 715 477 713 479 718 479 718 481 716 484 713 482 713 483 714 487 718 486 714 491 716 491 711 489 715 494 717 492 718 97 { m20} R 495 715 498 712 498 713 499 712 500 718 501 712 503 713 502 715 507 716 506 717 509 713 510 719 513 718 512 714 515 718 516 714 521 718 521 711 521 715 522 715 522 714 523 712 525 718 530 714 530 713 531 716 534 718 537 716 535 714 535 717 540 714 541 715 542 715 544 715 546 712 547 712 548 714 552 711 554 716 558 716 562 712 563 713 566 717 571 713 573 712 576 716 579 716 582 714 589 716 602 717 605 715 608 716 613 718 616 713 626 718 629 716 636 717 638 717 640 713 645 717 666 712 672 719 676 717 679 713 686 712 693 715 704 716 714 712 717 711 721 714 728 719 730 714 739 715 744 718 748 712 752 713 754 717 758 717 769 718 774 713 792 715 798 712 805 713 813 714 825 716 827 716 850 714 852 712 858 712 861 718 862 717 870 714 875 713 875 718 894 713 908 716 925 716 228 720 237 721 242 722 100 { m20 } R 245 720 247 725 256 724 261 719 264 725 268 725 273 719 273 722 279 722 283 724 284 721 287 724 292 722 293 720 298 724 300 721 306 723 307 723 310 722 313 724 317 722 318 724 320 723 325 722 323 721 329 720 331 720 335 725 339 724 337 720 340 723 341 721 345 722 343 723 343 721 348 721 352 722 349 726 354 722 353 723 358 726 359 724 357 724 362 722 360 721 364 723 363 724 369 723 366 724 372 723 371 719 375 722 372 724 376 724 377 719 380 719 380 722 384 722 385 719 384 719 386 722 387 721 390 724 393 721 393 720 396 721 397 723 400 723 400 719 403 721 402 724 405 721 405 719 407 726 411 719 410 721 414 726 412 721 413 722 415 725 417 719 421 726 420 723 425 721 422 721 425 721 428 720 427 722 431 719 434 723 432 720 432 724 436 721 437 723 441 722 439 724 442 720 448 721 446 719 448 721 100 { m20} R 450 722 451 720 449 725 455 720 454 723 452 724 457 720 457 726 461 722 461 726 459 725 462 720 462 724 468 721 468 726 470 722 471 722 474 721 474 722 473 724 475 721 476 726 476 724 479 725 481 726 482 724 483 720 487 725 487 724 491 720 492 721 494 720 495 720 497 721 501 722 501 724 504 722 503 719 505 725 506 719 510 724 511 724 513 724 512 721 513 724 517 726 517 720 521 723 520 726 520 719 524 726 525 726 525 723 528 723 529 720 534 724 532 722 532 721 535 721 540 720 541 723 541 727 541 726 544 723 548 726 549 720 552 721 552 725 555 720 560 721 562 726 567 724 569 722 572 725 574 720 578 720 582 726 588 723 591 723 597 719 600 721 602 721 606 725 610 721 615 720 619 726 632 726 636 725 638 723 655 723 659 721 662 719 665 720 667 725 676 723 679 726 680 721 684 722 687 719 690 726 100 { m20} R 695 725 699 723 706 722 712 721 714 725 725 725 729 720 733 724 734 724 740 721 753 719 768 723 771 723 776 723 776 721 795 725 796 720 807 726 816 720 824 720 840 721 844 719 849 724 864 726 878 726 880 721 889 724 946 726 948 720 956 722 962 722 972 725 230 734 235 727 239 733 246 732 247 731 253 732 259 731 260 732 265 732 270 731 271 733 276 729 278 733 283 729 285 733 289 732 292 727 295 727 297 730 302 727 304 730 308 731 312 734 315 727 318 731 320 732 321 727 324 727 328 734 331 727 330 729 334 733 338 730 338 734 339 730 345 732 345 731 347 728 348 731 350 727 352 729 350 728 356 734 355 729 356 729 356 728 358 730 360 728 362 727 365 727 363 734 368 733 366 728 371 727 374 731 374 734 375 731 378 733 377 728 382 731 382 730 385 731 383 728 387 734 386 727 386 730 390 733 391 727 100 { m20} R 392 734 393 728 393 734 397 732 398 730 400 729 400 730 401 730 404 729 404 732 409 729 407 729 407 731 411 731 410 728 415 732 412 727 418 729 415 727 419 733 421 730 422 731 423 732 428 729 426 729 427 734 430 734 430 731 430 731 433 733 434 733 432 731 438 730 439 729 440 732 442 731 442 727 446 730 448 731 445 732 451 732 449 731 453 733 453 728 457 732 456 730 460 729 459 734 462 730 463 728 462 732 463 728 466 733 471 733 468 728 474 730 477 728 478 728 479 729 480 730 480 733 484 728 482 730 487 733 486 727 490 733 489 734 495 729 493 728 496 734 498 729 499 729 499 733 502 728 501 728 505 734 505 733 510 729 510 732 511 733 511 732 512 729 518 728 519 730 519 727 519 732 523 729 522 733 525 732 526 730 525 733 531 728 530 732 532 731 532 729 532 732 536 731 536 733 98 { m20} R 539 731 538 727 543 734 543 730 541 733 545 734 547 733 548 729 551 730 553 732 557 728 556 733 559 733 560 731 561 728 565 732 568 733 576 733 578 733 584 727 586 730 588 732 591 730 598 732 603 730 606 729 608 732 616 731 618 730 630 727 632 734 644 734 659 730 663 730 663 729 668 728 687 728 693 733 698 733 702 729 705 734 709 731 716 727 719 731 734 734 741 729 751 730 759 727 775 728 790 733 798 731 815 734 821 730 831 731 848 728 849 727 861 732 876 730 879 733 882 734 890 732 904 730 920 728 948 729 1018 732 227 739 246 737 253 740 253 738 258 734 263 735 264 741 269 742 272 740 276 741 283 738 284 738 288 738 294 741 297 736 300 740 303 740 308 741 312 735 311 741 314 736 318 739 319 739 323 738 321 738 325 740 327 736 332 741 330 740 334 735 333 736 338 735 341 736 342 735 343 738 100 { m20} R 348 740 349 737 352 739 350 738 354 739 354 737 357 740 357 735 362 740 360 736 363 740 363 734 369 742 369 735 370 737 372 738 372 735 375 740 374 737 377 738 378 737 381 740 382 737 383 737 384 740 388 739 386 739 388 735 392 741 390 737 395 739 394 741 393 736 396 741 396 739 396 740 399 736 400 738 400 742 403 735 402 735 405 741 407 739 408 736 410 736 412 735 411 738 413 736 415 742 413 734 417 734 417 739 418 736 421 742 419 737 423 739 425 736 426 741 428 739 426 736 431 741 429 739 434 741 433 737 434 741 436 739 437 737 441 736 441 741 443 737 445 742 447 736 447 740 450 740 449 741 449 741 454 735 455 736 456 739 456 736 461 734 461 737 462 736 464 735 464 739 464 741 468 739 468 736 467 736 469 736 471 735 474 741 472 735 477 735 477 742 477 738 478 741 479 739 482 741 482 738 100 { m20 } R 486 742 488 741 491 741 489 735 491 736 494 741 492 741 496 738 497 735 500 741 498 739 505 736 502 740 506 736 505 741 509 734 508 737 509 742 514 741 512 737 515 739 517 738 520 734 519 738 522 737 523 740 526 741 527 738 528 737 528 741 529 737 534 735 531 739 537 738 540 735 541 739 541 740 546 740 547 735 550 742 548 739 551 737 552 740 556 737 559 741 563 736 566 737 570 738 569 736 572 741 573 741 574 736 579 734 583 737 587 735 594 735 595 741 600 736 604 740 606 741 607 736 611 737 614 734 620 739 621 734 626 742 631 740 638 735 642 741 645 737 650 740 654 736 659 735 660 734 677 740 682 738 688 742 691 741 696 737 704 738 709 740 710 737 715 737 725 734 734 738 737 739 746 737 753 737 758 738 773 738 782 737 795 736 804 741 808 742 810 742 813 740 818 738 828 740 831 737 834 739 100 { m20} R 840 739 853 736 891 739 900 742 923 734 933 737 938 742 960 738 974 738 1008 739 228 748 234 743 241 748 245 749 256 744 263 749 264 748 269 742 279 747 284 745 289 743 292 745 295 743 297 748 300 743 305 749 305 745 308 748 311 743 311 748 313 742 318 747 316 747 323 745 320 747 323 743 324 749 328 747 328 742 331 746 330 744 336 749 334 742 339 746 338 743 342 744 341 744 344 742 343 748 348 745 348 742 352 746 350 749 355 750 354 747 354 743 356 744 357 742 359 745 364 746 366 744 368 744 368 743 369 742 374 743 373 744 377 747 376 745 381 744 381 745 380 746 385 745 382 748 388 745 388 748 388 748 388 745 389 749 393 744 395 747 397 744 399 745 398 744 402 743 399 747 399 749 402 745 403 747 406 744 409 746 409 743 413 745 413 743 417 744 416 749 419 744 419 745 424 742 423 749 427 747 100 { m20} R 425 746 425 748 429 749 430 749 430 747 435 746 435 749 438 748 438 745 437 747 441 749 440 742 444 744 443 748 443 744 447 746 447 746 445 744 449 743 451 748 455 744 454 743 455 749 456 742 457 748 457 743 459 747 461 743 459 749 463 749 462 748 466 747 466 743 470 745 474 747 472 744 477 745 475 748 481 749 481 747 484 747 483 749 485 742 486 743 490 745 489 744 494 742 494 742 493 744 497 748 497 749 497 743 499 745 500 742 504 748 507 742 507 747 509 747 510 747 508 745 514 750 513 744 517 747 517 745 515 746 521 746 521 746 523 744 522 747 527 747 527 745 525 746 531 743 531 746 534 745 534 745 537 747 535 748 538 745 544 749 544 742 547 744 550 748 548 748 552 748 556 743 555 749 559 749 564 749 566 743 565 743 570 747 572 749 576 744 578 750 583 746 586 744 588 746 594 748 99 { m20} R 598 748 602 743 607 746 611 743 616 746 618 745 626 742 628 749 632 749 637 749 647 749 652 745 658 745 664 747 672 748 678 749 690 746 704 745 715 747 724 745 749 743 750 747 758 748 765 746 768 747 770 743 776 744 785 744 797 749 805 749 809 748 815 744 822 749 826 744 839 744 850 748 858 746 869 744 876 742 901 744 917 748 925 748 929 745 932 748 935 742 964 744 972 743 979 744 983 746 229 754 238 752 242 754 245 753 249 751 252 754 255 757 264 750 270 756 271 752 274 755 279 752 281 755 289 755 291 751 294 754 298 755 303 757 305 757 307 756 310 752 310 751 313 751 316 752 316 753 321 750 325 753 325 750 327 755 328 752 327 755 331 753 330 750 335 752 333 753 337 752 339 756 342 756 342 756 343 754 345 754 348 756 349 756 350 754 352 751 353 755 355 752 354 755 358 751 357 753 360 752 100 { m20} R 360 751 363 753 365 751 368 753 367 755 366 754 370 755 371 753 374 755 374 757 378 757 378 754 380 755 382 751 382 754 382 751 388 753 387 755 386 753 391 752 390 756 392 754 395 750 394 751 397 755 397 757 401 750 402 750 404 750 402 750 408 757 407 753 411 750 411 752 414 754 413 750 415 750 416 757 417 750 418 754 419 751 420 750 419 750 423 754 424 754 427 750 427 750 429 750 434 751 434 757 435 754 438 756 440 754 440 750 443 751 443 757 448 751 446 752 451 751 450 757 450 756 452 751 455 751 458 751 460 751 459 755 460 757 462 754 464 755 462 754 468 756 470 757 469 751 474 756 472 754 474 750 477 754 477 755 479 756 479 750 483 751 483 757 486 754 485 754 485 754 489 755 489 754 493 755 492 750 492 757 498 753 496 754 499 756 500 756 501 754 503 750 503 755 503 751 506 757 505 756 100 { m20} R 506 754 511 751 512 756 512 751 515 755 516 753 519 752 522 756 523 752 527 751 525 756 529 753 529 751 532 756 536 753 537 756 540 752 540 754 544 752 543 755 547 750 548 750 548 752 548 754 552 757 556 757 556 754 559 756 559 756 564 753 566 752 568 755 572 751 576 755 575 755 579 752 581 750 585 756 593 750 596 750 605 757 607 755 618 752 627 753 634 753 641 757 660 751 667 757 676 755 685 751 688 755 694 753 703 757 705 753 708 750 710 752 717 752 720 757 724 755 728 750 737 754 743 753 748 754 752 757 753 754 761 757 763 752 767 752 772 756 777 757 796 757 813 755 824 751 826 752 830 757 835 751 840 755 849 752 852 750 862 751 867 752 888 755 890 751 913 753 919 755 947 752 951 751 956 752 971 755 975 753 1003 754 228 761 232 764 234 764 239 760 242 759 246 764 253 763 257 760 262 758 100 { m20} R 265 758 268 763 273 762 273 763 277 759 279 759 287 764 293 762 293 762 296 759 302 759 304 764 308 764 310 762 315 763 319 764 319 758 321 758 322 764 325 759 327 758 331 758 331 762 333 763 335 764 336 759 338 760 340 761 340 760 343 764 346 762 344 760 345 759 346 758 346 757 351 760 350 763 350 759 356 758 359 759 356 762 361 758 359 763 363 758 364 758 366 759 366 764 371 760 370 764 374 762 375 763 373 762 374 761 378 760 378 760 380 760 382 762 385 761 385 759 384 760 388 758 390 760 392 763 392 760 395 761 394 758 397 758 398 762 397 757 402 763 399 762 402 765 403 759 403 764 404 763 406 760 407 762 411 765 410 762 412 759 412 764 418 765 415 765 415 764 421 763 422 765 425 759 425 759 427 760 425 758 430 761 430 763 432 761 434 764 436 763 442 763 440 760 441 763 442 762 445 760 100 { m20} R 447 761 447 762 450 761 453 758 453 758 457 764 461 761 459 764 459 758 463 758 462 760 465 764 467 764 469 763 471 758 474 762 473 764 477 761 475 764 477 764 481 764 479 758 483 764 485 760 485 762 490 760 491 758 494 761 495 758 495 764 500 761 498 763 504 763 506 758 506 763 509 762 509 763 510 760 513 764 514 764 511 760 518 765 516 760 520 763 518 763 523 762 522 760 528 760 526 764 528 761 529 762 534 765 532 760 537 765 535 764 537 758 540 762 538 763 544 763 542 761 545 764 550 762 548 763 553 763 554 758 557 759 556 759 558 764 560 764 562 762 562 758 565 763 569 764 572 765 576 763 581 758 582 760 587 763 589 759 592 762 595 761 599 762 602 758 608 759 611 764 619 761 636 759 638 762 644 763 649 762 669 759 680 762 696 758 702 764 705 758 711 761 718 765 726 759 730 757 99 { m20} R 734 765 739 764 740 763 752 761 762 762 766 762 766 760 789 765 792 762 794 760 802 764 807 765 812 757 825 763 828 760 831 763 832 759 837 761 840 761 842 761 845 764 856 759 863 758 872 762 892 765 903 759 949 762 964 761 984 764 994 764 999 758 1011 758 227 765 233 768 236 772 242 772 247 772 253 766 257 769 259 766 262 769 262 771 264 767 267 766 276 765 279 770 280 769 286 766 287 770 291 768 295 770 298 768 296 768 303 766 305 772 303 768 308 767 314 768 313 772 318 770 317 765 318 767 321 771 324 770 325 767 327 766 331 769 331 770 332 772 331 766 335 772 337 769 337 767 342 767 340 769 345 772 346 766 343 766 349 769 347 770 350 766 353 768 358 769 357 769 360 766 360 771 364 772 363 768 368 769 367 772 371 769 372 770 370 765 375 769 373 770 373 768 377 771 378 768 380 771 379 771 100 { m20} R 381 772 385 767 387 771 388 768 392 767 390 771 390 773 393 772 395 773 398 765 399 772 400 772 404 768 402 771 407 765 407 768 411 772 411 767 409 773 413 768 412 770 418 767 417 769 421 768 421 772 419 766 422 770 427 769 427 771 431 771 431 771 435 768 434 766 432 766 436 769 437 772 439 772 442 772 447 767 447 767 451 765 449 768 454 769 452 768 453 766 458 769 460 772 462 771 465 768 465 772 468 772 466 767 469 768 470 769 472 772 474 769 473 769 476 769 477 772 479 765 480 768 483 766 483 771 487 771 488 772 490 770 489 768 494 769 497 769 496 771 498 771 500 769 503 771 504 767 503 771 506 770 508 772 505 771 510 770 509 768 512 768 513 771 514 770 517 769 517 772 518 767 521 770 521 767 523 766 523 766 526 769 526 771 529 771 530 770 534 766 532 772 538 768 537 768 538 771 540 768 100 { m20} R 541 771 544 772 545 765 545 773 549 772 549 767 553 767 552 766 556 769 558 768 558 767 562 769 566 771 569 766 573 772 575 773 579 772 583 770 587 771 592 766 602 770 607 768 608 769 611 773 620 766 633 767 636 771 643 772 645 765 651 766 656 766 659 771 665 772 676 767 684 769 690 765 694 772 698 770 704 770 709 767 711 768 714 770 728 767 734 766 738 767 755 765 771 769 779 769 784 768 788 773 792 766 799 767 799 766 804 771 812 766 814 769 817 769 820 767 824 767 827 772 830 765 839 768 847 770 849 772 869 767 873 771 884 769 889 766 895 766 902 766 905 769 925 770 942 768 967 769 977 768 985 771 989 770 1012 772 230 777 242 779 251 775 256 778 265 779 268 775 272 777 276 778 277 776 281 776 285 775 289 775 287 778 291 774 295 778 298 773 301 779 300 773 303 775 305 780 308 779 309 777 100 { m20} R 312 775 311 779 314 776 313 778 318 773 322 774 321 777 324 780 329 778 330 778 330 778 332 777 333 777 337 780 337 778 340 776 342 773 345 778 345 776 348 777 348 776 350 780 352 774 355 779 353 776 354 778 356 779 359 776 356 777 362 780 362 777 364 778 363 780 365 777 368 773 368 773 368 774 369 776 369 775 373 776 373 775 373 779 378 778 377 778 382 780 380 774 381 779 383 775 385 778 385 780 386 775 388 774 390 774 392 778 395 773 395 778 394 775 397 780 397 774 401 776 400 775 405 775 404 777 406 773 406 777 411 775 410 780 412 774 412 775 418 778 416 775 420 778 421 773 420 775 422 777 422 779 426 776 427 778 430 774 434 779 434 775 435 774 437 773 436 774 441 777 439 775 445 776 443 775 447 778 448 778 451 773 449 773 452 773 454 780 458 780 460 779 461 777 460 773 462 778 462 776 100 { m20} R 466 774 468 779 470 776 472 777 474 780 474 775 477 774 477 778 481 780 481 779 483 777 483 773 485 774 486 778 490 780 490 776 494 780 494 774 496 779 495 777 499 780 499 776 503 780 502 779 505 773 506 779 506 776 511 777 509 778 512 778 516 779 515 777 518 776 519 779 520 776 521 776 522 777 522 774 525 775 527 773 529 775 529 778 534 774 533 777 536 774 536 780 540 779 539 774 544 776 542 780 545 773 546 777 545 774 548 780 551 774 548 779 553 780 555 776 559 776 564 776 565 776 569 774 574 773 576 779 580 777 585 780 594 779 595 774 597 779 602 773 605 778 616 778 627 778 633 780 638 780 641 776 647 776 655 776 658 773 667 775 673 773 683 774 685 777 691 777 699 780 706 780 709 774 711 775 715 780 718 780 728 775 735 773 740 774 743 776 758 773 760 780 765 776 768 774 777 777 99 { m20} R 779 775 783 777 789 774 791 776 794 776 798 778 829 777 848 778 862 777 864 780 893 776 912 777 916 778 920 774 922 776 940 778 955 778 966 775 997 774 230 781 233 786 234 784 239 788 243 785 246 785 249 785 253 784 258 782 261 783 265 786 268 784 272 782 273 784 277 783 281 785 284 781 288 788 293 783 294 782 299 784 302 786 306 786 308 785 308 785 310 785 313 786 313 782 319 783 318 780 322 785 325 781 326 783 327 781 327 781 328 783 332 788 330 785 334 782 333 781 337 782 338 783 339 788 340 781 342 785 340 782 344 782 344 785 348 786 346 788 352 785 350 787 352 783 354 787 354 786 357 783 359 781 362 787 362 781 364 781 368 781 367 785 372 781 372 785 372 782 378 786 379 780 381 788 381 785 386 783 384 785 388 784 388 786 390 786 391 787 395 781 393 783 396 782 398 786 401 783 403 781 100 { m20} R 403 783 407 784 408 781 409 782 409 787 412 782 414 788 419 782 416 784 419 782 419 786 424 787 423 786 423 782 427 783 426 783 426 788 430 787 429 784 434 781 435 783 433 781 437 783 439 782 440 787 444 781 444 783 448 782 447 782 448 787 450 788 450 781 454 786 453 785 455 788 458 788 456 785 460 781 460 788 458 780 463 784 462 783 464 786 467 788 468 784 466 781 470 781 470 786 473 788 473 787 476 788 477 788 481 786 480 784 479 785 484 783 482 783 487 783 487 780 490 788 488 785 491 783 492 787 494 785 495 788 497 781 498 781 498 786 499 787 502 783 503 787 507 786 506 787 511 786 509 784 514 786 513 787 514 781 516 783 518 787 520 781 523 784 522 788 523 785 527 781 530 782 529 783 532 787 534 785 536 782 536 782 541 783 539 782 544 787 544 788 546 783 550 786 552 786 554 784 555 783 100 { m20} R 560 785 564 781 561 780 565 782 568 786 572 784 577 785 583 783 588 781 593 783 594 787 601 782 606 784 618 781 623 784 627 784 629 786 633 786 636 785 651 781 655 781 664 783 678 788 692 787 705 786 714 783 719 785 721 782 728 787 735 784 737 786 741 788 745 786 747 782 752 787 757 787 766 788 770 786 775 786 778 787 781 783 785 783 790 784 801 787 810 784 815 782 816 782 819 782 823 781 829 785 832 781 836 786 839 783 842 784 858 783 866 785 873 785 890 784 900 780 911 781 924 788 925 783 928 781 939 783 947 781 228 788 231 795 235 792 244 793 248 793 254 791 262 794 266 794 268 790 272 794 274 791 277 790 285 790 288 789 291 789 294 791 299 791 303 794 304 792 308 795 308 790 312 792 311 795 314 791 317 788 320 790 324 795 324 796 328 789 332 793 330 793 333 792 333 791 335 793 337 792 100 { m20 } R 338 794 338 791 342 790 343 789 343 791 349 792 347 791 352 789 350 789 353 792 355 795 357 793 356 790 360 794 363 793 365 795 366 790 368 790 371 791 372 794 372 788 374 795 379 793 379 790 382 792 380 794 385 788 384 793 384 788 388 790 386 790 388 793 392 790 391 789 390 793 393 789 395 790 397 789 402 788 399 790 401 790 405 792 403 791 402 791 406 794 409 788 411 794 409 792 411 795 411 790 412 788 415 795 416 795 416 794 417 791 422 790 421 791 419 789 425 791 426 792 429 791 431 794 435 792 435 790 435 789 436 788 435 791 441 789 444 794 442 793 448 792 447 790 449 788 451 793 451 791 452 794 458 793 458 795 461 795 460 795 460 790 463 794 462 793 466 794 466 794 469 791 469 792 470 793 473 791 473 790 473 789 476 788 477 791 479 788 478 793 484 791 485 792 485 790 486 795 491 790 100 { m20} R 492 794 494 790 497 791 496 791 497 793 500 789 503 794 504 790 506 795 507 794 509 789 511 794 514 788 513 793 515 790 521 791 523 789 523 794 524 790 528 790 525 790 530 795 528 791 533 791 534 789 535 795 538 789 539 789 541 790 542 795 542 794 546 794 549 793 551 789 554 791 557 789 560 791 563 793 566 791 568 791 572 790 581 790 581 790 586 793 594 793 597 791 600 794 603 791 606 793 610 791 612 795 619 795 623 793 626 788 629 793 640 790 643 791 646 793 659 791 662 793 670 792 672 789 689 793 697 794 701 791 705 794 712 790 719 793 731 791 733 791 736 795 740 792 747 794 754 795 759 791 760 789 768 792 774 794 779 792 780 791 786 789 797 790 801 793 803 792 810 791 815 793 817 789 839 795 860 795 862 789 871 788 873 795 888 789 893 790 913 795 916 794 926 789 929 791 934 793 99 { m20} R 985 792 229 796 232 803 234 798 243 797 246 797 249 797 254 798 262 802 266 797 269 798 270 798 274 797 276 803 280 796 286 801 289 802 291 797 295 799 296 798 299 798 300 802 305 798 303 798 307 803 312 798 310 798 316 798 316 801 318 803 319 797 318 797 322 803 324 800 328 801 328 798 331 802 334 800 334 801 338 796 337 799 342 797 345 802 345 799 345 800 347 802 348 801 351 796 352 802 351 803 354 800 353 798 358 797 358 802 357 799 362 801 360 796 365 802 363 799 364 799 367 802 371 797 372 799 370 801 373 797 374 797 376 803 378 801 378 803 381 799 380 802 383 799 386 799 386 796 389 803 389 802 390 797 391 800 393 801 397 796 396 798 399 797 400 802 400 800 404 801 402 802 407 799 407 801 406 798 411 802 414 802 418 800 416 800 420 801 421 799 425 802 425 802 427 797 428 796 427 798 100 { m20} R 431 796 430 796 433 799 434 800 434 799 437 798 438 797 440 800 440 801 444 799 443 797 447 802 448 796 446 803 450 796 449 798 452 801 455 802 453 798 458 801 457 801 461 798 461 801 461 800 462 803 464 801 467 801 466 797 468 803 470 801 473 801 473 796 474 800 477 803 477 801 476 798 479 803 479 798 482 798 482 801 485 796 486 799 490 800 490 801 494 796 492 801 493 798 496 803 500 798 500 800 501 797 503 797 504 799 504 798 508 796 505 803 511 798 510 799 511 797 512 800 512 797 515 797 519 796 524 801 522 803 526 799 526 798 528 800 531 801 534 800 537 796 536 799 539 801 540 803 542 796 548 802 550 803 552 798 554 799 555 801 558 799 562 803 565 796 569 799 572 799 581 801 586 798 593 797 597 802 602 803 605 799 617 800 620 801 627 801 633 800 636 803 639 801 641 803 647 803 650 799 100 { m20} R 665 798 667 802 673 803 679 801 681 800 690 801 698 796 704 797 708 802 712 801 715 798 718 796 729 803 733 802 735 803 736 797 742 803 744 800 768 798 770 803 782 801 793 799 803 799 806 803 810 802 823 801 828 802 829 802 837 798 844 801 845 802 855 801 869 798 873 798 887 802 903 800 909 797 920 798 926 800 940 797 943 798 971 798 232 810 236 804 238 811 241 804 245 810 248 809 252 804 259 810 260 807 269 809 271 804 276 810 277 810 281 807 286 811 287 805 292 811 296 811 296 805 298 806 301 809 305 805 309 806 306 809 311 804 313 804 313 807 313 807 318 806 322 803 326 807 326 804 329 804 328 806 330 806 330 809 336 810 335 807 336 810 338 809 341 810 342 804 339 806 343 807 343 809 348 808 347 807 347 809 350 808 349 805 353 811 355 811 358 805 359 805 356 811 362 807 361 808 361 806 100 { m20} R 363 804 363 808 367 804 366 809 370 811 370 809 371 809 374 811 379 805 379 808 382 804 379 810 385 807 383 811 388 808 388 808 390 809 391 807 395 806 395 805 394 808 397 805 398 804 396 808 401 810 401 804 404 808 402 807 404 809 406 804 406 811 410 807 409 809 415 808 413 809 416 809 417 809 422 804 421 810 420 806 425 806 424 806 427 806 425 806 430 810 430 809 434 811 435 810 433 805 438 810 438 804 436 811 439 810 441 805 442 809 445 808 442 808 447 804 447 808 450 810 454 806 454 803 454 809 458 808 458 804 458 810 460 810 462 811 464 808 463 810 467 805 466 809 469 811 468 805 473 810 473 806 476 806 477 811 478 811 479 807 481 806 480 809 483 805 483 808 485 808 486 810 486 804 489 806 490 807 494 806 494 808 495 806 498 806 497 810 499 810 499 808 500 810 504 805 504 807 507 809 100 { m20} R 510 806 514 808 513 810 515 808 516 809 519 809 519 808 520 807 522 809 521 809 523 810 527 810 530 804 532 806 534 810 537 808 541 811 540 806 542 807 544 806 545 803 547 806 549 806 549 804 554 806 554 804 556 808 558 808 565 810 568 805 572 805 581 805 587 811 590 807 596 809 609 805 614 810 614 804 619 808 624 810 630 807 639 811 647 810 647 809 650 810 662 809 666 808 672 810 674 807 681 804 689 807 694 809 706 809 716 805 722 805 730 809 736 811 738 804 758 811 765 809 770 810 773 806 805 810 813 809 820 805 822 810 829 807 835 809 842 806 853 810 863 811 877 805 887 806 904 809 906 811 909 809 930 809 933 805 943 807 992 804 1014 807 228 812 233 813 241 811 245 811 249 815 259 817 264 814 269 816 275 815 279 814 281 819 284 815 288 815 290 814 296 813 299 818 301 816 301 814 99 { m20} R 306 816 306 818 309 813 312 816 315 818 315 816 316 819 317 815 322 812 321 818 324 816 324 818 325 817 326 812 328 818 330 813 330 813 336 814 334 815 337 815 337 818 340 813 340 817 344 817 343 815 349 814 347 812 351 813 350 812 355 819 354 816 356 812 356 812 357 817 359 818 359 816 363 814 363 813 368 817 368 815 372 816 371 817 372 813 373 812 373 818 375 811 378 815 378 812 382 813 379 814 384 817 383 811 385 814 388 812 386 815 391 815 392 813 395 815 393 817 397 815 396 815 399 813 399 815 402 815 402 816 403 816 406 816 407 812 411 811 409 816 411 811 414 812 413 819 416 815 418 813 422 814 422 818 423 814 422 814 427 811 427 816 430 814 430 814 433 818 434 816 435 811 437 812 441 814 440 815 441 814 443 813 446 818 448 816 450 815 449 812 450 817 453 814 454 818 457 816 455 811 100 { m20} R 455 813 460 815 461 817 462 816 463 815 463 813 467 816 469 819 470 815 472 815 473 816 473 815 476 814 476 818 479 811 478 816 483 815 482 815 483 812 486 811 486 811 491 817 489 813 493 812 494 815 498 817 496 812 499 815 500 817 501 812 503 815 501 814 507 816 505 812 510 812 510 812 513 818 512 813 518 817 520 813 520 815 521 818 522 815 527 818 525 813 529 814 534 818 535 816 538 812 538 812 544 819 543 812 544 812 548 814 550 812 552 819 555 815 560 816 563 813 570 818 573 812 572 815 577 813 583 813 591 815 593 816 596 818 600 817 602 817 606 816 609 815 622 814 625 816 629 817 639 814 645 816 647 811 659 814 667 814 678 816 684 814 689 816 692 813 695 814 699 817 704 811 718 817 722 814 729 817 736 812 738 814 744 816 748 816 752 818 754 816 792 816 802 814 806 812 809 813 817 817 100 { m20} R 819 815 823 818 829 812 838 818 847 814 852 816 869 815 876 812 880 816 891 813 928 811 938 811 943 813 958 814 965 815 233 821 236 819 239 822 243 824 249 826 257 823 260 826 266 820 269 824 274 824 279 821 280 824 287 824 292 824 294 824 299 820 297 820 302 824 305 819 307 824 309 825 310 823 311 823 315 826 316 824 317 825 318 823 318 819 320 822 321 823 324 820 324 819 325 824 327 826 329 820 327 822 332 822 331 826 333 820 334 822 338 819 340 824 340 825 339 821 344 822 344 825 345 821 347 823 346 820 352 820 350 821 354 822 353 822 356 826 356 820 359 820 362 826 363 821 363 824 363 825 368 821 366 821 371 822 369 823 374 821 375 824 378 819 376 825 376 825 380 819 381 822 386 825 384 823 383 825 387 821 388 820 386 824 391 820 391 820 389 823 395 819 395 820 399 819 401 821 401 821 100 { m20} R 405 819 407 824 408 821 411 820 412 819 413 820 413 825 417 821 415 822 419 826 422 822 422 823 425 820 428 825 426 821 431 825 430 821 434 824 433 820 437 819 440 822 442 824 440 821 442 824 442 821 444 822 446 819 446 826 448 822 449 821 449 823 455 822 456 824 456 822 461 823 461 825 463 825 464 822 467 821 468 825 471 826 474 820 472 821 476 820 480 824 480 820 483 824 483 820 487 825 486 825 489 821 491 824 494 825 493 826 496 823 501 822 500 824 502 820 502 820 508 825 507 823 510 822 514 821 514 820 517 822 516 825 517 821 520 821 519 823 524 819 524 824 526 822 526 824 531 825 530 823 532 826 535 819 537 825 538 822 539 824 544 824 542 823 545 825 547 819 553 822 555 821 559 824 559 825 567 823 571 821 573 824 577 826 580 826 583 823 591 824 595 825 600 820 603 819 610 825 612 826 100 { m20} R 614 825 619 822 634 822 646 825 648 824 653 821 656 824 657 821 661 822 669 823 673 821 683 820 694 819 700 825 708 823 712 821 716 822 716 821 723 825 726 820 727 823 730 820 738 825 743 824 747 822 751 819 753 826 758 825 764 822 768 824 774 821 785 820 808 823 811 819 813 826 817 821 827 825 830 822 834 822 836 820 841 826 844 819 847 824 851 821 854 821 860 822 864 821 866 821 877 820 883 821 898 824 903 821 927 819 930 824 944 823 964 825 227 828 231 834 243 833 244 828 253 834 256 827 257 833 263 831 264 832 274 829 279 830 278 830 281 834 285 832 287 833 290 827 294 831 298 834 303 831 300 827 300 831 305 828 304 832 307 833 313 834 315 827 316 828 318 828 319 830 321 827 323 833 324 833 323 828 328 832 328 834 330 829 335 830 334 829 336 827 336 829 342 833 342 833 344 829 99 { m20} R 349 834 352 828 351 832 351 833 355 832 354 830 354 828 356 829 357 827 358 834 362 827 360 831 365 833 363 828 367 832 367 828 372 827 375 828 374 829 378 832 377 832 381 832 380 828 384 827 387 831 391 831 392 834 393 833 392 834 397 834 401 827 403 828 402 829 406 830 409 827 411 833 414 831 412 831 417 828 420 832 419 827 419 832 423 833 424 832 428 830 428 828 426 834 431 831 429 833 435 833 432 831 438 827 437 832 435 830 441 827 440 831 439 828 444 827 442 829 447 832 445 833 450 833 449 829 451 827 453 833 454 831 457 829 456 828 459 831 461 827 465 827 464 828 467 827 466 827 468 830 471 832 470 829 474 828 473 827 476 829 475 832 481 832 480 827 484 827 484 833 481 827 487 828 488 829 491 830 489 831 494 832 493 832 495 830 497 829 498 828 499 832 499 829 501 831 503 828 504 831 100 { m20} R 506 829 507 827 511 827 510 831 509 832 512 828 512 830 516 831 517 830 516 830 521 833 520 827 518 830 522 829 523 832 526 831 528 830 529 833 528 834 533 832 534 831 535 833 536 831 540 829 542 827 542 827 548 827 545 828 551 828 553 829 557 828 558 829 564 829 565 830 568 829 573 830 577 832 578 828 583 827 587 833 594 832 594 830 598 829 604 834 608 829 612 827 616 831 623 832 630 831 636 832 639 831 641 832 649 834 653 830 654 827 660 831 668 829 671 827 679 831 681 827 685 827 687 833 700 833 718 827 722 830 729 830 731 829 738 830 748 834 756 830 759 834 764 830 768 828 772 830 781 830 788 832 792 828 806 829 816 826 824 830 829 830 833 833 855 828 867 830 870 833 900 828 906 832 910 833 927 829 943 827 967 827 228 839 231 836 234 835 239 841 241 836 244 835 252 835 254 841 257 835 100 { m20} R 262 836 264 841 269 841 276 834 278 838 283 839 284 836 287 836 290 836 296 839 298 841 301 840 304 836 308 835 306 835 310 836 314 838 316 840 316 840 317 837 321 840 322 841 324 835 323 837 327 839 326 841 330 841 331 838 335 836 333 837 336 840 338 835 336 837 340 841 340 841 340 837 346 841 346 838 345 838 349 837 346 837 348 838 351 837 352 840 352 834 355 842 359 838 360 842 365 836 363 840 369 839 368 837 370 841 371 837 375 834 375 838 378 837 382 836 379 837 382 835 384 836 388 837 387 839 390 835 390 834 395 839 394 840 392 835 397 841 398 837 398 838 400 835 405 840 402 836 407 838 406 836 410 842 413 842 417 840 416 841 416 836 418 841 420 839 420 835 421 836 422 837 426 837 426 838 431 836 431 836 434 834 435 840 435 841 437 836 440 835 442 839 439 835 443 836 445 836 446 835 100 { m20} R 452 840 453 837 455 842 457 836 458 837 458 836 461 838 458 837 462 837 462 840 466 840 465 835 466 842 470 834 471 835 475 841 472 835 473 838 477 840 479 840 480 840 482 838 484 837 483 840 487 841 485 842 489 835 491 838 493 836 491 841 497 836 496 836 497 836 499 842 499 841 500 840 502 836 504 835 505 837 507 835 510 835 509 840 509 835 514 839 513 839 517 839 515 837 518 842 519 841 523 841 527 837 527 839 529 838 534 836 532 834 538 841 538 841 540 839 544 836 546 836 548 837 549 841 551 839 553 835 551 836 555 838 559 838 558 837 563 836 566 836 573 836 576 837 579 839 582 839 586 840 590 841 593 837 596 838 600 841 606 838 616 835 627 835 628 841 632 838 638 840 642 837 645 839 648 838 651 838 655 837 659 836 666 837 668 835 670 837 674 836 681 837 686 839 687 835 696 837 699 835 100 { m20} R 703 840 708 835 711 836 716 836 717 834 721 841 723 842 736 840 750 839 756 837 764 841 770 841 775 834 777 834 780 840 784 840 788 837 795 840 812 840 815 834 820 837 841 836 852 841 884 840 909 838 915 838 926 842 936 835 950 838 956 836 963 840 978 839 227 846 233 849 234 845 237 848 246 845 247 844 250 843 253 845 257 848 263 848 264 847 269 844 271 843 280 846 278 845 282 848 285 847 289 844 290 849 290 842 295 844 294 843 299 848 298 848 300 843 305 845 309 847 308 847 313 846 313 844 314 846 318 843 316 847 320 845 320 848 321 842 326 849 327 843 329 844 330 842 330 849 333 846 338 848 339 848 342 849 342 845 343 845 343 849 346 844 348 842 348 849 352 843 349 847 355 845 355 847 354 844 358 848 358 846 362 842 362 843 360 848 363 845 364 848 366 844 366 845 372 849 370 847 99 { m20} R 374 848 378 847 379 843 380 847 381 847 385 845 383 845 388 845 387 842 388 847 392 845 391 842 390 846 393 847 393 848 395 843 396 847 397 845 400 848 400 845 404 847 404 845 408 848 407 842 411 843 409 843 411 842 414 844 414 849 417 845 418 848 420 850 421 844 424 842 424 848 427 847 430 847 429 846 433 849 435 842 436 849 437 848 440 845 442 849 443 842 448 845 447 847 447 844 451 844 451 843 454 847 453 847 458 848 458 847 458 845 459 846 465 844 462 846 468 845 466 843 466 843 470 842 469 846 471 849 473 844 477 849 476 848 480 845 481 848 485 846 484 848 486 849 488 849 491 849 490 843 492 846 492 848 496 843 495 846 500 850 503 844 502 845 505 848 505 843 511 843 511 844 513 848 512 844 516 847 518 848 520 849 521 844 523 847 525 843 527 847 525 846 529 849 529 847 531 846 534 849 100 { m20} R 537 846 536 847 540 848 541 844 543 844 545 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683 870 685 866 689 866 692 870 694 870 697 868 702 868 705 869 710 868 713 872 714 868 719 868 724 867 727 872 731 871 747 866 767 872 774 872 778 871 785 867 789 870 803 871 815 870 820 872 839 872 854 868 865 867 867 865 874 867 880 871 888 872 890 867 897 867 910 865 931 868 936 866 939 867 951 865 967 870 229 874 234 879 243 877 246 876 247 876 253 877 254 879 259 875 264 879 268 875 270 879 275 876 278 877 277 877 282 877 100 { m20} R 286 874 289 877 290 880 293 875 297 875 303 878 302 875 303 876 309 875 310 878 311 880 314 878 316 874 317 879 318 876 322 875 322 873 324 879 325 880 327 873 327 873 330 880 331 877 333 875 335 874 334 874 338 880 339 874 342 880 341 873 342 874 346 874 344 874 343 873 349 878 347 879 352 876 352 873 355 876 353 873 354 877 353 877 357 874 359 878 359 875 361 873 365 878 366 874 366 877 370 874 374 875 372 874 373 876 378 877 377 880 377 875 381 878 382 874 379 877 385 873 384 878 388 879 386 876 391 880 390 875 391 876 395 876 395 875 394 875 396 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885 413 884 415 884 416 886 420 884 423 887 424 881 428 882 430 885 429 881 435 883 433 886 434 887 438 884 435 884 441 883 439 887 443 886 442 887 446 885 448 885 450 886 451 885 454 882 455 881 459 881 459 885 460 886 465 886 464 881 466 881 468 883 469 883 469 883 472 883 473 887 477 885 476 888 477 886 480 883 480 885 484 884 484 882 485 885 487 886 489 886 489 881 494 886 494 887 496 886 497 886 499 882 498 886 501 880 502 887 504 885 504 884 508 886 508 884 511 888 509 884 511 881 514 883 516 883 516 887 519 888 524 886 523 882 527 885 527 886 529 883 533 886 536 887 539 884 543 885 546 881 546 884 548 883 552 884 555 885 559 885 564 886 564 883 568 887 574 885 100 { m20} R 574 887 579 882 592 885 595 880 602 885 604 882 609 886 623 881 627 884 629 885 631 885 634 882 642 884 646 883 648 888 656 883 662 884 666 882 670 883 673 883 675 885 690 884 694 883 702 880 706 886 713 885 714 886 719 883 723 886 724 886 733 884 739 885 740 882 745 885 751 881 757 883 760 885 772 880 778 887 785 880 789 882 794 884 801 882 805 882 807 887 812 884 822 882 823 887 860 882 892 888 904 886 923 884 942 881 955 883 971 886 975 886 229 891 231 889 234 892 238 892 249 895 250 893 253 892 257 890 262 891 266 895 267 893 271 889 275 891 276 889 279 889 283 889 283 891 284 896 288 895 292 893 290 890 293 892 295 889 298 890 301 889 302 890 303 895 305 889 308 889 312 888 312 893 312 888 313 894 315 888 318 890 321 891 321 895 323 890 326 891 329 888 329 891 332 892 332 888 332 895 100 { m20} R 333 894 338 894 338 892 341 890 339 894 343 893 345 895 347 892 348 892 350 888 351 893 351 891 355 892 357 892 356 889 356 892 360 888 362 889 365 891 363 895 367 889 369 895 372 892 369 892 373 890 373 890 379 888 376 892 379 893 382 890 383 896 385 892 383 892 388 896 386 894 389 889 392 890 392 892 394 895 393 892 396 895 397 891 401 895 400 891 404 890 405 892 409 894 408 894 411 889 410 890 415 892 412 894 415 888 416 894 416 895 418 890 419 892 421 895 424 894 423 889 423 894 428 890 427 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960 903 973 896 1001 902 227 908 232 908 235 905 245 907 248 911 252 904 254 906 258 910 262 911 264 906 268 903 271 910 274 908 276 905 274 906 280 907 278 907 282 910 284 908 289 910 292 906 293 906 294 905 296 910 298 907 299 905 302 908 301 905 303 910 306 905 309 907 307 908 312 904 310 903 313 907 315 907 314 907 317 908 319 904 318 904 322 909 322 904 325 904 326 907 325 906 326 906 331 906 336 904 334 907 338 909 338 909 342 906 341 908 339 905 343 906 343 908 348 910 348 909 351 908 350 905 353 904 353 905 358 911 357 906 100 { m20} R 362 907 361 911 363 911 365 910 367 908 368 910 369 905 370 910 376 905 373 905 374 905 378 906 376 907 382 908 382 907 385 904 385 905 388 908 388 907 390 904 391 909 389 906 394 904 394 911 397 908 397 905 402 907 399 906 402 910 403 904 407 910 410 907 410 907 414 909 413 904 417 906 416 910 421 906 420 905 423 905 425 910 426 911 428 906 428 906 432 909 430 907 433 908 432 911 437 907 440 905 441 904 442 904 444 907 448 910 448 906 451 905 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905 230 913 231 915 234 919 239 913 241 915 245 913 247 915 252 915 253 913 257 916 261 916 266 918 269 915 272 916 273 914 280 918 282 912 281 912 100 { m20} R 285 913 287 919 291 913 296 915 295 913 299 912 296 914 303 914 302 913 304 917 303 912 309 913 307 911 313 913 312 912 313 917 314 916 316 917 317 917 320 918 321 914 326 913 327 916 328 911 330 913 330 916 332 913 334 913 334 917 339 915 341 918 345 911 349 912 348 916 351 914 352 913 352 915 354 913 357 915 359 911 360 917 360 919 362 911 369 914 371 918 369 916 372 916 374 915 374 912 377 917 377 918 379 915 381 913 380 918 384 912 384 911 386 914 388 916 389 918 390 915 392 917 394 918 397 912 396 918 396 917 399 915 401 918 399 914 403 913 405 912 404 918 408 917 407 916 410 913 411 913 413 915 414 917 416 916 415 916 420 917 421 915 423 918 422 912 426 918 428 913 430 914 430 912 432 918 433 913 435 916 438 917 441 915 444 916 442 912 448 913 446 911 448 915 451 914 449 914 454 912 100 { m20} R 454 913 457 916 461 913 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924 271 920 275 924 279 923 281 919 283 925 284 924 289 921 292 921 291 920 293 922 296 925 296 924 299 925 301 922 304 919 306 920 309 923 308 921 311 925 313 926 314 922 315 924 319 924 316 920 320 921 323 925 325 926 326 922 326 920 332 921 331 925 335 925 334 922 338 922 338 920 339 924 340 924 341 925 341 926 346 925 345 922 347 925 349 922 351 921 352 921 356 922 357 923 357 923 362 922 362 919 364 926 365 920 367 919 367 926 370 922 371 923 374 921 375 925 377 922 376 924 381 925 380 924 383 920 383 923 387 922 387 920 387 926 390 924 390 919 391 919 393 926 394 924 397 926 100 { m20} R 396 925 400 926 402 920 406 922 411 922 411 919 414 924 412 920 418 919 417 925 422 921 422 922 423 926 424 920 427 924 426 919 428 922 431 921 429 921 433 923 435 925 438 921 440 922 443 924 444 924 446 919 446 923 450 924 451 926 452 924 454 924 454 923 457 919 457 924 461 922 464 926 462 923 467 920 466 924 470 925 469 923 469 924 472 924 473 923 472 926 477 921 476 924 479 923 480 921 483 922 483 922 484 923 486 924 488 919 488 919 490 924 493 924 493 922 494 920 497 919 498 922 498 919 500 925 502 919 503 923 506 925 506 925 511 926 512 925 516 921 518 923 520 922 523 924 522 922 528 922 526 925 529 921 532 925 539 926 543 920 546 925 548 923 553 924 555 920 560 922 565 921 572 926 576 920 581 925 585 921 590 920 592 925 600 920 607 923 610 924 612 919 619 921 621 925 636 923 99 { m20} R 638 920 644 921 657 925 661 922 664 919 670 924 671 921 674 925 680 920 684 920 690 920 696 919 703 919 705 920 711 922 719 924 727 926 734 924 739 920 741 925 746 921 746 924 751 923 758 921 761 924 764 919 768 919 773 922 778 922 780 919 788 926 795 923 797 922 802 925 803 920 827 922 829 922 839 923 844 920 849 920 853 924 876 926 882 921 887 919 891 923 895 919 913 920 933 924 944 919 947 920 950 923 230 928 233 933 238 933 242 930 245 929 247 929 253 933 258 927 261 932 267 933 272 933 274 931 275 932 277 933 280 932 281 934 286 931 288 933 288 931 289 930 293 930 290 932 295 933 293 932 298 931 298 934 301 932 301 928 303 928 304 927 309 928 310 928 312 931 311 928 315 929 319 933 319 933 322 928 325 928 325 931 327 930 329 928 329 931 332 934 335 927 334 927 334 933 338 930 341 927 100 { m20} R 340 928 344 934 345 932 348 928 350 928 353 929 355 927 357 932 357 929 361 932 360 932 365 933 365 928 367 930 372 929 370 933 375 933 375 929 378 933 378 932 379 927 380 927 379 932 383 929 385 927 387 927 388 930 392 931 390 927 394 929 393 927 393 933 398 931 397 932 400 931 400 930 403 929 402 929 407 928 407 934 409 928 410 929 410 928 412 933 414 934 412 930 416 932 417 930 420 928 420 933 423 932 423 932 427 930 429 928 429 934 433 930 436 929 438 929 437 929 440 927 440 932 440 928 442 929 442 928 444 933 446 928 446 932 449 930 451 928 454 930 452 932 455 931 457 931 456 934 460 932 460 934 461 932 463 931 462 929 465 933 471 927 474 930 473 929 477 929 478 927 484 930 485 928 486 931 487 932 489 928 495 933 494 932 495 933 495 929 499 932 499 928 498 926 504 929 506 929 508 930 100 { m20} R 512 934 513 933 517 929 517 927 518 933 522 927 524 927 527 930 525 932 528 931 528 927 529 933 534 932 532 932 537 932 535 930 538 931 549 930 552 933 561 930 561 926 566 931 569 930 571 930 576 929 583 934 586 932 588 933 591 928 597 930 599 929 605 931 609 933 611 933 616 932 617 931 625 929 634 934 639 933 641 933 648 931 659 933 664 934 669 933 673 931 676 930 677 928 688 932 698 931 701 934 705 927 708 927 712 933 714 930 719 930 723 928 724 928 732 927 739 931 749 928 751 929 754 931 759 928 760 928 768 932 785 932 789 932 789 932 803 927 808 928 817 927 820 932 826 930 829 934 838 934 842 932 853 930 855 928 860 931 902 926 907 931 910 934 922 933 1005 927 228 935 234 940 239 935 242 934 246 936 248 939 253 940 260 938 262 937 263 935 269 937 272 938 274 934 276 940 278 940 280 938 100 { m20} R 282 937 286 936 284 938 289 937 287 940 293 938 292 941 294 940 295 938 297 939 301 934 305 941 305 937 308 935 308 938 309 938 311 937 311 936 313 940 314 940 315 936 317 939 316 941 321 940 321 937 324 941 323 939 328 939 329 940 332 936 335 939 337 938 336 939 342 936 343 941 343 937 348 942 348 941 352 940 354 940 355 938 358 938 360 939 359 935 363 938 365 936 363 937 369 936 366 939 371 934 369 939 375 937 375 936 376 937 377 937 379 935 382 937 381 937 382 937 384 941 389 941 390 937 391 935 389 934 394 934 393 941 396 935 398 936 401 937 400 940 404 939 405 936 407 941 407 936 410 937 410 938 409 938 412 934 416 937 422 941 421 938 424 940 422 936 426 934 431 942 429 938 433 938 437 940 435 937 440 938 439 935 443 938 445 941 447 939 446 941 450 937 450 940 455 937 453 935 457 937 100 { m20} R 455 937 460 939 461 935 464 941 462 934 468 940 468 937 471 938 469 936 469 937 471 942 472 938 473 940 477 939 477 940 481 938 481 937 485 937 484 940 482 938 488 937 490 938 492 939 492 939 497 938 498 935 501 938 501 941 502 936 504 936 507 937 506 936 511 938 510 942 512 938 511 935 517 938 520 939 522 940 527 936 530 936 531 935 537 935 537 941 538 935 542 937 547 938 548 941 554 937 558 941 561 940 564 939 568 937 577 939 578 937 584 938 593 935 597 935 602 940 609 935 613 938 614 940 627 935 631 937 634 941 642 937 652 939 656 940 669 941 673 938 680 938 688 935 692 935 695 940 697 936 701 941 706 937 708 941 711 940 714 935 719 940 723 935 735 939 741 937 744 937 749 941 750 942 757 937 764 940 766 935 777 937 791 935 805 941 814 938 816 941 828 935 833 934 858 937 879 937 99 { m20} R 888 936 902 939 907 935 909 940 912 934 928 937 948 938 967 936 229 944 231 944 237 943 242 949 246 943 247 946 252 943 255 943 258 946 261 944 262 946 264 949 269 945 270 947 275 943 276 949 277 945 280 948 282 949 284 946 287 943 288 944 288 946 291 947 291 943 296 944 294 949 297 946 299 946 301 948 302 948 305 946 307 949 307 947 311 943 315 944 317 949 318 945 322 948 322 946 323 945 323 943 326 948 326 947 332 949 332 949 333 947 333 944 339 943 337 944 341 943 341 949 346 948 345 942 349 945 348 945 350 944 352 944 354 948 353 948 358 946 361 942 359 946 365 944 363 948 367 943 367 947 369 943 375 945 373 945 376 945 379 944 382 942 380 943 385 947 382 942 387 943 387 946 389 949 390 942 391 942 395 947 394 948 393 949 397 946 398 947 401 945 403 948 407 949 410 943 410 944 415 948 100 { m20} R 415 948 415 946 418 946 421 947 421 947 419 946 425 947 428 949 427 948 430 944 430 947 435 949 433 946 437 942 441 945 439 946 444 943 443 947 448 943 446 948 451 943 449 944 453 944 455 944 457 948 460 947 460 943 463 946 465 949 463 945 468 942 467 946 469 948 474 943 472 946 472 948 475 944 478 946 480 949 479 948 483 948 483 942 486 949 485 947 489 942 491 942 489 944 491 946 494 944 494 946 497 947 498 945 500 948 500 944 504 942 502 948 503 943 507 943 509 943 511 946 514 949 514 946 517 948 515 942 519 945 523 945 526 945 529 942 533 947 534 942 540 946 541 943 545 945 548 946 560 943 566 944 570 946 576 949 580 943 582 948 587 948 590 944 591 947 595 945 598 946 603 948 604 944 610 944 611 943 616 948 623 949 630 949 637 944 642 943 644 943 648 945 650 944 653 949 657 948 663 944 100 { m20} R 665 946 673 947 676 945 679 944 682 947 686 946 693 943 698 949 705 943 708 949 713 945 715 948 717 948 731 942 735 947 737 946 746 947 756 945 759 947 766 946 775 942 786 948 786 942 798 946 801 948 802 946 807 949 814 948 817 944 823 945 828 947 843 942 848 949 854 944 858 945 867 946 875 947 880 943 891 944 939 944 957 942 971 949 975 943 988 943 1019 947 227 956 232 956 236 954 247 952 252 951 256 953 256 954 259 953 261 953 265 950 269 952 268 956 272 952 275 953 275 950 278 957 280 952 282 954 285 952 284 953 288 953 289 952 292 951 292 951 295 957 293 952 297 954 297 952 301 957 302 954 306 953 306 953 308 956 308 952 309 951 311 950 312 952 314 950 317 957 318 956 320 953 321 954 324 952 324 952 327 950 327 955 327 953 332 950 335 953 334 954 339 953 338 957 338 951 342 951 344 954 100 { m20} R 349 952 350 950 350 954 356 952 354 950 359 950 357 956 362 951 362 953 364 951 365 954 368 950 366 951 369 951 375 957 374 954 378 955 376 956 377 956 379 952 382 954 379 951 384 951 382 956 386 953 388 952 389 951 395 953 396 953 398 957 399 957 404 957 403 957 408 951 406 955 410 957 412 952 409 950 413 950 414 957 413 956 416 950 417 956 420 955 420 950 424 957 423 953 428 952 427 952 428 951 430 955 431 951 434 952 434 951 432 955 438 954 437 956 438 954 441 952 441 954 444 956 444 956 445 953 446 955 451 950 450 952 453 950 452 957 458 951 457 951 459 952 461 952 463 957 464 953 467 952 465 951 469 950 473 957 475 950 478 950 478 953 480 957 482 954 484 951 487 950 487 955 491 955 491 953 495 955 496 957 498 956 503 950 503 955 505 952 506 954 509 951 509 955 508 952 513 954 517 956 100 { m20} R 518 956 524 952 525 957 530 956 528 957 533 954 536 953 540 956 543 952 548 953 556 951 558 952 564 952 567 951 573 950 576 957 583 954 586 950 594 957 598 955 602 950 606 950 607 952 620 950 626 950 629 951 634 952 634 955 639 955 642 951 646 952 655 956 659 952 664 954 668 950 670 950 676 950 678 955 687 953 697 953 706 953 710 954 710 952 714 952 718 954 723 954 728 953 732 954 733 952 739 956 740 951 744 953 749 953 764 952 768 956 776 955 782 955 784 952 789 953 795 953 798 952 802 953 806 951 813 954 834 955 846 956 850 955 867 954 869 953 888 955 933 953 939 956 953 955 988 954 998 954 230 961 233 962 235 961 239 962 240 957 246 964 249 961 252 964 254 961 257 963 263 962 266 964 269 960 272 962 276 961 276 957 281 964 284 959 285 960 288 960 288 960 286 958 97 { m20} R 292 958 291 959 290 957 296 961 295 964 298 957 301 961 300 960 305 964 307 962 308 964 312 964 312 958 314 964 314 958 318 964 317 962 322 964 322 958 323 961 327 960 331 961 330 958 333 961 336 959 338 964 342 959 340 961 346 962 347 964 348 963 351 962 352 960 355 962 358 964 358 959 359 959 362 959 363 960 365 964 366 962 374 964 375 959 377 965 376 964 382 964 379 964 384 957 388 963 387 963 390 960 389 961 392 960 394 959 399 959 398 959 397 961 400 965 400 963 404 958 404 958 406 963 409 958 411 960 413 963 413 958 418 963 418 964 419 957 419 961 423 964 423 961 427 958 426 961 430 961 429 959 435 959 435 957 436 959 438 963 441 959 443 958 444 959 445 961 448 959 448 965 449 963 450 962 455 957 452 959 458 957 455 958 458 963 460 964 462 965 464 961 464 959 466 964 466 958 469 964 100 { m20} R 470 960 473 957 476 964 478 963 480 962 479 959 483 959 483 958 487 962 486 965 490 958 489 963 493 962 497 963 497 963 501 959 501 961 502 962 505 964 510 962 512 961 514 961 518 958 520 960 524 960 525 961 531 962 529 958 533 963 535 957 539 962 542 959 550 959 552 958 560 958 563 963 564 959 570 959 574 961 579 959 582 959 590 959 592 961 596 962 600 961 606 959 610 959 614 960 620 964 634 963 639 965 642 957 658 962 662 962 666 960 667 964 671 964 676 961 678 963 683 958 687 960 692 963 696 964 700 960 701 964 703 958 710 958 712 964 718 960 722 958 728 964 748 964 750 962 762 959 798 959 804 964 816 960 825 959 844 960 847 962 849 964 865 959 882 958 892 962 904 959 907 962 910 959 912 962 920 958 924 965 930 961 935 963 1001 958 229 966 233 968 235 967 237 969 241 966 251 970 255 970 100 { m20} R 257 967 260 965 262 968 265 970 269 966 267 970 270 968 274 966 277 969 280 969 284 969 284 971 288 967 292 972 290 969 294 968 298 966 301 968 304 972 306 969 306 966 307 972 311 968 311 966 313 971 313 969 313 971 318 968 318 966 321 970 321 968 320 968 324 966 323 969 328 971 330 965 330 972 334 965 334 972 337 966 336 971 340 969 342 970 345 969 348 970 348 969 351 967 351 965 353 965 356 972 358 970 356 970 359 969 361 969 361 966 363 967 363 970 365 972 369 968 369 971 371 972 372 971 375 965 372 967 376 966 379 966 381 972 379 968 382 971 387 971 389 969 390 968 394 969 392 966 396 972 398 970 402 970 403 972 402 971 407 969 407 970 410 972 411 965 414 972 418 968 418 970 421 971 421 968 424 969 423 970 426 966 429 970 434 972 432 965 437 968 436 971 442 971 439 966 440 969 444 968 100 { m20} R 446 970 448 969 446 968 450 968 449 966 452 971 455 967 457 971 460 971 464 971 464 965 466 970 466 971 470 968 473 966 473 968 475 969 475 968 480 965 478 969 483 969 487 970 485 968 490 968 493 968 496 969 496 972 498 966 501 966 506 972 507 969 509 967 509 967 512 970 512 968 517 971 519 967 524 968 525 971 529 970 533 971 537 972 540 967 549 966 552 966 556 968 560 968 562 972 570 972 572 970 574 967 578 971 582 970 585 966 594 970 595 966 599 968 605 969 610 969 616 972 623 968 628 965 633 969 635 970 638 971 641 965 644 969 654 967 659 968 661 968 670 969 674 965 677 967 683 966 693 971 696 966 702 969 704 970 707 965 710 969 716 967 718 971 721 972 725 966 741 972 745 968 749 970 752 966 754 965 759 968 767 970 775 967 776 965 786 970 800 969 812 965 821 970 838 972 839 969 860 968 100 { m20} R 877 972 884 970 889 969 901 970 903 972 915 967 921 970 934 967 946 970 232 973 234 976 239 974 241 977 246 977 250 976 251 979 256 974 260 976 262 979 265 977 264 976 267 976 271 975 275 977 275 974 278 976 280 976 283 978 286 975 287 979 287 977 290 979 292 976 296 978 296 973 299 974 298 974 300 973 300 974 305 975 303 975 307 978 308 979 312 979 312 977 310 973 315 974 317 973 322 977 320 977 323 979 326 977 326 979 327 979 330 980 331 974 331 973 333 977 338 979 340 975 340 973 344 976 347 976 348 980 351 976 351 974 352 980 353 975 357 980 361 974 361 976 364 976 366 974 364 975 369 978 367 976 371 976 373 976 373 978 376 977 378 973 380 979 380 974 383 977 386 975 388 973 386 976 392 977 391 979 394 978 393 977 396 975 397 975 399 974 401 974 402 977 408 976 410 979 412 976 99 { m20} R 412 979 417 977 416 978 421 978 421 974 425 973 424 980 427 974 427 974 432 978 433 977 432 976 436 979 436 978 441 977 444 977 442 977 447 979 451 974 449 975 454 980 455 973 455 973 457 978 460 973 460 976 464 978 463 978 467 974 467 980 470 974 471 976 472 977 472 980 475 973 477 973 476 976 481 979 478 976 482 978 488 978 486 976 488 977 492 978 493 978 498 976 501 977 498 975 502 973 505 979 511 977 512 975 516 978 520 978 523 973 527 978 529 974 534 979 535 976 544 980 545 975 553 976 555 973 559 974 562 973 570 977 575 975 579 979 587 974 595 973 602 977 608 977 612 974 628 977 631 976 634 973 640 976 644 975 650 976 666 974 668 980 672 974 679 977 691 973 693 974 698 974 701 974 715 978 720 980 723 979 727 973 730 979 736 979 741 976 752 973 758 977 766 973 770 980 778 973 784 974 100 { m20} R 797 974 801 976 808 977 812 973 815 976 820 979 828 975 834 980 836 980 851 975 878 973 879 977 884 978 911 974 939 975 1008 976 1018 978 230 985 231 987 234 983 237 981 243 986 244 987 249 983 251 980 255 983 259 986 257 986 263 983 265 987 263 982 269 982 270 983 275 980 275 981 280 984 280 986 284 981 284 981 288 986 287 984 292 983 292 985 293 982 294 984 299 986 301 982 300 988 304 985 308 983 311 984 312 983 316 987 315 982 319 985 317 983 323 985 320 987 323 988 323 986 328 985 327 981 331 984 330 982 334 983 339 983 337 981 341 982 342 986 343 984 348 987 347 988 351 981 352 985 353 982 355 986 358 984 359 982 360 985 365 983 365 982 366 985 369 983 370 986 371 987 375 983 373 986 377 987 380 983 381 983 383 982 385 986 387 985 390 987 391 986 393 982 394 983 398 982 397 984 402 984 100 { m20} R 400 985 405 984 403 986 402 980 407 988 408 980 411 982 411 984 413 987 417 985 420 985 419 984 425 981 423 986 428 980 432 983 430 985 433 985 434 986 433 986 438 985 437 983 441 982 441 985 443 988 446 982 448 986 451 986 450 987 452 983 452 982 454 986 456 982 456 983 460 985 458 982 463 981 462 984 467 986 468 981 470 988 471 982 472 986 474 986 476 983 476 987 478 987 481 987 483 983 483 984 487 983 485 980 489 980 494 984 493 986 495 985 498 985 504 984 507 981 505 985 511 987 514 984 518 982 520 981 520 984 522 986 528 985 529 982 532 984 535 982 539 986 544 982 547 988 548 987 551 980 556 981 561 984 566 983 573 982 580 981 581 986 587 982 589 987 593 985 596 982 605 980 611 982 618 986 623 981 625 983 631 987 640 982 649 983 655 984 663 983 668 981 673 985 679 985 680 986 690 984 100 { m20} R 694 984 704 981 706 985 719 983 722 981 725 988 728 987 734 981 739 985 755 983 758 984 763 987 768 982 776 982 777 987 780 983 785 987 802 985 818 984 820 980 830 981 835 985 837 986 859 986 871 988 875 981 881 984 893 987 899 983 904 987 906 981 911 982 922 988 929 980 962 984 969 980 240 992 241 992 246 992 248 991 251 991 256 989 254 990 257 988 262 990 262 995 266 995 269 991 270 992 275 993 278 989 280 992 281 992 286 994 286 991 293 990 290 993 290 996 293 993 293 995 298 994 302 991 304 993 305 995 307 989 309 989 312 991 312 995 313 992 315 993 315 991 317 994 316 995 321 988 324 994 324 991 329 990 330 993 329 993 330 992 333 994 335 994 336 994 338 991 341 995 345 991 343 993 347 989 352 989 351 995 351 993 353 991 358 994 356 995 362 991 360 989 360 989 365 991 367 992 366 992 100 { m20} R 371 991 373 992 373 993 378 995 379 993 383 990 384 992 386 995 392 995 392 994 394 992 397 994 399 990 401 992 401 989 403 993 403 989 408 990 408 991 412 991 414 992 412 993 413 991 416 994 416 992 420 992 420 991 424 991 423 995 427 994 432 988 431 991 433 989 434 990 435 993 437 991 438 988 440 996 445 995 444 989 444 991 446 993 450 988 449 988 451 992 452 990 453 995 457 990 460 995 461 995 464 991 465 991 466 991 467 988 470 995 468 989 472 994 475 995 478 994 477 995 480 993 484 991 486 989 490 989 493 990 498 996 496 992 501 989 500 990 503 992 506 990 505 988 510 991 514 994 516 994 521 989 522 988 530 992 533 994 536 992 539 994 542 988 550 990 552 989 556 994 560 993 564 988 567 988 569 992 571 988 577 992 579 989 585 992 592 990 595 989 600 990 602 993 605 994 617 993 99 { m20} R 620 992 622 993 624 990 628 988 631 991 645 990 649 991 651 990 662 990 673 993 675 994 679 990 681 990 686 993 690 989 693 988 696 988 697 991 704 991 713 993 718 993 727 995 730 994 733 993 737 994 741 992 746 990 751 995 753 991 759 995 761 995 769 991 772 992 777 993 783 990 787 993 793 989 799 992 813 988 820 988 827 989 833 994 837 993 842 989 858 994 873 989 879 996 883 991 900 989 925 989 1004 995 228 1001 231 998 236 1001 239 996 241 997 244 1003 247 1001 251 998 254 1001 259 997 257 1003 261 999 266 996 268 1001 271 1001 272 1002 274 1000 273 1002 277 1001 280 1003 285 1000 286 1002 287 997 290 1000 295 1003 293 1002 299 996 301 997 302 996 301 1000 305 1002 305 997 305 996 307 999 311 996 313 1001 315 997 315 998 317 998 317 1001 321 1001 322 996 324 997 323 998 323 1001 329 1002 328 1003 332 998 329 997 100 { m20} R 333 1000 335 997 338 1000 337 999 340 997 340 998 346 996 346 1000 348 1002 347 997 350 997 352 1002 355 1001 356 999 356 1000 356 1001 361 997 365 1002 364 1001 367 1001 368 998 372 999 375 997 375 997 379 1000 378 1001 382 1003 379 1002 383 999 384 1002 386 1002 388 1002 390 996 394 999 393 997 399 998 399 998 402 1001 403 1000 404 999 407 1000 412 1003 410 1002 412 1000 415 1000 417 1001 416 997 420 999 425 1003 424 1003 427 1001 428 1001 431 997 431 1003 432 1002 434 997 438 998 435 1002 439 998 440 1000 439 999 443 1001 443 1000 447 1003 451 996 452 1003 452 998 452 1000 455 1003 457 997 460 1001 459 998 465 998 465 999 467 1001 465 1003 469 999 469 1000 473 1001 472 998 478 997 475 1000 480 1001 482 997 488 1000 485 997 485 1002 490 1002 495 1003 494 1001 497 1000 496 998 500 998 502 1002 506 996 510 1003 513 999 515 998 521 998 523 1001 100 { m20} R 529 997 534 997 540 1002 550 1002 553 1003 559 996 564 999 577 1003 579 1000 582 1001 586 1001 591 996 595 1003 607 999 610 1001 622 999 644 1002 653 997 654 1002 667 999 669 1003 676 1000 685 1002 687 999 693 1002 694 1001 701 999 709 998 712 1003 714 1002 723 999 723 998 747 1002 756 999 769 1001 769 1000 776 1000 782 1001 785 1000 789 997 795 1003 801 996 805 997 807 1002 810 1001 816 1001 826 999 839 997 839 999 842 1003 851 997 873 1003 881 1002 886 1001 892 997 900 1003 903 1001 914 1000 919 1002 991 998 1018 999 228 1003 231 1005 234 1004 240 1011 242 1006 246 1007 249 1007 253 1007 254 1004 254 1009 257 1006 263 1011 265 1007 268 1008 273 1005 272 1009 274 1005 278 1009 282 1008 282 1009 284 1009 287 1008 287 1008 290 1006 290 1006 295 1011 293 1006 296 1008 301 1009 304 1008 308 1007 311 1010 313 1006 316 1011 317 1006 318 1007 320 1009 322 1010 326 1010 100 { m20} R 326 1007 329 1011 328 1009 331 1007 336 1009 336 1010 341 1004 343 1007 343 1006 347 1004 347 1009 349 1010 349 1006 354 1007 354 1006 359 1009 358 1010 359 1008 365 1004 368 1010 368 1006 371 1009 373 1004 374 1005 377 1010 376 1007 378 1011 381 1008 379 1005 384 1011 384 1006 388 1008 387 1009 389 1011 391 1011 393 1005 395 1007 399 1003 401 1004 400 1006 403 1010 407 1005 406 1011 409 1009 414 1008 414 1007 417 1006 418 1006 419 1004 424 1009 423 1009 426 1010 425 1006 430 1009 435 1006 434 1010 438 1006 437 1008 437 1009 441 1008 439 1005 440 1010 444 1007 442 1006 444 1005 447 1010 448 1005 450 1007 450 1006 454 1009 458 1007 457 1008 459 1009 458 1007 463 1008 464 1006 467 1010 465 1008 470 1007 469 1008 470 1007 472 1004 474 1011 474 1007 477 1008 477 1005 481 1009 482 1010 486 1003 489 1006 492 1008 494 1009 497 1007 499 1009 502 1009 504 1008 505 1005 508 1006 511 1004 517 1010 100 { m20} R 524 1007 525 1011 536 1010 547 1006 548 1004 552 1003 555 1006 560 1010 564 1009 570 1004 576 1010 578 1008 586 1009 590 1009 594 1004 594 1004 599 1008 602 1006 604 1008 611 1008 622 1010 631 1004 642 1004 644 1008 647 1010 652 1007 658 1007 660 1005 667 1008 673 1005 675 1005 682 1005 687 1005 693 1007 699 1006 700 1007 707 1006 713 1009 714 1005 722 1005 723 1008 730 1011 734 1006 737 1008 743 1006 748 1010 751 1004 754 1010 762 1004 764 1009 770 1011 775 1008 778 1007 786 1007 798 1005 803 1009 813 1005 818 1008 823 1006 827 1009 838 1007 842 1005 844 1005 846 1006 851 1008 857 1004 882 1006 888 1010 899 1009 917 1008 947 1010 959 1007 230 1018 235 1014 237 1013 242 1017 247 1017 249 1018 252 1012 254 1013 258 1017 261 1014 260 1013 266 1012 263 1018 269 1017 268 1017 271 1015 272 1016 275 1016 274 1018 277 1018 281 1019 285 1017 284 1016 287 1012 287 1011 291 1017 291 1017 99 { m20} R 294 1015 296 1016 299 1015 297 1014 301 1015 300 1019 304 1014 305 1013 308 1013 309 1017 307 1018 311 1014 312 1015 313 1013 319 1019 317 1017 322 1016 324 1018 326 1016 332 1017 335 1016 334 1012 339 1013 337 1015 341 1013 341 1012 344 1011 345 1013 349 1012 350 1014 350 1014 351 1013 354 1012 354 1014 359 1015 356 1016 359 1016 365 1014 364 1012 367 1016 367 1013 372 1017 369 1013 374 1018 375 1018 376 1014 376 1016 379 1016 379 1016 382 1013 386 1014 387 1018 391 1016 395 1014 395 1018 398 1017 399 1015 401 1018 400 1014 402 1015 404 1013 408 1012 410 1015 410 1017 414 1017 414 1012 418 1016 418 1014 421 1016 422 1015 425 1017 425 1012 427 1017 431 1015 431 1019 430 1018 433 1016 433 1017 436 1018 440 1012 439 1014 442 1017 443 1015 443 1014 446 1011 448 1015 447 1014 451 1012 450 1014 454 1015 455 1017 457 1013 459 1014 461 1014 462 1013 462 1018 463 1013 465 1015 467 1017 469 1016 100 { m20 } R 474 1017 474 1018 476 1013 480 1018 483 1012 482 1013 488 1014 487 1015 489 1011 490 1012 493 1018 495 1015 495 1014 499 1012 502 1016 507 1015 510 1014 512 1014 518 1013 526 1011 530 1015 531 1019 536 1017 541 1018 543 1013 545 1013 552 1015 554 1014 562 1015 568 1015 573 1018 582 1013 586 1018 589 1018 591 1017 595 1018 600 1014 613 1018 617 1016 618 1017 623 1014 629 1012 631 1012 640 1011 656 1011 670 1014 676 1012 679 1018 686 1012 688 1012 696 1018 699 1012 702 1015 704 1014 710 1013 713 1013 715 1015 727 1019 730 1018 736 1011 736 1016 746 1016 748 1011 751 1018 753 1012 758 1018 760 1014 766 1013 771 1017 773 1017 779 1012 801 1017 803 1012 822 1014 840 1018 843 1011 856 1016 860 1013 868 1014 875 1017 880 1017 902 1014 923 1013 970 1018 1014 1011 232 1024 236 1025 237 1025 240 1019 245 1025 248 1021 251 1024 257 1021 258 1021 258 1020 262 1025 261 1022 263 1022 268 1020 272 1025 100 { m20} R 271 1022 274 1023 274 1026 277 1025 277 1021 284 1024 285 1023 288 1024 289 1025 291 1024 291 1026 293 1023 297 1019 301 1021 305 1023 305 1024 308 1025 307 1019 311 1020 310 1022 313 1024 316 1025 319 1025 322 1025 325 1022 328 1023 328 1020 332 1023 333 1026 336 1026 339 1021 338 1023 340 1023 345 1025 344 1021 349 1026 352 1021 351 1025 356 1023 355 1020 356 1025 359 1020 359 1021 362 1023 364 1021 365 1025 367 1024 369 1020 369 1022 375 1023 379 1019 382 1022 381 1020 385 1021 386 1026 388 1023 392 1020 395 1025 395 1019 398 1020 396 1024 401 1025 404 1025 407 1024 406 1020 411 1019 409 1023 413 1021 419 1022 417 1021 420 1026 424 1026 427 1020 430 1025 435 1019 436 1020 440 1020 444 1024 447 1020 446 1025 450 1024 453 1020 454 1021 456 1023 457 1021 458 1022 462 1025 467 1022 471 1020 474 1022 475 1025 479 1023 482 1023 487 1023 486 1026 490 1026 492 1023 496 1026 499 1024 502 1026 100 { m20} R 507 1026 513 1025 517 1022 518 1019 521 1019 530 1021 533 1022 535 1026 539 1020 542 1019 549 1023 552 1020 568 1019 572 1020 574 1023 578 1023 587 1025 592 1021 595 1020 607 1020 608 1022 617 1025 617 1022 629 1022 632 1025 636 1023 638 1023 643 1023 650 1025 656 1026 659 1020 663 1020 666 1019 673 1020 679 1019 681 1026 685 1020 690 1023 691 1026 695 1019 697 1025 700 1025 705 1022 707 1023 712 1021 714 1021 723 1022 729 1025 731 1023 735 1021 738 1025 742 1023 745 1025 749 1019 752 1025 757 1025 760 1021 769 1021 774 1025 783 1022 792 1020 796 1023 812 1019 814 1025 816 1021 821 1026 828 1022 838 1024 856 1024 863 1021 880 1021 893 1026 900 1024 904 1025 907 1023 913 1024 925 1019 935 1026 944 1026 955 1021 227 1028 231 1030 235 1031 239 1030 243 1030 245 1032 249 1027 249 1031 253 1027 254 1028 260 1034 263 1031 262 1033 266 1031 269 1031 270 1029 272 1032 275 1034 277 1032 279 1031 100 { m20} R 281 1028 285 1029 285 1031 284 1034 289 1028 290 1028 296 1028 296 1034 299 1026 301 1034 301 1030 305 1029 306 1031 309 1034 311 1030 312 1031 316 1034 316 1033 320 1027 323 1030 324 1029 329 1032 330 1034 331 1027 334 1032 334 1030 338 1027 339 1031 342 1031 344 1033 343 1029 348 1026 351 1027 350 1030 354 1032 354 1031 359 1027 361 1032 365 1029 366 1033 369 1032 371 1030 374 1034 376 1031 378 1031 381 1027 383 1028 388 1031 392 1030 393 1027 398 1032 402 1031 404 1033 405 1028 409 1034 411 1033 414 1029 414 1032 417 1032 415 1033 420 1029 421 1029 425 1031 423 1027 426 1031 426 1031 429 1033 434 1027 434 1032 436 1029 436 1028 439 1033 439 1027 444 1031 443 1027 446 1034 446 1026 449 1026 449 1031 455 1029 458 1032 460 1030 461 1028 463 1032 466 1034 465 1028 470 1027 474 1033 475 1030 477 1034 479 1032 483 1029 484 1028 488 1034 490 1033 493 1027 495 1029 503 1031 507 1030 99 { m20} R 513 1034 516 1032 520 1027 521 1032 528 1032 530 1030 532 1029 537 1030 538 1032 544 1030 547 1033 550 1031 556 1030 560 1032 564 1029 572 1028 575 1031 578 1030 583 1027 589 1029 595 1028 603 1031 608 1032 618 1029 623 1034 625 1030 635 1031 645 1030 657 1029 662 1031 664 1027 669 1028 675 1030 677 1030 681 1032 685 1029 693 1031 694 1032 698 1033 704 1034 707 1032 714 1033 720 1033 723 1026 730 1033 736 1029 737 1028 743 1027 746 1029 755 1030 756 1029 770 1033 779 1033 785 1031 815 1031 821 1032 831 1026 833 1030 850 1033 862 1033 873 1027 879 1033 886 1027 909 1030 928 1026 228 1040 231 1038 234 1038 238 1035 243 1038 246 1035 248 1036 248 1039 251 1041 255 1036 258 1039 259 1036 263 1038 266 1036 267 1037 271 1039 273 1035 277 1038 281 1040 284 1040 287 1041 289 1036 291 1035 295 1038 299 1037 299 1037 300 1037 306 1038 305 1038 307 1036 308 1040 310 1034 312 1041 316 1034 314 1035 100 { m20} R 317 1041 317 1037 322 1035 323 1035 323 1041 326 1038 331 1036 333 1038 335 1036 337 1036 342 1040 346 1037 344 1037 347 1036 351 1040 353 1035 354 1034 357 1038 361 1034 362 1040 360 1039 363 1038 369 1042 367 1035 371 1041 371 1041 375 1038 374 1038 378 1040 379 1039 380 1038 383 1039 388 1037 390 1034 390 1035 395 1035 396 1035 400 1036 400 1041 405 1036 402 1040 404 1036 409 1035 406 1041 409 1038 413 1035 415 1041 417 1035 419 1039 425 1039 422 1039 428 1041 430 1039 432 1036 436 1036 438 1040 439 1038 442 1038 442 1038 448 1035 451 1041 451 1036 454 1040 452 1039 457 1035 461 1035 461 1035 465 1035 468 1036 465 1035 468 1038 471 1040 474 1038 477 1038 477 1039 483 1042 485 1034 488 1038 495 1042 496 1040 499 1038 503 1038 506 1040 510 1039 514 1037 517 1040 527 1041 530 1038 543 1038 545 1040 549 1037 553 1035 558 1038 563 1038 565 1039 570 1040 574 1037 582 1037 587 1035 588 1040 100 { m20} R 592 1038 618 1041 621 1036 628 1041 631 1036 636 1034 640 1039 644 1039 649 1039 653 1039 656 1040 659 1035 663 1039 668 1035 670 1039 674 1037 683 1036 686 1036 689 1040 690 1039 697 1037 710 1042 715 1038 721 1034 725 1042 732 1040 734 1036 738 1038 742 1041 747 1037 752 1035 754 1041 759 1041 762 1036 766 1036 770 1039 783 1039 800 1039 805 1037 815 1039 833 1036 837 1038 846 1038 851 1038 880 1035 898 1039 905 1035 911 1036 952 1035 962 1036 987 1036 229 1046 233 1043 237 1047 239 1043 241 1044 243 1049 244 1047 247 1046 253 1046 254 1043 259 1049 261 1045 264 1042 264 1048 269 1049 272 1047 274 1047 276 1046 277 1044 280 1043 283 1043 287 1047 289 1042 290 1047 290 1047 296 1042 296 1045 300 1048 302 1045 305 1045 306 1049 306 1044 310 1047 315 1043 318 1043 319 1048 321 1045 321 1045 326 1047 329 1044 331 1046 336 1047 339 1045 338 1049 342 1042 339 1048 345 1048 348 1049 350 1048 100 { m20} R 354 1048 358 1048 361 1045 363 1043 366 1049 366 1045 369 1047 373 1042 374 1043 377 1046 379 1049 381 1043 385 1042 383 1046 388 1046 390 1043 393 1046 398 1049 396 1046 402 1047 405 1043 404 1045 406 1046 411 1049 414 1048 417 1048 421 1048 419 1047 419 1048 425 1047 422 1042 425 1043 426 1049 430 1043 430 1045 432 1046 435 1049 437 1047 437 1043 440 1046 441 1047 443 1042 445 1045 448 1048 449 1043 450 1045 452 1046 457 1047 459 1048 462 1045 468 1049 466 1049 471 1044 471 1045 472 1044 475 1045 483 1043 486 1046 491 1049 494 1046 494 1043 498 1045 498 1043 505 1044 508 1048 508 1044 514 1045 515 1044 519 1045 522 1048 528 1045 529 1043 532 1046 537 1043 538 1046 543 1045 546 1042 548 1048 554 1043 555 1044 559 1043 563 1049 564 1048 568 1044 573 1044 578 1043 582 1044 587 1047 592 1044 594 1044 598 1046 608 1046 614 1047 617 1046 622 1046 628 1043 637 1043 650 1042 656 1048 659 1045 100 { m20 } R 666 1044 668 1047 671 1048 679 1044 692 1047 695 1042 697 1043 703 1044 704 1047 708 1042 711 1049 716 1045 718 1046 723 1048 725 1044 727 1044 733 1046 735 1043 741 1047 756 1043 758 1046 762 1049 771 1047 779 1043 789 1049 793 1043 813 1046 823 1047 833 1048 835 1044 842 1049 843 1049 851 1045 853 1047 857 1049 860 1048 866 1044 870 1049 879 1046 891 1047 900 1043 922 1044 948 1047 230 1053 236 1054 238 1055 238 1056 242 1054 246 1052 246 1057 247 1052 251 1053 255 1054 260 1056 262 1052 260 1051 263 1054 267 1055 271 1050 276 1054 279 1053 281 1050 284 1057 287 1054 290 1056 293 1054 298 1050 302 1056 304 1051 303 1057 304 1054 309 1055 308 1055 311 1050 312 1050 314 1055 317 1052 319 1057 320 1053 323 1054 328 1051 330 1051 330 1051 336 1052 336 1056 338 1056 340 1055 342 1054 343 1051 345 1052 349 1053 348 1055 352 1056 352 1052 355 1052 355 1054 359 1051 358 1053 98 { m20} R 361 1056 360 1054 362 1053 368 1051 371 1053 374 1055 377 1053 379 1052 380 1055 385 1053 387 1050 388 1056 390 1056 394 1054 399 1052 401 1052 400 1051 405 1051 404 1056 407 1055 411 1055 415 1055 417 1052 422 1054 423 1056 428 1050 431 1056 432 1055 434 1052 436 1056 436 1053 441 1052 441 1054 443 1050 443 1050 447 1056 450 1050 449 1056 452 1054 455 1055 456 1053 459 1052 463 1050 467 1056 470 1057 475 1052 476 1052 480 1056 482 1051 486 1056 490 1050 490 1056 492 1054 495 1054 498 1056 504 1051 506 1053 510 1053 514 1050 515 1053 519 1051 522 1052 526 1054 531 1052 534 1055 538 1053 538 1057 544 1050 544 1056 551 1051 553 1050 557 1051 560 1056 561 1052 569 1055 574 1052 578 1054 590 1050 606 1052 610 1052 612 1052 616 1055 618 1050 621 1057 627 1051 629 1055 631 1051 638 1051 641 1053 644 1054 651 1051 663 1051 667 1053 669 1057 677 1053 683 1053 683 1055 689 1055 695 1052 697 1050 100 { m20} R 703 1053 709 1052 712 1050 713 1052 721 1054 724 1049 729 1050 734 1056 743 1053 748 1052 750 1057 754 1051 756 1052 761 1052 765 1051 778 1056 784 1055 790 1057 799 1057 806 1051 811 1051 817 1052 833 1051 846 1057 864 1051 870 1056 879 1056 883 1055 894 1050 895 1050 908 1050 913 1050 228 1059 231 1059 236 1064 237 1059 241 1060 245 1062 244 1060 248 1063 253 1061 254 1062 257 1060 261 1059 264 1060 265 1061 267 1059 271 1058 270 1059 276 1057 279 1064 281 1057 282 1062 284 1062 287 1063 289 1063 292 1064 295 1063 299 1062 302 1058 306 1058 305 1061 308 1058 310 1065 315 1064 317 1058 319 1060 320 1058 321 1057 324 1062 327 1057 332 1059 335 1060 338 1061 339 1057 342 1064 340 1058 346 1063 349 1060 348 1060 350 1063 355 1062 357 1062 359 1061 362 1057 365 1060 368 1062 370 1059 374 1063 379 1063 381 1063 383 1063 389 1060 391 1058 389 1062 395 1059 395 1058 398 1059 399 1064 399 1061 100 { m20} R 404 1058 405 1059 407 1058 408 1058 411 1057 415 1059 413 1060 416 1062 417 1063 420 1062 422 1060 424 1059 425 1060 428 1060 425 1063 431 1060 432 1062 438 1059 439 1060 439 1062 442 1058 448 1064 450 1058 452 1062 458 1059 458 1058 456 1060 460 1063 461 1059 464 1064 467 1061 469 1061 474 1059 474 1063 476 1058 475 1061 478 1059 483 1060 486 1063 492 1064 497 1058 502 1063 506 1061 510 1061 513 1059 516 1058 525 1064 530 1060 532 1062 537 1058 543 1058 550 1062 554 1060 561 1058 563 1062 568 1064 572 1059 583 1062 584 1062 589 1064 592 1065 603 1059 606 1060 609 1061 624 1060 628 1063 633 1058 638 1063 643 1063 645 1061 652 1061 656 1061 659 1058 660 1063 667 1061 670 1064 676 1059 681 1062 691 1062 696 1060 701 1059 704 1057 706 1059 714 1058 718 1063 721 1059 724 1065 729 1060 736 1063 741 1061 748 1059 750 1063 754 1064 758 1060 769 1061 772 1063 781 1064 785 1061 790 1061 795 1061 100 { m20} R 812 1062 817 1058 826 1065 830 1062 855 1062 885 1059 890 1063 912 1063 953 1062 964 1061 227 1070 233 1065 235 1069 240 1070 240 1071 241 1067 245 1070 249 1068 251 1067 255 1066 257 1066 262 1066 266 1067 266 1068 269 1068 272 1071 274 1065 279 1068 282 1071 286 1067 283 1067 287 1066 291 1068 293 1068 295 1070 299 1066 300 1071 304 1071 309 1071 310 1065 312 1067 313 1068 319 1070 322 1067 323 1071 328 1071 333 1067 331 1070 333 1067 337 1069 342 1066 339 1068 344 1065 343 1068 352 1070 355 1066 357 1067 358 1069 360 1067 363 1072 363 1069 369 1068 371 1072 373 1072 374 1072 376 1066 381 1071 380 1068 384 1068 388 1072 388 1066 391 1067 395 1068 393 1067 396 1066 401 1072 404 1066 408 1069 409 1070 413 1068 413 1065 415 1070 419 1070 424 1066 424 1071 426 1069 431 1069 433 1066 437 1072 438 1072 440 1066 445 1069 445 1071 452 1067 451 1070 452 1067 453 1066 456 1070 456 1072 459 1065 100 { m20} R 462 1069 463 1067 465 1066 467 1066 471 1066 473 1070 476 1070 479 1070 485 1071 486 1069 489 1069 492 1068 497 1066 504 1070 507 1071 516 1067 528 1070 532 1070 539 1070 549 1068 553 1066 556 1066 560 1072 561 1069 564 1069 570 1067 574 1070 577 1071 583 1072 587 1068 590 1068 600 1068 607 1065 618 1069 623 1069 625 1068 637 1067 642 1068 650 1066 656 1067 660 1066 665 1070 673 1071 673 1068 682 1066 686 1070 687 1066 693 1072 696 1068 702 1070 703 1067 710 1066 717 1066 725 1067 728 1070 731 1067 735 1066 739 1071 741 1067 744 1070 747 1071 754 1072 756 1068 765 1067 769 1071 770 1066 779 1070 797 1069 827 1066 831 1066 847 1065 861 1069 880 1065 882 1070 888 1065 888 1069 892 1066 907 1068 916 1070 941 1065 943 1067 991 1071 228 1075 233 1077 235 1079 238 1078 241 1077 245 1079 248 1076 250 1073 256 1078 257 1077 261 1080 263 1077 264 1077 269 1073 272 1079 273 1080 98 { m20} R 279 1074 279 1075 282 1078 284 1077 288 1080 291 1075 296 1079 299 1078 299 1074 302 1077 300 1076 303 1080 307 1076 309 1078 312 1078 313 1074 318 1079 318 1080 322 1077 323 1078 323 1078 326 1078 330 1073 334 1076 333 1074 338 1077 342 1079 339 1073 348 1073 348 1074 351 1074 353 1074 359 1075 356 1075 362 1073 363 1077 363 1076 367 1075 368 1079 371 1075 372 1079 373 1077 377 1076 380 1075 385 1074 384 1073 387 1075 386 1080 391 1078 393 1074 392 1080 396 1075 397 1074 399 1073 403 1079 402 1075 407 1073 409 1075 412 1077 415 1078 417 1076 419 1076 423 1077 427 1079 431 1079 434 1075 437 1074 438 1078 437 1075 441 1075 441 1073 444 1077 444 1079 446 1074 445 1077 451 1076 454 1078 457 1073 459 1075 463 1073 467 1073 470 1077 470 1077 473 1080 477 1073 478 1074 484 1075 486 1080 489 1076 494 1074 497 1079 502 1079 511 1080 513 1074 518 1073 523 1074 528 1074 529 1080 534 1074 537 1078 100 { m20} R 540 1074 543 1074 546 1078 552 1073 560 1080 561 1077 564 1079 569 1076 572 1073 574 1078 582 1074 587 1077 589 1078 591 1075 602 1073 607 1077 617 1078 617 1076 623 1075 622 1079 626 1078 633 1077 635 1075 637 1074 644 1073 653 1080 651 1077 654 1073 667 1079 676 1079 677 1074 682 1076 686 1077 689 1077 692 1074 696 1080 697 1079 702 1077 704 1079 708 1073 719 1073 720 1073 725 1077 729 1079 741 1080 746 1076 747 1079 754 1078 758 1073 768 1073 773 1076 778 1075 783 1080 788 1079 790 1073 799 1074 812 1073 821 1075 824 1073 827 1080 836 1075 840 1078 861 1074 862 1076 868 1074 875 1076 876 1075 883 1079 887 1076 905 1080 919 1079 926 1076 1014 1076 229 1081 232 1085 235 1086 238 1084 243 1083 244 1085 247 1083 250 1082 251 1082 255 1083 254 1085 260 1085 260 1083 266 1087 267 1081 268 1084 272 1087 276 1083 276 1083 278 1081 280 1081 284 1083 286 1085 288 1085 291 1084 291 1085 294 1085 100 { m20} R 299 1083 302 1087 304 1081 304 1083 309 1083 307 1088 311 1081 312 1084 313 1085 318 1087 321 1087 323 1087 328 1084 331 1084 336 1086 337 1081 340 1087 341 1086 345 1083 349 1085 352 1084 355 1081 358 1085 360 1081 362 1085 364 1085 364 1085 367 1085 370 1083 371 1083 374 1082 379 1082 377 1082 381 1088 384 1087 386 1081 389 1084 391 1085 395 1081 395 1081 399 1081 398 1084 402 1082 405 1084 403 1087 407 1087 412 1084 410 1082 413 1081 417 1082 419 1084 425 1082 426 1086 432 1084 435 1085 438 1085 439 1084 444 1082 446 1082 450 1080 454 1083 455 1081 458 1081 463 1083 466 1081 466 1083 469 1085 473 1083 477 1086 480 1081 484 1083 485 1085 491 1088 493 1081 502 1082 505 1082 511 1084 513 1087 515 1080 519 1083 522 1083 527 1082 532 1081 535 1082 539 1082 543 1085 545 1083 549 1085 554 1082 564 1083 570 1080 572 1086 577 1080 585 1083 590 1086 603 1081 605 1084 615 1087 620 1084 621 1081 100 { m20} R 625 1080 629 1085 631 1081 642 1083 649 1083 655 1081 657 1083 664 1084 668 1084 672 1085 676 1081 679 1085 682 1087 689 1082 694 1088 701 1081 706 1086 716 1081 719 1087 723 1084 732 1083 736 1085 737 1082 743 1083 749 1088 754 1087 761 1081 767 1081 780 1083 796 1084 816 1088 823 1084 827 1082 840 1087 848 1088 850 1082 887 1082 890 1084 908 1083 911 1084 918 1081 921 1083 1003 1085 228 1092 232 1089 233 1092 236 1095 239 1091 246 1091 250 1090 251 1095 255 1088 260 1090 262 1094 264 1094 267 1094 273 1095 278 1093 282 1092 285 1090 289 1090 295 1095 299 1090 302 1092 305 1089 306 1089 311 1090 312 1091 315 1092 317 1091 322 1093 325 1091 328 1091 331 1093 335 1088 337 1091 341 1089 345 1093 347 1093 351 1093 354 1093 356 1095 358 1092 359 1094 359 1091 364 1092 369 1095 369 1092 375 1091 379 1089 378 1089 380 1092 384 1088 390 1091 392 1094 396 1095 401 1094 404 1091 404 1091 408 1095 100 { m20} R 411 1090 414 1089 416 1094 417 1092 421 1091 423 1091 425 1089 431 1093 434 1091 433 1088 438 1089 439 1090 439 1094 446 1090 448 1093 450 1091 454 1092 454 1092 457 1093 460 1092 463 1090 468 1091 471 1089 469 1092 473 1092 476 1092 481 1094 483 1094 486 1095 489 1093 492 1095 497 1095 505 1092 506 1094 509 1092 513 1096 515 1090 526 1090 530 1092 533 1092 538 1095 539 1088 543 1090 545 1094 551 1091 554 1089 560 1089 567 1091 568 1095 573 1091 575 1095 584 1090 584 1094 589 1088 594 1094 595 1090 599 1090 604 1091 606 1092 609 1089 611 1092 614 1088 619 1090 622 1092 625 1090 629 1091 632 1090 634 1088 638 1090 642 1090 644 1089 649 1091 650 1089 660 1096 664 1092 669 1092 673 1094 676 1088 679 1089 681 1091 685 1089 688 1093 690 1095 694 1093 701 1095 706 1095 707 1089 710 1093 713 1089 718 1094 726 1091 731 1095 734 1091 738 1091 740 1094 751 1094 756 1091 758 1091 761 1092 99 { m20} R 772 1095 773 1091 779 1094 788 1091 792 1092 796 1090 801 1091 807 1089 810 1088 835 1089 841 1090 845 1091 847 1095 851 1094 868 1090 881 1093 888 1090 897 1089 906 1095 915 1091 920 1090 945 1088 964 1094 992 1094 229 1096 231 1099 235 1096 239 1096 242 1102 245 1097 248 1101 253 1096 253 1102 260 1102 260 1096 264 1096 269 1099 268 1099 273 1100 275 1100 274 1102 278 1096 280 1101 285 1103 289 1101 291 1098 295 1100 299 1098 301 1096 301 1097 303 1101 309 1103 309 1098 311 1099 314 1097 317 1102 321 1101 323 1100 327 1101 331 1098 335 1101 334 1098 336 1100 339 1097 339 1096 345 1101 347 1099 349 1102 353 1099 353 1096 356 1096 360 1102 362 1099 366 1102 365 1100 368 1101 372 1098 373 1097 376 1099 381 1101 384 1099 387 1099 389 1096 391 1101 393 1098 394 1098 397 1102 401 1103 400 1100 405 1100 402 1101 406 1097 412 1100 414 1103 415 1096 419 1101 421 1101 425 1097 425 1097 430 1099 100 { m20} R 433 1102 437 1098 440 1098 443 1101 447 1096 449 1102 453 1099 457 1100 462 1098 463 1102 465 1100 469 1097 474 1099 480 1102 482 1101 489 1096 492 1099 497 1098 501 1102 505 1099 510 1101 513 1099 518 1102 520 1096 525 1100 531 1096 532 1100 535 1096 538 1096 541 1098 547 1100 548 1100 554 1103 554 1099 559 1099 564 1103 566 1100 570 1099 573 1096 579 1099 584 1097 584 1102 589 1099 592 1101 603 1100 610 1101 612 1100 615 1097 626 1097 628 1097 632 1102 640 1101 642 1097 648 1096 658 1098 663 1099 664 1101 669 1101 671 1096 674 1103 686 1098 690 1097 693 1103 700 1103 706 1097 709 1101 711 1097 714 1099 721 1096 722 1097 724 1102 733 1099 738 1102 744 1102 749 1102 753 1097 760 1100 765 1103 768 1099 770 1097 779 1101 783 1101 790 1096 801 1103 808 1103 812 1097 839 1096 844 1100 846 1096 850 1102 857 1101 859 1101 863 1102 867 1096 869 1100 876 1097 880 1102 915 1099 1000 1101 228 1104 100 { m20 } R 231 1105 234 1105 240 1106 242 1107 244 1107 249 1104 247 1106 253 1110 256 1106 260 1103 263 1104 266 1106 265 1108 270 1108 270 1104 270 1107 274 1110 279 1108 278 1104 282 1104 285 1109 288 1107 290 1109 294 1104 300 1109 306 1104 307 1108 310 1104 319 1106 321 1110 326 1108 326 1107 332 1107 335 1111 333 1103 336 1106 342 1103 345 1106 349 1108 352 1110 356 1106 356 1108 362 1105 363 1109 365 1110 368 1109 370 1104 375 1109 377 1104 380 1108 386 1107 386 1106 391 1111 393 1108 396 1105 399 1108 403 1104 408 1105 407 1107 411 1104 413 1110 418 1104 420 1105 424 1108 426 1105 430 1110 431 1107 433 1104 436 1110 441 1110 443 1106 448 1104 450 1107 455 1106 457 1108 458 1109 459 1106 462 1109 467 1110 469 1111 472 1106 477 1108 480 1106 487 1109 490 1109 498 1105 500 1107 502 1110 508 1107 509 1109 513 1106 518 1105 523 1103 526 1108 531 1110 532 1105 541 1104 542 1106 545 1105 553 1108 100 { m20} R 555 1109 560 1106 567 1106 569 1109 573 1107 581 1110 581 1104 585 1106 590 1110 600 1107 602 1106 604 1107 607 1110 611 1110 614 1108 628 1110 632 1104 637 1106 643 1107 644 1106 650 1109 655 1108 657 1108 663 1110 666 1110 675 1107 680 1104 680 1104 687 1107 693 1109 695 1110 697 1110 701 1105 706 1105 711 1103 716 1109 718 1111 723 1109 727 1107 730 1110 734 1106 742 1108 745 1107 752 1107 753 1107 761 1111 766 1107 770 1104 778 1105 781 1104 783 1107 786 1109 798 1106 801 1105 805 1108 813 1103 820 1103 828 1103 829 1105 845 1104 846 1110 863 1106 869 1110 880 1110 888 1110 931 1103 980 1105 229 1113 231 1116 235 1117 237 1115 241 1114 244 1114 249 1118 251 1111 254 1115 258 1112 263 1118 266 1117 268 1117 271 1113 275 1113 280 1116 282 1114 284 1114 289 1114 289 1114 291 1112 295 1116 297 1115 298 1117 302 1112 306 1116 308 1116 312 1116 313 1114 315 1113 317 1112 320 1114 324 1114 100 { m20} R 329 1114 330 1114 334 1111 339 1113 341 1112 343 1112 348 1112 351 1116 354 1118 359 1116 359 1116 364 1114 367 1112 369 1111 373 1112 378 1112 382 1113 385 1115 388 1115 392 1118 390 1112 392 1112 398 1112 396 1118 399 1114 403 1111 406 1111 412 1115 415 1111 416 1113 420 1114 424 1111 427 1118 431 1113 435 1117 435 1115 441 1113 439 1111 443 1115 448 1115 449 1117 455 1118 456 1111 459 1115 464 1112 468 1113 471 1112 476 1114 479 1118 483 1116 487 1112 491 1113 494 1117 500 1113 502 1115 511 1113 516 1115 519 1117 524 1113 526 1112 528 1117 533 1116 536 1118 539 1114 549 1117 554 1111 557 1115 559 1115 568 1116 582 1114 590 1112 592 1112 605 1115 611 1117 616 1112 621 1114 625 1113 627 1112 631 1117 634 1116 639 1118 641 1117 652 1115 654 1116 666 1112 667 1112 670 1115 676 1111 677 1115 683 1113 686 1112 689 1113 699 1111 702 1112 704 1114 707 1115 712 1117 716 1114 717 1111 99 { m20} R 726 1113 728 1112 731 1119 736 1118 738 1118 741 1114 749 1118 754 1117 760 1116 765 1116 768 1114 775 1112 779 1116 807 1112 811 1113 830 1118 842 1117 855 1114 862 1117 874 1115 884 1118 887 1117 891 1111 893 1111 896 1116 903 1115 948 1118 228 1124 232 1123 234 1123 237 1126 242 1120 246 1119 249 1124 251 1122 255 1124 258 1120 262 1120 266 1121 268 1120 270 1123 274 1121 280 1121 282 1122 285 1126 288 1119 292 1119 296 1124 296 1123 301 1125 304 1125 309 1126 309 1126 310 1119 312 1121 314 1122 318 1123 322 1124 325 1123 328 1122 331 1122 334 1119 340 1121 346 1124 348 1119 351 1126 356 1124 360 1123 363 1121 369 1125 370 1124 373 1121 374 1124 376 1122 378 1124 379 1126 385 1126 386 1124 389 1121 393 1120 397 1122 399 1126 403 1120 408 1120 411 1125 413 1122 418 1122 420 1119 425 1123 428 1121 430 1124 434 1120 436 1121 442 1125 448 1119 450 1122 455 1122 456 1126 461 1121 463 1121 100 { m20} R 467 1123 470 1122 474 1121 484 1120 487 1122 489 1120 494 1124 497 1124 501 1121 502 1123 511 1120 518 1122 518 1120 531 1126 533 1121 542 1124 546 1121 549 1124 553 1126 558 1120 562 1125 570 1125 571 1125 583 1124 585 1119 590 1124 600 1125 604 1126 608 1122 612 1122 616 1120 627 1125 627 1121 633 1125 635 1123 638 1126 644 1121 650 1122 656 1120 659 1125 660 1123 664 1123 668 1125 672 1119 677 1123 681 1121 683 1121 688 1124 697 1121 705 1120 711 1120 714 1124 720 1121 723 1125 727 1121 730 1123 734 1119 743 1120 748 1121 751 1121 754 1121 760 1121 774 1119 789 1119 794 1124 832 1120 837 1124 839 1122 862 1123 877 1122 888 1121 912 1123 917 1122 920 1119 930 1122 998 1119 233 1127 234 1129 237 1131 242 1133 245 1130 248 1129 250 1130 256 1132 258 1132 261 1127 264 1132 270 1130 270 1127 275 1129 279 1128 282 1128 285 1127 284 1129 289 1131 290 1133 294 1129 306 1129 306 1130 306 1133 100 { m20} R 310 1132 313 1129 319 1134 321 1127 323 1129 327 1129 332 1134 335 1134 336 1131 341 1129 340 1129 345 1129 347 1133 347 1131 350 1127 356 1128 357 1129 359 1127 362 1131 365 1127 367 1130 372 1131 372 1134 375 1129 379 1127 378 1129 380 1131 383 1128 388 1128 386 1128 394 1132 397 1127 400 1129 403 1127 407 1128 409 1130 414 1133 418 1131 419 1131 419 1133 423 1133 427 1132 430 1133 434 1132 438 1128 440 1131 445 1132 447 1129 450 1133 454 1129 456 1129 462 1127 462 1127 467 1132 469 1129 473 1131 479 1130 481 1129 489 1133 497 1127 498 1133 505 1133 512 1129 520 1129 525 1133 528 1133 537 1134 541 1127 550 1131 559 1134 563 1131 565 1127 569 1130 572 1133 577 1129 586 1130 590 1128 591 1132 601 1129 609 1133 616 1129 623 1131 628 1131 636 1127 643 1134 651 1131 656 1133 659 1132 661 1129 666 1127 667 1127 673 1128 675 1131 677 1129 680 1129 686 1130 688 1130 690 1132 695 1129 699 1132 100 { m20} R 701 1126 707 1132 712 1133 713 1127 718 1134 721 1134 723 1126 728 1133 732 1133 733 1130 745 1132 746 1128 754 1131 757 1130 761 1133 769 1133 773 1129 782 1132 791 1128 800 1130 803 1126 827 1130 831 1127 840 1131 843 1131 846 1130 861 1129 865 1132 871 1133 873 1133 892 1128 897 1133 899 1133 903 1127 918 1132 939 1133 964 1128 230 1138 231 1135 235 1137 238 1141 242 1136 247 1134 250 1134 255 1140 259 1137 260 1138 265 1141 269 1136 272 1135 279 1135 281 1139 286 1139 289 1136 288 1138 290 1136 295 1136 297 1136 300 1138 304 1141 309 1137 312 1136 313 1140 316 1139 321 1138 323 1136 327 1136 331 1141 335 1142 337 1140 341 1135 345 1136 347 1135 351 1139 353 1139 357 1140 361 1138 365 1135 369 1135 371 1134 374 1139 376 1136 381 1134 383 1135 384 1137 387 1137 391 1135 390 1141 395 1141 396 1140 400 1138 405 1136 408 1138 411 1135 412 1141 418 1142 421 1139 424 1138 425 1138 428 1137 100 { m20} R 431 1140 432 1135 440 1142 445 1135 447 1136 451 1141 454 1142 457 1141 460 1135 463 1135 465 1136 469 1140 474 1139 476 1141 489 1140 495 1138 500 1137 502 1138 507 1141 510 1139 515 1141 524 1141 525 1136 532 1139 537 1140 540 1137 547 1139 548 1136 557 1141 559 1134 564 1140 567 1140 569 1137 572 1141 578 1135 583 1137 590 1136 592 1140 596 1137 605 1135 613 1136 616 1134 626 1136 627 1141 635 1137 639 1141 643 1140 644 1140 652 1142 660 1140 663 1136 665 1135 669 1137 673 1138 677 1139 680 1136 686 1137 690 1137 690 1141 694 1138 705 1139 711 1134 715 1142 719 1135 720 1138 726 1137 732 1140 737 1136 741 1142 743 1139 753 1137 753 1141 770 1141 781 1138 794 1140 796 1141 810 1141 818 1140 823 1140 830 1139 842 1136 846 1140 863 1136 870 1138 888 1141 900 1140 910 1139 227 1142 230 1149 234 1142 240 1148 244 1142 249 1146 250 1148 253 1145 257 1148 261 1147 263 1143 269 1143 99 { m20} R 272 1145 276 1143 280 1148 280 1143 286 1147 289 1143 292 1143 296 1144 296 1147 297 1143 300 1145 303 1144 308 1148 306 1145 312 1146 313 1145 317 1147 320 1147 325 1147 327 1142 329 1142 330 1148 336 1146 336 1144 342 1149 341 1144 345 1145 344 1142 348 1143 350 1149 355 1144 357 1146 359 1142 363 1146 364 1149 369 1143 369 1142 375 1148 378 1145 381 1144 384 1147 386 1145 391 1145 392 1143 402 1143 404 1147 407 1148 412 1146 413 1145 417 1149 421 1149 423 1148 426 1144 432 1145 433 1148 438 1144 439 1144 443 1144 447 1144 451 1143 453 1145 461 1146 462 1145 471 1144 472 1146 477 1142 481 1146 492 1147 500 1147 508 1149 512 1143 517 1144 522 1147 530 1146 533 1147 537 1149 539 1145 550 1144 551 1145 556 1146 558 1147 564 1142 576 1148 582 1147 587 1148 590 1145 596 1143 598 1142 602 1145 608 1142 613 1146 622 1149 627 1149 630 1146 635 1146 641 1145 645 1146 653 1145 659 1148 662 1145 100 { m20} R 663 1149 671 1144 674 1147 678 1147 689 1144 692 1147 696 1148 699 1142 701 1145 704 1144 707 1144 713 1142 715 1145 717 1145 722 1143 727 1147 730 1147 736 1142 738 1147 745 1144 755 1144 759 1144 777 1145 780 1144 784 1148 801 1145 803 1144 806 1145 814 1144 823 1146 829 1146 837 1144 845 1145 846 1149 851 1148 857 1143 864 1144 869 1149 894 1145 907 1145 909 1149 939 1149 1006 1143 229 1155 232 1154 234 1152 238 1156 243 1153 244 1156 248 1155 253 1152 256 1152 257 1151 264 1154 268 1151 272 1153 276 1154 279 1157 283 1156 285 1152 287 1151 292 1151 294 1150 298 1150 300 1154 308 1156 312 1157 316 1150 320 1151 326 1152 333 1153 338 1153 345 1155 348 1153 350 1150 354 1154 357 1156 359 1157 365 1157 367 1151 370 1153 374 1150 379 1151 385 1156 382 1151 386 1152 389 1157 393 1154 396 1153 400 1156 405 1155 413 1154 416 1155 424 1151 426 1156 430 1157 433 1150 438 1156 439 1156 445 1157 100 { m20} R 451 1154 458 1157 460 1154 463 1157 468 1154 476 1150 479 1154 483 1150 485 1153 490 1156 496 1153 500 1154 503 1153 506 1152 510 1153 514 1149 516 1154 519 1152 523 1157 525 1155 528 1154 534 1155 540 1150 544 1153 545 1152 550 1153 554 1152 559 1152 561 1153 565 1150 568 1150 574 1153 575 1153 579 1156 583 1152 589 1153 607 1152 608 1157 611 1156 617 1151 619 1150 626 1150 632 1152 638 1154 641 1150 645 1150 657 1152 660 1156 660 1152 666 1157 669 1154 672 1151 676 1152 677 1151 681 1152 686 1150 689 1152 690 1155 696 1150 698 1154 701 1150 703 1151 709 1151 713 1156 716 1150 719 1150 720 1155 727 1153 733 1155 738 1151 746 1154 762 1154 779 1155 800 1151 812 1154 819 1157 826 1149 835 1154 844 1155 854 1151 858 1156 859 1156 878 1156 883 1156 894 1157 899 1151 913 1157 917 1154 932 1150 985 1155 1004 1154 230 1158 231 1162 234 1160 239 1164 243 1163 245 1160 256 1163 257 1159 260 1164 100 { m20} R 266 1161 266 1158 267 1161 270 1157 273 1160 278 1160 284 1158 288 1163 292 1161 295 1161 297 1163 301 1160 300 1158 305 1162 306 1157 310 1158 315 1164 317 1160 322 1158 324 1161 331 1158 335 1159 337 1158 340 1160 346 1162 347 1160 352 1162 353 1163 356 1164 363 1164 369 1163 371 1158 375 1161 377 1163 381 1163 383 1159 387 1163 391 1164 394 1164 399 1162 400 1162 402 1159 410 1161 413 1157 417 1160 420 1162 423 1161 426 1164 434 1159 438 1158 439 1159 444 1157 447 1163 452 1160 457 1160 464 1161 468 1162 471 1160 474 1158 475 1159 480 1160 484 1162 494 1164 498 1164 501 1161 505 1161 511 1164 519 1165 523 1163 525 1158 530 1164 534 1163 537 1160 542 1158 551 1159 551 1160 561 1162 564 1163 568 1159 573 1160 574 1160 581 1161 591 1162 594 1159 606 1162 611 1163 616 1162 624 1158 630 1158 633 1158 637 1163 649 1163 651 1160 655 1165 658 1160 664 1164 668 1160 679 1160 681 1164 686 1158 100 { m20} R 690 1162 694 1161 698 1158 701 1163 705 1162 712 1163 713 1164 719 1160 720 1160 726 1160 727 1162 730 1162 735 1162 737 1157 749 1163 751 1162 758 1164 766 1158 774 1161 781 1161 787 1162 799 1162 805 1161 809 1163 820 1162 831 1165 832 1165 838 1162 842 1163 844 1162 847 1162 851 1159 860 1164 874 1158 877 1162 885 1162 894 1163 900 1160 914 1162 229 1165 230 1168 236 1165 239 1172 240 1172 246 1166 250 1168 251 1171 257 1166 266 1172 269 1168 276 1169 277 1165 281 1170 289 1171 292 1169 296 1171 297 1171 300 1171 306 1168 313 1171 318 1169 321 1169 324 1172 328 1166 330 1170 335 1169 337 1166 339 1166 351 1168 355 1169 362 1169 368 1168 372 1165 375 1168 378 1166 379 1167 384 1167 386 1167 389 1167 395 1168 396 1168 404 1168 408 1165 412 1166 413 1171 416 1169 419 1171 427 1167 430 1169 434 1167 436 1168 439 1172 446 1168 448 1166 452 1170 456 1170 459 1171 467 1171 472 1172 99 { m20} R 475 1168 481 1172 484 1170 491 1171 493 1167 496 1168 500 1172 507 1171 514 1172 517 1167 518 1168 522 1168 532 1168 539 1169 552 1172 556 1169 563 1166 567 1170 573 1172 574 1170 583 1172 587 1168 591 1171 596 1170 599 1171 602 1166 606 1170 616 1169 623 1168 625 1167 630 1169 634 1171 635 1165 637 1166 642 1167 646 1167 649 1172 651 1171 654 1167 662 1172 664 1172 669 1169 671 1169 673 1169 678 1169 683 1170 685 1171 687 1168 694 1169 700 1169 704 1171 711 1172 713 1166 721 1167 724 1166 726 1172 735 1172 739 1170 743 1168 747 1169 758 1167 782 1172 784 1171 789 1170 791 1165 794 1167 797 1170 808 1167 812 1167 817 1166 820 1165 826 1171 834 1168 844 1168 846 1166 861 1166 865 1172 871 1169 874 1171 882 1167 887 1168 951 1167 228 1174 240 1173 242 1175 245 1177 249 1177 252 1180 255 1173 259 1178 261 1177 264 1176 268 1173 270 1178 272 1180 275 1178 279 1175 280 1174 289 1176 292 1179 100 { m20} R 294 1174 309 1179 311 1178 313 1177 319 1176 321 1179 323 1174 331 1176 342 1179 349 1174 353 1178 358 1177 362 1176 365 1174 368 1179 372 1177 374 1173 377 1173 382 1173 384 1175 390 1178 394 1173 400 1174 405 1174 407 1175 410 1176 415 1176 419 1178 424 1178 426 1173 434 1179 437 1173 441 1179 445 1179 445 1179 449 1177 453 1175 455 1176 464 1174 468 1179 480 1178 482 1174 492 1177 496 1179 503 1180 508 1180 511 1180 511 1174 517 1179 523 1176 528 1178 530 1180 532 1176 537 1176 541 1176 545 1177 551 1180 552 1173 554 1176 564 1178 572 1174 580 1178 581 1177 586 1173 592 1174 597 1176 606 1180 608 1179 620 1173 621 1175 639 1180 646 1178 647 1177 650 1173 656 1179 657 1175 663 1175 670 1180 677 1175 682 1177 686 1174 689 1175 691 1177 694 1175 697 1173 701 1178 704 1178 709 1176 716 1178 722 1177 725 1176 728 1178 730 1176 737 1176 742 1179 750 1180 753 1174 756 1179 762 1179 763 1179 100 { m20 } R 769 1178 773 1179 782 1173 790 1175 805 1179 807 1180 812 1178 815 1178 820 1178 822 1179 837 1179 844 1174 848 1177 857 1175 859 1178 871 1176 881 1174 884 1177 890 1174 894 1178 896 1175 901 1179 915 1177 919 1177 944 1176 229 1181 231 1181 237 1186 237 1187 242 1180 246 1186 248 1186 252 1185 254 1182 257 1182 266 1180 267 1185 270 1184 275 1186 278 1184 280 1186 284 1181 287 1184 292 1185 296 1185 301 1182 304 1182 308 1187 312 1183 314 1187 316 1186 320 1181 328 1184 331 1186 333 1182 336 1183 341 1181 343 1187 347 1188 351 1184 357 1183 360 1182 364 1184 366 1185 369 1186 373 1187 379 1182 380 1182 382 1183 390 1180 395 1186 398 1187 399 1186 408 1182 411 1183 419 1185 423 1185 430 1185 433 1181 437 1183 440 1182 442 1183 446 1188 453 1184 457 1188 459 1182 463 1185 471 1181 477 1183 478 1185 488 1186 495 1184 498 1183 507 1186 508 1185 517 1186 518 1182 522 1180 530 1185 537 1182 100 { m20} R 538 1181 555 1188 558 1186 563 1185 564 1181 571 1187 577 1182 580 1185 581 1182 585 1182 588 1184 591 1184 597 1183 598 1187 603 1187 607 1186 608 1185 611 1182 615 1182 619 1186 626 1187 631 1184 635 1187 642 1186 646 1182 650 1184 654 1185 661 1184 668 1182 676 1187 678 1182 681 1184 685 1182 689 1185 691 1183 700 1181 703 1182 706 1184 710 1181 719 1182 721 1188 726 1184 727 1184 730 1182 734 1184 748 1182 750 1185 754 1186 757 1181 760 1184 765 1183 766 1181 769 1186 787 1184 792 1187 795 1182 802 1185 807 1187 826 1180 835 1187 851 1187 867 1186 870 1185 874 1182 880 1188 885 1185 889 1184 893 1186 901 1183 913 1185 946 1187 227 1189 230 1190 234 1191 237 1188 243 1190 246 1190 253 1188 265 1191 269 1190 271 1189 280 1189 283 1190 284 1191 286 1193 290 1193 294 1189 299 1190 301 1194 304 1194 312 1191 314 1190 318 1191 321 1188 324 1193 337 1194 343 1192 353 1189 357 1188 360 1189 100 { m20} R 363 1195 366 1194 370 1191 378 1188 380 1193 383 1191 388 1190 390 1189 400 1189 402 1190 407 1191 411 1190 416 1192 425 1188 427 1190 434 1191 435 1194 442 1188 443 1189 446 1194 449 1194 456 1193 469 1191 502 1195 509 1194 515 1195 519 1194 523 1193 525 1190 531 1194 534 1193 538 1192 539 1190 542 1193 546 1195 549 1190 554 1192 567 1189 569 1190 573 1193 579 1188 582 1192 590 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901 1209 910 1209 229 1212 230 1215 237 1217 242 1213 245 1216 248 1217 250 1213 256 1217 258 1212 260 1216 268 1212 280 1213 285 1217 291 1214 299 1214 302 1218 314 1217 318 1212 323 1215 333 1214 341 1217 343 1217 348 1211 351 1218 357 1215 361 1214 100 { m20} R 370 1215 373 1214 381 1212 408 1212 413 1213 421 1214 425 1216 429 1217 436 1218 451 1215 480 1212 487 1216 495 1217 495 1216 501 1212 503 1215 507 1212 512 1214 515 1215 523 1218 526 1217 529 1212 533 1215 536 1213 541 1214 545 1214 558 1211 571 1216 575 1216 580 1217 585 1218 589 1214 621 1213 626 1217 632 1214 636 1216 638 1216 642 1218 646 1218 650 1211 657 1211 663 1214 670 1211 672 1216 676 1212 677 1211 685 1215 687 1213 691 1215 693 1213 699 1217 700 1215 707 1214 713 1216 720 1216 725 1218 727 1214 731 1214 734 1215 739 1214 740 1214 757 1215 759 1212 765 1212 769 1213 792 1215 795 1213 803 1218 817 1218 829 1212 834 1214 858 1217 868 1215 869 1211 875 1215 884 1216 885 1214 905 1212 227 1224 230 1222 234 1223 240 1221 248 1219 253 1220 269 1225 273 1224 274 1226 278 1221 280 1220 283 1219 289 1220 291 1221 293 1222 298 1225 300 1221 304 1223 309 1224 313 1222 322 1225 323 1223 100 { m20} R 329 1220 333 1220 345 1219 352 1223 353 1223 366 1222 374 1225 377 1221 381 1220 386 1219 409 1219 410 1219 418 1225 421 1226 434 1219 451 1224 454 1224 465 1226 469 1225 472 1222 489 1222 492 1219 495 1225 507 1223 510 1221 517 1224 523 1221 528 1221 529 1223 533 1223 550 1221 553 1226 555 1223 560 1219 564 1219 574 1219 577 1221 580 1225 596 1221 598 1220 605 1224 612 1220 619 1219 621 1225 641 1225 645 1222 654 1220 658 1219 661 1223 665 1225 674 1219 680 1222 681 1226 687 1226 693 1219 695 1221 697 1219 702 1224 707 1225 722 1222 725 1223 729 1223 732 1222 733 1223 742 1219 743 1223 751 1224 755 1224 761 1226 777 1221 789 1221 794 1219 799 1222 811 1225 821 1226 823 1224 830 1219 846 1220 851 1226 853 1221 859 1219 862 1225 874 1221 876 1220 879 1222 894 1221 910 1225 931 1224 973 1222 983 1224 236 1227 238 1229 241 1226 244 1230 249 1230 252 1233 255 1234 267 1234 275 1227 99 { m20} R 287 1228 291 1233 296 1227 298 1227 302 1231 306 1231 308 1227 312 1229 317 1229 326 1233 331 1231 335 1234 340 1228 346 1232 347 1230 349 1229 362 1234 363 1230 367 1233 374 1233 379 1226 384 1230 386 1229 400 1232 425 1229 434 1231 453 1226 459 1230 470 1228 476 1228 491 1227 492 1229 495 1234 500 1227 504 1227 505 1233 509 1230 512 1230 518 1228 519 1231 527 1231 529 1233 536 1227 539 1232 542 1233 547 1229 550 1229 555 1231 559 1232 567 1227 571 1228 575 1226 579 1230 584 1232 589 1230 593 1233 595 1233 602 1231 605 1228 607 1228 611 1228 615 1233 618 1227 623 1231 625 1232 629 1227 643 1231 651 1234 656 1230 659 1232 663 1231 667 1227 667 1229 672 1230 673 1234 679 1233 695 1228 702 1228 705 1233 707 1233 712 1231 716 1232 721 1234 728 1233 735 1227 736 1229 750 1232 753 1228 757 1227 763 1231 768 1233 772 1226 773 1227 781 1228 787 1232 793 1227 798 1233 808 1233 811 1233 818 1231 100 { m20} R 827 1227 832 1229 833 1230 850 1228 857 1229 869 1227 875 1232 885 1232 892 1227 903 1228 910 1231 926 1233 230 1238 237 1235 239 1240 250 1238 250 1236 254 1241 259 1241 262 1241 266 1237 271 1241 275 1242 284 1240 288 1237 292 1236 301 1236 304 1241 306 1235 329 1240 331 1239 342 1236 343 1236 351 1241 362 1234 371 1237 375 1238 381 1236 383 1238 406 1234 411 1237 416 1240 419 1241 424 1235 433 1239 441 1236 445 1236 450 1237 455 1235 463 1237 474 1241 485 1239 488 1235 504 1237 510 1236 514 1238 517 1239 522 1234 525 1239 547 1236 548 1234 553 1241 556 1238 559 1234 564 1238 572 1239 581 1238 584 1241 587 1238 588 1237 593 1234 597 1236 600 1236 603 1238 610 1238 621 1237 625 1235 629 1238 632 1235 639 1239 647 1240 658 1240 676 1236 679 1238 686 1237 691 1241 694 1239 698 1236 701 1235 708 1239 715 1240 719 1236 722 1235 725 1239 728 1236 739 1236 741 1239 747 1241 751 1236 754 1238 100 { m20} R 770 1236 774 1234 776 1237 786 1241 787 1238 794 1235 800 1239 807 1236 813 1241 824 1241 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656 1256 658 1254 666 1256 670 1254 671 1252 678 1252 681 1250 690 1255 695 1250 701 1253 706 1252 707 1253 710 1253 716 1250 717 1253 721 1250 726 1252 729 1251 731 1253 742 1250 746 1255 750 1257 756 1257 766 1250 770 1250 774 1251 784 1253 788 1255 793 1254 812 1255 813 1249 816 1249 847 1252 852 1252 856 1254 862 1253 872 1256 878 1252 888 1252 890 1255 896 1252 908 1257 934 1253 935 1252 1018 1256 227 1258 233 1259 236 1258 239 1259 251 1262 253 1264 258 1259 274 1258 282 1261 284 1259 308 1263 310 1257 314 1259 317 1260 322 1263 326 1264 331 1262 336 1262 354 1259 357 1257 360 1260 366 1264 366 1260 376 1263 381 1263 99 { m20} R 402 1261 418 1260 423 1264 428 1260 430 1264 436 1257 439 1259 444 1258 454 1260 456 1265 462 1258 474 1258 478 1262 495 1259 503 1260 506 1260 517 1263 522 1258 533 1257 539 1257 543 1259 547 1263 550 1260 552 1259 558 1258 566 1259 570 1261 571 1258 575 1261 579 1259 582 1265 587 1261 588 1262 591 1258 595 1261 599 1262 603 1260 605 1264 616 1260 617 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559 1272 564 1265 565 1268 571 1269 579 1268 587 1266 600 1268 605 1268 609 1272 615 1269 620 1268 629 1266 636 1266 640 1270 645 1265 649 1265 652 1270 656 1268 658 1270 665 1269 667 1268 673 1268 674 1271 678 1272 683 1271 686 1267 690 1269 690 1265 696 1266 698 1271 697 1266 703 1271 704 1269 709 1270 711 1268 716 1265 719 1270 721 1268 726 1267 730 1266 736 1271 739 1271 748 1270 766 1266 768 1269 772 1268 778 1268 780 1268 787 1266 792 1267 796 1270 100 { m20 } R 805 1271 809 1271 831 1268 836 1267 845 1270 848 1271 851 1269 858 1272 860 1268 864 1268 870 1267 907 1271 943 1266 1000 1265 1018 1268 234 1275 250 1276 254 1276 262 1273 266 1280 271 1273 279 1273 285 1277 301 1273 314 1278 320 1280 331 1274 333 1280 338 1276 345 1279 348 1278 349 1277 373 1279 388 1273 391 1280 400 1278 403 1280 407 1277 418 1275 422 1275 436 1274 442 1274 448 1275 450 1273 458 1275 480 1274 485 1277 495 1277 502 1276 507 1276 510 1278 516 1279 518 1279 524 1278 528 1278 536 1273 539 1277 542 1278 547 1274 550 1277 551 1278 555 1279 561 1279 563 1277 572 1276 576 1277 579 1273 582 1280 589 1278 592 1279 599 1276 613 1274 619 1276 625 1276 629 1273 632 1280 635 1279 643 1277 647 1279 655 1278 658 1276 665 1280 668 1272 670 1276 676 1273 680 1273 681 1279 684 1274 688 1278 693 1279 697 1280 705 1279 708 1276 712 1277 713 1277 717 1275 722 1279 725 1278 737 1273 756 1273 100 { m20} R 759 1273 760 1279 764 1276 767 1276 770 1278 773 1276 777 1273 787 1280 791 1273 805 1276 810 1277 814 1279 816 1274 822 1278 831 1275 833 1276 838 1276 860 1279 878 1277 880 1275 882 1277 889 1278 898 1276 918 1279 936 1276 967 1275 983 1279 988 1279 227 1287 230 1280 248 1286 252 1281 259 1284 260 1284 269 1283 285 1283 291 1280 299 1282 300 1285 317 1282 326 1282 331 1282 334 1282 339 1285 339 1288 346 1286 349 1284 361 1281 364 1286 366 1283 372 1287 400 1287 404 1282 408 1284 429 1284 434 1280 435 1285 449 1283 453 1286 458 1287 459 1286 473 1287 485 1284 486 1281 504 1287 508 1282 508 1284 514 1287 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423 1300 428 1299 433 1302 436 1300 443 1298 451 1303 463 1300 468 1301 470 1298 477 1299 484 1301 485 1302 100 { m20} R 511 1299 514 1301 515 1302 519 1299 523 1297 529 1301 538 1301 543 1302 548 1296 555 1301 559 1296 565 1303 573 1300 577 1301 578 1297 582 1296 586 1301 594 1298 598 1301 604 1296 609 1301 612 1296 614 1300 618 1298 625 1297 628 1300 631 1298 635 1299 638 1300 642 1303 644 1301 651 1297 657 1302 667 1302 668 1297 674 1298 679 1298 686 1298 689 1297 690 1302 697 1300 700 1302 704 1298 712 1297 714 1298 722 1298 729 1300 736 1300 737 1300 741 1302 744 1300 747 1299 753 1302 757 1296 767 1299 771 1298 774 1303 777 1298 780 1300 786 1297 788 1301 793 1300 802 1296 809 1297 811 1300 813 1300 832 1298 839 1302 840 1298 845 1298 847 1296 852 1300 860 1296 865 1299 875 1298 884 1300 896 1303 912 1297 915 1299 939 1299 974 1302 989 1300 231 1307 248 1309 256 1310 261 1309 270 1304 281 1308 290 1308 309 1305 324 1305 337 1305 339 1311 344 1310 350 1306 357 1306 368 1304 382 1305 393 1310 399 1309 100 { m20} R 404 1308 411 1307 413 1306 424 1308 429 1310 434 1306 440 1305 462 1309 473 1304 477 1304 479 1304 483 1307 487 1305 490 1306 502 1310 507 1304 509 1309 513 1305 521 1311 527 1309 531 1307 538 1310 543 1308 546 1303 553 1307 558 1304 563 1307 570 1304 576 1307 577 1307 584 1304 591 1308 592 1308 600 1306 603 1304 607 1310 608 1309 611 1306 614 1307 622 1308 624 1308 632 1305 634 1303 641 1309 650 1310 651 1307 654 1304 661 1308 664 1308 674 1309 683 1309 685 1308 690 1308 691 1305 703 1309 713 1309 722 1308 725 1309 738 1306 745 1310 749 1307 753 1309 759 1309 760 1310 765 1303 770 1308 773 1306 776 1311 795 1305 800 1306 808 1311 815 1304 820 1305 824 1306 827 1306 841 1306 845 1307 847 1309 851 1308 856 1305 860 1306 863 1305 868 1303 870 1308 893 1304 895 1310 899 1305 906 1311 926 1308 934 1305 943 1308 999 1306 233 1312 240 1317 259 1317 264 1314 275 1313 279 1311 285 1312 287 1316 100 { m20} R 291 1312 293 1318 310 1311 319 1311 339 1316 354 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376 1321 391 1320 400 1323 411 1320 416 1319 445 1326 452 1325 458 1325 472 1322 481 1320 488 1324 489 1325 493 1323 498 1323 501 1324 505 1324 508 1319 517 1326 527 1322 531 1324 550 1325 553 1321 556 1319 558 1322 562 1325 566 1323 571 1324 578 1323 600 1324 602 1324 607 1320 609 1324 617 1324 624 1320 627 1321 632 1320 636 1321 640 1322 641 1326 646 1319 649 1322 651 1319 656 1322 659 1324 661 1319 668 1323 672 1322 676 1321 679 1325 686 1326 689 1324 692 1321 695 1326 699 1322 702 1322 705 1320 707 1324 713 1319 714 1322 717 1321 721 1326 729 1320 745 1324 746 1324 751 1322 756 1323 762 1322 764 1323 766 1326 778 1319 790 1319 795 1321 797 1321 802 1324 803 1320 807 1323 813 1321 824 1323 831 1323 847 1324 851 1319 869 1321 882 1320 891 1324 99 { m20} R 914 1319 973 1324 981 1322 1000 1321 230 1330 237 1330 245 1330 252 1330 256 1332 257 1333 260 1329 266 1332 278 1334 285 1331 292 1327 296 1328 306 1330 310 1328 315 1329 321 1331 332 1329 339 1332 351 1332 358 1330 367 1329 374 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346 1338 350 1336 357 1337 361 1337 365 1340 368 1336 398 1341 407 1336 410 1341 426 1339 429 1341 434 1338 436 1338 455 1338 456 1336 460 1340 466 1342 472 1334 477 1336 485 1338 492 1341 501 1341 505 1334 516 1336 522 1337 528 1339 534 1334 536 1340 539 1336 543 1334 547 1337 550 1339 553 1336 555 1340 561 1338 564 1334 567 1335 570 1335 573 1340 576 1339 583 1340 586 1339 588 1334 598 1341 604 1341 609 1335 616 1338 620 1340 621 1335 632 1334 635 1335 639 1337 645 1338 648 1335 655 1337 659 1334 662 1337 667 1336 667 1340 671 1337 676 1334 679 1335 683 1340 688 1338 691 1340 100 { m20} R 695 1336 698 1340 704 1339 712 1340 715 1341 718 1341 724 1336 729 1340 737 1336 750 1341 753 1340 757 1341 761 1339 767 1335 772 1336 788 1341 791 1334 793 1337 798 1336 802 1335 808 1340 814 1337 816 1339 825 1336 830 1338 835 1339 841 1340 845 1336 851 1340 855 1335 865 1340 869 1338 878 1341 880 1335 882 1337 887 1338 894 1341 899 1337 906 1336 914 1339 935 1335 948 1341 958 1341 971 1338 269 1346 282 1347 299 1343 305 1342 309 1347 311 1348 327 1347 331 1342 334 1347 347 1349 358 1348 361 1345 367 1347 380 1348 392 1349 396 1345 405 1343 413 1345 432 1345 447 1345 458 1342 464 1348 465 1346 470 1349 472 1345 477 1345 481 1345 482 1343 491 1346 495 1346 501 1346 507 1347 509 1346 515 1346 515 1342 522 1348 525 1348 530 1342 533 1347 536 1344 539 1348 544 1346 545 1347 549 1349 553 1346 555 1342 559 1348 562 1342 567 1344 573 1347 575 1349 579 1347 583 1348 587 1349 588 1345 593 1347 100 { m20} R 595 1342 604 1345 607 1348 616 1345 619 1343 623 1349 625 1346 631 1344 645 1344 650 1344 654 1346 657 1344 667 1342 667 1347 673 1348 681 1344 683 1348 687 1342 690 1349 696 1345 697 1344 702 1344 706 1347 708 1345 713 1343 719 1342 723 1343 723 1342 729 1345 731 1347 734 1344 743 1346 747 1348 752 1347 755 1343 757 1349 760 1344 764 1346 775 1343 782 1345 786 1344 793 1345 809 1345 811 1345 818 1343 821 1344 825 1342 827 1349 837 1348 841 1343 846 1346 854 1349 861 1346 869 1344 874 1344 877 1343 885 1343 894 1344 909 1346 920 1342 938 1343 965 1342 1002 1345 240 1351 245 1351 247 1352 267 1354 275 1354 277 1354 281 1356 314 1350 319 1355 325 1351 363 1353 382 1351 388 1352 394 1356 408 1353 409 1349 414 1355 416 1352 424 1355 428 1353 431 1349 433 1354 436 1349 439 1356 443 1353 448 1350 450 1355 457 1357 465 1351 465 1351 471 1352 479 1351 484 1351 487 1355 492 1354 502 1355 505 1352 100 { m20} R 511 1352 518 1351 531 1355 536 1353 540 1353 545 1356 556 1355 568 1351 573 1356 575 1350 583 1354 587 1354 588 1353 597 1354 602 1354 607 1356 616 1351 620 1352 622 1352 625 1349 634 1351 634 1350 648 1355 653 1351 658 1356 663 1353 666 1356 670 1353 673 1353 682 1355 683 1356 688 1356 692 1351 694 1357 697 1356 703 1353 707 1357 710 1351 716 1352 721 1357 725 1357 727 1353 730 1354 737 1356 745 1349 747 1351 755 1355 757 1355 761 1354 775 1350 778 1356 780 1350 788 1354 798 1353 807 1350 809 1353 814 1351 816 1355 820 1354 825 1354 828 1356 830 1350 834 1352 836 1357 839 1353 850 1353 859 1355 866 1353 881 1350 883 1356 889 1350 894 1355 899 1355 902 1352 927 1355 939 1355 945 1355 981 1354 985 1350 230 1358 230 1360 235 1358 249 1360 253 1359 259 1360 260 1363 268 1357 272 1362 273 1362 287 1359 294 1363 297 1359 309 1360 319 1364 323 1363 335 1361 337 1362 342 1358 347 1358 99 { m20} R 362 1363 372 1360 383 1361 393 1359 411 1361 425 1357 429 1361 443 1363 450 1360 454 1361 464 1360 467 1359 469 1358 475 1364 482 1361 485 1364 488 1363 492 1361 496 1359 500 1363 501 1360 511 1359 513 1358 518 1363 519 1358 525 1359 529 1360 533 1360 537 1360 546 1359 553 1360 558 1360 564 1357 568 1362 572 1361 580 1364 586 1360 592 1361 604 1360 610 1361 615 1364 619 1359 622 1360 624 1359 629 1359 631 1364 637 1364 646 1361 648 1359 653 1359 656 1362 658 1361 661 1357 665 1359 669 1361 670 1362 679 1364 680 1364 686 1363 687 1363 690 1360 695 1364 697 1361 702 1358 704 1360 709 1360 711 1360 714 1360 718 1361 721 1364 727 1363 730 1364 733 1362 739 1363 740 1359 745 1365 752 1363 754 1360 759 1360 760 1360 767 1358 770 1362 775 1358 782 1360 784 1360 787 1357 792 1360 798 1363 811 1360 814 1361 819 1361 834 1359 839 1359 843 1363 847 1364 851 1364 865 1361 887 1358 898 1363 899 1360 100 { m20} R 918 1364 933 1364 940 1358 959 1361 996 1362 230 1372 230 1372 242 1368 247 1372 252 1367 256 1370 265 1367 270 1370 276 1370 280 1370 285 1369 287 1371 290 1369 294 1366 302 1369 308 1366 331 1369 336 1369 359 1366 370 1371 377 1369 385 1365 386 1366 399 1370 404 1369 406 1372 414 1370 419 1369 423 1368 431 1365 442 1367 448 1367 452 1369 456 1365 460 1368 467 1365 471 1370 473 1370 480 1367 487 1369 498 1370 508 1367 512 1366 515 1365 524 1367 526 1370 530 1366 532 1371 535 1368 550 1367 553 1372 559 1371 562 1370 566 1366 568 1370 587 1370 590 1367 596 1369 597 1372 603 1370 605 1371 609 1368 616 1371 626 1369 629 1368 633 1367 636 1371 643 1369 645 1369 651 1367 656 1370 663 1366 667 1369 671 1372 674 1368 685 1368 688 1367 691 1366 694 1372 700 1367 709 1367 713 1372 715 1365 719 1367 723 1369 726 1370 727 1370 732 1368 737 1371 740 1366 748 1370 751 1367 753 1366 756 1370 764 1365 100 { m20 } R 767 1371 771 1369 779 1368 783 1370 795 1369 798 1371 822 1368 830 1367 842 1371 848 1368 850 1369 867 1368 871 1371 875 1371 884 1371 893 1366 902 1365 911 1371 924 1372 933 1371 963 1371 971 1370 984 1366 1002 1371 1010 1371 230 1379 240 1374 246 1378 248 1375 252 1373 255 1376 260 1378 261 1373 273 1377 281 1376 321 1379 325 1377 331 1376 342 1379 351 1374 353 1380 368 1376 371 1375 378 1375 382 1377 385 1374 398 1378 403 1373 416 1379 436 1372 446 1375 454 1379 457 1376 462 1376 462 1378 476 1378 479 1379 484 1380 488 1373 491 1377 493 1380 495 1374 499 1376 510 1378 512 1378 517 1377 520 1379 523 1374 527 1380 533 1376 537 1377 538 1375 551 1374 551 1378 558 1373 558 1375 563 1376 574 1377 576 1372 580 1380 583 1377 585 1375 587 1375 592 1375 595 1379 600 1377 602 1379 607 1378 610 1377 614 1378 614 1376 620 1373 623 1374 625 1375 627 1375 633 1377 635 1378 639 1374 643 1376 645 1378 100 { m20} R 649 1379 653 1378 657 1376 663 1380 666 1379 669 1375 671 1379 676 1377 677 1378 681 1373 684 1379 687 1373 690 1377 698 1374 700 1376 704 1378 707 1379 714 1375 717 1379 723 1377 728 1378 730 1377 734 1379 737 1378 740 1375 749 1373 754 1377 757 1375 766 1377 779 1375 788 1373 792 1374 796 1377 800 1375 804 1375 807 1380 812 1375 814 1375 822 1379 823 1375 828 1374 830 1373 835 1374 843 1379 848 1379 854 1372 858 1378 864 1377 868 1374 874 1375 894 1375 898 1378 905 1376 923 1376 925 1377 946 1374 1002 1373 1015 1375 237 1380 243 1385 250 1381 256 1380 268 1383 276 1386 278 1385 281 1382 291 1381 313 1383 324 1381 341 1386 351 1386 354 1385 375 1383 379 1386 383 1383 387 1384 390 1387 403 1387 413 1384 421 1382 429 1387 439 1387 446 1383 450 1386 455 1384 456 1385 461 1382 464 1382 466 1386 479 1386 483 1380 486 1383 490 1387 494 1387 503 1381 516 1380 523 1381 525 1383 531 1385 531 1382 100 { m20} R 536 1386 538 1387 545 1386 565 1385 573 1387 579 1382 582 1384 588 1382 594 1384 603 1383 605 1380 611 1387 625 1385 631 1384 635 1385 638 1381 644 1380 646 1388 647 1383 651 1384 654 1383 659 1380 670 1384 670 1382 675 1386 679 1386 683 1381 689 1381 692 1384 695 1385 698 1387 702 1385 705 1385 712 1386 714 1387 717 1384 722 1381 725 1388 728 1385 735 1383 738 1383 740 1386 744 1384 750 1382 754 1381 756 1385 778 1382 783 1383 792 1386 795 1387 797 1384 804 1385 806 1388 814 1387 816 1386 825 1380 828 1382 836 1386 839 1381 861 1387 874 1380 880 1381 897 1385 902 1385 914 1380 921 1384 926 1381 940 1383 948 1386 974 1387 230 1395 231 1390 251 1389 255 1391 268 1389 289 1393 300 1391 307 1395 314 1394 322 1395 324 1394 328 1388 331 1388 341 1389 354 1393 369 1388 374 1394 386 1392 402 1389 407 1391 409 1395 417 1389 419 1388 425 1394 435 1393 436 1389 439 1392 451 1388 464 1391 99 { m20} R 468 1392 469 1391 472 1392 490 1391 494 1388 496 1391 499 1393 503 1391 508 1391 508 1390 515 1393 519 1392 523 1393 528 1395 530 1388 532 1392 537 1395 543 1391 549 1390 555 1395 562 1392 570 1388 572 1393 576 1389 580 1388 588 1394 592 1392 602 1389 606 1390 610 1393 615 1392 618 1394 623 1389 626 1392 636 1394 639 1391 642 1389 656 1389 660 1394 662 1391 667 1388 670 1391 673 1392 677 1394 682 1394 685 1390 693 1392 696 1392 702 1392 703 1390 708 1390 710 1395 715 1395 724 1395 728 1392 731 1393 738 1390 740 1393 753 1391 754 1393 756 1389 768 1393 772 1390 773 1390 777 1390 790 1394 804 1389 813 1394 821 1395 827 1393 833 1390 837 1391 841 1394 850 1393 853 1393 861 1389 869 1395 875 1393 875 1395 881 1392 886 1393 914 1392 918 1393 920 1391 925 1390 959 1395 971 1393 978 1389 236 1401 243 1396 248 1398 256 1398 276 1400 286 1396 289 1397 290 1402 303 1395 312 1401 318 1401 329 1396 100 { m20} R 335 1399 340 1396 355 1398 365 1400 377 1398 385 1402 390 1402 415 1401 432 1401 440 1396 446 1396 449 1395 455 1402 467 1396 468 1399 475 1396 479 1400 483 1399 485 1396 494 1398 496 1399 503 1396 510 1398 513 1402 516 1401 523 1399 537 1398 539 1400 541 1400 549 1403 559 1401 561 1403 565 1397 576 1401 582 1398 589 1398 600 1402 603 1402 605 1399 607 1397 615 1400 621 1398 626 1398 629 1399 631 1403 635 1403 642 1396 644 1398 647 1399 655 1399 660 1398 660 1397 665 1398 668 1397 672 1398 674 1397 679 1401 685 1396 687 1403 690 1398 693 1398 698 1402 706 1398 712 1402 715 1397 725 1399 729 1401 731 1402 737 1402 742 1399 745 1402 747 1400 749 1396 755 1400 756 1399 766 1398 766 1399 771 1398 774 1398 776 1396 783 1402 787 1398 799 1400 801 1397 809 1398 816 1401 819 1398 826 1397 832 1399 835 1398 840 1396 842 1397 855 1396 856 1397 875 1403 875 1402 879 1396 885 1402 894 1402 899 1398 100 { m20} R 911 1401 917 1399 925 1401 945 1400 952 1402 1000 1400 238 1404 258 1405 264 1404 272 1405 279 1410 300 1409 312 1406 321 1404 327 1408 343 1405 351 1405 353 1411 369 1406 372 1409 373 1403 392 1410 398 1409 433 1405 439 1405 446 1406 452 1408 465 1410 477 1410 482 1410 489 1410 500 1404 509 1409 514 1408 517 1406 527 1407 533 1405 538 1407 544 1408 546 1408 549 1408 554 1408 556 1408 560 1404 563 1411 565 1404 568 1404 573 1403 579 1410 585 1404 591 1405 596 1409 600 1406 607 1403 609 1404 614 1406 616 1410 619 1404 620 1408 628 1406 631 1410 639 1410 649 1406 651 1406 656 1408 660 1411 663 1405 664 1408 668 1410 671 1403 674 1410 680 1410 681 1407 685 1409 687 1405 692 1408 695 1406 697 1406 702 1404 706 1406 708 1407 716 1409 717 1404 722 1404 726 1409 730 1405 734 1405 740 1408 748 1405 752 1410 760 1404 763 1405 773 1407 779 1409 788 1407 790 1407 797 1407 801 1404 805 1411 809 1406 100 { m20} R 819 1406 819 1405 831 1405 836 1409 846 1407 853 1408 856 1406 865 1404 871 1405 874 1405 876 1406 880 1403 888 1408 894 1410 906 1409 915 1408 917 1411 920 1410 938 1405 953 1411 231 1413 247 1413 248 1415 256 1416 260 1411 265 1412 271 1417 282 1415 300 1411 304 1418 309 1418 328 1412 331 1412 336 1411 350 1414 354 1416 356 1413 362 1413 368 1417 376 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288 1423 291 1420 293 1424 303 1419 306 1425 323 1421 345 1421 348 1419 355 1420 363 1423 370 1425 373 1420 379 1426 387 1421 398 1420 401 1421 404 1426 411 1422 417 1424 421 1420 424 1423 433 1420 436 1424 440 1424 442 1422 448 1423 450 1425 455 1421 468 1421 474 1420 479 1425 482 1425 486 1423 493 1424 497 1426 499 1418 512 1420 520 1420 525 1422 528 1420 534 1423 562 1425 569 1421 572 1423 575 1425 580 1423 582 1424 585 1425 590 1422 594 1426 99 { m20} R 598 1423 607 1419 608 1424 611 1425 615 1425 623 1420 624 1420 630 1426 634 1419 638 1425 643 1420 647 1424 652 1418 655 1420 657 1424 662 1422 666 1423 667 1423 671 1420 683 1419 685 1419 690 1421 694 1423 699 1420 701 1419 709 1423 710 1419 716 1420 718 1419 720 1420 724 1420 730 1420 738 1425 749 1419 757 1425 761 1423 765 1422 770 1423 774 1424 783 1419 787 1423 791 1423 797 1425 804 1423 810 1421 813 1423 827 1421 844 1422 845 1423 851 1425 858 1423 871 1423 874 1422 894 1425 898 1426 899 1419 908 1422 908 1423 919 1421 937 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903 1434 910 1432 928 1428 942 1429 964 1430 968 1428 978 1431 990 1427 228 1437 236 1438 252 1436 256 1437 258 1434 269 1440 270 1438 286 1437 292 1434 306 1437 308 1435 316 1437 323 1439 324 1441 337 1436 340 1436 343 1437 348 1435 372 1438 397 1439 400 1438 410 1435 419 1434 100 { m20} R 429 1441 437 1435 443 1441 460 1438 462 1438 470 1440 476 1436 478 1439 483 1437 489 1436 501 1435 502 1437 507 1440 509 1438 514 1436 515 1436 519 1440 522 1437 531 1440 534 1440 536 1438 538 1435 549 1435 559 1436 564 1437 565 1437 577 1438 579 1437 583 1438 591 1437 592 1438 595 1439 599 1441 603 1439 605 1436 610 1441 612 1440 616 1435 618 1437 625 1437 628 1434 635 1439 638 1435 643 1435 647 1437 651 1434 656 1435 660 1437 660 1435 666 1435 672 1441 674 1441 680 1436 682 1434 684 1434 688 1441 691 1436 698 1440 705 1435 708 1437 710 1436 715 1440 719 1441 725 1441 727 1438 732 1438 734 1436 739 1439 752 1436 762 1438 765 1434 769 1435 778 1442 781 1441 789 1437 800 1441 811 1438 823 1439 828 1435 829 1437 837 1440 841 1438 850 1441 856 1435 865 1435 867 1441 871 1439 876 1441 880 1437 884 1439 890 1435 899 1437 907 1438 909 1437 922 1439 958 1438 983 1437 985 1441 1011 1438 244 1447 100 { m20} R 255 1442 260 1443 261 1448 266 1448 270 1445 277 1444 287 1446 297 1448 313 1446 322 1442 341 1442 343 1447 353 1443 359 1445 363 1447 369 1444 369 1445 376 1446 387 1449 393 1442 410 1445 418 1446 423 1448 428 1443 434 1443 436 1444 441 1443 452 1446 457 1446 462 1448 469 1443 476 1444 481 1449 484 1442 495 1444 499 1442 503 1446 510 1442 516 1444 520 1445 532 1447 540 1445 544 1447 545 1448 552 1446 561 1442 567 1442 569 1447 576 1449 583 1445 585 1443 589 1449 595 1442 603 1445 608 1444 611 1446 618 1449 624 1445 629 1446 633 1443 640 1448 646 1444 651 1449 655 1444 657 1442 661 1446 667 1442 669 1447 670 1445 674 1445 686 1444 687 1442 693 1444 694 1445 697 1448 703 1443 703 1446 709 1443 711 1442 716 1443 718 1448 722 1444 724 1444 727 1445 731 1449 738 1442 741 1447 743 1447 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1945 828 1942 826 1949 829 1941 829 1947 829 1942 829 1942 829 1944 834 1947 833 1948 833 1949 834 1946 835 1945 839 1946 836 1942 838 1949 840 1948 839 1947 840 1945 843 1942 845 1949 844 1945 844 1945 847 1944 847 1945 848 1944 850 1947 852 1949 851 1948 851 1949 852 1947 852 1947 853 1947 856 1948 858 1946 857 1948 856 1943 860 1943 859 1948 859 1942 862 1944 863 1946 865 1946 863 1944 865 1947 867 1948 865 1944 867 1947 866 1948 868 1941 871 1948 871 1946 870 1945 868 1944 872 1947 872 1943 875 1945 876 1944 875 1947 876 1948 882 1948 879 1944 881 1944 881 1944 884 1945 883 1944 884 1943 100 { m20} R 884 1948 884 1944 886 1943 886 1943 886 1942 887 1947 890 1949 888 1946 891 1948 895 1942 893 1944 894 1943 898 1946 897 1946 895 1943 896 1947 899 1948 901 1947 899 1947 903 1942 904 1947 903 1945 908 1943 907 1945 908 1943 908 1943 910 1943 910 1945 913 1945 912 1945 916 1943 917 1943 916 1945 920 1946 920 1947 919 1944 922 1945 923 1946 923 1947 926 1942 927 1947 925 1945 931 1945 933 1945 932 1948 937 1942 940 1947 942 1947 943 1942 946 1941 947 1943 949 1942 951 1943 952 1945 954 1945 958 1949 959 1946 961 1946 963 1948 966 1948 969 1948 973 1941 974 1942 975 1945 975 1946 978 1948 981 1947 986 1945 991 1947 994 1945 995 1941 999 1946 1003 1944 1007 1948 1013 1942 1016 1944 1018 1946 816 1952 821 1952 824 1952 827 1953 826 1952 831 1955 832 1953 835 1950 834 1956 832 1952 836 1956 838 1951 837 1951 837 1956 840 1954 839 1950 840 1954 840 1955 841 1957 840 1956 839 1953 845 1956 844 1955 100 { m20} R 845 1956 845 1951 844 1953 845 1953 848 1951 848 1949 847 1951 846 1952 848 1955 848 1952 848 1953 851 1952 850 1952 850 1956 852 1955 852 1951 850 1954 852 1950 854 1953 853 1950 853 1955 854 1952 854 1956 853 1953 853 1955 856 1956 857 1956 856 1956 856 1949 855 1952 858 1950 857 1952 856 1956 860 1955 860 1951 859 1956 861 1955 861 1956 859 1957 860 1956 863 1953 863 1950 864 1951 864 1950 862 1955 865 1954 864 1954 867 1954 866 1951 866 1950 866 1950 867 1953 865 1955 869 1954 871 1952 871 1954 870 1952 869 1952 868 1949 874 1952 874 1955 875 1949 875 1950 873 1954 873 1952 874 1955 878 1950 877 1950 877 1955 878 1952 881 1952 880 1953 880 1950 880 1953 880 1954 882 1951 882 1950 883 1957 883 1952 884 1954 883 1950 888 1952 887 1955 888 1955 887 1953 889 1952 889 1956 892 1955 891 1955 894 1952 894 1956 895 1952 894 1956 895 1949 895 1954 895 1953 895 1952 899 1955 901 1950 900 1954 100 { m20} R 902 1950 902 1951 904 1952 907 1954 906 1952 908 1955 910 1950 909 1952 911 1952 913 1956 913 1954 915 1956 916 1956 918 1956 919 1955 919 1955 924 1953 923 1955 921 1956 927 1950 928 1952 931 1954 933 1950 933 1956 937 1950 935 1950 938 1953 943 1953 945 1954 948 1955 952 1956 954 1954 955 1956 960 1953 959 1950 962 1953 964 1954 965 1956 970 1953 970 1956 973 1950 977 1952 978 1952 984 1949 987 1954 988 1951 993 1953 995 1952 997 1951 1003 1951 1007 1950 1010 1951 1012 1955 1016 1953 1020 1952 837 1959 837 1957 841 1962 839 1961 844 1960 843 1957 843 1960 847 1962 847 1961 848 1957 847 1964 850 1961 849 1963 849 1963 852 1962 850 1959 849 1962 849 1959 855 1963 853 1957 853 1963 854 1963 853 1960 853 1960 853 1960 852 1959 852 1960 856 1963 858 1960 858 1961 857 1960 855 1960 857 1959 858 1961 859 1962 861 1960 860 1963 859 1960 862 1961 860 1958 861 1961 861 1961 860 1961 860 1963 862 1963 100 { m20} R 859 1958 860 1958 864 1960 864 1957 864 1958 863 1959 862 1963 864 1963 864 1963 862 1963 864 1964 862 1961 865 1964 867 1960 868 1963 867 1961 867 1959 868 1957 867 1962 868 1957 868 1959 868 1961 866 1957 865 1962 868 1962 870 1963 869 1959 870 1957 870 1959 870 1957 870 1963 870 1957 871 1961 870 1961 871 1958 871 1961 869 1958 872 1962 874 1958 874 1963 873 1957 874 1962 875 1961 873 1963 874 1963 874 1962 876 1960 877 1959 875 1963 876 1964 876 1957 878 1963 877 1964 877 1964 877 1958 876 1959 880 1961 880 1957 881 1958 879 1960 880 1960 880 1960 881 1962 883 1957 885 1960 883 1962 882 1961 884 1964 882 1958 884 1960 885 1959 886 1960 887 1961 888 1958 887 1960 885 1963 887 1960 890 1961 890 1959 891 1964 890 1960 892 1959 895 1958 894 1960 893 1958 893 1961 896 1960 898 1962 897 1964 899 1964 901 1960 899 1963 899 1962 904 1961 902 1960 903 1957 907 1961 908 1961 905 1963 99 { m20} R 911 1961 909 1962 913 1961 912 1959 917 1960 916 1957 920 1962 919 1959 920 1960 923 1957 922 1961 922 1963 924 1958 925 1964 926 1964 930 1960 930 1957 932 1964 935 1964 936 1964 938 1959 939 1962 942 1959 946 1957 950 1962 950 1959 952 1958 955 1957 958 1961 962 1959 965 1959 971 1958 973 1958 975 1963 980 1957 984 1963 987 1961 991 1961 993 1959 996 1959 1000 1962 998 1959 1001 1964 1006 1963 1009 1958 1013 1963 1017 1958 1020 1963 850 1970 853 1971 853 1970 853 1965 858 1965 857 1970 855 1971 857 1965 858 1967 858 1965 859 1968 862 1969 860 1965 860 1969 859 1970 861 1970 860 1967 863 1971 863 1966 862 1970 863 1968 863 1970 864 1968 865 1972 862 1965 863 1969 864 1966 865 1968 862 1970 862 1970 864 1969 863 1971 868 1969 866 1968 868 1968 866 1964 868 1967 868 1970 868 1967 868 1966 865 1965 867 1965 868 1964 867 1966 868 1965 866 1968 868 1964 869 1970 869 1968 870 1971 870 1966 871 1970 100 { m20} R 870 1970 869 1969 870 1967 869 1970 869 1969 870 1968 870 1969 870 1969 871 1970 871 1966 869 1970 869 1966 874 1970 872 1970 875 1965 874 1967 873 1967 874 1970 875 1968 872 1969 872 1965 873 1966 873 1971 872 1970 873 1971 873 1966 873 1965 872 1965 874 1966 873 1966 874 1972 878 1971 875 1965 876 1971 877 1965 876 1971 876 1972 877 1967 876 1969 875 1969 876 1966 876 1972 878 1965 875 1968 876 1965 875 1966 878 1971 876 1970 876 1965 881 1968 880 1966 880 1965 881 1971 880 1968 881 1970 879 1967 879 1965 879 1971 880 1972 880 1966 881 1966 879 1965 880 1970 879 1967 879 1967 880 1969 880 1965 883 1964 884 1966 885 1970 883 1968 883 1965 885 1965 884 1968 882 1965 884 1968 883 1970 885 1971 883 1969 885 1966 883 1972 883 1970 886 1965 885 1967 887 1969 887 1970 888 1970 886 1964 887 1971 887 1967 887 1969 887 1966 886 1971 888 1970 890 1969 891 1969 890 1965 889 1966 889 1968 890 1967 100 { m20} R 892 1971 890 1964 890 1969 891 1969 891 1967 891 1968 893 1966 895 1970 892 1970 892 1965 892 1972 894 1968 895 1965 892 1969 894 1971 892 1969 897 1970 897 1966 896 1968 896 1971 898 1972 897 1965 897 1966 898 1966 895 1971 898 1967 896 1971 900 1972 900 1965 900 1965 898 1969 901 1968 901 1971 901 1970 899 1969 904 1968 902 1971 902 1967 904 1965 903 1972 906 1967 907 1971 908 1968 906 1966 907 1969 909 1970 911 1968 908 1969 909 1968 909 1969 909 1965 914 1970 912 1970 912 1971 916 1968 918 1967 915 1970 915 1966 918 1967 919 1969 920 1971 922 1969 922 1971 923 1969 924 1966 925 1968 925 1968 928 1968 929 1969 929 1971 932 1965 933 1971 935 1968 937 1970 941 1971 939 1967 939 1970 943 1971 943 1968 943 1967 946 1965 950 1965 950 1967 953 1971 953 1968 955 1972 955 1969 959 1970 958 1965 963 1967 964 1968 964 1971 965 1967 969 1965 968 1966 972 1967 975 1967 979 1968 979 1972 980 1965 100 { m20} R 982 1968 982 1969 985 1971 988 1971 993 1965 995 1969 999 1970 1003 1969 1002 1969 1007 1966 1008 1970 1008 1970 1014 1965 1016 1969 1018 1965 862 1974 866 1978 868 1975 871 1977 869 1977 871 1975 871 1974 870 1973 875 1972 875 1973 874 1978 875 1972 872 1980 873 1975 874 1974 873 1974 874 1978 873 1976 876 1972 878 1978 875 1980 876 1976 877 1980 877 1977 875 1977 876 1976 878 1974 878 1980 877 1976 877 1977 878 1980 878 1974 875 1979 881 1979 882 1975 879 1975 881 1974 879 1974 880 1979 881 1977 880 1975 881 1978 879 1974 882 1977 880 1980 882 1973 881 1976 881 1977 879 1972 878 1976 879 1979 879 1975 879 1977 879 1977 879 1978 879 1974 879 1976 880 1977 881 1972 883 1979 883 1978 883 1973 883 1975 885 1977 883 1978 882 1977 883 1979 884 1972 883 1977 885 1975 885 1978 882 1973 885 1973 884 1973 884 1977 883 1973 883 1978 883 1974 885 1976 884 1978 883 1976 885 1977 885 1978 884 1974 882 1976 100 { m20} R 882 1976 886 1977 888 1973 887 1978 887 1973 887 1975 886 1975 887 1975 887 1979 885 1977 887 1973 887 1973 886 1973 887 1972 885 1976 888 1972 888 1973 886 1978 886 1976 888 1977 885 1978 886 1975 887 1980 886 1977 886 1977 887 1978 887 1978 886 1978 888 1977 887 1974 885 1978 885 1975 891 1974 889 1974 890 1973 891 1975 891 1974 891 1973 889 1973 890 1973 890 1973 890 1978 889 1978 890 1977 891 1978 888 1979 890 1978 891 1976 889 1974 890 1975 892 1973 891 1973 889 1977 890 1978 891 1974 889 1973 889 1973 894 1978 894 1974 892 1974 893 1975 894 1979 895 1977 892 1978 892 1972 893 1975 893 1977 893 1979 894 1973 894 1972 893 1979 895 1973 894 1974 895 1978 892 1974 892 1977 894 1974 892 1977 894 1979 892 1974 892 1973 894 1978 82 { m20} R 897 1979 898 1972 897 1973 898 1974 896 1975 896 1976 896 1975 895 1980 898 1974 897 1976 897 1973 895 1974 897 1973 898 1975 898 1978 897 1978 896 1975 897 1975 897 1979 898 1973 896 1975 898 1973 897 1976 898 1976 899 1977 899 1973 899 1979 900 1975 899 1979 899 1976 899 1975 899 1973 899 1974 901 1976 900 1980 900 1972 900 1975 901 1975 899 1976 898 1979 902 1976 902 1973 904 1976 902 1973 904 1979 903 1972 902 1976 902 1973 905 1980 905 1975 902 1979 903 1972 908 1975 908 1973 908 1975 907 1973 907 1977 907 1972 908 1973 907 1973 910 1978 910 1974 910 1978 911 1977 908 1973 911 1978 911 1972 908 1977 913 1978 913 1972 912 1973 914 1979 912 1974 913 1977 914 1977 918 1979 917 1974 916 1973 916 1976 916 1974 915 1973 917 1979 920 1973 920 1978 920 1976 920 1972 919 1979 923 1976 923 1973 923 1975 923 1975 924 1973 925 1975 926 1979 927 1976 925 1977 928 1977 930 1974 931 1979 928 1974 100 { m20} R 929 1977 933 1979 932 1972 934 1977 937 1978 935 1976 936 1976 940 1974 938 1980 939 1976 944 1977 941 1977 944 1974 946 1976 948 1979 949 1973 950 1978 948 1977 952 1977 954 1977 956 1973 955 1975 958 1973 960 1974 960 1979 964 1975 964 1976 967 1974 966 1979 969 1974 974 1974 973 1975 976 1974 978 1975 980 1973 982 1975 984 1977 991 1974 991 1978 994 1977 996 1975 996 1977 1000 1972 999 1974 1003 1974 1005 1973 1007 1976 1009 1972 1012 1978 1015 1973 876 1986 879 1983 881 1982 883 1987 883 1986 883 1985 882 1983 883 1987 885 1981 888 1985 886 1981 886 1987 887 1986 888 1981 887 1986 891 1986 890 1981 890 1986 891 1980 891 1984 891 1985 889 1987 889 1980 890 1983 890 1986 890 1984 890 1984 889 1983 893 1987 894 1981 894 1983 894 1980 892 1985 893 1987 895 1986 895 1980 893 1987 892 1985 895 1985 892 1986 893 1980 892 1982 893 1983 893 1985 892 1981 892 1981 893 1985 892 1986 894 1980 896 1981 100 { m20} R 895 1984 898 1986 896 1980 896 1985 895 1983 895 1983 897 1987 897 1984 896 1987 895 1982 897 1984 897 1984 897 1981 898 1984 897 1985 897 1981 896 1982 897 1986 895 1986 898 1981 897 1986 898 1980 896 1985 901 1981 901 1987 900 1985 899 1981 901 1984 900 1981 900 1984 899 1983 901 1981 900 1982 899 1985 899 1986 901 1981 900 1981 899 1981 899 1984 901 1987 900 1987 901 1984 900 1983 899 1987 904 1980 903 1984 904 1981 904 1987 903 1986 904 1982 902 1987 903 1982 904 1986 903 1986 904 1985 904 1984 903 1986 904 1982 902 1983 904 1986 904 1982 904 1985 903 1983 902 1980 903 1987 904 1984 902 1987 903 1983 908 1984 906 1984 907 1985 905 1981 905 1981 906 1987 908 1986 908 1981 907 1985 907 1986 906 1981 906 1982 907 1980 906 1983 906 1985 908 1981 908 1986 906 1983 911 1985 910 1985 909 1980 911 1986 910 1985 911 1982 908 1984 911 1983 910 1984 908 1983 909 1984 910 1987 910 1982 910 1985 100 { m20} R 911 1981 910 1980 913 1983 914 1982 913 1981 914 1981 914 1986 914 1981 913 1986 912 1982 912 1982 912 1982 912 1980 914 1983 912 1985 914 1986 912 1984 913 1986 912 1982 917 1986 916 1987 916 1984 917 1984 917 1981 915 1981 915 1981 915 1985 917 1985 918 1986 916 1984 917 1987 916 1986 921 1984 920 1983 921 1986 920 1985 919 1986 920 1980 921 1985 918 1985 920 1982 924 1980 923 1986 923 1986 923 1984 925 1980 923 1981 922 1983 924 1981 924 1982 927 1986 925 1981 927 1984 925 1985 926 1986 928 1980 927 1981 930 1984 930 1986 929 1984 930 1987 929 1987 928 1985 935 1981 933 1982 933 1982 931 1987 932 1983 932 1985 936 1983 937 1985 935 1984 941 1986 941 1986 938 1987 941 1987 941 1985 939 1984 944 1985 944 1980 944 1986 941 1987 944 1980 945 1986 947 1987 946 1983 950 1980 949 1980 949 1980 951 1985 952 1984 953 1981 951 1983 957 1983 956 1984 955 1984 959 1985 959 1982 962 1987 961 1980 100 { m20} R 965 1981 966 1981 970 1987 972 1985 972 1981 975 1984 980 1987 979 1984 981 1980 984 1980 989 1985 990 1986 993 1982 997 1980 1001 1984 1002 1982 1006 1982 1008 1982 1011 1980 1013 1984 1014 1980 1019 1982 897 1993 900 1988 899 1991 900 1993 902 1991 902 1992 904 1991 905 1989 906 1993 908 1989 906 1988 911 1994 911 1992 910 1995 910 1995 911 1989 910 1990 911 1991 912 1992 912 1989 912 1992 915 1994 912 1992 913 1992 914 1993 913 1991 916 1993 917 1992 916 1991 918 1988 918 1989 917 1991 915 1990 917 1994 918 1991 918 1989 919 1991 921 1992 919 1995 919 1992 919 1991 919 1994 920 1988 920 1990 923 1994 922 1989 923 1988 923 1993 923 1990 924 1995 924 1989 924 1991 927 1994 926 1989 927 1994 925 1994 927 1989 925 1994 927 1991 926 1990 927 1995 926 1993 931 1988 930 1994 931 1988 930 1988 928 1987 929 1992 930 1990 931 1991 933 1993 934 1988 932 1989 931 1991 933 1993 97 { m20} R 937 1991 936 1995 936 1989 936 1990 935 1994 938 1989 937 1994 941 1995 939 1992 941 1994 939 1994 940 1988 941 1995 941 1993 944 1991 944 1991 943 1995 946 1989 946 1988 946 1992 945 1994 947 1993 949 1994 950 1990 950 1990 953 1988 954 1992 954 1990 953 1990 957 1988 956 1995 958 1993 955 1994 959 1989 961 1995 960 1991 964 1993 963 1991 964 1988 966 1991 967 1993 967 1988 968 1989 970 1988 970 1988 973 1993 973 1993 974 1995 975 1993 976 1988 981 1990 978 1990 982 1993 981 1989 985 1988 985 1993 988 1994 990 1993 992 1993 997 1988 997 1988 998 1987 1002 1995 1001 1992 1006 1992 1010 1991 1008 1988 1013 1988 1016 1987 1017 1988 1019 1993 916 2000 920 2002 919 1995 923 1995 926 1996 929 1998 931 2000 929 2000 933 1996 934 1995 934 1995 932 2002 937 1997 936 2003 937 1997 938 2002 939 2001 938 2002 939 1995 940 1998 942 2001 943 2002 945 1996 945 1997 946 2003 945 1997 948 1997 945 2000 950 2002 100 { m20} R 949 2001 950 2000 949 2001 952 1999 953 1997 954 1995 958 1999 956 2003 955 1995 961 1997 958 2000 960 2002 964 2003 962 2002 964 1995 967 2002 966 1995 967 2000 970 2002 968 2000 969 2002 973 1996 972 1996 975 2000 975 1999 975 1999 980 1998 979 2000 983 2000 982 2000 983 1998 987 2002 985 2002 989 1999 989 2003 993 2002 991 1999 994 1999 1000 2002 1003 2001 1003 1996 1006 2003 1006 2001 1009 2000 1013 2003 1014 1997 1017 1997 1019 1997 934 2005 937 2005 940 2008 944 2010 943 2006 946 2009 950 2008 950 2006 953 2008 952 2005 956 2005 957 2010 959 2007 960 2009 958 2003 961 2009 963 2005 963 2008 965 2007 967 2007 968 2003 968 2004 970 2005 972 2007 974 2009 973 2006 975 2005 975 2006 980 2005 980 2010 983 2009 981 2008 987 2003 988 2003 986 2007 990 2009 989 2010 993 2003 993 2006 997 2006 996 2009 996 2006 998 2007 999 2009 999 2009 1001 2010 1002 2008 1005 2004 1007 2010 1009 2009 1013 2005 1014 2007 100 { m20} R 1018 2008 1018 2004 951 2014 953 2012 955 2014 958 2013 963 2014 969 2012 972 2012 973 2015 977 2018 981 2015 982 2017 981 2015 986 2018 984 2017 990 2018 990 2017 988 2012 992 2013 991 2017 992 2011 995 2010 996 2016 999 2012 998 2012 1002 2011 1002 2018 1006 2015 1006 2011 1008 2013 1014 2016 1012 2015 1015 2018 1018 2017 1018 2017 962 2025 969 2026 972 2023 975 2021 978 2025 983 2025 986 2020 988 2025 994 2019 994 2024 1001 2022 998 2020 1003 2019 1006 2019 1008 2022 1012 2021 1014 2020 1015 2020 1019 2020 1019 2020 992 2029 996 2032 1000 2026 1003 2032 1006 2027 1009 2031 1011 2030 1019 2032 1019 2031 1014 2035 1020 2037 67 { m20} R NC 227 227 m 1814 Y s 6 lw 261 381 m -34 X s 244 457 m -17 X s 244 534 m -17 X s 244 611 m -17 X s 261 688 m -34 X s 244 765 m -17 X s 244 842 m -17 X s 244 919 m -17 X s 261 996 m -34 X s 244 1072 m -17 X s 244 1149 m -17 X s 244 1226 m -17 X s 261 1303 m -34 X s 244 1380 m -17 X s 244 1457 m -17 X s 244 1534 m -17 X s 261 1611 m -34 X s 244 1688 m -17 X s 244 1764 m -17 X s 244 1841 m -17 X s 261 1918 m -34 X s 261 381 m -34 X s 244 304 m -17 X s 244 227 m -17 X s 261 1918 m -34 X s 244 1995 m -17 X s /xs 0 def (0.5) /Times-Bold 60 stwn gsave 196 362 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 60 sf 0 0 m (0.5) show gr /xs 0 def (0.6) /Times-Bold 60 stwn gsave 196 670 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 60 sf 0 0 m (0.6) show gr /xs 0 def (0.7) /Times-Bold 60 stwn gsave 196 977 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 60 sf 0 0 m (0.7) show gr /xs 0 def (0.8) /Times-Bold 60 stwn gsave 196 1285 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 60 sf 0 0 m (0.8) show gr /xs 0 def (0.9) /Times-Bold 60 stwn gsave 196 1593 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 60 sf 0 0 m (0.9) show gr /xs 0 def (1) /Times-Bold 60 stwn gsave 196 1900 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 60 sf 0 0 m (1) show gr /xs 0 def (|p) /Times-Bold 60 stwn (1) /Times-Bold 42 stwn (| + |p) /Times-Bold 60 stwn (2) /Times-Bold 42 stwn (| \(GeV/c\)) /Times-Bold 60 stwn gsave 65 2030 t 90 r xs neg 0 t 0 0 m /Times-Bold findfont 60 sf 0 0 m (|p) show currentpoint pop 0 t /Times-Bold findfont 42 sf 0 -15 m (1) show currentpoint pop 0 t /Times-Bold findfont 60 sf 0 0 m (| + |p) show currentpoint pop 0 t /Times-Bold findfont 42 sf 0 -15 m (2) show currentpoint pop 0 t /Times-Bold findfont 60 sf 0 0 m (| \(GeV/c\)) show gr 1 lw 227 227 m 794 X s 6 lw 293 261 m -34 Y s 326 244 m -17 Y s 359 244 m -17 Y s 392 244 m -17 Y s 425 244 m -17 Y s 458 261 m -34 Y s 491 244 m -17 Y s 524 244 m -17 Y s 558 244 m -17 Y s 591 244 m -17 Y s 624 261 m -34 Y s 657 244 m -17 Y s 690 244 m -17 Y s 723 244 m -17 Y s 756 244 m -17 Y s 789 261 m -34 Y s 822 244 m -17 Y s 855 244 m -17 Y s 888 244 m -17 Y s 921 244 m -17 Y s 954 261 m -34 Y s 293 261 m -34 Y s 260 244 m -17 Y s 954 261 m -34 Y s 988 244 m -17 Y s /xs 0 def (-0.05) /Times-Bold 60 stwn gsave 293 163 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 60 sf 0 0 m (-0.05) show gr /xs 0 def (-0.025) /Times-Bold 60 stwn gsave 458 163 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 60 sf 0 0 m (-0.025) show gr /xs 0 def (0) /Times-Bold 60 stwn gsave 624 163 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 60 sf 0 0 m (0) show gr /xs 0 def (0.025) /Times-Bold 60 stwn gsave 789 163 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 60 sf 0 0 m (0.025) show gr /xs 0 def (0.05) /Times-Bold 60 stwn gsave 954 163 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 60 sf 0 0 m (0.05) show gr 794 1814 227 227 C NC 6 lw 794 1814 1247 227 bl 794 1814 1247 227 C 1 lw 1249 233 1260 236 1266 228 1261 238 1271 239 1272 240 1278 234 1276 239 1276 230 1287 229 1286 235 1289 237 1298 234 1298 241 1313 239 1320 241 1321 232 1331 237 1327 241 1337 229 1340 230 1345 231 1343 227 1347 233 1350 235 1354 238 1356 229 1362 240 1364 238 1368 228 1367 228 1376 233 1379 240 1378 235 1379 230 1384 231 1381 239 1393 230 1388 228 1398 229 1402 235 1405 233 1411 235 1411 239 1416 241 1419 240 1414 239 1420 228 1423 237 1429 240 1429 232 1438 232 1435 228 1444 237 1441 242 1448 227 1448 240 1458 229 1464 237 1464 233 1462 235 1468 238 1474 229 1482 237 1485 232 1491 241 1489 240 1494 231 1497 234 1504 231 1506 233 1512 235 1518 230 1522 232 1523 237 1530 233 1537 242 1539 236 1541 229 1550 235 1555 238 1556 235 1557 234 1559 235 1571 234 1572 231 1584 240 1591 239 1591 234 1593 230 1611 236 1621 227 1626 241 1627 239 1633 241 1646 233 1654 238 1656 241 1661 238 1665 228 100 { m20} R 1676 240 1679 233 1682 228 1686 233 1696 235 1692 232 1701 238 1702 227 1705 241 1717 234 1723 238 1730 240 1732 229 1747 230 1752 233 1756 234 1761 229 1762 241 1771 240 1777 235 1790 231 1804 241 1841 231 1843 238 1854 239 1890 230 1933 238 1979 239 1992 228 2030 238 1253 246 1248 255 1260 244 1254 254 1262 256 1273 242 1278 252 1279 254 1293 251 1300 243 1298 246 1303 245 1305 249 1305 253 1303 248 1309 251 1309 245 1312 256 1311 252 1320 248 1321 245 1327 244 1330 255 1332 245 1345 257 1344 250 1347 244 1354 243 1356 244 1364 255 1368 247 1370 249 1375 243 1382 255 1386 249 1383 254 1382 250 1380 253 1389 257 1389 244 1396 257 1399 243 1414 247 1417 245 1423 246 1431 253 1430 242 1436 248 1435 256 1443 250 1440 251 1448 249 1450 242 1452 247 1460 244 1465 256 1469 243 1477 246 1477 253 1481 248 1484 249 1487 252 1495 251 1492 246 1496 253 1493 246 1500 257 1505 251 1508 252 1511 256 100 { m20} R 1516 251 1512 253 1521 253 1524 248 1529 249 1530 243 1531 245 1535 249 1540 249 1540 246 1548 251 1556 243 1554 252 1564 256 1564 250 1566 243 1569 253 1577 243 1588 253 1588 243 1605 250 1604 244 1605 245 1614 248 1620 255 1635 246 1641 254 1641 247 1649 253 1644 251 1657 256 1656 256 1654 255 1663 243 1663 253 1665 252 1668 243 1672 246 1682 243 1681 249 1689 245 1690 254 1691 248 1702 245 1705 248 1707 250 1721 256 1723 245 1741 249 1739 249 1746 249 1775 255 1779 247 1777 249 1806 253 1831 243 1841 242 1857 253 1857 254 1892 246 1915 256 1922 243 1977 242 2026 244 1249 257 1259 264 1273 268 1281 260 1290 265 1292 263 1290 271 1295 263 1300 269 1306 268 1310 262 1317 268 1314 266 1321 259 1325 264 1322 265 1328 258 1333 257 1338 264 1335 266 1342 257 1341 262 1347 266 1351 270 1359 260 1356 269 1354 262 1355 262 1363 267 1368 260 1367 268 1370 269 1375 262 1378 263 1383 266 1382 266 100 { m20} R 1392 260 1386 257 1399 267 1394 269 1400 269 1401 267 1407 263 1409 263 1413 267 1417 263 1416 261 1424 270 1425 262 1426 267 1427 258 1432 261 1427 265 1433 269 1440 260 1442 269 1450 262 1447 265 1454 257 1459 268 1466 258 1468 263 1470 266 1470 262 1477 271 1473 261 1484 258 1492 261 1490 265 1497 266 1498 260 1503 261 1517 266 1514 261 1521 269 1520 269 1519 263 1527 261 1536 264 1541 259 1542 272 1554 262 1553 267 1562 269 1559 268 1566 270 1571 271 1572 258 1572 264 1580 260 1588 262 1590 266 1593 261 1596 270 1601 264 1605 258 1616 261 1623 264 1624 257 1627 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m20} R 1492 540 1499 537 1495 534 1498 535 1499 533 1493 541 1497 530 1498 536 1494 535 1497 540 1496 541 1496 543 1494 530 1492 542 1496 537 1493 534 1493 542 1497 544 1492 533 1495 534 1493 531 1504 536 1503 543 1499 539 1500 543 1501 541 1501 539 1503 533 1505 539 1500 533 1502 532 1501 534 1505 532 1504 539 1503 530 1505 533 1500 537 1503 544 1499 542 1511 532 1511 532 1512 532 1505 533 1508 533 1510 530 1508 538 1509 542 1509 539 1507 539 1511 533 1507 539 1509 538 1506 539 1510 540 1506 534 1506 539 1516 530 1517 539 1518 530 1513 533 1516 537 1518 538 1517 537 1516 542 1517 534 1516 543 1518 532 1513 534 1513 539 1513 539 1516 544 1515 531 1522 537 1525 540 1525 539 1521 529 1524 534 1521 538 1522 532 1525 539 1521 530 1521 532 1525 541 1528 530 1528 544 1530 537 1530 535 1527 534 1532 541 1531 533 1526 541 1532 542 1533 541 1537 535 1535 531 1545 540 1544 531 1539 536 1541 537 1539 543 100 { m20} R 1545 543 1552 534 1549 534 1551 538 1548 542 1554 542 1552 531 1561 541 1560 535 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2000 1988 2002 1995 2002 1983 2005 1990 2002 1991 2009 1993 2017 1985 2025 1985 2027 1993 2032 1988 2036 1996 2037 1993 1876 2011 1885 2010 1886 2005 1892 2003 1899 2011 1899 2001 1904 2005 1914 1998 1918 1999 1920 2001 1918 2000 1925 2000 1923 2003 98 { m20} R 1932 2000 1934 1999 1939 2009 1941 2000 1938 2007 1938 2000 1946 2004 1945 2005 1949 2003 1955 2003 1960 1997 1962 1999 1964 2004 1972 2011 1981 1996 1978 2011 1982 1999 1984 2009 1989 2006 1991 1999 1996 1997 2000 2010 2019 2002 2015 2007 2029 2005 2041 2009 1876 2023 1888 2014 1901 2012 1908 2020 1905 2022 1916 2020 1916 2015 1921 2012 1925 2025 1928 2024 1925 2020 1941 2025 1945 2020 1946 2014 1963 2016 1972 2023 1974 2015 1981 2024 1987 2017 1984 2018 1995 2016 1993 2017 1993 2024 1993 2024 2000 2025 1997 2017 2000 2017 2005 2020 2005 2015 2009 2019 2012 2011 2018 2017 2030 2013 2039 2026 2040 2018 1892 2026 1907 2029 1906 2035 1911 2029 1920 2034 1922 2034 1926 2028 1932 2028 1935 2034 1937 2029 1939 2035 1938 2033 1944 2040 1949 2032 1961 2030 1970 2036 1974 2037 1972 2031 1993 2034 1992 2038 2000 2028 2001 2041 2009 2030 2014 2028 2017 2027 2035 2035 87 { m20} R NC 1247 227 m 1814 Y s 6 lw 1281 227 m -34 X s 1264 287 m -17 X s 1264 348 m -17 X s 1264 408 m -17 X s 1264 469 m -17 X s 1281 529 m -34 X s 1264 590 m -17 X s 1264 650 m -17 X s 1264 711 m -17 X s 1264 771 m -17 X s 1281 832 m -34 X s 1264 892 m -17 X s 1264 953 m -17 X s 1264 1013 m -17 X s 1264 1074 m -17 X s 1281 1134 m -34 X s 1264 1194 m -17 X s 1264 1255 m -17 X s 1264 1315 m -17 X s 1264 1376 m -17 X s 1281 1436 m -34 X s 1264 1497 m -17 X s 1264 1557 m -17 X s 1264 1618 m -17 X s 1264 1678 m -17 X s 1281 1739 m -34 X s 1264 1799 m -17 X s 1264 1860 m -17 X s 1264 1920 m -17 X s 1264 1981 m -17 X s 1281 2041 m -34 X s /xs 0 def (0.97) /Times-Bold 60 stwn gsave 1217 209 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 60 sf 0 0 m (0.97) show gr /xs 0 def (0.98) /Times-Bold 60 stwn gsave 1217 511 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 60 sf 0 0 m (0.98) show gr /xs 0 def (0.99) /Times-Bold 60 stwn gsave 1217 813 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 60 sf 0 0 m (0.99) show gr /xs 0 def (1) /Times-Bold 60 stwn gsave 1217 1116 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 60 sf 0 0 m (1) show gr /xs 0 def (1.01) /Times-Bold 60 stwn gsave 1217 1418 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 60 sf 0 0 m (1.01) show gr /xs 0 def (1.02) /Times-Bold 60 stwn gsave 1217 1721 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 60 sf 0 0 m (1.02) show gr /xs 0 def (1.03) /Times-Bold 60 stwn gsave 1217 2023 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 60 sf 0 0 m (1.03) show gr /xs 0 def (a\)) /Times-Bold 88 stwn gsave 370 1925 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (a\)) show gr /xs 0 def (b\)) /Times-Bold 88 stwn gsave 1396 1925 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (b\)) show gr 1 lw 1247 227 m 794 X s 6 lw 1247 261 m -34 Y s 1314 244 m -17 Y s 1380 244 m -17 Y s 1446 244 m -17 Y s 1512 261 m 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(miss ) show currentpoint pop 0 t /Symbol findfont 60 sf 0 0 m (-) show currentpoint pop 0 t /Times-Bold findfont 60 sf 0 0 m ( E) show currentpoint pop 0 t /Times-Bold findfont 42 sf 0 -15 m (miss) show currentpoint pop 0 t /Times-Bold findfont 60 sf 0 0 m ( \(GeV\)) show gr gr showpage end %%EOF %%EndDocument @endspecial 227 2857 a Fu(Figure)29 b(12:)42 b(Distribution)27 b(of)j Fi(j)p Fm(p)1370 2871 y Fo(1)1410 2857 y Fi(j)20 b Fu(+)f Fi(j)p Fm(p)1628 2871 y Fo(2)1667 2857 y Fi(j)31 b Fu(vs.)f Fl(cp)1947 2871 y Fo(miss)2104 2857 y Fi(\000)20 b Fl(E)2262 2871 y Fo(miss)2400 2857 y Fu(.)40 b(a\))31 b Fl(\036)26 b Fi(!)f Fl(\031)2827 2824 y Fo(+)2886 2857 y Fl(\031)2941 2824 y Fn(\000)3000 2857 y Fl(\031)3055 2824 y Fo(0)3124 2857 y Fu(deca)m(ys)31 b(are)227 2970 y(in)d(the)i(b)s(ottom-left)g(region)f(of)h(the)g(plot,)f(while)f Fl(\031)2001 2937 y Fo(+)2060 2970 y Fl(\031)2115 2937 y Fn(\000)2174 2970 y Fu(\()p Fl(\015)5 b Fu(\),)31 b Fl(\026)2407 2937 y Fo(+)2466 2970 y Fl(\026)2521 2937 y Fn(\000)2580 2970 y Fu(\()p Fl(\015)5 b Fu(\),)30 b(and)f Fl(e)2975 2937 y Fo(+)3035 2970 y Fl(e)3077 2937 y Fn(\000)3136 2970 y Fu(\()p Fl(\015)5 b Fu(\))30 b(ev)m(en)m(ts)227 3083 y(are)k(concen)m(trated)h(in)d(the)i(top-righ)m(t)g(region.)49 b(b\))34 b(Enlarged)e(view)h(of)h(the)f(top-righ)m(t)h(region,)227 3196 y(sho)m(wing)29 b(the)i(con)m(tributions)e(from)g Fl(\031)1553 3163 y Fo(+)1613 3196 y Fl(\031)1668 3163 y Fn(\000)1727 3196 y Fu(\()p Fl(\015)5 b Fu(\),)31 b Fl(\026)1960 3163 y Fo(+)2019 3196 y Fl(\026)2074 3163 y Fn(\000)2133 3196 y Fu(\()p Fl(\015)5 b Fu(\),)31 b(and)f Fl(e)2530 3163 y Fo(+)2589 3196 y Fl(e)2631 3163 y Fn(\000)2691 3196 y Fu(\()p Fl(\015)5 b Fu(\))31 b(ev)m(en)m(ts.)227 3594 y(270)g(MeV)q(/)p Fl(c)p Fu(.)227 3761 y(The)g Fl(\036)d Fi(!)f Fl(\031)670 3728 y Fo(+)729 3761 y Fl(\031)784 3728 y Fn(\000)843 3761 y Fl(\031)898 3728 y Fo(0)969 3761 y Fu(sample)k(is)g(obtained)g(b)m(y)h(searc)m(hing)f(for)h(a)g(v)m (ertex)g(near)g(the)g(IP)f(\()p Fl(R)3354 3775 y Fj(xy)3463 3761 y Fl(<)227 3869 y Fu(8)g(cm)q(,)g Fi(j)q Fl(z)t Fi(j)c Fl(<)f Fu(15)33 b(cm\))e(with)f(t)m(w)m(o)j(connected)f(trac)m (ks)h(of)e(opp)s(osite)g(c)m(harge.)44 b(Cuts)31 b(on)g(the)h(sum)227 3977 y(of)37 b(the)h(trac)m(k)g(momen)m(ta,)i Fl(p)1216 3991 y Fo(sum)1383 3977 y Fu(=)c Fi(j)p Fm(p)1573 3991 y Fo(1)1613 3977 y Fi(j)25 b Fu(+)f Fi(j)p Fm(p)1841 3991 y Fo(2)1881 3977 y Fi(j)p Fu(,)39 b(the)f(missing)d(momen)m(tum,)k Fl(p)3022 3991 y Fo(miss)3160 3977 y Fu(,)g(and)e(the)227 4086 y(missing)28 b(energy)-8 b(,)31 b Fl(E)926 4100 y Fo(miss)1065 4086 y Fu(,)f(are)h(used)f(to)h(isolate)f(the)h(sample)e (\(see)i(Fig.)g(12\).)227 4253 y(The)22 b(searc)m(h)i(for)e(the)h (\014nal)f(states)i(\()p Fl(\031)1491 4220 y Fo(+)1550 4253 y Fl(\031)1605 4220 y Fn(\000)1664 4253 y Fl(;)38 b(\026)1782 4220 y Fo(+)1841 4253 y Fl(\026)1896 4220 y Fn(\000)1955 4253 y Fl(;)g(e)2060 4220 y Fo(+)2120 4253 y Fl(e)2162 4220 y Fn(\000)2221 4253 y Fu(\))5 b(+)g Fl(n\015)28 b Fu(requires)21 b(one)i(c)m(harged)h(v)m(ertex)227 4361 y(near)c(the)h(IP)g(with)e Fl(p)925 4375 y Fo(sum)1080 4361 y Fl(<)25 b Fu(1020)d(MeV)q(/)p Fl(c)p Fu(,)i Fl(m)1783 4375 y Fj(\031)r(\031)1898 4361 y Fl(>)h Fu(90)c(MeV)q(,)i(and)d Fl(cp)2597 4375 y Fo(miss)2736 4361 y Fi(\000)q Fl(E)2875 4375 y Fo(miss)3038 4361 y Fl(>)25 b Fi(\000)p Fu(50)d(MeV)q(.)227 4470 y(Di\013eren)m(t)j(windo)m(ws)e(in)h Fl(p)1107 4484 y Fo(sum)1261 4470 y Fu(and)g(the)h(quan)m(tit)m(y)g Fl(cp)2026 4484 y Fo(miss)2174 4470 y Fi(\000)9 b Fl(E)2321 4484 y Fo(miss)2483 4470 y Fu(are)25 b(used)f(to)i(separate)g Fl(\031)s(=\026=e)227 4578 y Fu(\014nal)j(states,)j(as)e(seen)h(in)e (Fig.)h(12.)227 4745 y(F)-8 b(ully)30 b(neutral)g Fl(n\015)35 b Fu(\014nal)30 b(states)j(are)e(iden)m(ti\014ed)e(b)m(y)i(the)h (presence)f(of)g(at)h(least)f(three)h(clusters)227 4854 y(in)24 b(the)j(calorimeter)e(that)i(are)f(not)h(asso)s(ciated)f(to)h (trac)m(ks)g(in)e(the)h(DC,)g(and)f(whic)m(h)g(ha)m(v)m(e)i(times)227 4962 y(of)j(\015igh)m(t)g(consisten)m(t)h(with)e(photon)h(tra)m(v)m(el) h(from)f(the)h(IP)-8 b(.)1835 5832 y(25)p eop %%Page: 26 29 26 28 bop 227 248 a Fg(4.8)112 b(Redetermination)35 b(of)j(the)f(ev)m (en)m(t-start)h(time)227 474 y Fu(As)43 b(explained)e(in)h(Sec.)i(4.5,) k(the)43 b(ev)m(en)m(t-start)j(time)d Fl(t)2193 488 y Fo(0)p Fj(;)11 b Fo(evt)2359 474 y Fu(,)47 b(or)c(equiv)-5 b(alen)m(tly)d(,)46 b(the)d(in)m(teger)227 582 y(n)m(um)m(b)s(er)33 b(of)h(bunc)m(h)f(crossings)g Fl(N)1400 596 y Fo(BC)1539 582 y Fu(needed)h(for)g(trigger)g(formation,)h(m)m(ust)f(b)s(e)f (determined)227 691 y(o\017ine)42 b(b)m(y)g(analysis)f(of)i(the)g (cluster)e(times.)77 b(Before)44 b(trac)m(king)f(and)f(ev)m(en)m(t)i (classi\014cation,)227 799 y Fl(N)300 813 y Fo(BC)435 799 y Fu(is)29 b(obtained)g(b)m(y)h(assuming)e(that)j(the)f(earliest)g (qualifying)d(cluster)i(in)g(the)h(ev)m(en)m(t)h(is)e(due)227 907 y(to)40 b(a)g(photon)g(coming)g(from)f(the)h(IP)-8 b(.)40 b(This)e(\014rst)h(determination)f(allo)m(ws)i(the)g(ev)m(en)m (t)h(to)f(b)s(e)227 1016 y(reconstructed)e(and)g(classi\014ed)e(b)m(y)i (ph)m(ysics)f(c)m(hannel.)64 b(Ho)m(w)m(ev)m(er,)42 b(man)m(y)d(ph)m (ysics)d(c)m(hannels)227 1124 y(con)m(tain)j(no)h(prompt)e(photons)h (in)f(the)i(\014nal)e(state,)43 b(so)d(this)e(determination)g(of)h Fl(N)3215 1138 y Fo(BC)3321 1124 y Fu(,)i(and)227 1248 y(therefore,)31 b(the)g(corrected)g(cluster)f(times)g Fl(t)1755 1200 y Fo(\(0\))1755 1277 y(cl)1850 1248 y Fu(,)g(ma)m(y)h(di\013er)f(from)g(the)h(actual)f(times)h(of)f(\015igh)m (t)227 1356 y(b)m(y)g(an)g(in)m(teger)h(n)m(um)m(b)s(er)e(of)i(bunc)m (h)e(crossings)g(\001)p Fl(N)2014 1370 y Fo(BC)2119 1356 y Fu(:)1392 1551 y Fl(t)1425 1503 y Fo(\(0\))1425 1581 y(cl)1544 1551 y Fu(=)c Fl(t)1673 1565 y Fo(TOF)1849 1551 y Fi(\000)20 b Fu(\001)p Fl(N)2089 1565 y Fo(BC)2209 1551 y Fl(t)2242 1565 y Fo(RF)2344 1551 y Fl(:)1049 b Fu(\(6\))227 1731 y(F)-8 b(or)29 b(suc)m(h)f(ev)m(en)m(ts,)j(it)d(is)g (usually)e(p)s(ossible)h(to)i(obtain)f(the)h(remaining)e(correction)i (term)f(using)227 1840 y(a)j(recognized)f(top)s(ology)h(asso)s(ciated)g (to)g(a)g(cluster.)40 b(The)30 b(term)g(needed)g(is)f(then)1421 2061 y(\001)p Fl(N)1570 2075 y Fo(BC)1690 2061 y Fl(t)1723 2075 y Fo(RF)1850 2061 y Fu(=)1973 1999 y Fl(L)p 1956 2040 96 4 v 1956 2123 a(\014)5 b(c)2082 2061 y Fi(\000)19 b Fl(t)2205 2013 y Fo(\(0\))2205 2090 y(cl)2300 2061 y Fl(;)1093 b Fu(\(7\))227 2283 y(where)37 b Fl(L)g Fu(is)f(the)h (estimated)h(path)f(length)g(from)f(the)i(origin)e(to)i(the)f(selected) h(cluster,)g(and)227 2392 y Fl(\014)g Fu(is)32 b(ev)-5 b(aluated)33 b(using)f(the)h(relev)-5 b(an)m(t)33 b(mass)g(h)m(yp)s (othesis.)47 b(F)-8 b(or)34 b(example,)f(if)f(\001)p Fl(N)3067 2406 y Fo(BC)3205 2392 y Fu(is)g(ev)-5 b(alu-)227 2500 y(ated)34 b(from)g(a)g(primary)e(trac)m(k,)37 b Fl(\014)i Fu(is)33 b(ev)-5 b(aluated)34 b(from)g(the)g(trac)m(k)h (momen)m(tum.)52 b(If)33 b(the)i(trac)m(k)227 2609 y(asso)s(ciated)j (to)h(the)f(cluster)f(comes)i(from)e(a)i(secondary)f(v)m(ertex,)j(the)d (term)g Fl(L=\014)5 b(c)39 b Fu(b)s(ecomes)227 2649 y Fd(P)323 2744 y Fj(i)366 2717 y Fl(L)428 2731 y Fj(i)456 2717 y Fl(=\014)552 2731 y Fj(i)581 2717 y Fl(c)p Fu(,)44 b(where)d(the)g(sum)f(is)g(o)m(v)m(er)i(the)f(con)m(tributions)f(from)g (primary)f(and)i(secondary)227 2825 y(particles)e(\(including)e(p)s (ossibly)g(photons\).)70 b(The)40 b(times)f(of)h(all)f(clusters)h(in)e (the)j(ev)m(en)m(t)g(are)227 2954 y(then)35 b(reev)-5 b(aluated)36 b(as)f Fl(t)1076 2969 y Fo(cl)1165 2954 y Fu(=)e Fl(t)1302 2906 y Fo(\(0\))1302 2983 y(cl)1420 2954 y Fu(+)23 b(\001)p Fl(N)1663 2968 y Fo(BC)1784 2954 y Fl(t)1817 2968 y Fo(RF)1918 2954 y Fu(.)56 b(This)34 b(pro)s(cedure)g(has)i(b)s(een)e(implemen)m(ted)227 3063 y(for)c(ev)m(en)m(ts)i(classi\014ed)c(as)363 3288 y Fi(\017)46 b Fu(c)m(harged)31 b(k)-5 b(aons,)31 b(b)m(y)f(the)h(iden)m (ti\014cation)e(of)h(a)h Fl(K)h Fi(!)25 b Fl(\031)s(\031)2411 3255 y Fo(0)2481 3288 y Fu(or)30 b Fl(K)i Fi(!)26 b Fl(\026\027)35 b Fu(deca)m(y;)363 3464 y Fi(\017)46 b Fu(neutral)29 b(k)-5 b(aons,)31 b(b)m(y)f(the)h(iden)m(ti\014cation)e(of)i(a)f Fl(K)2130 3478 y Fj(S)2207 3464 y Fi(!)25 b Fl(\031)2378 3431 y Fo(+)2437 3464 y Fl(\031)2492 3431 y Fn(\000)2581 3464 y Fu(deca)m(y;)363 3641 y Fi(\017)46 b Fu(neutral)29 b(radiativ)m(e)h(deca)m(ys.)227 3866 y(F)-8 b(or)30 b(c)m(harged-k)-5 b(aon)30 b(ev)m(en)m(ts,)i(if)c(the)h Fl(K)j Fi(!)25 b Fl(\031)s(\031)1811 3833 y Fo(0)1880 3866 y Fu(top)s(ology)30 b(is)e(recognized,)i(the)f(extrap)s(olations)227 3974 y(to)24 b(the)f(calorimeter)g(of)g(the)h(clusters)e(from)h(the)g Fl(\031)1928 3941 y Fo(0)1993 3974 y Fi(!)i Fl(\015)5 b(\015)28 b Fu(deca)m(y)d(and)d(the)i(c)m(harged-pion)f(trac)m(k)227 4083 y(can)38 b(b)s(e)f(used)g(to)h(determine)f(\001)p Fl(N)1446 4097 y Fo(BC)1551 4083 y Fu(.)63 b(If)37 b(instead)g(the)h Fl(K)44 b Fi(!)37 b Fl(\026\027)43 b Fu(top)s(ology)38 b(is)f(recognized,)227 4191 y(\001)p Fl(N)376 4205 y Fo(BC)518 4191 y Fu(is)g(estimated)h(from)f(the)g(momen)m(ta)i(and)e (lengths)g(of)h(the)f(k)-5 b(aon)38 b(and)f(m)m(uon)g(trac)m(ks.)227 4299 y(F)-8 b(or)37 b(neutral-k)-5 b(aon)35 b(ev)m(en)m(ts)j(with)c Fl(K)1500 4313 y Fj(S)1586 4299 y Fi(!)h Fl(\031)1767 4266 y Fo(+)1826 4299 y Fl(\031)1881 4266 y Fn(\000)1976 4299 y Fu(deca)m(ys,)k(\001)p Fl(N)2446 4313 y Fo(BC)2586 4299 y Fu(is)c(determined)g(using)g(the)227 4408 y(\014rst)42 b(pion)f(to)j(reac)m(h)f(the)g(calorimeter.)78 b(Neutral)42 b(radiativ)m(e)g(deca)m(ys)i(do)f(con)m(tain)g(prompt)227 4516 y(photons;)h(the)c(goal)h(in)e(redetermining)e(the)k(ev)m(en)m (t-start)h(time)e(in)e(this)h(case)i(is)e(to)i(correct)227 4625 y(situations)29 b(in)h(whic)m(h)g Fl(N)1083 4639 y Fo(BC)1219 4625 y Fu(is)g(at)h(\014rst)g(incorrectly)f(determined)f (b)s(ecause)i(of)g(the)g(acciden)m(tal)227 4733 y(coincidence)24 b(of)g(\(a\))i(b)s(eam-bac)m(kground)e(cluster\(s\).)39 b(F)-8 b(or)25 b(suc)m(h)f(ev)m(en)m(ts,)k(if)23 b(the)i(second)f (cluster)227 4841 y(with)30 b Fl(E)502 4856 y Fo(cl)586 4841 y Fl(>)d Fu(50)33 b(MeV)g(and)e Fl(R)1278 4855 y Fj(xy)1387 4841 y Fl(>)d Fu(60)33 b(cm)f(arriv)m(es)f(more)h(than)g(4)g (ns)g(after)g(the)g(\014rst,)g(\001)p Fl(N)3429 4855 y Fo(BC)227 4950 y Fu(is)d(calculated)h(using)f(the)i(second)f (cluster.)227 5249 y Fg(4.9)112 b(Reconstruction)36 b(of)i(photon)f(v)m (ertices)g(in)f Fb(K)2392 5264 y Fj(L)2482 5249 y Fg(deca)m(ys)227 5475 y Fu(The)22 b(p)s(ositions)f(of)j(photon)f(v)m(ertices)g(from)g Fl(K)1785 5489 y Fj(L)1860 5475 y Fu(deca)m(ys)i(are)e(obtained)g(from) f(the)i(cluster)e(times.)227 5583 y(Eac)m(h)32 b(photon)f(de\014nes)g (a)h(time-of-\015igh)m(t)g(triangle:)42 b(the)32 b(\014rst)f(side)f(is) h(the)h(segmen)m(t)g(from)g(the)1835 5832 y(26)p eop %%Page: 27 30 27 29 bop 935 1995 a @beginspecial -15 @llx -15 @lly 540 @urx 525 @ury 2267 @rwi @setspecial %%BeginDocument: neures.eps %!PS-Adobe-2.0 EPSF-2.0 %%BoundingBox: -15 -15 540 525 %%Title: neures.eps %%Creator: HIGZ Version 1.27/03 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/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 newpath gsave .25 .25 scale gsave 0 0 t black [] 0 sd 1 lw 6 lw 1814 1814 227 227 bl 1814 1814 227 227 C 292 1132 m 16 Y s 292 1149 m 16 Y s 227 1149 m 64 X s 292 1149 m 64 X s /w 0 def /w2 {w 2 div} def /w3 {w 3 div} def 292 1149 m20 421 1078 m 15 Y s 421 1094 m 15 Y s 356 1094 m 65 X s 422 1094 m 64 X s 421 1094 m20 551 1153 m 18 Y s 551 1172 m 18 Y s 486 1172 m 64 X s 551 1172 m 65 X s 551 1172 m20 680 1167 m 19 Y s 680 1187 m 18 Y s 616 1186 m 64 X s 681 1186 m 64 X s 680 1186 m20 810 1195 m 20 Y s 810 1216 m 19 Y s 745 1215 m 64 X s 811 1215 m 64 X s 810 1215 m20 940 1302 m 26 Y s 940 1329 m 26 Y s 875 1328 m 64 X s 940 1328 m 64 X s 940 1328 m20 1069 1305 m 28 Y s 1069 1334 m 27 Y s 1004 1333 m 65 X s 1070 1333 m 64 X s 1069 1333 m20 1199 1355 m 32 Y s 1199 1388 m 33 Y s 1134 1388 m 64 X s 1199 1388 m 65 X s 1199 1388 m20 1328 1411 m 37 Y s 1328 1449 m 37 Y s 1264 1448 m 64 X s 1329 1448 m 64 X s 1328 1448 m20 1458 1546 m 52 Y s 1458 1599 m 52 Y s 1393 1599 m 64 X s 1459 1599 m 64 X s 1458 1599 m20 1588 1532 m 57 Y s 1588 1590 m 57 Y s 1523 1590 m 64 X s 1588 1590 m 64 X s 1588 1590 m20 1717 1648 m 75 Y s 1717 1724 m 74 Y s 1652 1723 m 65 X s 1718 1723 m 64 X s 1717 1723 m20 1847 1628 m 78 Y s 1847 1707 m 79 Y s 1782 1707 m 64 X s 1847 1707 m 65 X s 1847 1707 m20 1976 1711 m 118 Y s 1976 1830 m 118 Y s 1912 1829 m 64 X s 1977 1829 m 64 X s 1976 1829 m20 292 1117 m 63 7 d 66 9 d 63 10 d 67 14 d 60 14 d 69 18 d 60 18 d 70 23 d 62 23 d 68 27 d 65 28 d 64 30 d 76 36 d 54 28 d 95 51 d 34 18 d 130 72 d 130 72 d 100 55 d 29 14 d 79 40 d 51 24 d 64 29 d 65 27 d s NC 1 lw 227 227 m 1814 Y s 6 lw 261 227 m -34 X s 244 279 m -17 X s 244 330 m -17 X s 244 382 m -17 X s 244 434 m -17 X s 261 486 m -34 X s 244 538 m -17 X s 244 590 m -17 X s 244 642 m -17 X s 244 693 m -17 X s 261 745 m -34 X s 244 797 m -17 X s 244 849 m -17 X s 244 901 m -17 X s 244 953 m -17 X s 261 1004 m -34 X s 244 1056 m -17 X s 244 1108 m -17 X s 244 1160 m -17 X s 244 1212 m -17 X s 261 1264 m -34 X s 244 1315 m -17 X s 244 1367 m -17 X s 244 1419 m -17 X s 244 1471 m -17 X s 261 1523 m -34 X s 244 1575 m -17 X s 244 1626 m -17 X s 244 1678 m -17 X s 244 1730 m -17 X s 261 1782 m -34 X s 244 1834 m -17 X s 244 1886 m -17 X s 244 1938 m -17 X s 244 1989 m -17 X s 261 2041 m -34 X s /xs 0 def (0) /Times-Bold 88 stwn gsave 186 209 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (0) show gr /xs 0 def (0.5) /Times-Bold 88 stwn gsave 186 468 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (0.5) show gr /xs 0 def (1) /Times-Bold 88 stwn gsave 186 727 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (1) show gr /xs 0 def (1.5) /Times-Bold 88 stwn gsave 186 986 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (1.5) show gr /xs 0 def (2) /Times-Bold 88 stwn gsave 186 1245 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (2) show gr /xs 0 def (2.5) /Times-Bold 88 stwn gsave 186 1505 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (2.5) show gr /xs 0 def (3) /Times-Bold 88 stwn gsave 186 1764 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (3) show gr /xs 0 def (3.5) /Times-Bold 88 stwn gsave 186 2023 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (3.5) show gr /xs 0 def (s) /Symbol 88 stwn (\(L) /Times-Bold 88 stwn (K) /Times-Bold 62 stwn (\) \(cm\)) /Times-Bold 88 stwn gsave 20 2040 t 90 r xs neg 0 t 0 0 m /Symbol findfont 88 sf 0 0 m (s) show currentpoint pop 0 t /Times-Bold findfont 88 sf 0 0 m (\(L) show currentpoint pop 0 t /Times-Bold findfont 62 sf 0 -15 m (K) show currentpoint pop 0 t /Times-Bold findfont 88 sf 0 0 m (\) \(cm\)) show gr 1 lw 227 227 m 1814 X s 6 lw 421 261 m -34 Y s 486 244 m -17 Y s 551 244 m -17 Y s 616 244 m -17 Y s 680 261 m -34 Y s 745 244 m -17 Y s 810 244 m -17 Y s 875 244 m -17 Y s 940 261 m -34 Y s 1004 244 m -17 Y s 1069 244 m -17 Y s 1134 244 m -17 Y s 1199 261 m -34 Y s 1264 244 m -17 Y s 1328 244 m -17 Y s 1393 244 m -17 Y s 1458 261 m -34 Y s 1523 244 m -17 Y s 1588 244 m -17 Y s 1652 244 m -17 Y s 1717 261 m -34 Y s 1782 244 m -17 Y s 1847 244 m -17 Y s 1912 244 m -17 Y s 1976 261 m -34 Y s 421 261 m -34 Y s 356 244 m -17 Y s 292 244 m -17 Y s 227 244 m -17 Y s 1976 261 m -34 Y s /xs 0 def (40) /Times-Bold 88 stwn gsave 421 138 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (40) show gr /xs 0 def (60) /Times-Bold 88 stwn gsave 680 138 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (60) show gr /xs 0 def (80) /Times-Bold 88 stwn gsave 940 138 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (80) show gr /xs 0 def (100) /Times-Bold 88 stwn gsave 1199 138 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (100) show gr /xs 0 def (120) /Times-Bold 88 stwn gsave 1458 138 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (120) show gr /xs 0 def (140) /Times-Bold 88 stwn gsave 1717 138 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (140) show gr /xs 0 def (160) /Times-Bold 88 stwn gsave 1976 138 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (160) show gr /xs 0 def (L) /Times-Bold 88 stwn (K) /Times-Bold 62 stwn ( \(cm\)) /Times-Bold 88 stwn gsave 1910 25 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (L) show currentpoint pop 0 t /Times-Bold findfont 62 sf 0 -15 m (K) show currentpoint pop 0 t /Times-Bold findfont 88 sf 0 0 m ( \(cm\)) show gr 1814 1814 227 227 C [12 12] 0 sd 292 1092 m 99 -4 d 30 -1 d 97 -5 d 33 -1 d 92 -5 d 37 -2 d 89 -5 d 41 -3 d 86 -5 d 44 -3 d 85 -6 d 44 -3 d 87 -7 d 43 -4 d 90 -7 d 39 -3 d 99 -9 d 31 -3 d 130 -13 d 129 -12 d 130 -13 d 129 -13 d s [4 8] 0 sd 292 434 m 107 65 d 22 14 d 108 70 d 22 14 d 110 76 d 19 14 d 130 95 d 130 99 d 129 102 d 130 105 d 129 104 d 130 104 d 106 81 d 24 18 d 87 63 d 42 29 d 76 50 d 54 33 d 72 42 d 57 30 d s [12 15 4 15] 0 sd 292 348 m 93 -1 d 36 X 89 -1 d 41 -1 d 81 -1 d 48 -1 d 75 -1 d 55 -2 d 70 -1 d 60 -2 d 65 -1 d 64 -2 d 63 -2 d 67 -3 d 61 -2 d 68 -3 d 62 -2 d 68 -4 d 64 -3 d 66 -3 d 69 -4 d 60 -3 d 82 -5 d 48 -3 d 89 -5 d 40 -3 d s showpage end %%EOF %%EndDocument @endspecial 227 2291 a Fu(Figure)34 b(13:)97 b(Resolution)33 b Fl(\033)s Fu(\()p Fl(L)1337 2305 y Fj(K)1406 2291 y Fu(\))i(on)f(the)h(determination)e(of)h(the)h Fl(K)2702 2305 y Fj(L)2788 2291 y Fu(deca)m(y)h(length)d(using)227 2404 y(photon)g(v)m(ertices,)j(as)e(a)h(function)d(of)j Fl(L)1621 2418 y Fj(K)1689 2404 y Fu(,)g(in)e Fl(K)1936 2418 y Fj(L)2019 2404 y Fi(!)e Fl(\031)2196 2371 y Fo(+)2255 2404 y Fl(\031)2310 2371 y Fn(\000)2370 2404 y Fl(\031)2425 2371 y Fo(0)2498 2404 y Fu(ev)m(en)m(ts.)53 b(The)33 b(con)m(tributions)227 2517 y(from)43 b(the)h(uncertain)m(ties)e(on)i (the)g(p)s(oin)m(t)e(of)i(photon)f(incidence)f(on)i(the)g(calorimeter,) j(the)227 2630 y(cluster)30 b(time,)i(and)f(the)g Fl(K)1167 2644 y Fj(L)1251 2630 y Fu(\015igh)m(t)f(direction)g(are)i(sho)m(wn)f (as)g(the)h(dot-dashed,)f(dashed,)g(and)227 2742 y(dotted)g(lines,)d (resp)s(ectiv)m(ely)-8 b(.)227 3135 y(IP)26 b(to)h(the)f Fl(K)684 3149 y Fj(L)763 3135 y Fu(deca)m(y)h(v)m(ertex,)i Fm(L)1372 3149 y Fj(K)1440 3135 y Fu(;)f(the)e(second)g(is)g(the)g (segmen)m(t)h(from)f(the)h Fl(K)2962 3149 y Fj(L)3040 3135 y Fu(deca)m(y)h(v)m(ertex)227 3243 y(to)h(the)f(cen)m(troid)g(of)h (the)f(calorimeter)g(cluster,)h Fm(L)1949 3257 y Fj(\015)1993 3243 y Fu(;)g(and)f(the)g(third)f(is)g(the)h(segmen)m(t)i(from)e(the) 227 3363 y(IP)33 b(to)h(the)g(cluster)f(cen)m(troid,)h Fm(L)p Fu(.)50 b(The)33 b(direction)2021 3341 y Fm(^)2016 3363 y(L)2079 3377 y Fj(K)2181 3363 y Fu(is)f(initially)e(kno)m(wn)j(b) s(ecause)h(the)g Fl(K)3482 3377 y Fj(L)227 3472 y Fu(deca)m(y)e(is)e (tagged.)44 b(The)30 b(photon-v)m(ertex)i(p)s(osition)d(is)h(sp)s (eci\014ed)f(b)m(y)i(the)g(distance)g Fl(L)3180 3486 y Fj(K)3248 3472 y Fu(,)g(whic)m(h)227 3580 y(is)e(determined)g(from) 1312 3780 y Fl(L)1374 3742 y Fo(2)1434 3780 y Fu(+)20 b Fl(L)1587 3742 y Fo(2)1587 3802 y Fj(K)1675 3780 y Fi(\000)g Fu(2)p Fm(L)15 b Fc(\001)h Fm(L)1997 3794 y Fj(K)2148 3780 y Fu(=)83 b Fl(L)2364 3742 y Fo(2)2364 3802 y Fj(\015)2408 3780 y Fl(;)1552 3913 y(L)1614 3927 y Fj(K)1682 3913 y Fl(=\014)1778 3927 y Fj(K)1868 3913 y Fu(+)20 b Fl(L)2021 3927 y Fj(\015)2148 3913 y Fu(=)83 b Fl(ct)2374 3927 y Fj(\015)2418 3913 y Fl(;)975 b Fu(\(8\))227 4113 y(where)30 b Fl(t)523 4127 y Fj(\015)597 4113 y Fu(is)g(the)g(cluster)g(time)g(and)g Fl(\014)1574 4127 y Fj(K)1673 4113 y Fu(is)f(the)i Fl(K)1998 4127 y Fj(L)2080 4113 y Fu(v)m(elo)s(cit)m(y)-8 b(.)227 4280 y(F)g(or)35 b(the)h(ev)-5 b(aluation)34 b(of)h Fl(L)1167 4294 y Fj(K)1235 4280 y Fu(,)i(the)e Fl(K)1535 4294 y Fj(L)1622 4280 y Fu(deca)m(y)h(m)m(ust)f(b)s(e)f(tagged)j(b)m(y)e(a)g Fl(K)2823 4294 y Fj(S)2907 4280 y Fi(!)e Fl(\031)3086 4247 y Fo(+)3145 4280 y Fl(\031)3200 4247 y Fn(\000)3294 4280 y Fu(deca)m(y)-8 b(.)227 4388 y(The)40 b(direction)g(of)h(the)g Fl(K)1172 4402 y Fj(L)1265 4388 y Fu(is)f(giv)m(en)h(b)m(y)f Fm(p)1809 4402 y Fj(K)1869 4413 y Fh(L)1962 4388 y Fu(=)i Fm(p)2133 4403 y Fj(\036)2207 4388 y Fi(\000)27 b Fm(p)2363 4402 y Fj(K)2423 4413 y Fh(S)2471 4388 y Fu(,)44 b(where)c Fm(p)2871 4403 y Fj(\036)2958 4388 y Fu(is)g(the)h(mean)g Fl(\036)227 4497 y Fu(momen)m(tum)27 b(as)g(determined)f(from)g(Bhabha) h(ev)m(en)m(ts)i(in)d(the)h(same)g(run.)39 b(The)26 b(p)s(osition)f(of) j(the)227 4605 y(IP)i(is)f(obtained)h(b)m(y)g(bac)m(kw)m(ard)h(extrap)s (olation)f(along)g(the)h Fl(K)2387 4619 y Fj(S)2468 4605 y Fu(\015igh)m(t)f(path.)227 4772 y Fl(L)289 4786 y Fj(K)396 4772 y Fu(is)38 b(ev)-5 b(aluated)39 b(for)f(eac)m(h)i(neutral)e (cluster)g(with)f(energy)i Fl(E)2476 4787 y Fo(cl)2571 4772 y Fl(>)g Fu(7)g(MeV)q(.)66 b(The)38 b(energy-)227 4881 y(w)m(eigh)m(ted)c(a)m(v)m(erage)i(of)d(the)h(v)-5 b(alues)33 b(of)g Fl(L)1646 4895 y Fj(K)1748 4881 y Fu(for)g(eac)m(h)h (cluster)f(is)g(used)f(as)i(the)f(\014nal)f Fl(L)3240 4895 y Fj(K)3342 4881 y Fu(mea-)227 4989 y(suremen)m(t.)227 5156 y(The)37 b(accuracy)j(in)c(the)i(lo)s(cation)g(of)g(the)h(photon)e (v)m(ertex)j(has)d(b)s(een)h(studied)e(using)h Fl(K)3353 5170 y Fj(L)3443 5156 y Fi(!)227 5264 y Fl(\031)282 5231 y Fo(+)341 5264 y Fl(\031)396 5231 y Fn(\000)455 5264 y Fl(\031)510 5231 y Fo(0)576 5264 y Fu(deca)m(ys,)28 b(in)d(whic)m(h)h(the)g(deca)m(y)i(p)s(osition)c(can)j(b)s(e)f(indep)s (enden)m(tly)d(determined)i(using)227 5373 y(clusters)j(and)h(trac)m (ks,)i(with)d(m)m(uc)m(h)h(greater)h(precision)e(in)g(the)h(latter)h (case.)41 b(The)29 b(dep)s(endence)227 5481 y(of)h(the)h(p)s(osition)d (resolution)h(on)i(deca)m(y)g(distance)f(is)g(illustrated)e(in)h(Fig.)h (13.)1835 5832 y(27)p eop %%Page: 28 31 28 30 bop 956 160 1850 4 v 1005 239 a Fu(Pro)s(cess)570 b(P)m(olar)30 b(angle)173 b Fl(\033)33 b Fu(\()p Fl(\026)p Fu(b\))p 956 276 V 1005 355 a Fl(e)1047 322 y Fo(+)1107 355 y Fl(e)1149 322 y Fn(\000)1233 355 y Fi(!)26 b Fl(e)1392 322 y Fo(+)1451 355 y Fl(e)1493 322 y Fn(\000)1552 355 y Fu(\()p Fl(\015)5 b Fu(\))126 b(20)1890 322 y Fn(\016)1956 355 y Fl(<)25 b(\022)i(<)e Fu(160)2353 322 y Fn(\016)2566 355 y Fu(6.2)1800 468 y(55)1890 435 y Fn(\016)1956 468 y Fl(<)g(\022)i(<)e Fu(125)2353 435 y Fn(\016)2544 468 y Fu(0.46)1005 581 y Fl(e)1047 548 y Fo(+)1107 581 y Fl(e)1149 548 y Fn(\000)1233 581 y Fi(!)h Fl(\026)1405 548 y Fo(+)1463 581 y Fl(\026)1518 548 y Fn(\000)1577 581 y Fu(\()p Fl(\015)5 b Fu(\))101 b(20)1890 548 y Fn(\016)1956 581 y Fl(<)25 b(\022)i(<)e Fu(160)2353 548 y Fn(\016)2521 581 y Fu(0.085)1005 694 y Fl(e)1047 661 y Fo(+)1107 694 y Fl(e)1149 661 y Fn(\000)1233 694 y Fi(!)h Fl(\031)1405 661 y Fo(+)1464 694 y Fl(\031)1519 661 y Fn(\000)1578 694 y Fu(\()p Fl(\015)5 b Fu(\))100 b(20)1890 661 y Fn(\016)1956 694 y Fl(<)25 b(\022)i(<)e Fu(160)2353 661 y Fn(\016)2521 694 y Fu(0.080)1005 807 y Fl(e)1047 774 y Fo(+)1107 807 y Fl(e)1149 774 y Fn(\000)1233 807 y Fi(!)h Fl(\015)5 b(\015)g Fu(\()p Fl(\015)g Fu(\))224 b(20)1890 774 y Fn(\016)1956 807 y Fl(<)25 b(\022)i(<)e Fu(160)2353 774 y Fn(\016)2544 807 y Fu(0.30)1005 920 y Fl(e)1047 887 y Fo(+)1107 920 y Fl(e)1149 887 y Fn(\000)1233 920 y Fi(!)h Fl(!)s(\031)1465 887 y Fo(0)2521 920 y Fu(0.008)p 956 957 V 1005 1036 a Fl(e)1047 1003 y Fo(+)1107 1036 y Fl(e)1149 1003 y Fn(\000)1233 1036 y Fi(!)g Fl(\036)1162 b Fu(3.1)p 956 1073 V 227 1494 a(T)-8 b(able)36 b(3:)52 b(Cross)36 b(sections)g(for)g(sev)m(eral)g Fl(e)1696 1461 y Fo(+)1756 1494 y Fl(e)1798 1461 y Fn(\000)1893 1494 y Fu(in)m(teraction)g(pro)s(cesses)g(at)2872 1429 y Fi(p)2948 1494 y Fl(s)e Fu(=)h(1)p Fl(:)p Fu(02)j(GeV)q(.)227 1607 y(F)-8 b(or)31 b(the)f(pro)s(cess)g Fl(e)905 1574 y Fo(+)965 1607 y Fl(e)1007 1574 y Fn(\000)1091 1607 y Fi(!)c Fl(\036)p Fu(,)k(the)h(visible)d(cross)i(section)h(is)e (listed.)227 1986 y Fk(5)135 b(Mon)l(te)50 b(Carlo:)70 b(ph)l(ysics)50 b(generators)h(and)e(detector)i(sim)l(u-)429 2136 y(lation)227 2393 y Fu(The)41 b(KLOE)g(Mon)m(te)j(Carlo)d (program,)k Ff(geanfi)p Fu(,)g(is)c(based)h(on)f(the)i Ff(geant)i(3.21)e Fu(library)227 2501 y([28,)18 b(29])40 b(widely)c(used)i(in)f(curren)m(t)i(high-energy)f(and)g(astroparticle)g (ph)m(ysics)g(exp)s(erimen)m(ts.)227 2610 y Ff(geanfi)30 b Fu(incorp)s(orates)f(a)i(detailed)f(description)e(of)j(the)f(KLOE)g (apparatus,)g(including)363 2835 y Fi(\017)46 b Fu(the)30 b(in)m(teraction)g(region:)40 b(the)30 b(b)s(eam)f(pip)s(e,)f(the)i(lo) m(w-)p Fl(\014)35 b Fu(quadrup)s(oles,)27 b(and)j(the)f(QCAL)454 2943 y(calorimeters;)363 3120 y Fi(\017)46 b Fu(the)31 b(drift)d(c)m(ham)m(b)s(er;)363 3297 y Fi(\017)46 b Fu(the)31 b(endcap)f(and)f(barrel)h(calorimeters;)363 3473 y Fi(\017)46 b Fu(the)31 b(sup)s(erconducting)d(magnet)j(and)f(the)g(return)g(y)m (ok)m(e)i(structure.)227 3699 y(A)26 b(set)g(of)g(sp)s(ecialized)e (routines)h(has)h(b)s(een)f(dev)m(elop)s(ed)g(to)h(sim)m(ulate)g(the)g (resp)s(onse)f(of)h(eac)m(h)h(de-)227 3807 y(tector,)i(starting)d(from) f(the)i(basic)e(quan)m(tities)h(obtained)f(from)h(the)g Ff(geant)g Fu(particle-trac)m(king)227 3916 y(and)41 b(energy-dep)s(osition)f(routines.)74 b(In)41 b(Secs.)h(5.3)h(and)e (5.4,)46 b(w)m(e)c(discuss)e(v)-5 b(arious)40 b(asp)s(ects)227 4024 y(of)d(the)g(sim)m(ulation)f(of)h(the)g(DC)g(and)g(EmC)f(resp)s (onse)g(and)h(compare)h(p)s(erformance)e(results)227 4132 y(obtained)30 b(using)e(data)j(and)f(Mon)m(te)i(Carlo)e(ev)m(en)m (ts.)227 4431 y Fg(5.1)112 b(Generators)38 b(for)f(con)m(tin)m(uum)g (pro)s(cesses)h(and)g Fb(\036)f Fg(pro)s(duction)227 4657 y Ff(geanfi)30 b Fu(con)m(tains)h(the)g(co)s(de)g(to)g(generate)h (the)f(ph)m(ysics)f(of)h(in)m(terest)f(at)i(D)m(A\010NE.)f(The)g(cross) 227 4766 y(sections)e(for)g(the)h(relev)-5 b(an)m(t)30 b(pro)s(cesses)f(in)f Fl(e)1741 4733 y Fo(+)1801 4766 y Fl(e)1843 4733 y Fn(\000)1931 4766 y Fu(collisions)f(at)2425 4701 y Fi(p)2501 4766 y Fl(s)e Fu(=)g(1)p Fl(:)p Fu(02)31 b(GeV)f(are)g(listed)e(in)227 4874 y(T)-8 b(able)30 b(3.)227 5041 y(A)k(precise)f(Bhabha-ev)m(en)m(t)j(generator)f(is)e(required)f (for)i(the)g(measuremen)m(t)h(of)f(the)g(D)m(A\010NE)227 5150 y(luminosit)m(y)-8 b(.)63 b(T)-8 b(o)39 b(reac)m(h)g(an)f (accuracy)i(of)f(a)f(few)h(p)s(er)e(mil)g(for)h(the)h(e\013ectiv)m(e)h (cross)e(section,)227 5258 y(radiativ)m(e)i(corrections)h(m)m(ust)f(b)s (e)g(prop)s(erly)e(treated.)72 b Ff(bha)n(gen)p Fu(,)42 b(an)e(exact)i(O)15 b(\()q Fl(\013)p Fu(\))41 b(genera-)227 5366 y(tor)h(based)g(on)g(the)g(calculations)g(of)g(Ref.)g(30,)47 b(has)42 b(b)s(een)f(implemen)m(ted)g(in)g Ff(geanfi)g Fu(from)227 5475 y(the)d(v)m(ery)g(b)s(eginning.)59 b(More)39 b(recen)m(tly)-8 b(,)40 b(the)e Ff(baba)-6 b(y)g(a)n(ga)36 b Fu(generator)i([25,)18 b(26])39 b(has)e(b)s(een)g(in-)227 5583 y(terfaced)h(with)f Ff(geanfi)p Fu(.)62 b(This)36 b(generator)i(is)f(based)g(on)h(the)g(application)e(to)i(QED)g(of)g (the)1835 5832 y(28)p eop %%Page: 29 32 29 31 bop 227 248 a Fu(parton-sho)m(w)m(er)27 b(metho)s(d)g(originally) d(dev)m(elop)s(ed)i(for)h(p)s(erturbativ)m(e)f(QCD)h(calculations.)38 b(The)227 356 y(generator)f(tak)m(es)g(in)m(to)e(accoun)m(t)j (corrections)d(due)g(to)i(initial-state)e(radiation)f(\(ISR\),)i (\014nal-)227 465 y(state)30 b(radiation)d(\(FSR\),)j(and)e(ISR-FSR)g (in)m(terference,)h(and)g(has)f(an)h(estimated)g(accuracy)h(of)227 573 y(0.5\045.)55 b Ff(baba)-6 b(y)g(a)n(ga)33 b Fu(can)i(also)g(b)s(e) f(used)g(to)i(generate)g Fl(e)2185 540 y Fo(+)2245 573 y Fl(e)2287 540 y Fn(\000)2379 573 y Fi(!)d Fl(\026)2558 540 y Fo(+)2617 573 y Fl(\026)2672 540 y Fn(\000)2765 573 y Fu(and)h Fl(e)2988 540 y Fo(+)3048 573 y Fl(e)3090 540 y Fn(\000)3182 573 y Fi(!)f Fl(\031)3361 540 y Fo(+)3420 573 y Fl(\031)3475 540 y Fn(\000)227 682 y Fu(ev)m(en)m(ts.)227 849 y(KLOE)j(can)h(measure)g Fl(\033)s Fu(\()p Fl(e)1190 816 y Fo(+)1250 849 y Fl(e)1292 816 y Fn(\000)1388 849 y Fi(!)g Fl(\031)1571 816 y Fo(+)1630 849 y Fl(\031)1685 816 y Fn(\000)1744 849 y Fu(\))g(using)f Fl(e)2103 816 y Fo(+)2163 849 y Fl(e)2205 816 y Fn(\000)2300 849 y Fi(!)h Fl(\031)2483 816 y Fo(+)2542 849 y Fl(\031)2597 816 y Fn(\000)2656 849 y Fl(\015)42 b Fu(ev)m(en)m(ts)d(in)d(whic)m(h)g (the)227 957 y(photon)28 b(is)f(radiated)h(from)g(the)g(initial)e (state.)41 b(F)-8 b(or)29 b(this)f(analysis,)f(w)m(e)i(use)f(the)g Ff(phokhara)j(3)227 1065 y Fu(generator)h([31],)h(whic)m(h)d(includes)f (leading-order)h(\(LO\))h(and)g(next-to-leading-order)g(\(NLO\))227 1174 y(treatmen)m(t)g(of)f(the)g(ISR)f(and)g(FSR)h(terms.)40 b(NLO)30 b(e\013ects)h(ha)m(v)m(e)g(b)s(een)e(sho)m(wn)g(to)i(ha)m(v)m (e)g(an)f(im-)227 1282 y(pact)k(on)f(the)h(precision)e(ac)m(hiev)-5 b(able)33 b(for)g(the)h(KLOE)e(measuremen)m(t)i(of)g Fl(\033)s Fu(\()p Fl(e)2932 1249 y Fo(+)2992 1282 y Fl(e)3034 1249 y Fn(\000)3124 1282 y Fi(!)c Fl(\031)3300 1249 y Fo(+)3359 1282 y Fl(\031)3414 1249 y Fn(\000)3473 1282 y Fu(\).)227 1391 y(A)37 b(previous)f(generator)i(dev)m(elop)s(ed)f(b)m (y)g(the)g(same)h(authors,)h Ff(ev)-8 b(a)36 b Fu([32],)41 b(w)m(as)c(based)g(on)g(LO)227 1499 y(calculations)29 b(of)h(the)h(ISR)e(and)h(FSR)g(diagrams,)g(supplemen)m(ted)e(b)m(y)i (an)g(appro)m(ximate)h(inclu-)227 1607 y(sion)g(of)i(additional)e (collinear)g(radiation)g(based)h(on)h(structure)f(functions.)45 b(KLOE)32 b(can)h(also)227 1716 y(generate)k(ev)m(en)m(ts)g(with)d Ff(ev)-8 b(a)p Fu(.)55 b(The)35 b(p)s(ossibilit)m(y)c(of)36 b(c)m(hanging)f(the)h(structure)f(functions)f(has)227 1824 y(b)s(een)29 b(used)h(in)f(our)h(analyses)g(of)h(radiativ)m(e)f Fl(\036)g Fu(deca)m(ys.)227 1991 y(The)e(pro)s(cess)h Fl(e)770 1958 y Fo(+)829 1991 y Fl(e)871 1958 y Fn(\000)956 1991 y Fi(!)c Fl(!)s(\031)1187 1958 y Fo(0)1255 1991 y Fu(is)j(sim)m(ulated)g(with)f(all)h Fl(!)k Fu(deca)m(y)e(mo)s(des)e (enabled,)h(the)g Fl(!)j Fu(width)227 2100 y(tak)m(en)j(in)m(to)f (accoun)m(t,)j(and)c(a)i(1)23 b(+)f(cos)1575 2067 y Fo(2)1630 2100 y Fl(\022)36 b Fu(dep)s(endence)d(assumed)g(for)h(the)g Fl(!)s(\031)2986 2067 y Fo(0)3060 2100 y Fu(angular)f(dis-)227 2208 y(tribution.)76 b(In)43 b(particular,)i(the)e(pro)s(cess)g Fl(e)1813 2175 y Fo(+)1872 2208 y Fl(e)1914 2175 y Fn(\000)2020 2208 y Fi(!)j Fl(!)s(\031)2272 2175 y Fo(0)2355 2208 y Fu(with)41 b Fl(!)50 b Fi(!)c Fl(\031)2873 2175 y Fo(0)2913 2208 y Fl(\015)i Fu(is)42 b(one)h(of)h(the)227 2316 y(bac)m(kground)34 b(c)m(hannels)f(for)h(the)g(analysis)f(of)h(the)h(deca)m(ys)g Fl(\036)c Fi(!)h Fl(f)2553 2330 y Fo(0)2592 2316 y Fu(\(980\))p Fl(\015)41 b Fu(and)33 b Fl(a)3113 2330 y Fo(0)3153 2316 y Fu(\(980\))p Fl(\015)5 b Fu(;)38 b(it)227 2425 y(is)29 b(treated)j(according)e(to)h(the)g(VDM)g(matrix)f(elemen)m(t)g(describ) s(ed)f(in)g(Ref.)h(33.)227 2592 y(The)39 b(sim)m(ulation)e(of)i Fl(\036)p Fu(-meson)h(pro)s(duction)d(and)i(deca)m(y)h(includes)d(the)j (pro)s(duction)d(of)j(ISR)227 2700 y(photons)26 b(b)m(y)h(the)g(in)m (teracting)g(b)s(eams.)39 b(The)27 b(ISR)f(generator)i(is)e(based)h(on) g(the)g(Kleiss)e(formal-)227 2809 y(ism)34 b(discussed)f(in)h(Ref.)h (34,)j(in)c(whic)m(h)g(it)g(is)h(sho)m(wn)f(that)i(the)f(O)15 b(\()q Fl(\013)p Fu(\))36 b(radiativ)m(e)f(corrections)227 2917 y(completely)f(factorize)h(from)f(the)g(lo)m(w)m(est-order)h(in)m (teraction)f(cross)g(section.)52 b(The)34 b(e\013ects)i(of)227 3026 y(hard,)h(soft,)h(and)d(virtual)g(bremsstrahlung)e(photons)j(are)h (tak)m(en)g(in)m(to)f(accoun)m(t)i(\(hard)d(pho-)227 3134 y(tons,)f(with)e Fl(E)j(>)29 b Fu(1)34 b(MeV)q(,)g(are)f (explicitly)e(sim)m(ulated\))h(b)m(y)h(m)m(ultiplying)d(a)j (photon-emission)227 3242 y(factor)e(with)e(the)i(nonradiativ)m(e)e (cross)h(section)h(ev)-5 b(aluated)30 b(at)h(an)f(e\013ectiv)m(e)i(CM)f (energy)f(that)227 3351 y(dep)s(ends)24 b(on)h(the)h(hardness)e(of)i (the)g(ISR)f(photon.)38 b(The)25 b(MC)h(dep)s(endence)f(on)2946 3286 y Fi(p)3022 3351 y Fl(s)g Fu(of)h(the)g(cross)227 3459 y(section)d(for)g Fl(\036)g Fu(pro)s(duction)e(follo)m(w)m(ed)i(b) m(y)g(deca)m(y)h(in)m(to)f(eac)m(h)h(of)g(the)f(dominan)m(t)f(mo)s(des) h(\()p Fl(K)3307 3426 y Fo(+)3366 3459 y Fl(K)3450 3426 y Fn(\000)3509 3459 y Fu(,)227 3568 y Fl(K)304 3582 y Fj(S)355 3568 y Fl(K)432 3582 y Fj(L)484 3568 y Fu(,)37 b Fl(\032\031)s Fu(,)f(and)f Fl(\021)s(\015)5 b Fu(\))36 b(is)e(sho)m(wn)h(in)f(Fig.)h(14)h(and)f(compared)g(with)f(KLOE)h (measuremen)m(ts)227 3676 y(conducted)30 b(in)f(2002.)227 3978 y Fg(5.2)112 b(Generators)38 b(for)f(meson)h(deca)m(ys)227 4204 y Fu(The)33 b(routines)g(in)f(the)i Ff(geant)f Fu(library)f(sim)m (ulate)h(t)m(w)m(o-)i(and)e(three-b)s(o)s(dy)g(deca)m(ys)i(according) 227 4312 y(to)41 b(pure)f(phase-space)h(distributions.)68 b(Only)39 b(the)i(main)e(deca)m(y)j(mo)s(des)e(of)h(m)m(uons,)i(pions,) 227 4421 y(k)-5 b(aons,)29 b(and)g Fl(\021)j Fu(mesons)d(are)g(sim)m (ulated.)39 b(W)-8 b(e)30 b(ha)m(v)m(e)g(enric)m(hed)e(the)h(list)f(of) h(sim)m(ulated)e(particle-)227 4529 y(deca)m(y)37 b(mo)s(des)e(to)h (include)e(rare)h(deca)m(ys)i(and)e(re\014ned)g(the)h(kinematic)f (distributions)d(of)k(the)227 4637 y(secondaries)h(to)h(include)d(the)i (correlations)g(exp)s(ected)h(from)f(the)g(matrix)g(elemen)m(ts)h(for)f (the)227 4746 y(di\013eren)m(t)30 b(deca)m(y)h(pro)s(cesses.)227 4913 y(The)39 b(generator)h(for)f Fl(\036)h Fu(ev)m(en)m(ts)h (discussed)c(in)h(Sec.)i(5.1)h(selects)f(the)f Fl(\036)h Fu(deca)m(y)h(c)m(hannel)d(and)227 5021 y(declares)31 b(the)g(deca)m(y)h(pro)s(ducts)e(to)i Ff(geant)p Fu(.)42 b(Initial-state)31 b(reactions)h(and)e(the)i(b)s(eam-energy)227 5130 y(spread)c(of)h(the)g(mac)m(hine)f(\(\001)p Fl(E)1303 5145 y Fo(b)r(eam)1474 5130 y Fl(=E)1586 5145 y Fo(b)r(eam)1783 5130 y Fu(=)d(0)p Fl(:)p Fu(04\045)30 b(at)g(D)m(A\010NE\))f(are)h(tak) m(en)g(in)m(to)e(accoun)m(t)227 5238 y(ev)m(en)m(t)k(b)m(y)e(ev)m(en)m (t)i(in)d(the)h(sim)m(ulation)f(of)h(the)h(deca)m(y)h(kinematics.)227 5405 y(F)-8 b(or)28 b Fl(\036)e Fi(!)f Fl(K)667 5372 y Fo(+)726 5405 y Fl(K)810 5372 y Fn(\000)896 5405 y Fu(and)i Fl(K)1147 5419 y Fj(S)1198 5405 y Fl(K)1275 5419 y Fj(L)1355 5405 y Fu(deca)m(ys,)i(the)f(k)-5 b(aons)28 b(are)g(distributed)d(as)j Fl(dN)r(=d)15 b Fu(cos)i Fl(\022)27 b Fi(/)e Fu(sin)3434 5371 y Fo(2)3489 5405 y Fl(\022)227 5514 y Fu(in)k(the)h(p)s(olar)f(angle.)1835 5832 y(29)p eop %%Page: 30 33 30 32 bop 723 1960 a @beginspecial 65 @llx 260 @lly 450 @urx 560 @ury 2778 @rwi @setspecial %%BeginDocument: lineshape.eps %!PS-Adobe-3.0 EPSF-3.0 %%Title: Microsoft PowerPoint - lineshapen %%Creator: PScript5.dll Version 5.2 %%CreationDate: 4/7/2004 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def/tprint{dup length cp add rmargin gt{nl/cp 0 def}if dup length cp add/cp exch def prnt}readonly def/cvsprint{=string cvs tprint( )tprint}readonly def /integertype{cvsprint}readonly def/realtype{cvsprint}readonly def/booleantype {cvsprint}readonly def/operatortype{(--)tprint =string cvs tprint(-- )tprint} readonly def/marktype{pop(-mark- )tprint}readonly def/dicttype{pop (-dictionary- )tprint}readonly def/nulltype{pop(-null- )tprint}readonly def /filetype{pop(-filestream- )tprint}readonly def/savetype{pop(-savelevel- ) tprint}readonly def/fonttype{pop(-fontid- )tprint}readonly def/nametype{dup xcheck not{(/)tprint}if cvsprint}readonly def/stringtype{dup rcheck{(\()tprint tprint(\))tprint}{pop(-string- )tprint}ifelse}readonly def/arraytype{dup rcheck {dup xcheck{({)tprint{typeprint}forall(})tprint}{([)tprint{typeprint}forall(]) tprint}ifelse}{pop(-array- )tprint}ifelse}readonly def/packedarraytype{dup rcheck{dup xcheck{({)tprint{typeprint}forall(})tprint}{([)tprint{typeprint} forall(])tprint}ifelse}{pop(-packedarray- )tprint}ifelse}readonly def/courier /Courier findfont 10 scalefont def end errordict/handleerror{systemdict begin $error begin $brkpage begin newerror{/newerror false store vmstatus pop pop 0 ne{grestoreall}if errorname(VMerror)ne{showpage}if initgraphics courier setfont lmargin 720 moveto errorname(VMerror)eq{userdict/ehsave known{clear userdict /ehsave get restore 2 vmreclaim}if vmstatus exch pop exch pop PrtVMMsg}{ (ERROR: )prnt errorname prnt nl(OFFENDING COMMAND: )prnt/command load prnt $error/ostack known{nl nl(STACK:)prnt nl nl $error/ostack get aload length{==} repeat}if}ifelse systemdict/showpage get exec(%%[ Error: )print errorname =print(; OffendingCommand: )print/command load =print( ]%%)= flush}if end end end}dup 0 systemdict put dup 4 $brkpage put bind readonly put/currentpacking where{pop/setpacking where{pop oldpack setpacking}if}if %%EndResource userdict /Pscript_WinNT_Incr 230 dict dup begin put %%BeginResource: file Pscript_FatalError 5.0 0 userdict begin/FatalErrorIf{{initgraphics findfont 1 index 0 eq{exch pop}{dup length dict begin{1 index/FID ne{def}{pop pop}ifelse}forall/Encoding {ISOLatin1Encoding}stopped{StandardEncoding}if def currentdict end /ErrFont-Latin1 exch definefont}ifelse exch scalefont setfont counttomark 3 div cvi{moveto show}repeat showpage quit}{cleartomark}ifelse}bind def end %%EndResource userdict begin/PrtVMMsg{vmstatus exch sub exch pop gt{[ (Questo lavoro richiede una quantità di memoria maggiore di quella disponibile nella stampante.) 100 500(Attenersi alle istruzioni seguenti; quindi stampare di nuovo:)100 485 (Per il formato di output, scegliere Massima portabilità.)115 470 (Controllare che la quantità di memoria PostScript disponibile sia accurata nella scheda Impostazioni periferica.) 115 455(Ridurre il numero di caratteri del documento.)115 440 (Stampare il documento in parti.)115 425 12/Times-Roman showpage (%%[ PrinterError: Low Printer VM ]%%)= true FatalErrorIf}if}bind def end version cvi 2016 ge{/VM?{pop}bind def}{/VM? userdict/PrtVMMsg get def}ifelse %%BeginResource: file Pscript_Win_Basic 5.0 0 /d/def load def/,/load load d/~/exch , d/?/ifelse , d/!/pop , d/`/begin , d/^ /index , d/@/dup , d/+/translate , d/$/roll , d/U/userdict , d/M/moveto , d/- /rlineto , d/&/currentdict , d/:/gsave , d/;/grestore , d/F/false , d/T/true , d/N/newpath , d/E/end , d/Ac/arc , d/An/arcn , d/A/ashow , d/D/awidthshow , d/C /closepath , d/V/div , d/O/eofill , d/L/fill , d/I/lineto , d/-c/curveto , d/-M /rmoveto , d/+S/scale , d/Ji/setfont , d/Lc/setlinecap , d/Lj/setlinejoin , d /Lw/setlinewidth , d/Lm/setmiterlimit , d/sd/setdash , d/S/show , d/LH/showpage , d/K/stroke , d/W/widthshow , d/R/rotate , d/L2? false/languagelevel where{pop languagelevel 2 ge{pop true}if}if d L2?{/xS/xshow , d/yS/yshow , d/zS/xyshow , d}if/b{bind d}bind d/bd{bind d}bind d/xd{~ d}bd/ld{, d}bd/bn/bind ld/lw/Lw ld /lc/Lc ld/lj/Lj ld/sg/setgray ld/ADO_mxRot null d/self & d/OrgMx matrix currentmatrix d/reinitialize{: OrgMx setmatrix[/TextInit/GraphInit/UtilsInit counttomark{@ where{self eq}{F}?{cvx exec}{!}?}repeat cleartomark ;}b /initialize{`{/Pscript_Win_Data where{!}{U/Pscript_Win_Data & put}?/ADO_mxRot ~ d/TextInitialised? F d reinitialize E}{U/Pscript_Win_Data 230 dict @ ` put /ADO_mxRot ~ d/TextInitialised? F d reinitialize}?}b/terminate{!{& self eq {exit}{E}?}loop E}b/suspend/terminate , d/resume{` Pscript_Win_Data `}b U ` /lucas 21690 d/featurebegin{countdictstack lucas[}b/featurecleanup{stopped {cleartomark @ lucas eq{! exit}if}loop countdictstack ~ sub @ 0 gt{{E}repeat} {!}?}b E/snap{transform 0.25 sub round 0.25 add ~ 0.25 sub round 0.25 add ~ itransform}b/dsnap{dtransform round ~ round ~ idtransform}b/nonzero_round{@ 0.5 ge{round}{@ -0.5 lt{round}{0 ge{1}{-1}?}?}?}b/nonzero_dsnap{dtransform nonzero_round ~ nonzero_round ~ idtransform}b U<04>cvn{}put/rr{1 ^ 0 - 0 ~ - neg 0 - C}b/irp{4 -2 $ + +S fx 4 2 $ M 1 ^ 0 - 0 ~ - neg 0 -}b/rp{4 2 $ M 1 ^ 0 - 0 ~ - neg 0 -}b/solid{[]0 sd}b/g{@ not{U/DefIf_save save put}if U/DefIf_bool 2 ^ put}b/DefIf_El{if U/DefIf_bool get not @{U/DefIf_save get restore}if}b/e {DefIf_El !}b/UDF{L2?{undefinefont}{!}?}b/UDR{L2?{undefineresource}{! !}?}b /freeVM{/Courier findfont[40 0 0 -40 0 0]makefont Ji 2 vmreclaim}b/hfRedefFont {findfont @ length dict `{1 ^/FID ne{d}{! !}?}forall & E @ ` ~{/CharStrings 1 dict `/.notdef 0 d & E d}if/Encoding 256 array 0 1 255{1 ^ ~/.notdef put}for d E definefont !}bind d/hfMkCIDFont{/CIDFont findresource @ length 2 add dict `{1 ^ @/FID eq ~ @/XUID eq ~/UIDBase eq or or{! !}{d}?}forall/CDevProc ~ d/Metrics2 16 dict d/CIDFontName 1 ^ d & E 1 ^ ~/CIDFont defineresource ![~]composefont !} bind d %%EndResource %%BeginResource: file Pscript_Win_Utils_L2 5.0 0 /rf/rectfill , d/fx{1 1 dtransform @ 0 ge{1 sub 0.5}{1 add -0.5}? 3 -1 $ @ 0 ge {1 sub 0.5}{1 add -0.5}? 3 1 $ 4 1 $ idtransform 4 -2 $ idtransform}b/BZ{4 -2 $ snap + +S fx rf}b/rs/rectstroke , d/rc/rectclip , d/UtilsInit{currentglobal{F setglobal}if}b/scol{! setcolor}b/colspA/DeviceGray d/colspABC/DeviceRGB d /colspRefresh{colspABC setcolorspace}b/SetColSpace{colspABC setcolorspace}b /resourcestatus where{!/ColorRendering/ProcSet resourcestatus{! ! T}{F}?}{F}? not{/ColorRendering<>/defineresource where{!/ProcSet defineresource !}{! !}?}if/buildcrdname{/ColorRendering/ProcSet findresource ` mark GetHalftoneName @ type @/nametype ne ~/stringtype ne and{!/none}if(.) GetPageDeviceName @ type @/nametype ne ~/stringtype ne and{!/none}if(.)5 ^ 0 5 -1 1{^ length add}for string 6 1 $ 5 ^ 5{~ 1 ^ cvs length 1 ^ length 1 ^ sub getinterval}repeat ! cvn 3 1 $ ! ! E}b/definecolorrendering{~ buildcrdname ~ /ColorRendering defineresource !}b/findcolorrendering where{!}{ /findcolorrendering{buildcrdname @/ColorRendering resourcestatus{! ! T}{ /ColorRendering/ProcSet findresource ` GetSubstituteCRD E F}?}b}? /selectcolorrendering{findcolorrendering !/ColorRendering findresource setcolorrendering}b/G2UBegin{findresource/FontInfo get/GlyphNames2Unicode get `}bind d/G2CCBegin{findresource/FontInfo get/GlyphNames2HostCode get `}bind d /G2UEnd{E}bind d/AddFontInfoBegin{/FontInfo 8 dict @ `}bind d/AddFontInfo{ /GlyphNames2Unicode 16 dict d/GlyphNames2HostCode 16 dict d}bind d /AddFontInfoEnd{E d}bind d/T0AddCFFMtx2{/CIDFont findresource/Metrics2 get ` d E}bind d %%EndResource end %%EndProlog %%BeginSetup [ 1 0 0 1 0 0 ] false Pscript_WinNT_Incr dup /initialize get exec 1 setlinecap 1 setlinejoin /mysetup [ 72 600 V 0 0 -72 600 V 14.00031 828 ] def %%EndSetup %%Page: 1 1 %%PageBoundingBox: 14 14 581 828 %%EndPageComments %%BeginPageSetup /DeviceRGB dup setcolorspace /colspABC exch def mysetup concat colspRefresh %%EndPageSetup Pscript_WinNT_Incr begin %%BeginResource: file Pscript_WinNT_Compat 5.0 0 userdict/Pscript_WinNT_Compat 19 dict dup begin/bd{bind def}bind def/ld{load def}bd/$x matrix def/ANSIVec[16#0/grave 16#1/acute 16#2/circumflex 16#3/tilde 16#4/macron 16#5/breve 16#6/dotaccent 16#7/dieresis 16#8/ring 16#9/cedilla 16#A /hungarumlaut 16#B/ogonek 16#C/caron 16#D/dotlessi 16#27/quotesingle 16#60 /grave 16#7C/bar 16#82/quotesinglbase 16#83/florin 16#84/quotedblbase 16#85 /ellipsis 16#86/dagger 16#87/daggerdbl 16#88/circumflex 16#89/perthousand 16#8A /Scaron 16#8B/guilsinglleft 16#8C/OE 16#91/quoteleft 16#92/quoteright 16#93 /quotedblleft 16#94/quotedblright 16#95/bullet 16#96/endash 16#97/emdash 16#98 /tilde 16#99/trademark 16#9A/scaron 16#9B/guilsinglright 16#9C/oe 16#9F /Ydieresis 16#A0/space 16#A1/exclamdown 16#A4/currency 16#A5/yen 16#A6 /brokenbar 16#A7/section 16#A8/dieresis 16#A9/copyright 16#AA/ordfeminine 16#AB /guillemotleft 16#AC/logicalnot 16#AD/hyphen 16#AE/registered 16#AF/macron 16#B0/degree 16#B1/plusminus 16#B2/twosuperior 16#B3/threesuperior 16#B4/acute 16#B5/mu 16#B6/paragraph 16#B7/periodcentered 16#B8/cedilla 16#B9/onesuperior 16#BA/ordmasculine 16#BB/guillemotright 16#BC/onequarter 16#BD/onehalf 16#BE /threequarters 16#BF/questiondown 16#C0/Agrave 16#C1/Aacute 16#C2/Acircumflex 16#C3/Atilde 16#C4/Adieresis 16#C5/Aring 16#C6/AE 16#C7/Ccedilla 16#C8/Egrave 16#C9/Eacute 16#CA/Ecircumflex 16#CB/Edieresis 16#CC/Igrave 16#CD/Iacute 16#CE /Icircumflex 16#CF/Idieresis 16#D0/Eth 16#D1/Ntilde 16#D2/Ograve 16#D3/Oacute 16#D4/Ocircumflex 16#D5/Otilde 16#D6/Odieresis 16#D7/multiply 16#D8/Oslash 16#D9/Ugrave 16#DA/Uacute 16#DB/Ucircumflex 16#DC/Udieresis 16#DD/Yacute 16#DE /Thorn 16#DF/germandbls 16#E0/agrave 16#E1/aacute 16#E2/acircumflex 16#E3 /atilde 16#E4/adieresis 16#E5/aring 16#E6/ae 16#E7/ccedilla 16#E8/egrave 16#E9 /eacute 16#EA/ecircumflex 16#EB/edieresis 16#EC/igrave 16#ED/iacute 16#EE /icircumflex 16#EF/idieresis 16#F0/eth 16#F1/ntilde 16#F2/ograve 16#F3/oacute 16#F4/ocircumflex 16#F5/otilde 16#F6/odieresis 16#F7/divide 16#F8/oslash 16#F9 /ugrave 16#FA/uacute 16#FB/ucircumflex 16#FC/udieresis 16#FD/yacute 16#FE/thorn 16#FF/ydieresis]def currentdict{dup type/operatortype eq{[exch]cvx def}{pop pop}ifelse}forall/initialize{currentdict exch begin begin}bind def/terminate{ /@FL where not{pop end end}{pop}ifelse}bind def/suspend/terminate load def /resume/initialize load def/RS{/pagesave where{pop pagesave restore}{$x matrix invertmatrix concat}ifelse}def/SS{/pagesave save def}def/CB{pop pop pop pop}def /B{pop pop pop pop}def/:/gsave load def/;/grestore load def/N/newpath load def end put %%EndResource end reinitialize Pscript_WinNT_Compat begin /$x mysetup def end Pscript_WinNT_Incr dup /suspend get exec Pscript_WinNT_Compat dup /initialize get exec %%BeginDocument: Pscript_Win_PassThrough userdict /GpPBeg {gsave initclip 13 dict begin /c {curveto} bind def /l {lineto} bind def /m {moveto} bind def /NP {newpath} bind def /CP {closepath} bind def /SC {setrgbcolor} bind def /S {stroke} bind def /F {fill} bind def /AF {eofill} bind def 1 eq {setdash setlinewidth setmiterlimit setlinejoin setlinecap} if} put /GSE {end grestore} def 0 GpPBeg NP 0 0 m 4725 0 l 4725 6783 l 0 6783 l CP eoclip 1 1 1 SC NP 0 -1 m 4733 -1 l 4733 6792 l 0 6792 l CP AF GSE %%EndDocument Pscript_WinNT_Compat dup /suspend get exec Pscript_WinNT_Incr dup /resume get exec /DeviceRGB dup setcolorspace /colspABC exch def 0 0 0 1 scol Pscript_WinNT_Incr begin %%BeginResource: file Pscript_Text 5.0 0 /TextInit{TextInitialised? not{/Pscript_Windows_Font & d/TextInitialised? T d /fM[1 0 0 1 0 0]d/mFM matrix d/iMat[1 0 0.212557 1 0 0]d}if}b/copyfont{1 ^ length add dict `{1 ^/FID ne{d}{! !}?}forall & E}b/EncodeDict 11 dict d/bullets {{/bullet}repeat}b/rF{3 copyfont @ ` ~ EncodeDict ~ get/Encoding ~ 3 ^/0 eq{& /CharStrings known{CharStrings/Eth known not{! EncodeDict/ANSIEncodingOld get} if}if}if d E}b/mF{@ 7 1 $ findfont ~{@/Encoding get @ StandardEncoding eq{! T}{ {ISOLatin1Encoding}stopped{! F}{eq}?{T}{@ ` T 32 1 127{Encoding 1 ^ get StandardEncoding 3 -1 $ get eq and}for E}?}?}{F}?{1 ^ ~ rF}{0 copyfont}? 6 -2 $ ! ! ~ !/pd_charset @ where{~ get 128 eq{@ FDV 2 copy get @ length array copy put pd_CoverFCRange}if}{!}? 2 ^ ~ definefont fM 5 4 -1 $ put fM 4 0 put fM makefont Pscript_Windows_Font 3 1 $ put}b/sLT{: Lw -M currentpoint snap M 0 - 0 Lc K ;}b/xUP null d/yUP null d/uW null d/xSP null d/ySP null d/sW null d/sSU{N /uW ~ d/yUP ~ d/xUP ~ d}b/sU{xUP yUP uW sLT}b/sST{N/sW ~ d/ySP ~ d/xSP ~ d}b/sT {xSP ySP sW sLT}b/sR{: + R 0 0 M}b/sRxy{: matrix astore concat 0 0 M}b/eR/; , d /AddOrigFP{{&/FontInfo known{&/FontInfo get length 6 add}{6}? dict ` /WinPitchAndFamily ~ d/WinCharSet ~ d/OrigFontType ~ d/OrigFontStyle ~ d /OrigFontName ~ d & E/FontInfo ~ d}{! ! ! ! !}?}b/mFS{makefont Pscript_Windows_Font 3 1 $ put}b/mF42D{0 copyfont `/FontName ~ d 2 copy ~ sub 1 add dict `/.notdef 0 d 2 copy 1 ~{@ 3 ^ sub Encoding ~ get ~ d}for & E /CharStrings ~ d ! ! & @ E/FontName get ~ definefont}b/mF42{15 dict ` @ 4 1 $ FontName ~ d/FontType 0 d/FMapType 2 d/FontMatrix[1 0 0 1 0 0]d 1 ^ 254 add 255 idiv @ array/Encoding ~ d 0 1 3 -1 $ 1 sub{@ Encoding 3 1 $ put}for/FDepVector Encoding length array d/CharStrings 2 dict `/.notdef 0 d & E d 0 1 Encoding length 1 sub{@ @ 10 lt{! FontName length 1 add string}{100 lt{FontName length 2 add string}{FontName length 3 add string}?}? @ 0 FontName @ length string cvs putinterval @ 3 -1 $ @ 4 1 $ 3 string cvs FontName length ~ putinterval cvn 1 ^ 256 mul @ 255 add 3 -1 $ 4 ^ findfont mF42D FDepVector 3 1 $ put}for & @ E /FontName get ~ definefont ! ! ! mF}b/mF_OTF_V{~ ! ~ ! 4 -1 $ ! findfont 2 ^ ~ definefont fM @ @ 4 6 -1 $ neg put 5 0 put 90 matrix R matrix concatmatrix makefont Pscript_Windows_Font 3 1 $ put}b/mF_TTF_V{3{~ !}repeat 3 -1 $ ! findfont 1 ^ ~ definefont Pscript_Windows_Font 3 1 $ put}b/UmF{L2? {Pscript_Windows_Font ~ undef}{!}?}b/UmF42{@ findfont/FDepVector get{/FontName get undefinefont}forall undefinefont}b %%EndResource end reinitialize Pscript_WinNT_Incr begin %%BeginResource: file Pscript_Encoding256 5.0 0 /CharCol256Encoding[/.notdef/breve/caron/dotaccent/dotlessi/fi/fl/fraction /hungarumlaut/Lslash/lslash/minus/ogonek/ring/Zcaron/zcaron/.notdef/.notdef /.notdef/.notdef/.notdef/.notdef/.notdef/.notdef/.notdef/.notdef/.notdef /.notdef/.notdef/.notdef/.notdef/.notdef/space/exclam/quotedbl/numbersign /dollar/percent/ampersand/quotesingle/parenleft/parenright/asterisk/plus/comma /hyphen/period/slash/zero/one/two/three/four/five/six/seven/eight/nine/colon /semicolon/less/equal/greater/question/at/A/B/C/D/E/F/G/H/I/J/K/L/M/N/O/P/Q/R/S /T/U/V/W/X/Y/Z/bracketleft/backslash/bracketright/asciicircum/underscore/grave /a/b/c/d/e/f/g/h/i/j/k/l/m/n/o/p/q/r/s/t/u/v/w/x/y/z/braceleft/bar/braceright /asciitilde/.notdef/Euro/.notdef/quotesinglbase/florin/quotedblbase/ellipsis /dagger/daggerdbl/circumflex/perthousand/Scaron/guilsinglleft/OE/.notdef /.notdef/.notdef/.notdef/quoteleft/quoteright/quotedblleft/quotedblright/bullet /endash/emdash/tilde/trademark/scaron/guilsinglright/oe/.notdef/.notdef /Ydieresis/.notdef/exclamdown/cent/sterling/currency/yen/brokenbar/section /dieresis/copyright/ordfeminine/guillemotleft/logicalnot/.notdef/registered /macron/degree/plusminus/twosuperior/threesuperior/acute/mu/paragraph /periodcentered/cedilla/onesuperior/ordmasculine/guillemotright/onequarter /onehalf/threequarters/questiondown/Agrave/Aacute/Acircumflex/Atilde/Adieresis /Aring/AE/Ccedilla/Egrave/Eacute/Ecircumflex/Edieresis/Igrave/Iacute /Icircumflex/Idieresis/Eth/Ntilde/Ograve/Oacute/Ocircumflex/Otilde/Odieresis /multiply/Oslash/Ugrave/Uacute/Ucircumflex/Udieresis/Yacute/Thorn/germandbls /agrave/aacute/acircumflex/atilde/adieresis/aring/ae/ccedilla/egrave/eacute /ecircumflex/edieresis/igrave/iacute/icircumflex/idieresis/eth/ntilde/ograve /oacute/ocircumflex/otilde/odieresis/divide/oslash/ugrave/uacute/ucircumflex /udieresis/yacute/thorn/ydieresis]def EncodeDict/256 CharCol256Encoding put %%EndResource end reinitialize %%IncludeResource: font Helvetica Pscript_WinNT_Incr begin %%BeginResource: file Pscript_Win_Euro_L2 5.0 0 /UseT3EuroFont{/currentdistillerparams where{pop currentdistillerparams /CoreDistVersion get 4000 le}{false}ifelse}bind def/NewEuroT3Font?{dup/FontType get 3 eq{dup/EuroFont known exch/BaseFont known and}{pop false}ifelse}bind def /T1FontHasEuro{dup/CharStrings known not{dup NewEuroT3Font?{dup/EuroGlyphName get exch/EuroFont get/CharStrings get exch known{true}{false}ifelse}{pop false} ifelse}{dup/FontType get 1 eq{/CharStrings get/Euro known}{dup/InfoDict known{ /InfoDict get/Euro known}{/CharStrings get/Euro known}ifelse}ifelse}ifelse}bind def/FontHasEuro{findfont dup/Blend known{pop true}{T1FontHasEuro}ifelse}bind def/EuroEncodingIdx 1 def/EuroFontHdr{12 dict begin/FontInfo 10 dict dup begin /version(001.000)readonly def/Notice(Copyright (c)1999 Adobe Systems Incorporated. All Rights Reserved.)readonly def/FullName(Euro)readonly def /FamilyName(Euro)readonly def/Weight(Regular)readonly def/isFixedPitch false def/ItalicAngle 0 def/UnderlinePosition -100 def/UnderlineThickness 50 def end readonly def/FontName/Euro def/Encoding 256 array 0 1 255{1 index exch/.notdef put}for def/PaintType 0 def/FontType 1 def/FontMatrix[0.001 0 0 0.001 0 0]def /FontBBox{-25 -23 1500 804}readonly def currentdict end dup/Private 20 dict dup begin/ND{def}def/NP{put}def/lenIV -1 def/RD{string currentfile exch readhexstring pop}def/-|{string currentfile exch readstring pop}executeonly def /|-{def}executeonly def/|{put}executeonly def/BlueValues[-20 0 706 736 547 572] |-/OtherBlues[-211 -203]|-/BlueScale 0.0312917 def/MinFeature{16 16}|-/StdHW [60]|-/StdVW[71]|-/ForceBold false def/password 5839 def/Erode{8.5 dup 3 -1 roll 0.1 mul exch 0.5 sub mul cvi sub dup mul 71 0 dtransform dup mul exch dup mul add le{pop pop 1.0 1.0}{pop pop 0.0 1.5}ifelse}def/OtherSubrs[{}{}{} {systemdict/internaldict known not{pop 3}{1183615869 systemdict/internaldict get exec dup/startlock known{/startlock get exec}{dup/strtlck known{/strtlck get exec}{pop 3}ifelse}ifelse}ifelse}executeonly]|-/Subrs 5 array dup 0 <8E8B0C100C110C110C210B>put dup 1<8B8C0C100B>put dup 2<8B8D0C100B>put dup 3<0B> put dup 4<8E8C8E0C100C110A0B>put |- 2 index/CharStrings 256 dict dup begin /.notdef<8b8b0d0e>def end end put put dup/FontName get exch definefont pop}bind def/AddEuroGlyph{2 index exch EuroEncodingIdx 1 eq{EuroFontHdr}if systemdict begin/Euro findfont dup dup/Encoding get 5 1 roll/Private get begin/CharStrings get dup 3 index known{pop pop pop pop end end}{begin 1 index exch def end end end EuroEncodingIdx dup 1 add/EuroEncodingIdx exch def exch put}ifelse}bind def /GetNewXUID{currentdict/XUID known{[7 XUID aload pop]true}{currentdict/UniqueID known{[7 UniqueID]true}{false}ifelse}ifelse}bind def/BuildT3EuroFont{exch 16 dict begin dup/FontName exch def findfont dup/Encoding get/Encoding exch def dup length 1 add dict copy dup/FID undef begin dup dup/FontName exch def /Encoding 256 array 0 1 255{1 index exch/.notdef put}for def GetNewXUID{/XUID exch def}if currentdict end definefont pop/BaseFont exch findfont 1000 scalefont def/EuroFont exch findfont 1000 scalefont def pop/EuroGlyphName exch def/FontType 3 def/FontMatrix[.001 0 0 .001 0 0]def/FontBBox BaseFont/FontBBox get def/Char 1 string def/BuildChar{exch dup begin/Encoding get 1 index get /Euro eq{BaseFont T1FontHasEuro{false}{true}ifelse}{false}ifelse{EuroFont setfont pop userdict/Idx 0 put EuroFont/Encoding get{EuroGlyphName eq{exit} {userdict/Idx Idx 1 add put}ifelse}forall userdict/Idx get}{dup dup Encoding exch get BaseFont/Encoding get 3 1 roll put BaseFont setfont}ifelse Char 0 3 -1 roll put Char stringwidth newpath 0 0 moveto Char true charpath flattenpath pathbbox setcachedevice 0 0 moveto Char show end}bind def currentdict end dup /FontName get exch definefont pop}bind def/AddEuroToT1Font{dup findfont dup length 10 add dict copy dup/FID undef begin/EuroFont 3 -1 roll findfont 1000 scalefont def CharStrings dup length 1 add dict copy begin/Euro{EuroFont setfont pop EuroGBBox aload pop setcachedevice 0 0 moveto EuroGName glyphshow} bind def currentdict end/CharStrings exch def GetNewXUID{/XUID exch def}if 3 1 roll/EuroGBBox exch def/EuroGName exch def currentdict end definefont pop}bind def/BuildNewFont{UseT3EuroFont{BuildT3EuroFont}{pop AddEuroToT1Font}ifelse}bind def/UseObliqueEuro{findfont/FontMatrix get dup 2 get 0 eq exch dup 0 get exch 3 get eq and UseT3EuroFont or}bind def %%EndResource end reinitialize /Helvetica FontHasEuro not { /Euro.Helvetica [556 0 24 -19 541 703 ] AddEuroGlyph /Euro /Helvetica /Helvetica-Copy BuildNewFont } if F /F0 0 /256 T /Helvetica mF /F0S69 F0 [105 0 0 -105 0 0 ] mFS F0S69 Ji 4612 6736 M (1)S Pscript_WinNT_Compat begin /$x mysetup def end Pscript_WinNT_Incr dup /suspend get exec Pscript_WinNT_Compat dup /initialize get exec %%BeginDocument: Pscript_Win_PassThrough userdict /GpPBeg {gsave initclip 13 dict begin /c {curveto} bind def /l {lineto} bind def /m {moveto} bind def /NP {newpath} bind def /CP {closepath} bind def /SC {setrgbcolor} bind def /S {stroke} bind def /F {fill} bind def /AF {eofill} bind def 1 eq {setdash setlinewidth setmiterlimit setlinejoin setlinecap} if} put /GSE {end grestore} def 0 GpPBeg NP 330 1984 m 4395 1984 l 4395 4798 l 330 4798 l CP eoclip 1 1 1 SC NP 329 1983 m 4394 1983 l 4394 4797 l 329 4797 l CP AF GSE %%EndDocument Pscript_WinNT_Compat dup /suspend get exec Pscript_WinNT_Incr dup /resume get exec /DeviceRGB dup setcolorspace /colspABC exch def 0 0 0 1 scol %%IncludeResource: font Times-Bold /Times-Bold FontHasEuro not { /Euro.Times-Bold [500 0 19 -13 492 688 ] <9EF8880DF84CA6037EA701F791C801F7FFC801F928A7018F0AC3F73203F852A6037EA701 F791C801F7FFC801F928A701F86DF89C15F73A0770068875877D778B08858B749A799308 7E916E946B8B08358BFB144773FB58086506774E05C1065A076706774E05C7069DFB27E1 FB0BF7188B088F0AC3F73203F84CA6037EA701F791C801F7FFC801F928A701B88BAA9F91 8E089C939892908B089F8B8F7D8E7508A606F7450772067A3F5240538B084F8B68EC89F7 2108F72F06A0C805FB4506BC07F75506A0C805FB690690F71CA9EFC88B088F0AF852A603 7EA701F791C801F7FFC801F928A701D58BB93A9C5008090E> AddEuroGlyph /Euro /Times-Bold /Times-Bold-Copy BuildNewFont } if F /F1 0 /256 T /Times-Bold mF /F1S7D F1 [125 0 0 -125 0 0 ] mFS F1S7D Ji 3257 4654 M (MeV)[118 55 0]xS Pscript_WinNT_Incr begin %%BeginResource: file Pscript_Win_Dib_L2 5.0 0 /iw 0 d/ih 0 d/im_save 0 d/s 0 d/polarity 0 d/smoothflag 0 d/mystring 0 d/bpc 0 d/maskcolor 0 d/mask? F d/setup1asciiproc{[currentfile mystring/readhexstring cvx/! cvx]cvx bind}b/setup1binaryproc{[currentfile mystring/readstring cvx/! cvx]cvx bind}b/setup2asciiproc{currentfile/ASCII85Decode filter/RunLengthDecode filter}b/setup2binaryproc{currentfile/RunLengthDecode filter}b/jpegasciiproc {currentfile/ASCII85Decode filter<>/DCTDecode filter}b/jpegbinaryproc {currentfile<>/DCTDecode filter}b/mycolorspace{colspABC}d/myimagedict {/myimagedict 10 dict d myimagedict @ `/ImageType 1 d/MultipleDataSource F d E} b/imageprocarray[/setup1binaryproc/setup1asciiproc/setup2binaryproc /setup2asciiproc/setup1binarydecodeproc/setup1asciidecodeproc]d/jpegprocarray[ /jpegasciiproc/jpegbinaryproc]d/Q{/im_save save d scol imageprocarray ~ get/s ~ , d/polarity ~ d/smoothflag ~ d +/dx 2 ^ d/dy 1 ^ d +S/mystring ~ string d/bpc ~ d/ih ~ d/iw ~ d fx rf}b/X{/im_save save d/mask? ~ d/maskcolor ~ d imageprocarray ~ get/s ~ , d/polarity ~ d/smoothflag ~ d +/dx 2 ^ d/dy 1 ^ d +S /mystring ~ string d/bpc ~ d/ih ~ d/iw ~ d}b/Z{im_save restore}b/beginjpeg{ /jpeg_save save d jpegprocarray ~ get/jpegimageproc ~ , d + +S/bpc ~ d/ih ~ d /iw ~ d bpc 24 eq{/DeviceRGB}{/DeviceGray}? setcolorspace myimagedict @ ` /ImageType 1 d/Width iw d/Height ih d/Decode bpc 24 eq{[0 1 0 1 0 1]}{[0 1]}? d /ImageMatrix[iw 0 0 ih 0 0]d/BitsPerComponent 8 d/DataSource jpegimageproc d E image}b/endjpeg{jpeg_save restore}b/Y{scol myimagedict @ ` mask?{/polarity maskcolor 0 get 0 eq{T}{F}? d}if/Width iw d/Height ih d/Decode polarity{[1 0]}{ [0 1]}? d/ImageMatrix[iw 0 0 ih 0 0]d/DataSource s d/BitsPerComponent 1 d /Interpolate smoothflag d E imagemask}bd/doclutimage{/rgbclut ~ d bpc @ 8 eq{! 255}{@ 4 eq{! 15}{2 eq{3}{1}?}?}?/hival ~ d[/Indexed currentcolorspace hival rgbclut]setcolorspace myimagedict @ ` mask?{/ImageType 4 d/MaskColor maskcolor d}if/Width iw d/Height ih d/Decode[0 hival]d/ImageMatrix[iw 0 0 ih 0 0]d /DataSource s d/BitsPerComponent bpc d/Interpolate smoothflag d E image}b /doCMYKclutimage{/CMYKclut ~ d bpc @ 8 eq{! 255}{4 eq{15}{3}?}?/hival ~ d[ /Indexed/DeviceCMYK hival CMYKclut]setcolorspace myimagedict @ ` mask?{ /ImageType 4 d/MaskColor maskcolor d}if/Width iw d/Height ih d/Decode[0 hival]d /ImageMatrix[iw 0 0 ih 0 0]d/DataSource s d/BitsPerComponent bpc d/Interpolate smoothflag d E image}b/doNimage{bpc 24 eq{currentcolorspace}{colspA}? setcolorspace myimagedict @ ` mask?{/ImageType 4 d/MaskColor maskcolor d}if /Width iw d/Height ih d/Decode bpc 24 eq{[0 1 0 1 0 1]}{[0 1]}? d/ImageMatrix [iw 0 0 ih 0 0]d/DataSource s d/BitsPerComponent bpc 24 eq{8}{bpc}? d /Interpolate smoothflag d E image}b/doCMYKimage{/DeviceCMYK setcolorspace myimagedict @ ` mask?{/ImageType 4 d/MaskColor maskcolor d}if/Width iw d/Height ih d/Decode[0 1 0 1 0 1 0 1]d/ImageMatrix[iw 0 0 ih 0 0]d/DataSource s d /BitsPerComponent 8 d/Interpolate smoothflag d E image}b %%EndResource end reinitialize : : N 589 2150 3030 2304 irp C O ; 1191 1070 1 149 3030 2304 589 2150 F F 3 [ 0 ] F X 1 1 1 1 Y 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[68 0 0 -68 0 0 ] mFS F1S44 Ji 2473 2586 M (-)S F1S5E Ji 2071 3044 M (K)S F1S3F Ji 2144 3070 M (S)S F1S5E Ji 2197 3044 M (K)S F1S3F Ji 2270 3070 M (L)S %%IncludeResource: font Symbol F /F2 0 /2 F /Symbol mF /F2S68 F2 [104 0 0 -104 0 0 ] mFS F2S68 Ji Pscript_WinNT_Incr begin %%BeginResource: file Pscript_TextBold 5.0 0 /sB{1 copy 2 copy : sBdx 0 -M S ; : 0 sBdx -M S ; : sBdx sBdx -M S ; S}b/asB{3 copy 3 copy 3 copy : sBdx 0 -M A ; : 0 sBdx -M A ; : sBdx sBdx -M A ; A}b/wsB{4 copy 4 copy 4 copy : sBdx 0 -M W ; : 0 sBdx -M W ; : sBdx sBdx -M W ; W}b/awsB {6 copy 6 copy 6 copy : sBdx 0 -M D ; : 0 sBdx -M D ; : sBdx sBdx -M D ; D}b /xsB{2 copy 2 copy 2 copy : sBdx 0 -M xS ; : 0 sBdx -M xS ; : sBdx sBdx -M xS ; xS}b/zsB{2 copy 2 copy 2 copy : sBdx 0 -M zS ; : 0 sBdx -M zS ; : sBdx sBdx -M zS ; zS}b/ysB{2 copy 2 copy 2 copy : sBdx 0 -M yS ; : 0 sBdx -M yS ; : sBdx sBdx -M yS ; yS}b %%EndResource end reinitialize 2073 3710 M (r p)[56 29 0] /sBdx 600 300 div def xsB 2071 4230 M (h g)[63 26 0]xsB /F1S00IFFFFFF83 F1 [0 -125 -125 0 0 0 ] mFS F1S00IFFFFFF83 Ji 551 2636 M (nb)[-70 0]yS Pscript_WinNT_Compat begin /$x mysetup def end Pscript_WinNT_Incr dup /suspend get exec Pscript_WinNT_Compat dup /initialize get exec %%BeginDocument: Pscript_Win_PassThrough userdict /GpPBeg {gsave initclip 13 dict begin /c {curveto} bind def /l {lineto} bind def /m {moveto} bind def /NP {newpath} bind def /CP {closepath} bind def /SC {setrgbcolor} bind def /S {stroke} bind def /F {fill} bind def /AF {eofill} bind def 1 eq {setdash setlinewidth setmiterlimit setlinejoin setlinecap} if} put /GSE {end grestore} def 0 GpPBeg 0.0039 0.0039 0.0039 SC NP 2199 2416 m 2190 2416 2184 2423 2184 2431 c 2184 2440 2190 2446 2199 2446 c 2207 2446 2214 2440 2214 2431 c 2214 2423 2207 2416 2199 2416 c CP AF GSE 1 1 10 3.9079 [] 0 1 GpPBeg 0.0039 0.0039 0.0039 SC NP 2199 2416 m 2190 2416 2184 2423 2184 2431 c 2184 2440 2190 2446 2199 2446 c 2207 2446 2214 2440 2214 2431 c 2214 2423 2207 2416 2199 2416 c CP S GSE 0 GpPBeg 0.0039 0.0039 0.0039 SC NP 2465 3421 m 2457 3421 2450 3427 2450 3436 c 2450 3444 2457 3451 2465 3451 c 2473 3451 2480 3444 2480 3436 c 2480 3427 2473 3421 2465 3421 c CP AF GSE 1 1 10 3.9079 [] 0 1 GpPBeg 0.0039 0.0039 0.0039 SC NP 2465 3421 m 2457 3421 2450 3427 2450 3436 c 2450 3444 2457 3451 2465 3451 c 2473 3451 2480 3444 2480 3436 c 2480 3427 2473 3421 2465 3421 c CP S GSE 0 GpPBeg 0.0039 0.0039 0.0039 SC NP 2199 3125 m 2190 3125 2184 3132 2184 3140 c 2184 3148 2190 3155 2199 3155 c 2207 3155 2214 3148 2214 3140 c 2214 3132 2207 3125 2199 3125 c CP AF GSE 1 1 10 3.9079 [] 0 1 GpPBeg 0.0039 0.0039 0.0039 SC NP 2199 3125 m 2190 3125 2184 3132 2184 3140 c 2184 3148 2190 3155 2199 3155 c 2207 3155 2214 3148 2214 3140 c 2214 3132 2207 3125 2199 3125 c CP S GSE 0 GpPBeg 0.0039 0.0039 0.0039 SC NP 1903 3480 m 1895 3480 1889 3487 1889 3495 c 1889 3503 1895 3509 1903 3509 c 1911 3509 1918 3503 1918 3495 c 1918 3487 1911 3480 1903 3480 c CP AF GSE 1 1 10 3.9079 [] 0 1 GpPBeg 0.0039 0.0039 0.0039 SC NP 1903 3480 m 1895 3480 1889 3487 1889 3495 c 1889 3503 1895 3509 1903 3509 c 1911 3509 1918 3503 1918 3495 c 1918 3487 1911 3480 1903 3480 c CP S GSE 0 GpPBeg 0.0039 0.0039 0.0039 SC NP 2465 3716 m 2457 3716 2450 3722 2450 3731 c 2450 3739 2457 3746 2465 3746 c 2473 3746 2480 3739 2480 3731 c 2480 3722 2473 3716 2465 3716 c CP AF GSE 1 1 10 3.9079 [] 0 1 GpPBeg 0.0039 0.0039 0.0039 SC NP 2465 3716 m 2457 3716 2450 3722 2450 3731 c 2450 3739 2457 3746 2465 3746 c 2473 3746 2480 3739 2480 3731 c 2480 3722 2473 3716 2465 3716 c CP S GSE 0 GpPBeg 0.0039 0.0039 0.0039 SC NP 2199 3775 m 2190 3775 2184 3782 2184 3790 c 2184 3798 2190 3805 2199 3805 c 2207 3805 2214 3798 2214 3790 c 2214 3782 2207 3775 2199 3775 c CP AF GSE 1 1 10 3.9079 [] 0 1 GpPBeg 0.0039 0.0039 0.0039 SC NP 2199 3775 m 2190 3775 2184 3782 2184 3790 c 2184 3798 2190 3805 2199 3805 c 2207 3805 2214 3798 2214 3790 c 2214 3782 2207 3775 2199 3775 c CP S GSE 0 GpPBeg 0.0039 0.0039 0.0039 SC NP 1904 3804 m 1895 3804 1889 3811 1889 3819 c 1889 3828 1895 3834 1904 3834 c 1912 3834 1919 3828 1919 3819 c 1919 3811 1912 3804 1904 3804 c CP AF GSE 1 1 10 3.9079 [] 0 1 GpPBeg 0.0039 0.0039 0.0039 SC NP 1904 3804 m 1895 3804 1889 3811 1889 3819 c 1889 3828 1895 3834 1904 3834 c 1912 3834 1919 3828 1919 3819 c 1919 3811 1912 3804 1904 3804 c CP S GSE 0 GpPBeg 0.0039 0.0039 0.0039 SC NP 2465 4129 m 2457 4129 2450 4136 2450 4144 c 2450 4153 2457 4159 2465 4159 c 2473 4159 2480 4153 2480 4144 c 2480 4136 2473 4129 2465 4129 c CP AF GSE 1 1 10 3.9079 [] 0 1 GpPBeg 0.0039 0.0039 0.0039 SC NP 2465 4129 m 2457 4129 2450 4136 2450 4144 c 2450 4153 2457 4159 2465 4159 c 2473 4159 2480 4153 2480 4144 c 2480 4136 2473 4129 2465 4129 c CP S GSE 0 GpPBeg 0.0039 0.0039 0.0039 SC NP 1904 3982 m 1895 3982 1889 3989 1889 3997 c 1889 4005 1895 4012 1904 4012 c 1912 4012 1919 4005 1919 3997 c 1919 3989 1912 3982 1904 3982 c CP AF GSE 1 1 10 3.9079 [] 0 1 GpPBeg 0.0039 0.0039 0.0039 SC NP 1904 3982 m 1895 3982 1889 3989 1889 3997 c 1889 4005 1895 4012 1904 4012 c 1912 4012 1919 4005 1919 3997 c 1919 3989 1912 3982 1904 3982 c CP S GSE 0 GpPBeg 0.0039 0.0039 0.0039 SC NP 2465 4307 m 2457 4307 2450 4314 2450 4322 c 2450 4330 2457 4337 2465 4337 c 2473 4337 2480 4330 2480 4322 c 2480 4314 2473 4307 2465 4307 c CP AF GSE 1 1 10 3.9079 [] 0 1 GpPBeg 0.0039 0.0039 0.0039 SC NP 2465 4307 m 2457 4307 2450 4314 2450 4322 c 2450 4330 2457 4337 2465 4337 c 2473 4337 2480 4330 2480 4322 c 2480 4314 2473 4307 2465 4307 c CP S GSE 0 GpPBeg 0.0039 0.0039 0.0039 SC NP 2199 4277 m 2190 4277 2184 4284 2184 4292 c 2184 4300 2190 4307 2199 4307 c 2207 4307 2214 4300 2214 4292 c 2214 4284 2207 4277 2199 4277 c CP AF GSE 1 1 10 3.9079 [] 0 1 GpPBeg 0.0039 0.0039 0.0039 SC NP 2199 4277 m 2190 4277 2184 4284 2184 4292 c 2184 4300 2190 4307 2199 4307 c 2207 4307 2214 4300 2214 4292 c 2214 4284 2207 4277 2199 4277 c CP S GSE 0 GpPBeg 0.0039 0.0039 0.0039 SC NP 1904 4307 m 1895 4307 1889 4314 1889 4322 c 1889 4330 1895 4337 1904 4337 c 1912 4337 1919 4330 1919 4322 c 1919 4314 1912 4307 1904 4307 c CP AF GSE 1 1 10 3.9079 [] 0 1 GpPBeg 0.0039 0.0039 0.0039 SC NP 1904 4307 m 1895 4307 1889 4314 1889 4322 c 1889 4330 1895 4337 1904 4337 c 1912 4337 1919 4330 1919 4322 c 1919 4314 1912 4307 1904 4307 c CP S GSE %%EndDocument Pscript_WinNT_Compat dup /suspend get exec Pscript_WinNT_Incr dup /resume get exec LH %%PageTrailer %%Trailer %%DocumentNeededResources: %%+ font Helvetica %%+ font Times-Bold %%+ font Symbol %%DocumentSuppliedResources: %%+ procset Pscript_WinNT_ErrorHandler 5.0 0 %%+ procset Pscript_FatalError 5.0 0 %%+ procset Pscript_Win_Basic 5.0 0 %%+ procset Pscript_Win_Utils_L2 5.0 0 %%+ procset Pscript_WinNT_Compat 5.0 0 %%+ procset Pscript_Text 5.0 0 %%+ procset Pscript_Encoding256 5.0 0 %%+ procset Pscript_Win_Euro_L2 5.0 0 %%+ procset Pscript_Win_Dib_L2 5.0 0 %%+ procset Pscript_TextBold 5.0 0 Pscript_WinNT_Incr dup /terminate get exec %%EOF %%EndDocument @endspecial 227 2256 a Fu(Figure)44 b(14:)70 b(Dep)s(endence)44 b(on)1374 2191 y Fi(p)1450 2256 y Fl(s)g Fu(of)g(the)h(cross)g(section) g(for)f Fl(\036)p Fu(-meson)h(pro)s(duction)d(and)227 2369 y(deca)m(y)33 b(in)m(to)e(eac)m(h)i(of)f(the)g(ma)5 b(jor)32 b(mo)s(des,)g Fl(K)1794 2336 y Fo(+)1853 2369 y Fl(K)1937 2336 y Fn(\000)1996 2369 y Fu(,)g Fl(K)2130 2383 y Fj(S)2181 2369 y Fl(K)2258 2383 y Fj(L)2310 2369 y Fu(,)h Fl(\032\031)s Fu(,)f(and)f Fl(\021)s(\015)5 b Fu(.)46 b(Curv)m(es)31 b(sho)m(w)h(the)227 2482 y(parameterization)e (used)g(in)f(the)i(MC;)f(p)s(oin)m(ts)f(are)i(KLOE)e(measuremen)m(ts)i (from)f(2002.)227 2874 y(In)39 b(the)h Fl(\036)h Fi(!)f Fl(\032\031)j Fu(c)m(hannel,)f(the)d Fl(\032)h Fu(deca)m(ys)h(dominan)m (tly)d(to)i Fl(\031)s(\031)s Fu(;)45 b(other)40 b(p)s(ossible)d Fl(\032)j Fu(deca)m(ys)227 2983 y(are)31 b(to)g Fl(\031)s(\015)5 b Fu(,)32 b Fl(\021)s(\015)5 b Fu(,)31 b(and)g Fl(\031)1043 2950 y Fn(\006)1102 2983 y Fl(\021)s Fu(.)42 b(The)30 b(three-b)s(o)s(dy)g(phase)g(space)i(of)f(the)g(secondaries)f(is)g(mo)s (di\014ed)227 3091 y(assuming)h(a)j(Breit-Wigner)e(shap)s(e)g(for)h (the)g Fl(\032)g Fu(resonance,)h(with)e Fl(m)2629 3105 y Fj(\032)2698 3091 y Fu(=)e(776)p Fl(:)p Fu(1)k(MeV)q(/)p Fl(c)3314 3058 y Fo(2)3387 3091 y Fu(and)227 3200 y(\000)284 3214 y Fj(\032)349 3200 y Fu(=)25 b(145)p Fl(:)p Fu(6)i(MeV)q(/)p Fl(c)953 3167 y Fo(2)1018 3200 y Fu(for)d(all)g(three)h Fl(\032)g Fu(c)m(harge)h(states.)40 b(In)24 b Fl(\036)i Fi(!)f Fl(\032\031)j Fu(deca)m(ys)d(with)f Fl(\032)h Fi(!)g Fl(\031)s(\031)s Fu(,)i(the)227 3308 y(con)m(tribution)32 b(from)i(direct)f Fl(\036)e Fi(!)g Fu(3)p Fl(\031)38 b Fu(deca)m(y)d(and)e(the)h(in)m(terference)g(b)s(et)m(w)m(een)h (direct)e(and)h Fl(\032)p Fu(-)227 3416 y(mediated)24 b(pro)s(cess)g(are)h(sim)m(ulated,)g(using)e(the)i(v)-5 b(alues)23 b(measured)h(b)m(y)h(KLOE)f(for)g(the)h(relativ)m(e)227 3525 y(con)m(tributions)k(from)g(eac)m(h)j(term)e([35].)227 3692 y(Scalar)g(mesons)h(from)f(radiativ)m(e)h Fl(\036)f Fu(deca)m(ys)i(are)f(distributed)d(as)j Fl(dN)r(=d)15 b Fu(cos)j Fl(\022)28 b Fi(/)e Fu(1)21 b(+)f(cos)3328 3659 y Fo(2)3382 3692 y Fl(\022)33 b Fu(in)227 3800 y(the)28 b(p)s(olar)e(angle)i(and)f(are)h(generated)h(b)m(y)f(a)g(separate)h (set)f(of)g(routines,)g(whic)m(h)e(in)h(some)h(cases)227 3909 y(\(e.g.,)h(the)e Ff(ev)-8 b(a)25 b Fu(generator,)k(customized)e (for)f(KLOE\))g(o\013er)h(a)g(c)m(hoice)g(of)g(pro)s(duction)e(mo)s (dels.)227 4076 y(Besides)39 b(the)i(ma)5 b(jor)40 b(mo)s(des,)i(the)e (list)f(of)h(neutral-k)-5 b(aon)40 b(deca)m(ys)h(sim)m(ulated)e (includes)f(rare)227 4184 y(deca)m(ys)31 b(suc)m(h)f(as)h Fl(K)909 4198 y Fj(S)985 4184 y Fi(!)25 b Fl(\031)s(`\027)6 b Fu(,)30 b Fl(K)1377 4198 y Fj(S)1454 4184 y Fi(!)25 b Fl(\031)1625 4151 y Fo(+)1684 4184 y Fl(\031)1739 4151 y Fn(\000)1798 4184 y Fl(\031)1853 4151 y Fo(0)1893 4184 y Fu(,)30 b(and)g Fl(K)2202 4198 y Fj(S)2278 4184 y Fi(!)25 b Fl(\031)2449 4151 y Fo(0)2489 4184 y Fl(\031)2544 4151 y Fo(0)2583 4184 y Fl(\031)2638 4151 y Fo(0)2678 4184 y Fu(.)227 4351 y(F)-8 b(or)41 b(the)f(sim)m(ulation)f(of)h (semileptonic)f(k)-5 b(aon)40 b(deca)m(ys,)k(k)-5 b(aon)41 b(deca)m(ys)g(in)m(to)f(t)m(w)m(o)i(pions,)f(and)227 4460 y(leptonic)35 b(deca)m(ys)j(of)f(c)m(harged)g(k)-5 b(aons,)39 b(radiativ)m(e)d(corrections)h(are)g(tak)m(en)g(in)m(to)g (accoun)m(t.)61 b(In)227 4568 y(order)27 b(to)i(a)m(v)m(oid)g(problems) d(with)h(div)m(ergences)h(at)h(lo)m(w)f(radiated-photon)g(energy)-8 b(,)29 b(w)m(e)g(use)f(the)227 4676 y(metho)s(d)38 b(of)g(Ref.)h(36)g (to)h(sum)d(the)i(amplitudes)d(for)i(virtual)f(and)h(real)g(radiativ)m (e)g(pro)s(cesses)227 4785 y(to)j(all)f(orders)g(of)h Fl(\013)p Fu(.)73 b(W)-8 b(e)42 b(ha)m(v)m(e)g(v)m(eri\014ed)e(that)i (the)f(soft-photon)g(appro)m(ximation)f(used)g(in)227 4893 y(this)29 b(treatmen)m(t)j(is)e(v)-5 b(alid)29 b(for)h(the)h(en)m (tire)g(range)g(of)f(photon)h(energies)f(in)f(the)i(k)-5 b(aon)31 b(deca)m(ys)h(of)227 5002 y(in)m(terest.)43 b(Whenev)m(er)32 b(a)f(deca)m(y)h(is)f(generated)h(in)d(whic)m(h)h(the) i(radiated)e(energy)i(is)e(more)h(than)227 5110 y(0.1)g(MeV)q(,)g(a)f (\014nal-state)h(photon)f(is)g(explicitly)e(sim)m(ulated.)227 5277 y(The)d(Dalitz)h(plots)g(for)g(the)g Fl(K)32 b Fi(!)25 b Fu(3)p Fl(\031)30 b Fu(deca)m(ys)d(are)f(generated)h(according)f(to)h (the)f(form)g Fi(j)p Fl(M)10 b Fi(j)3398 5235 y Fo(2)3463 5277 y Fu(=)227 5385 y(1)23 b(+)g Fl(g)s(u)g Fu(+)g Fl(hu)708 5352 y Fo(2)770 5385 y Fu(+)g Fl(j)5 b(v)27 b Fu(+)22 b Fl(k)s(v)1167 5352 y Fo(2)1207 5385 y Fu(,)36 b(where)e Fl(u)d Fu(=)h(\()p Fl(s)1799 5399 y Fo(3)1861 5385 y Fi(\000)23 b Fl(s)1998 5399 y Fo(0)2037 5385 y Fu(\))p Fl(=m)2197 5352 y Fo(2)2197 5418 y Fj(\031)2240 5399 y Fa(+)2330 5385 y Fu(and)33 b Fl(v)i Fu(=)d(\()p Fl(s)2770 5399 y Fo(1)2832 5385 y Fi(\000)23 b Fl(s)2969 5399 y Fo(2)3008 5385 y Fu(\))p Fl(=m)3168 5352 y Fo(2)3168 5418 y Fj(\031)3211 5399 y Fa(+)3266 5385 y Fu(,)36 b(while)227 5494 y Fl(s)270 5508 y Fj(i)328 5494 y Fu(=)31 b(\()p Fl(P)523 5508 y Fj(K)615 5494 y Fi(\000)22 b Fl(P)766 5508 y Fj(i)794 5494 y Fu(\))829 5461 y Fo(2)903 5494 y Fu(and)33 b Fl(s)1126 5508 y Fo(0)1196 5494 y Fu(=)d(\(1)p Fl(=)p Fu(3\))1517 5426 y Fd(P)1631 5494 y Fl(s)1674 5508 y Fj(i)1702 5494 y Fu(.)50 b(The)34 b(v)-5 b(alues)33 b(of)h(the)f(parameters)i Fl(g)s Fu(,)g Fl(h)p Fu(,)g Fl(j)5 b Fu(,)36 b(and)d Fl(k)1835 5832 y Fu(30)p eop %%Page: 31 34 31 33 bop 227 248 a Fu(used)29 b(in)g(the)i(sim)m(ulation)d(are)j (those)g(published)c(b)m(y)j(the)g(PDG)h([37].)227 415 y(The)e Fl(\031)468 382 y Fo(0)537 415 y Fu(deca)m(ys)h(sim)m(ulated)e (include)f(the)j(Dalitz)f(deca)m(y)i Fl(\031)2280 382 y Fo(0)2345 415 y Fi(!)25 b Fl(e)2503 382 y Fo(+)2562 415 y Fl(e)2604 382 y Fn(\000)2664 415 y Fl(\015)5 b Fu(.)40 b(All)28 b(deca)m(y)j(mo)s(des)e(of)227 523 y(the)h Fl(\021)k Fu(and)c Fl(\021)687 490 y Fn(0)741 523 y Fu(mesons)g(are)h (sim)m(ulated.)227 826 y Fg(5.3)112 b(Drift)36 b(c)m(ham)m(b)s(er)h (sim)m(ulation)227 1051 y Fu(The)c(c)m(ham)m(b)s(er)h(geometry)h(as)f (sim)m(ulated)f(consists)g(of)h(a)g(cylindrical)d(carb)s(on-\014b)s(er) h(and)h(alu-)227 1160 y(min)m(um)f(inner)h(w)m(all,)h(a)h(cylindrical)c (carb)s(on-\014b)s(er)h(outer)j(w)m(all,)f(and)g(t)m(w)m(o)i(spherical) c(carb)s(on-)227 1268 y(\014b)s(er)24 b(endplates.)39 b(The)25 b(a)m(v)m(erage)k(material)c(burden)f(con)m(tributed)h(b)m(y)h (the)g(readout)g(electronics)227 1377 y(installed)g(on)h(the)i (endplates)e(is)g(also)h(tak)m(en)h(in)m(to)f(accoun)m(t.)41 b(The)27 b(t)m(w)m(o)j(sti\013ening)c(rings)h(at)i(the)227 1485 y(edges)f(of)f(the)h(endplates)e(and)h(the)g(12)h(carb)s(on-\014b) s(er)e(struts)h(are)g(sim)m(ulated)f(as)i(w)m(ell.)39 b(In)26 b(order)227 1593 y(to)31 b(reduce)f(CPU)g(time)g(consumption,)f (the)h(52)15 b(000)33 b(wires)c(are)h(not)h(describ)s(ed)d(in)h(the)i Ff(geant)227 1702 y Fu(geometry)g(as)f(v)m(olumes,)g(but)f(their)g (presence)h(is)f(tak)m(en)i(in)m(to)f(accoun)m(t)h(at)g(the)f(trac)m (king)g(lev)m(el.)227 1810 y(All)f(parameters)h(used)g(to)h(describ)s (e)e(the)h(c)m(ham)m(b)s(er)h(geometry)h(are)e(stored)h(in)e(the)i (database.)227 1977 y(T)-8 b(rac)m(king)21 b(in)f(the)i(drift)d(c)m (ham)m(b)s(er)j(is)e(p)s(erformed)g(b)m(y)h(a)h(dedicated)f(pac)m(k)-5 b(age)23 b(that)f(uses)f(standard)227 2086 y Ff(geant)35 b Fu(routines)f(for)h(particle)g(propagation)h(and)f(for)g(in)m (teractions)h(in)e(the)i(medium.)54 b(The)227 2194 y(cell)26 b(geometry)i(is)e(calculated)h(for)f(eac)m(h)i(trac)m(king)g(step)f (using)e(the)i(wire)f(p)s(ositions)f(and)h(stereo)227 2302 y(angles)41 b(stored)h(in)e(the)i(database;)49 b(the)41 b(wire)g(sags)h(are)g(also)g(tak)m(en)g(in)m(to)g(accoun)m(t.)76 b(When)227 2411 y(a)38 b(particle)f(hits)f(a)i(wire,)h(a)f(m)m (ultiple-scattering)e(sim)m(ulation)f(using)i(the)g(appropriate)g(wire) 227 2519 y(material)30 b(is)f(p)s(erformed.)39 b(The)30 b(energy)h(loss)e(in)h(eac)m(h)h(cell)f(is)f(also)h(computed.)227 2686 y(F)-8 b(or)39 b(eac)m(h)g(cell)e(crossed,)j(the)f(program)f (computes)g(the)g(distance)g(of)g(closest)h(approac)m(h)f(b)s(e-)227 2795 y(t)m(w)m(een)33 b(the)g(trac)m(k)h(helix)c(and)i(the)h(nearest)f (sense)h(wire.)45 b(These)33 b(distances)e(are)i(con)m(v)m(erted)h(to) 227 2903 y(drift)c(times)h(using)e Fl(s)p Fu({)p Fl(t)j Fu(relations)e(that)i(are)g(parameterized)f(as)h(describ)s(ed)d(in)h (Sec.)i(4.2.)45 b(The)227 3012 y(constan)m(ts)35 b(describing)d(the)i Fl(s)p Fu({)p Fl(t)g Fu(relations)f(used)h(for)f(this)g(con)m(v)m (ersion)i(are)f(obtained)g(from)f(a)227 3120 y(detailed)25 b(sim)m(ulation)f(of)j(the)f(electron)g(drift)f(p)s(erformed)g(with)g (the)h Ff(garfield)f Fu(program)h([38].)227 3287 y(A)m(t)36 b(the)f(digitization)f(stage,)j(the)f(TDC-signal)e(arriv)-5 b(al)33 b(time)i(is)f(calculated,)i(with)e(the)h(drift)227 3395 y(time,)j(the)e(particle)g(time)g(of)g(\015igh)m(t,)i(and)d(the)i (propagation)f(time)g(of)h(the)f(signal)f(along)i(the)227 3504 y(wire)30 b(tak)m(en)i(in)m(to)g(accoun)m(t.)45 b(F)-8 b(or)32 b(cells)e(crossed)h(b)m(y)g(more)h(than)f(one)h (particle)e(\(or)i(more)f(than)227 3612 y(once)36 b(b)m(y)f(the)h(same) f(particle\),)i(only)d(the)i(signal)e(coming)h(from)g(the)g(\014rst)g (hit)f(is)h(registered.)227 3721 y(The)40 b(ra)m(w)h(signal)f(arriv)-5 b(al)40 b(times)g(are)i(then)e(written)g(to)i(output)f(banks)f(that)i (serv)m(e)f(as)h(the)227 3829 y(input)36 b(to)j(the)g(reconstruction)e (program.)65 b(An)38 b(algorithm)f(for)h(digitization)f(of)h(the)h(c)m (harge)227 3937 y(v)-5 b(alues)26 b(for)h(eac)m(h)h(wire)d(to)j(sim)m (ulate)e(the)h(measuremen)m(ts)g(from)g(the)g(recen)m(tly)g(installed)e (ADCs)227 4046 y(is)k(curren)m(tly)h(under)e(dev)m(elopmen)m(t.)227 4213 y(The)36 b(drift-c)m(ham)m(b)s(er)f(reconstruction)g(of)i(sim)m (ulated)e(data)i(is)e(essen)m(tially)g(iden)m(tical)g(to)i(that)227 4321 y(of)30 b(real)f(data,)i(with)e(t)m(w)m(o)i(notable)f(exceptions.) 40 b(First,)30 b(a)g(dedicated)g(reconstruction)f(mo)s(dule)227 4430 y(allo)m(ws)23 b(hits)f(on)i(dead)f(c)m(hannels)g(to)i(b)s(e)e (deleted)g(\(the)i(con\014guration)e(of)h(dead)f(c)m(hannels)g(during) 227 4538 y(data)37 b(taking)f(is)f(stored)h(in)f(the)h(database)i(run)c (b)m(y)i(run\).)57 b(Second,)38 b(the)e Fl(s)p Fu({)p Fl(t)g Fu(relations)g(used)227 4646 y(for)c(the)g(trac)m(k)h (reconstruction)f(are)g(obtained)g(b)m(y)g(the)g(calibration)e(pro)s (cedure)h(describ)s(ed)f(in)227 4755 y(Sec.)h(4.2,)g(using)e Fe(simulate)-5 b(d)42 b Fu(cosmic-ra)m(y)31 b(ev)m(en)m(ts.)227 5057 y Fg(5.4)112 b(Calorimeter)35 b(sim)m(ulation)227 5283 y Fu(In)30 b(order)h(to)h(reduce)f(CPU)f(consumption,)g(the)i Ff(geant)e Fu(represen)m(tation)h(of)h(the)f(calorimeter)227 5391 y(geometry)i(do)s(es)e(not)h(include)e(a)i(detailed)e(description) g(of)i(the)g(individual)27 b(\014b)s(ers)j(em)m(b)s(edded)227 5500 y(in)c(the)h(gro)s(o)m(v)m(ed)i(lead)e(plates.)39 b(An)27 b(appro)m(ximate)g(geometry)i(consisting)d(of)i(thin,)e (alternating)1835 5832 y(31)p eop %%Page: 32 35 32 34 bop 227 248 a Fu(la)m(y)m(ers)31 b(of)f(lead)g(and)g(scin)m (tillator)f(is)g(used)h(instead.)227 415 y(The)g(starting)g(p)s(oin)m (t)f(for)h(the)g(sim)m(ulation)f(of)h(the)h(EmC)e(resp)s(onse)g(is)h (the)g(energy)h(dep)s(osition)227 523 y(of)42 b(the)g(inciden)m(t)f (particle)g(in)g(the)h(activ)m(e)i(material,)g(\001)p Fl(E)5 b Fu(.)76 b(The)42 b(ligh)m(t)f(yield)g(collected)h(at)227 632 y(eac)m(h)c(end)e(of)h(a)g(calorimeter)f(mo)s(dule)f(is)h (calculated)h(b)m(y)f(correcting)h(\001)p Fl(E)42 b Fu(as)37 b(a)g(function)f(of)227 740 y(the)31 b(p)s(oin)m(t)f(of)i(impact)f (along)g(the)g(\014b)s(ers)f(to)i(accoun)m(t)g(for)f(ligh)m(t)g(atten)m (uation.)44 b(The)31 b(resulting)227 849 y(energy)26 b(is)f(con)m(v)m(erted)j(in)m(to)e(a)g(n)m(um)m(b)s(er)f(of)h(photo)s (electrons,)h Fl(N)2389 863 y Fo(p)r(e)2466 849 y Fu(,)g(using)d(an)i (a)m(v)m(erage)j(v)-5 b(alue)25 b(for)227 957 y(the)h(ligh)m(t-yield)e (con)m(v)m(ersion)j(constan)m(t,)h Fl(Y)1684 971 y Fo(MC)1804 957 y Fu(,)f(and)f(applying)e(P)m(oisson)i(statistics)g(to)h(sim)m (ulate)227 1065 y(the)j(\015uctuations.)227 1233 y(T)-8 b(o)21 b(eac)m(h)g(photo)s(electron,)i(a)d(time)g(is)g(assigned)f(b)m (y)h(adding)f(scin)m(tillation)f(and)i(ligh)m(t-propagation)227 1341 y(times)25 b(to)i(the)f(arriv)-5 b(al)24 b(time)h(of)h(the)g (particle.)39 b(The)25 b(n)m(um)m(b)s(er)f(of)i(photo)s(electrons)g (and)f(the)h(pho-)227 1449 y(to)s(electron)36 b(times)g(are)g(accum)m (ulated)g(for)f(eac)m(h)i(detector)h(cell,)e(i.e.,)i(for)d(the)h(en)m (tire)g(v)m(olume)227 1558 y(view)m(ed)h(b)m(y)g(eac)m(h)h(individual) 33 b(PMT.)k(The)g(energy)h(measured)e(for)i(eac)m(h)g(PMT)f(is)f (obtained)227 1666 y(b)m(y)31 b(dividing)e(the)i(total)i(n)m(um)m(b)s (er)d(of)i(photo)s(electrons)f(b)m(y)h Fl(Y)2311 1680 y Fo(MC)2430 1666 y Fu(.)45 b(The)31 b(\014nal)f(PMT)i(time)f(mea-)227 1774 y(suremen)m(t)g(is)f(obtained)h(from)g(the)h(time)f(distribution)d (of)j(the)h(photo)s(electrons)f(collected.)45 b(In)227 1883 y(order)36 b(to)i(sim)m(ulate)e(the)i(b)s(eha)m(vior)e(of)h(the)g (constan)m(t-fraction)i(discriminators)34 b(used)i(in)g(the)227 1991 y(exp)s(erimen)m(t,)30 b(this)f(time)h(is)g(set)h(to)g(the)f(v)-5 b(alue)30 b(corresp)s(onding)f(to)i(the)g(in)m(tegration)f(of)h(15\045) g(of)227 2100 y(the)f(complete)h(signal.)227 2267 y(W)-8 b(e)31 b(ha)m(v)m(e)h(made)e(extensiv)m(e)h(use)f(of)g Fl(\036)c Fi(!)f Fl(\031)1738 2234 y Fo(+)1797 2267 y Fl(\031)1852 2234 y Fn(\000)1911 2267 y Fl(\031)1966 2234 y Fo(0)2036 2267 y Fu(ev)m(en)m(ts)32 b(in)d(tuning)f(the)j(sim)m (ulation)d(of)j(the)227 2375 y(calorimeter.)39 b(In)25 b(suc)m(h)h(ev)m(en)m(ts,)i(the)e(energy)g(and)g(momen)m(tum)f(of)h (one)h(of)f(the)g(photons)f(can)h(b)s(e)227 2484 y(accurately)36 b(predicted)f(from)g(the)h(reconstruction)f(of)h(the)g Fl(\031)2384 2451 y Fo(+)2443 2484 y Fl(\031)2498 2451 y Fn(\000)2593 2484 y Fu(v)m(ertex)h(and)e(the)h(p)s(osition)227 2592 y(alone)j(of)h(the)g(cluster)e(from)h(the)h(other)g(photon.)68 b(No)40 b(other)f(calorimetric)g(information)f(is)227 2700 y(needed.)227 2867 y(T)-8 b(o)29 b(establish)e(the)i(thic)m(kness) g(of)g(the)g(lead)f(and)g(scin)m(tillator)g(planes)f(in)h(the)h(sim)m (ulated)e(geom-)227 2976 y(etry)-8 b(,)37 b(w)m(e)f(ha)m(v)m(e)h (minimized)32 b(the)k(di\013erences)e(b)s(et)m(w)m(een)i(the)g(sho)m(w) m(er)g(shap)s(es)e(for)h(photons)g(in)227 3084 y(data)h(and)f(MC)h(ev)m (en)m(ts.)58 b(Using)35 b Fl(\036)f Fi(!)g Fl(\031)1662 3051 y Fo(+)1722 3084 y Fl(\031)1777 3051 y Fn(\000)1836 3084 y Fl(\031)1891 3051 y Fo(0)1966 3084 y Fu(ev)m(en)m(ts)j(in)d(the) i(data)h(set,)h(the)d(distribution)227 3193 y(of)41 b(the)g(depth)f(of) h(the)g(\014rst)f(plane)f(\014red)h(b)m(y)h(inciden)m(t)e(photons)h(of) h(giv)m(en)g(energy)g Fl(E)3302 3207 y Fj(\015)3387 3193 y Fu(and)227 3301 y(p)s(olar)26 b(angle)i Fl(\022)737 3315 y Fj(\015)809 3301 y Fu(has)g(b)s(een)f(\014t)h(with)f(a)h (discretized)f(exp)s(onen)m(tial)g(function)g(with)f(mean-depth)227 3409 y(parameter)34 b Fl(\025)p Fu(.)51 b(In)33 b(Fig.)h(15a,)i(the)e (dep)s(endence)e(of)i Fl(\025)g Fu(on)g Fl(E)2337 3423 y Fj(\015)2415 3409 y Fu(is)f(sho)m(wn)g(for)g(di\013eren)m(t)g(v)-5 b(alues)227 3518 y(of)30 b Fl(\022)373 3532 y Fj(\015)417 3518 y Fu(.)40 b(The)29 b(distributions)d(\015atten)k(ab)s(o)m(v)m(e)h (200)g(MeV)q(,)f(as)g(exp)s(ected)g(when)f(the)h(cross)g(section)227 3626 y(for)e Fl(e)406 3593 y Fo(+)466 3626 y Fl(e)508 3593 y Fn(\000)567 3626 y Fu(-pair)g(creation)h(approac)m(hes)h(the)f (plateau)g(limit)d(corresp)s(onding)h(to)j(an)f(in)m(teraction)227 3735 y(length)g(of)g(7)p Fl(=)p Fu(9)15 b Fl(X)831 3749 y Fo(0)872 3735 y Fu(.)41 b(The)29 b(plateau)g(v)-5 b(alues)28 b(of)i(the)g(in)m(teraction)f(length)g(for)g(di\013eren)m(t)g Fl(\022)3246 3749 y Fj(\015)3319 3735 y Fu(in)m(ter-)227 3843 y(v)-5 b(als)25 b(sho)m(wn)h(in)f(Fig.)h(15b)h(corresp)s(ond)e(to) i(v)-5 b(alues)26 b(for)g Fl(X)2168 3857 y Fo(0)2233 3843 y Fu(of)h Fi(\030)p Fu(1)p Fl(:)p Fu(2)g(cm.)39 b(This)25 b(is)g(in)g(reasonable)227 3951 y(agreemen)m(t)k(with)c(the)j (radiation)e(length)g(estimated)h(a)h(priori)d(from)h(the)h(kno)m(wn)g (comp)s(osition)227 4060 y(of)36 b(the)g(calorimeter)g(mo)s(dules)e ([2].)58 b(Using)35 b(the)h(same)h(tec)m(hnique,)g(w)m(e)f(ha)m(v)m(e)h (also)f(measured)227 4168 y(the)f(e\013ectiv)m(e)h(radiation)e(length)g (in)f(the)i(Mon)m(te)h(Carlo)e(and)h(v)-5 b(aried)33 b(the)i(relativ)m(e)g(thic)m(kness)227 4277 y(of)f(the)g(lead)g(and)f (scin)m(tillator)f(planes)h(in)g(order)g(to)i(establish)d(agreemen)m(t) k(with)c(data.)53 b(This)227 4385 y(pro)s(cedure)33 b(leads)g(to)h(a)h (represen)m(tation)f(of)g(the)g(calorimeter)g(mo)s(dule)e(as)i(220)h (la)m(y)m(ers)f(of)g(480)227 4493 y Fl(\026)p Fu(m)c(of)g(lead)g(plus)e (620)k Fl(\026)p Fu(m)e(of)h(scin)m(tillator.)227 4660 y(T)-8 b(o)28 b(calibrate)f(the)h(calorimeter)f(resp)s(onse,)h(w)m(e)g (ha)m(v)m(e)h(used)d Fl(\036)g Fi(!)f Fl(\031)2539 4627 y Fo(+)2598 4660 y Fl(\031)2653 4627 y Fn(\000)2712 4660 y Fl(\031)2767 4627 y Fo(0)2834 4660 y Fu(ev)m(en)m(ts)k(with)d(parti-) 227 4769 y(cles)f(crossing)f(the)h(cen)m(ter)i(of)e(the)g(calorimeter)g (mo)s(dules)e(\()p Fl(s)i Fu(=)g Fl(s)2462 4783 y Fo(0)2502 4769 y Fu(\))g(to)h(determine)e(the)h(a)m(v)m(erage)227 4877 y(ligh)m(t-yield)31 b(con)m(v)m(ersion)j(constan)m(t)g(for)f (data,)i Fl(Y)20 b Fu(,)34 b(as)g(a)g(function)e(of)h(the)h(energy)f (of)h(the)f(inci-)227 4986 y(den)m(t)j(particle.)59 b(The)36 b(relation)f(b)s(et)m(w)m(een)j Fl(Y)56 b Fu(and)36 b Fl(Y)2055 5000 y Fo(MC)2211 4986 y Fu(is)f Fl(Y)2361 5000 y Fo(MC)2516 4986 y Fu(=)g Fl(Y)20 b(g)2738 5000 y Fj(i)2767 4986 y Fu(\()p Fl(s)2845 5000 y Fo(0)2884 4986 y Fu(\))p Fl(=f)3009 5000 y Fj(e)3083 4986 y Fu(\(recall)36 b(that)227 5094 y Fl(g)270 5108 y Fj(i)330 5094 y Fu(is)30 b(the)i(correction)g(factor)g(for)f(ligh)m(t)g(atten)m(uation)h(in)f (the)g(\014b)s(ers)f(of)i(the)f Fl(i)2911 5061 y Fo(th)3014 5094 y Fu(cell;)g Fl(f)3247 5108 y Fj(e)3315 5094 y Fu(is)g(the)227 5202 y(sampling)j(fraction)i(for)g(electromagnetic)i(sho)m(w)m(ers\).) 59 b(If)36 b(P)m(oisson)g(statistics)h(dominate)f(the)227 5311 y(\015uctuations)25 b(in)g(the)h(energy)g(resp)s(onse,)h(w)m(e)f (exp)s(ect)h(the)f(distributions)d(of)j(the)g(ratios)g Fl(E)3313 5278 y Fj(A)3371 5311 y Fl(=)-15 b(E)3473 5278 y Fj(B)227 5419 y Fu(and)25 b(\()p Fl(E)506 5386 y Fj(A)575 5419 y Fi(\000)12 b Fl(E)730 5386 y Fj(B)791 5419 y Fu(\))p Fl(=)p Fu(\()p Fl(E)978 5386 y Fj(A)1048 5419 y Fu(+)g Fl(E)1203 5386 y Fj(B)1263 5419 y Fu(\),)28 b(where)d(the)h(v)-5 b(alues)26 b Fl(E)2100 5386 y Fj(A;B)2259 5419 y Fu(refer)g(to)h(the)f (energy)g(measuremen)m(t)227 5528 y(at)38 b(eac)m(h)g(side)e(of)h(the)h (mo)s(dule,)f(to)h(ha)m(v)m(e)g(v)-5 b(ariances)37 b Fl(\033)j Fu(=)2305 5463 y Fi(p)2381 5528 y Fu(2)p Fl(=)-5 b(N)2539 5542 y Fo(p)r(e)2617 5528 y Fu(.)61 b(W)-8 b(e)38 b(obtain)e Fl(Y)57 b Fu(=)36 b(0)p Fl(:)p Fu(6{)1835 5832 y(32)p eop %%Page: 33 36 33 35 bop 475 2917 a @beginspecial 25 @llx 35 @lly 580 @urx 580 @ury 3373 @rwi @setspecial %%BeginDocument: x0_data.eps %!PS-Adobe-2.0 EPSF-2.0 %%BoundingBox: 25 35 580 580 %%Title: prova_x0_data.eps %%Creator: HIGZ Version 1.26/04 %%CreationDate: 2004/01/12 15.23 %%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 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findfont 68 sf 0 0 m (50) show gr /xs 0 def (100) /Times-Bold 68 stwn gsave 799 1349 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 68 sf 0 0 m (100) show gr /xs 0 def (150) /Times-Bold 68 stwn gsave 1029 1349 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 68 sf 0 0 m (150) show gr /xs 0 def (200) /Times-Bold 68 stwn gsave 1258 1349 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 68 sf 0 0 m (200) show gr /xs 0 def (250) /Times-Bold 68 stwn gsave 1488 1349 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 68 sf 0 0 m (250) show gr /xs 0 def (300) /Times-Bold 68 stwn gsave 1717 1349 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 68 sf 0 0 m (300) show gr /xs 0 def (350) /Times-Bold 68 stwn gsave 1947 1349 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 68 sf 0 0 m (350) show gr /xs 0 def (400) /Times-Bold 68 stwn gsave 2176 1349 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 68 sf 0 0 m (400) show gr 1928 851 340 1417 C 5 lw /w 23 def /w2 {w 2 div} def /w3 {w 3 div} def 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d 18 -1 d 18 X 18 -1 d 18 X 18 -1 d 18 X 18 -1 d 18 X 18 -1 d 17 X 18 -1 d 36 X 18 -1 d 54 X 18 -1 d 71 X 18 -1 d 90 X 18 -1 d 143 X 18 -1 d 107 X s 5 lw 455 1953 m23 501 1916 m23 547 1884 m23 593 1859 m23 639 1840 m23 684 1837 m23 730 1823 m23 776 1807 m23 822 1798 m23 868 1790 m23 914 1794 m23 960 1778 m23 1006 1775 m23 1052 1773 m23 1097 1767 m23 1143 1765 m23 1189 1753 m23 1235 1754 m23 1281 1745 m23 1327 1751 m23 1373 1748 m23 1419 1731 m23 1465 1748 m23 1511 1749 m23 1556 1734 m23 1602 1740 m23 1648 1753 m23 1694 1731 m23 1740 1718 m23 1786 1734 m23 1832 1717 m23 1878 1726 m23 1924 1721 m23 1969 1723 m23 2015 1738 m23 2061 1722 m23 2107 1712 m23 2153 1715 m23 2199 1696 m23 2199 1742 m 3 Y s 2199 1767 m 3 Y s 2199 1756 m23 5 lw 455 1937 m 17 -10 d 18 -10 d 17 -9 d 18 -9 d 17 -8 d 18 -8 d 17 -8 d 17 -7 d 18 -7 d 17 -7 d 18 -6 d 17 -6 d 18 -5 d 17 -6 d 18 -5 d 17 -4 d 17 -5 d 18 -4 d 17 -5 d 18 -4 d 17 -3 d 18 -4 d 17 -3 d 17 -3 d 18 -4 d 17 -2 d 18 -3 d 17 -3 d 18 -2 d 17 -3 d 18 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2199 1647 m28 5 lw 409 1914 m 14 -14 d 4 -3 d 15 -13 d 3 -3 d 15 -12 d 3 -3 d 18 -14 d 18 -12 d 17 -12 d 18 -12 d 18 -10 d 18 -10 d 18 -9 d 18 -8 d 18 -8 d 18 -7 d 18 -7 d 18 -6 d 17 -6 d 18 -5 d 18 -5 d 18 -5 d 18 -4 d 18 -4 d 18 -4 d 18 -4 d 18 -3 d 18 -3 d 17 -3 d 18 -2 d 18 -3 d 18 -2 d 18 -2 d 18 -2 d 18 -2 d 18 -2 d 18 -1 d 18 -2 d 17 -1 d 18 -2 d 18 -1 d 18 -1 d 18 -1 d 18 -1 d 18 -1 d 18 -1 d 18 X 18 -1 d 17 -1 d 18 X 18 -1 d 18 X 18 -1 d 18 X 18 -1 d 18 X 18 -1 d 35 X 18 -1 d 54 X 18 -1 d 89 X 18 -1 d 143 X 18 -1 d 412 X s 5 lw 409 1963 m 12 Y s 409 1998 m 12 Y s 409 1987 m22 455 1941 m s 455 1964 m s 455 1952 m22 501 1910 m22 547 1902 m22 593 1878 m22 639 1858 m22 684 1832 m22 730 1818 m22 776 1824 m22 822 1818 m22 868 1803 m22 914 1807 m22 960 1781 m22 1006 1784 m22 1052 1790 m22 1097 1790 m22 1143 1787 m22 1189 1769 m22 1235 1775 m22 1281 1758 m22 1327 1756 m22 1373 1767 m22 1419 1751 m22 1465 1749 m22 1511 1759 m22 1556 1745 m22 1602 1746 m22 1648 1749 m22 1694 1749 m22 1740 1737 m22 1786 1745 m22 1832 1744 m22 1878 1735 m22 1924 1724 m22 1969 1731 m22 2015 1724 m 1 Y s 2015 1747 m 1 Y s 2015 1736 m22 2061 1713 m 2 Y s 2061 1738 m 2 Y s 2061 1727 m22 2107 1741 m 4 Y s 2107 1768 m 5 Y s 2107 1757 m22 2153 1680 m 8 Y s 2153 1710 m 8 Y s 2153 1699 m22 2199 1671 m 15 Y s 2199 1708 m 15 Y s 2199 1697 m22 5 lw 409 1958 m 18 -10 d 18 -9 d 18 -9 d 18 -8 d 18 -8 d 17 -8 d 18 -7 d 18 -8 d 18 -6 d 18 -7 d 18 -6 d 18 -6 d 18 -6 d 18 -5 d 18 -5 d 17 -5 d 18 -5 d 18 -4 d 18 -5 d 18 -4 d 18 -4 d 18 -4 d 18 -3 d 18 -4 d 18 -3 d 17 -3 d 18 -3 d 18 -3 d 18 -3 d 18 -3 d 18 -2 d 18 -3 d 18 -2 d 18 -2 d 18 -2 d 17 -2 d 18 -2 d 18 -2 d 18 -2 d 18 -2 d 18 -1 d 18 -2 d 18 -1 d 18 -2 d 18 -1 d 17 -1 d 18 -2 d 18 -1 d 18 -1 d 18 -1 d 18 -1 d 18 -1 d 18 -1 d 18 -1 d 17 -1 d 18 -1 d 18 -1 d 18 X 18 -1 d 18 -1 d 18 X 18 -1 d 18 -1 d 18 X 17 -1 d 18 X 18 -1 d 18 X 18 -1 d 18 X 18 -1 d 18 X 18 -1 d 35 X 18 -1 d 36 X 18 -1 d 54 X 18 -1 d 53 X 18 -1 d 90 X 18 -1 d 107 X s NC 5 lw 1928 851 340 340 bl 1928 851 340 340 C NC 1 lw 340 340 m 851 Y s 5 lw 374 340 m -34 X s 357 369 m -17 X s 357 397 m -17 X s 357 425 m -17 X s 357 454 m -17 X s 374 482 m -34 X s 357 510 m -17 X s 357 539 m -17 X s 357 567 m -17 X s 357 595 m -17 X s 374 624 m -34 X s 357 652 m -17 X s 357 680 m -17 X s 357 709 m -17 X s 357 737 m -17 X s 374 765 m -34 X s 357 794 m -17 X s 357 822 m -17 X s 357 850 m -17 X s 357 879 m -17 X s 374 907 m -34 X s 357 935 m -17 X s 357 964 m -17 X s 357 992 m -17 X s 357 1021 m -17 X s 374 1049 m -34 X s 357 1077 m -17 X s 357 1106 m -17 X s 357 1134 m -17 X s 357 1162 m -17 X s 374 1191 m -34 X s /xs 0 def (0) /Times-Bold 68 stwn gsave 301 317 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 68 sf 0 0 m (0) show gr /xs 0 def (0.5) /Times-Bold 68 stwn gsave 301 459 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 68 sf 0 0 m (0.5) show gr /xs 0 def (1) /Times-Bold 68 stwn gsave 301 601 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 68 sf 0 0 m (1) show gr /xs 0 def (1.5) /Times-Bold 68 stwn gsave 301 743 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 68 sf 0 0 m (1.5) show gr /xs 0 def (2) /Times-Bold 68 stwn gsave 301 884 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 68 sf 0 0 m (2) show gr /xs 0 def (2.5) /Times-Bold 68 stwn gsave 301 1026 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 68 sf 0 0 m (2.5) show gr /xs 0 def (3) /Times-Bold 68 stwn gsave 301 1168 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 68 sf 0 0 m (3) show gr 1 lw 340 340 m 1928 X s 5 lw 340 374 m -34 Y s 383 357 m -17 Y s 426 357 m -17 Y s 469 357 m -17 Y s 512 357 m -17 Y s 554 374 m -34 Y s 597 357 m -17 Y s 640 357 m -17 Y s 683 357 m -17 Y s 726 357 m -17 Y s 769 374 m -34 Y s 811 357 m -17 Y s 854 357 m -17 Y s 897 357 m -17 Y s 940 357 m -17 Y s 983 374 m -34 Y s 1026 357 m -17 Y s 1068 357 m -17 Y s 1111 357 m -17 Y s 1154 357 m -17 Y s 1197 374 m -34 Y s 1240 357 m -17 Y s 1283 357 m -17 Y s 1325 357 m -17 Y s 1368 357 m -17 Y s 1411 374 m -34 Y s 1454 357 m -17 Y s 1497 357 m -17 Y s 1540 357 m -17 Y s 1582 357 m -17 Y s 1625 374 m -34 Y s 1668 357 m -17 Y s 1711 357 m -17 Y s 1754 357 m -17 Y s 1797 357 m -17 Y s 1839 374 m -34 Y s 1882 357 m -17 Y s 1925 357 m -17 Y s 1968 357 m -17 Y s 2011 357 m -17 Y s 2054 374 m -34 Y s 2096 357 m -17 Y s 2139 357 m -17 Y s 2182 357 m -17 Y s 2225 357 m -17 Y s 2268 374 m -34 Y s /xs 0 def (0) /Times-Bold 68 stwn gsave 340 272 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 68 sf 0 0 m (0) show gr /xs 0 def (10) /Times-Bold 68 stwn gsave 554 272 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 68 sf 0 0 m (10) show gr /xs 0 def (20) /Times-Bold 68 stwn gsave 769 272 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 68 sf 0 0 m (20) show gr /xs 0 def (30) /Times-Bold 68 stwn gsave 983 272 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 68 sf 0 0 m (30) show gr /xs 0 def (40) /Times-Bold 68 stwn gsave 1197 272 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 68 sf 0 0 m (40) show gr /xs 0 def (50) /Times-Bold 68 stwn gsave 1411 272 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 68 sf 0 0 m (50) show gr /xs 0 def (60) /Times-Bold 68 stwn gsave 1625 272 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 68 sf 0 0 m (60) show gr /xs 0 def (70) /Times-Bold 68 stwn gsave 1839 272 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 68 sf 0 0 m (70) show gr /xs 0 def (80) /Times-Bold 68 stwn gsave 2054 272 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 68 sf 0 0 m (80) show gr /xs 0 def (90) /Times-Bold 68 stwn gsave 2268 272 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 68 sf 0 0 m (90) show gr 1928 851 340 340 C 5 lw 2161 693 m20 1947 678 m20 1732 651 m20 1518 668 m20 1304 590 m20 1090 638 m20 876 659 m20 gr gr showpage end %%EOF %%EndDocument @endspecial 227 3213 a Fu(Figure)32 b(15:)47 b(a\))34 b(Mean)f(in)m(teraction-length)g(parameter)g Fl(\025)g Fu(as)h(a)f(function)f(of)h(photon)g(energy)227 3326 y Fl(E)294 3340 y Fj(\015)368 3326 y Fu(for)c(di\013eren)m(t)f(in)m (terv)-5 b(als)29 b(in)f(the)h(photon)g(p)s(olar)f(angle)h Fl(\022)2307 3340 y Fj(\015)2351 3326 y Fu(.)41 b(b\))29 b(Limiting)e(\(plateau\))i(v)-5 b(alues)227 3438 y(of)30 b Fl(\025)h Fu(for)f(di\013eren)m(t)g(in)m(terv)-5 b(als)29 b(in)g Fl(\022)1425 3452 y Fj(\015)1469 3438 y Fu(.)227 3840 y(0.7)e(p)p Fl(:)p Fu(e)p Fl(:)p Fu(/MeV)h(p)s(er)d(side.)38 b(This)25 b(has)g(led)h(us)f(to)i(set)g Fl(Y)2059 3854 y Fo(MC)2203 3840 y Fu(=)e(19)i(p)p Fl(:)p Fu(e)p Fl(:)q Fu(/MeV)g(in)e(the)h(most)h(recen)m(t)227 3948 y(v)m(ersion)g(of)g(the) h(MC.)f(After)h(these)g(adjustmen)m(ts,)g(reasonable)f(agreemen)m(t)i (b)s(et)m(w)m(een)f(MC)f(and)227 4057 y(data)41 b(is)f(observ)m(ed)g (for)h(the)f(energy)h(resp)s(onse)f(and)g(resolution)f(as)i(a)g (function)e(of)i Fl(E)3297 4071 y Fj(\015)3382 4057 y Fu(\(see)227 4165 y(Fig.)30 b(16\).)227 4332 y(With)j(the)h(geometry)i (and)d(resp)s(onse)g(of)h(the)g(calorimeter)g(th)m(us)g(sim)m(ulated,)g (assuming)e(that)227 4440 y(the)44 b(visible)d(energy)j(follo)m(ws)f 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Fl(e)1834 4949 y Fn(\000)1925 4982 y Fi(!)e Fl(\026)2103 4949 y Fo(+)2161 4982 y Fl(\026)2216 4949 y Fn(\000)2275 4982 y Fu(\()p Fl(\015)5 b Fu(\))35 b(and)f Fl(\036)e Fi(!)f Fl(\031)2876 4949 y Fo(+)2936 4982 y Fl(\031)2991 4949 y Fn(\000)3050 4982 y Fl(\031)3105 4949 y Fo(0)3178 4982 y Fu(ev)m(en)m(ts)36 b(in)227 5091 y(data)31 b(are)g(curren)m(tly)e(b)s(eing)g(used)g(to)j (adjust)d(the)i(a)m(v)m(erage)i(energy)d(loss)g(of)h(pions)e(and)g(m)m (uons)227 5199 y(in)36 b(the)h(scin)m(tillator)e(in)h(order)h(to)g (obtain)g(go)s(o)s(d)g(MC-data)h(agreemen)m(t)h(on)e(the)g(calorimeter) 227 5308 y(energy)30 b(resp)s(onse)g(o)m(v)m(er)i(the)e(en)m(tire)g (momen)m(tum)h(range)f(of)h(in)m(terest.)227 5475 y(The)g(e\013ect)j (of)e(the)h(crac)m(ks)g(b)s(et)m(w)m(een)g(the)f(barrel)f(mo)s(dules)f (is)h(illustrated)f(in)h(Fig.)h(17,)i(whic)m(h)1835 5832 y(33)p eop %%Page: 34 37 34 36 bop 475 2889 a @beginspecial 0 @llx 5 @lly 535 @urx 525 @ury 3373 @rwi @setspecial %%BeginDocument: 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/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 6 lw 1814 1814 227 227 bl 1814 1814 227 227 C 1 0 0 c 242 511 m 73 Y s 242 584 m 73 Y s 227 584 m 15 X s 242 584 m 15 X s 272 1112 m 36 Y s 272 1180 m 36 Y s /w 32 def /w2 {w 2 div} def /w3 {w 3 div} def 272 1164 m20 302 1368 m 27 Y s 302 1427 m 27 Y s 302 1411 m20 333 1406 m 41 Y s 333 1479 m 40 Y s 333 1463 m20 363 1387 m 108 Y s 363 1527 m 109 Y s 363 1511 m20 393 1421 m 62 Y s 393 1515 m 63 Y s 393 1499 m20 423 1445 m 33 Y s 423 1510 m 34 Y s 423 1494 m20 454 1482 m 22 Y s 454 1536 m 22 Y s 454 1520 m20 484 1464 m 38 Y s 484 1534 m 37 Y s 484 1518 m20 514 1475 m 57 Y s 514 1564 m 57 Y s 514 1548 m20 544 1548 m 71 Y s 544 1650 m 70 Y s 544 1634 m20 575 1507 m 33 Y s 575 1572 m 32 Y s 575 1556 m20 605 1463 m 25 Y s 605 1520 m 24 Y s 605 1504 m20 635 1564 m 41 Y s 635 1636 m 41 Y s 635 1620 m20 665 1656 m 85 Y s 665 1773 m 85 Y s 665 1757 m20 696 1414 m 57 Y s 696 1503 m 58 Y s 696 1487 m20 726 1430 m 27 Y s 726 1489 m 27 Y s 726 1473 m20 756 1528 m 23 Y s 756 1583 m 23 Y s 756 1567 m20 786 1516 m 35 Y s 786 1582 m 35 Y s 786 1566 m20 816 1392 m 70 Y s 816 1493 m 70 Y s 816 1478 m20 847 1493 m 61 Y s 847 1585 m 61 Y s 847 1569 m20 877 1639 m 36 Y s 877 1707 m 36 Y s 877 1691 m20 907 1472 m 22 Y s 907 1526 m 22 Y s 907 1510 m20 937 1504 m 40 Y s 937 1576 m 40 Y s 937 1560 m20 968 1384 m 89 Y s 968 1505 m 89 Y s 968 1489 m20 998 1504 m 67 Y s 998 1603 m 66 Y s 998 1587 m20 1028 1494 m 31 Y s 1028 1557 m 31 Y s 1028 1541 m20 1058 1484 m 27 Y s 1058 1543 m 28 Y s 1058 1527 m20 1089 1542 m 41 Y s 1089 1615 m 41 Y s 1089 1599 m20 1119 1572 m 109 Y s 1119 1712 m 109 Y s 1119 1696 m20 1149 1412 m 120 Y s 1149 1564 m 119 Y s 1149 1548 m20 1179 1470 m 29 Y s 1179 1530 m 29 Y s 1179 1515 m20 1210 1423 m 21 Y s 1210 1476 m 22 Y s 1210 1460 m20 1240 1430 m 44 Y s 1240 1505 m 44 Y s 1240 1489 m20 1270 1501 m 76 Y s 1270 1609 m 76 Y s 1270 1593 m20 1300 1586 m 85 Y s 1300 1702 m 85 Y s 1300 1687 m20 1331 1447 m 32 Y s 1331 1511 m 32 Y s 1331 1495 m20 1361 1470 m 25 Y s 1361 1527 m 25 Y s 1361 1511 m20 1391 1356 m 41 Y s 1391 1429 m 41 Y s 1391 1413 m20 1421 1330 m 91 Y s 1421 1453 m 91 Y s 1421 1437 m20 1452 1505 m 48 Y s 1452 1585 m 48 Y s 1452 1569 m20 1482 1400 m 27 Y s 1482 1458 m 27 Y s 1482 1442 m20 1512 1562 m 25 Y s 1512 1619 m 25 Y s 1512 1603 m20 1542 1352 m 35 Y s 1542 1419 m 35 Y s 1542 1403 m20 1572 1447 m 93 Y s 1572 1572 m 93 Y s 1572 1556 m20 1603 1483 m 50 Y s 1603 1565 m 50 Y s 1603 1549 m20 1633 1514 m 31 Y s 1633 1577 m 31 Y s 1633 1561 m20 1663 1393 m 24 Y s 1663 1448 m 24 Y s 1663 1433 m20 1693 1346 m 34 Y s 1693 1412 m 34 Y s 1693 1396 m20 1724 1545 m 88 Y s 1724 1665 m 88 Y s 1724 1649 m20 1754 1493 m 65 Y s 1754 1590 m 65 Y s 1754 1574 m20 1784 1473 m 31 Y s 1784 1535 m 31 Y s 1784 1520 m20 1814 1496 m 27 Y s 1814 1555 m 28 Y s 1814 1539 m20 1845 1376 m 45 Y s 1845 1453 m 46 Y s 1845 1437 m20 1875 1606 m 90 Y s 1875 1728 m 90 Y s 1875 1712 m20 1905 1450 m 52 Y s 1905 1534 m 52 Y s 1905 1518 m20 1935 1525 m 34 Y s 1935 1591 m 35 Y s 1935 1575 m20 1966 1287 m 20 Y s 1966 1339 m 20 Y s 1966 1323 m20 1996 989 m 49 Y s 1996 1070 m 49 Y s 1996 1054 m20 2026 645 m 121 Y s 2026 766 m 120 Y s 2011 766 m 15 X s 2026 766 m 15 X s NC 1 lw black 227 227 m 1814 Y s 6 lw 261 227 m -34 X s 244 287 m -17 X s 244 348 m -17 X s 244 408 m -17 X s 244 469 m -17 X s 261 529 m -34 X s 244 590 m -17 X s 244 650 m -17 X s 244 711 m -17 X s 244 771 m -17 X s 261 832 m -34 X s 244 892 m -17 X s 244 953 m -17 X s 244 1013 m -17 X s 244 1074 m -17 X s 261 1134 m -34 X s 244 1194 m -17 X s 244 1255 m -17 X s 244 1315 m -17 X s 244 1376 m -17 X s 261 1436 m -34 X s 244 1497 m -17 X s 244 1557 m -17 X s 244 1618 m -17 X s 244 1678 m -17 X s 261 1739 m -34 X s 244 1799 m -17 X s 244 1860 m -17 X s 244 1920 m -17 X s 244 1981 m -17 X s 261 2041 m -34 X s /xs 0 def (-0.2) /Times-Bold 88 stwn gsave 196 209 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (-0.2) show gr /xs 0 def (-0.15) /Times-Bold 88 stwn gsave 196 511 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (-0.15) show gr /xs 0 def (-0.1) /Times-Bold 88 stwn gsave 196 813 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (-0.1) show gr /xs 0 def (-0.05) /Times-Bold 88 stwn gsave 196 1116 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (-0.05) show gr /xs 0 def (0) /Times-Bold 88 stwn gsave 196 1418 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (0) show gr /xs 0 def (0.05) /Times-Bold 88 stwn gsave 196 1721 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (0.05) show gr /xs 0 def (0.1) /Times-Bold 88 stwn gsave 196 2023 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (0.1) show gr /xs 0 def (D) /Symbol 88 stwn (E) /Times-Bold 88 stwn (g) /Symbol 62 stwn (/E) /Times-Bold 88 stwn (g) /Symbol 62 stwn gsave -20 2046 t 90 r xs neg 0 t 0 0 m /Symbol findfont 88 sf 0 0 m (D) show currentpoint pop 0 t /Times-Bold findfont 88 sf 0 0 m (E) show currentpoint pop 0 t /Symbol findfont 62 sf 0 -18 m (g) show currentpoint pop 0 t /Times-Bold findfont 88 sf 0 0 m (/E) show currentpoint pop 0 t /Symbol findfont 62 sf 0 -18 m (g) show gr 1 lw 227 227 m 1814 X s 6 lw 227 261 m -34 Y s 287 244 m -17 Y s 348 244 m -17 Y s 408 244 m -17 Y s 469 261 m -34 Y s 529 244 m -17 Y s 590 244 m -17 Y s 650 244 m -17 Y s 711 261 m -34 Y s 771 244 m -17 Y s 832 244 m -17 Y s 892 244 m -17 Y s 953 261 m -34 Y s 1013 244 m -17 Y s 1074 244 m -17 Y s 1134 244 m -17 Y s 1194 261 m -34 Y s 1255 244 m -17 Y s 1315 244 m -17 Y s 1376 244 m -17 Y s 1436 261 m -34 Y s 1497 244 m -17 Y s 1557 244 m -17 Y s 1618 244 m -17 Y s 1678 261 m -34 Y s 1739 244 m -17 Y s 1799 244 m -17 Y s 1860 244 m -17 Y s 1920 261 m -34 Y s 1920 261 m -34 Y s 1981 244 m -17 Y s 2041 244 m -17 Y s /xs 0 def (0) /Times-Bold 88 stwn gsave 227 138 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (0) show gr /xs 0 def (2) /Times-Bold 88 stwn gsave 469 138 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (2) show gr /xs 0 def (4) /Times-Bold 88 stwn gsave 711 138 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (4) show gr /xs 0 def (6) /Times-Bold 88 stwn gsave 953 138 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (6) show gr /xs 0 def (8) /Times-Bold 88 stwn gsave 1194 138 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (8) show gr /xs 0 def (10) /Times-Bold 88 stwn gsave 1436 138 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (10) show gr /xs 0 def (12) /Times-Bold 88 stwn gsave 1678 138 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (12) show gr /xs 0 def (14) /Times-Bold 88 stwn gsave 1920 138 t 0 r xs 2 div neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (14) show gr 1814 1814 227 227 C 6 lw 0 0 1 c 121 1436 m24 151 1436 m24 181 1436 m24 212 1436 m 15 X s 242 615 m 84 Y s 242 699 m 84 Y s 227 699 m 15 X s 242 699 m 15 X s 272 1230 m 27 Y s 272 1289 m 26 Y s 272 1273 m24 302 1362 m 15 Y s 302 1409 m 16 Y s 302 1393 m24 333 1463 m 24 Y s 333 1519 m 24 Y s 333 1503 m24 363 1573 m 36 Y s 363 1641 m 36 Y s 363 1625 m24 393 1588 m 40 Y s 393 1660 m 39 Y s 393 1644 m24 423 1383 m 19 Y s 423 1433 m 19 Y s 423 1417 m24 454 1350 m 17 Y s 454 1399 m 16 Y s 454 1383 m24 484 1389 m 24 Y s 484 1445 m 24 Y s 484 1429 m24 514 1463 m 40 Y s 514 1534 m 40 Y s 514 1519 m24 544 1504 m 40 Y s 544 1576 m 39 Y s 544 1560 m24 575 1465 m 19 Y s 575 1515 m 19 Y s 575 1499 m24 605 1433 m 17 Y s 605 1482 m 17 Y s 605 1466 m24 635 1448 m 29 Y s 635 1509 m 29 Y s 635 1493 m24 665 1416 m 32 Y s 665 1480 m 32 Y s 665 1464 m24 696 1493 m 39 Y s 696 1563 m 39 Y s 696 1548 m24 726 1464 m 20 Y s 726 1516 m 20 Y s 726 1500 m24 756 1300 m 14 Y s 756 1345 m 14 Y s 756 1330 m24 786 1432 m 22 Y s 786 1486 m 22 Y s 786 1470 m24 816 1364 m 38 Y s 816 1433 m 38 Y s 816 1417 m24 847 1426 m 29 Y s 847 1486 m 29 Y s 847 1471 m24 877 1390 m 17 Y s 877 1439 m 18 Y s 877 1423 m24 907 1362 m 18 Y s 907 1411 m 19 Y s 907 1396 m24 937 1427 m 27 Y s 937 1486 m 27 Y s 937 1470 m24 968 1504 m 41 Y s 968 1577 m 42 Y s 968 1561 m24 998 1500 m 41 Y s 998 1573 m 40 Y s 998 1557 m24 1028 1463 m 23 Y s 1028 1518 m 22 Y s 1028 1502 m24 1058 1364 m 16 Y s 1058 1412 m 15 Y s 1058 1396 m24 1089 1472 m 29 Y s 1089 1532 m 29 Y s 1089 1516 m24 1119 1431 m 38 Y s 1119 1501 m 37 Y s 1119 1485 m24 1149 1446 m 51 Y s 1149 1529 m 51 Y s 1149 1513 m24 1179 1413 m 29 Y s 1179 1474 m 29 Y s 1179 1458 m24 1210 1352 m 18 Y s 1210 1402 m 18 Y s 1210 1386 m24 1240 1342 m 23 Y s 1240 1396 m 23 Y s 1240 1380 m24 1270 1323 m 34 Y s 1270 1389 m 34 Y s 1270 1373 m24 1300 1468 m 36 Y s 1300 1535 m 36 Y s 1300 1520 m24 1331 1431 m 19 Y s 1331 1482 m 19 Y s 1331 1466 m24 1361 1392 m 19 Y s 1361 1442 m 19 Y s 1361 1427 m24 1391 1384 m 35 Y s 1391 1451 m 35 Y s 1391 1435 m24 1421 1430 m 44 Y s 1421 1506 m 44 Y s 1421 1490 m24 1452 1421 m 32 Y s 1452 1484 m 32 Y s 1452 1469 m24 1482 1435 m 20 Y s 1482 1487 m 21 Y s 1482 1471 m24 1512 1453 m 26 Y s 1512 1511 m 26 Y s 1512 1495 m24 1542 1399 m 31 Y s 1542 1461 m 31 Y s 1542 1445 m24 1572 1350 m 51 Y s 1572 1432 m 51 Y s 1572 1417 m24 1603 1549 m 35 Y s 1603 1616 m 35 Y s 1603 1600 m24 1633 1401 m 18 Y s 1633 1451 m 19 Y s 1633 1435 m24 1663 1442 m 18 Y s 1663 1492 m 18 Y s 1663 1476 m24 1693 1360 m 25 Y s 1693 1416 m 24 Y s 1693 1400 m24 1724 1467 m 45 Y s 1724 1544 m 45 Y s 1724 1528 m24 1754 1407 m 34 Y s 1754 1472 m 34 Y s 1754 1457 m24 1784 1380 m 21 Y s 1784 1433 m 22 Y s 1784 1417 m24 1814 1423 m 20 Y s 1814 1475 m 20 Y s 1814 1459 m24 1845 1428 m 27 Y s 1845 1487 m 28 Y s 1845 1471 m24 1875 1467 m 38 Y s 1875 1537 m 38 Y s 1875 1521 m24 1905 1603 m 35 Y s 1905 1669 m 35 Y s 1905 1653 m24 1935 1430 m 19 Y s 1935 1481 m 18 Y s 1935 1465 m24 1966 1270 m 19 Y s 1966 1321 m 18 Y s 1966 1305 m24 1996 1035 m 33 Y s 1996 1100 m 33 Y s 1996 1084 m24 2026 458 m 96 Y s 2026 554 m 95 Y s 2011 554 m 15 X s 2026 554 m 15 X s 2041 1436 m 15 X s 2087 1436 m24 2117 1436 m24 2147 1436 m24 2268 2268 0 0 C black /xs 0 def (mod\() /Times-Bold 88 stwn (f) /Symbol 88 stwn (, 15) /Times-Bold 88 stwn (\260) /Symbol 88 stwn (\)) /Times-Bold 88 stwn gsave 2041 35 t 0 r xs neg 0 t 0 0 m /Times-Bold findfont 88 sf 0 0 m (mod\() show currentpoint pop 0 t /Symbol findfont 88 sf 0 0 m (f) show currentpoint pop 0 t /Times-Bold findfont 88 sf 0 0 m (, 15) show currentpoint pop 0 t /Symbol findfont 88 sf 0 0 m (\260) show currentpoint pop 0 t /Times-Bold findfont 88 sf 0 0 m (\)) show gr 1814 1814 227 227 C gr gr showpage end %%EOF %%EndDocument @endspecial 227 2366 a Fu(Figure)26 b(17:)40 b(Energy)26 b(resp)s(onse)g(as)g(a)h(function)f(of)h(the)f(azim)m(uthal)g(distance) h(from)f(the)h(b)s(ound-)227 2479 y(aries)36 b(b)s(et)m(w)m(een)i(mo)s (dules)d(of)j(the)f(barrel)f(calorimeter.)60 b(Solid)35 b(\(op)s(en\))j(circles)e(are)h(for)g(data)227 2592 y(\(MC\).)227 2987 y(to)31 b(all)e(time)h(signals)f(in)g(the)i(ev)m(en)m(t.)227 3289 y Fg(5.5)112 b(T)-9 b(rigger)36 b(sim)m(ulation)227 3515 y Fu(The)20 b(KLOE)f(trigger)h(is)f(em)m(ulated)i(in)e(soft)m(w)m (are)i(during)e(ev)m(en)m(t)i(reconstruction.)37 b(Non-triggering)227 3623 y(ev)m(en)m(ts)30 b(are)f(retained)f(in)f(the)i(output,)g(but)f (the)h(result)e(of)i(the)g(trigger)f(em)m(ulation)g(is)g(enco)s(ded)227 3731 y(in)h(the)h(data)h(stream,)g(allo)m(wing)f(MC)g(estimates)h(of)f (the)h(trigger)f(e\016ciency)h(to)g(b)s(e)f(obtained.)227 3898 y(F)-8 b(or)43 b(the)f(em)m(ulation)f(of)i(the)f(EmC)f(trigger,)k (the)e(energy)f(dep)s(osited)f(in)g(eac)m(h)i(calorimeter)227 4007 y(elemen)m(t)27 b(and)f(the)g(PMT-signal)g(arriv)-5 b(al)25 b(times)h(are)g(\014rst)g(read)g(out.)40 b(F)-8 b(or)27 b(eac)m(h)h(trigger)f(sector,)227 4115 y(the)21 b(energies)h(of)f(all)f(cells)h(\014red)f(within)f(a)j(coincidence)f (windo)m(w)f(of)h(3.5)i(ns)d(are)i(summed,)g(where)227 4224 y(this)40 b(in)m(terv)-5 b(al)40 b(appro)m(ximately)g(corresp)s (onds)f(to)j(the)f(width)e(of)i(the)g(actual)g(PMT)g(signals.)227 4332 y(By)32 b(comparison)f(to)h(a)g(set)h(of)f(discriminators)d(repro) s(ducing)g(the)j(hardw)m(are)f(circuitry)-8 b(,)31 b(these)227 4440 y(sums)37 b(are)h(transformed)g(in)m(to)g(logic)g(signals)f(of)h (70-ns)h(duration.)63 b(Three)37 b(di\013eren)m(t)h(sets)h(of)227 4549 y(thresholds)29 b(are)i(used)f(to)i(distinguish)27 b Fl(\036)k Fu(deca)m(ys,)i(Bhabha)d(ev)m(en)m(ts,)j(and)d(cosmic-ra)m (y)i(ev)m(en)m(ts.)227 4657 y(The)d(threshold)f(v)-5 b(alues)29 b(are)h(determined)e(from)h(the)h(analysis)e(of)i(real)f (data)i(on)e(a)h(run-b)m(y-run)227 4766 y(basis.)39 b(The)29 b(resulting)e(logic)i(signals)e(are)j(used)e(to)i(compute)f(the)g(m)m (ultiplicit)m(y)e(of)i(hit)f(sectors)227 4874 y(on)k(the)g(barrel)f (and)h(eac)m(h)h(of)f(the)g(t)m(w)m(o)i(endcaps,)e(and)g(\014nally)e (com)m(bined)h(to)i(pro)s(duce)e(the)h Fl(\036)p Fu(,)227 4982 y(Bhabha,)e(and)g(cosmic-ra)m(y)h(trigger)g(signals.)227 5150 y(The)20 b(signals)f(from)h(the)h(DC)f(wires)f(are)i(read)g(out)g (and)e(shap)s(ed)h(at)h(250)h(ns)o(.)38 b(As)20 b(in)f(the)i(hardw)m (are,)227 5258 y(the)27 b(signals)f(from)g(wires)g(in)g(di\013eren)m(t) h(groups)f(of)i(adjacen)m(t)g(DC)f(planes)f(are)i(summed.)38 b(These)227 5366 y(\\sup)s(erla)m(y)m(er")e(signals)e(are)j(then)e (summed)g(in)g(turn)g(to)i(get)g(the)f(e\013ectiv)m(e)i(DC)e(m)m (ultiplicit)m(y)227 5475 y(as)42 b(a)h(function)e(of)i(time.)76 b(A)42 b(lev)m(el-1)h(DC)g(trigger)f(is)f(set)i(whenev)m(er)g(this)e (sum)g(exceeds)i(a)227 5583 y(giv)m(en)29 b(threshold.)39 b(The)29 b(sum)f(is)h(then)g(in)m(tegrated)h(o)m(v)m(er)g(a)g(1.2)g Fl(\026)p Fu(s)f(in)m(terv)-5 b(al)29 b(and)g(compared)g(to)1835 5832 y(35)p eop %%Page: 36 39 36 38 bop 227 248 a Fu(another)25 b(threshold)e(to)i(de\014ne)f(the)h (lev)m(el-2)h(DC)e(signal.)38 b(The)24 b(v)-5 b(alues)24 b(of)h(these)g(t)m(w)m(o)i(thresholds)227 356 y(are)k(determined)e (from)g(the)i(analysis)e(of)h(real)g(data)i(on)e(a)h(run-b)m(y-run)d (basis.)227 523 y(Finally)-8 b(,)35 b(the)g(DC-)g(and)f(EmC-trigger)h (signals)f(are)h(com)m(bined)f(to)i(deliv)m(er)e(the)h(\014nal)e(lev)m (el-1)227 632 y(and)25 b(lev)m(el-2)i(trigger)f(decisions)f(with)f(the) j(correct)g(timing)e(relativ)m(e)h(to)h(the)f(start)h(of)f(the)g(ev)m (en)m(t)227 740 y(as)34 b(generated.)54 b(Once)34 b(the)h(trigger)f (time)g(has)g(b)s(een)g(sim)m(ulated,)g(it)g(is)f(rounded)g(to)i(the)g (next)227 849 y(highest)25 b(m)m(ultiple)e(of)j(4)p Fl(t)1064 863 y Fo(RF)1192 849 y Fu(to)h(sim)m(ulate)e(the)h(rephasing)e(of)i (the)g(exp)s(erimen)m(t's)f(lev)m(el-1)h(trigger)227 957 y(with)40 b(the)i(mac)m(hine)g(clo)s(c)m(k.)76 b(A)42 b(time)f(in)m(terv)-5 b(al)41 b(corresp)s(onding)f(to)j(an)f(in)m (teger)g(n)m(um)m(b)s(er)f(of)227 1065 y(bunc)m(h)27 b(crossings)h(from)h(one)g(to)g(four)f(is)g(then)g(subtracted)h(from)f (the)h(rephased)f(trigger)h(time;)227 1174 y(this)23 b(corresp)s(onds)f(to)j(randomly)d(sp)s(ecifying)g(the)i(particular)f (bunc)m(h)g(crossing)g(that)h(pro)s(duced)227 1282 y(the)34 b(ev)m(en)m(t.)55 b(The)34 b(result)f(is)h(the)h(sim)m(ulated)e(v)-5 b(alue)34 b(of)g Fl(t)2175 1296 y Fo(0)p Fj(;)12 b Fo(evt)2342 1282 y Fu(;)37 b(this)c(v)-5 b(alue)34 b(is)g(then)g(applied)e(to)227 1391 y(the)e(times)g(of)h(all)e(calorimeter)h(and)g(drift-c)m(ham)m(b)s (er)f(hits.)227 1693 y Fg(5.6)112 b(Mac)m(hine)38 b(bac)m(kground)g (sim)m(ulation)227 1919 y Fu(A)i(detailed)f(sim)m(ulation)f(of)i (detector)i(activit)m(y)e(from)g(the)g(acciden)m(tal)g(coincidence)g (of)g(hits)227 2027 y(from)k(mac)m(hine)h(bac)m(kground)g(is)f (required)f(in)h(order)g(to)i(obtain)e(the)i(high)d(precision)g(and)227 2135 y(careful)24 b(con)m(trol)i(of)g(systematics)g(needed)f(for)g (most)h(KLOE)e(ph)m(ysics)g(analyses.)39 b(This)23 b(activit)m(y)227 2244 y(consists)29 b(mainly)e(of)j(noise)f(hits)f(in)g(the)i(DC)f(and)g (lo)m(w-energy)h(clusters)f(in)f(the)h(EmC,)g(mostly)227 2352 y(at)k(small)e(angles.)46 b(Bac)m(kground)34 b(hits)d(in)g(the)h (c)m(ham)m(b)s(er)h(and)f(calorimeter)g(are)h(added)e(to)j(the)227 2461 y(sim)m(ulated)29 b(ev)m(en)m(ts)j(at)f(the)f(reconstruction)g (stage.)227 2628 y(F)-8 b(or)43 b(the)f(2001{2002)k(data,)g(this)c(bac) m(kground)g(w)m(as)g(obtained)g(from)f Fl(e)2800 2595 y Fo(+)2860 2628 y Fl(e)2902 2595 y Fn(\000)3006 2628 y Fi(!)k Fl(\015)5 b(\015)47 b Fu(ev)m(en)m(ts)227 2736 y(satisfying)27 b(sp)s(eci\014c)g(top)s(ological)h(cuts.)40 b(These)27 b(ev)m(en)m(ts)j(are)f(selected)f(from)g(KLOE)f(data)i(with) 227 2844 y(a)i(cross)g(section)g(of)g Fi(\030)p Fu(40)h(n)m(b)o(.)42 b(Since)30 b Fl(e)1573 2811 y Fo(+)1633 2844 y Fl(e)1675 2811 y Fn(\000)1760 2844 y Fi(!)c Fl(\015)5 b(\015)36 b Fu(ev)m(en)m(ts)c(are)g(fully)c(neutral,)j(all)e(DC)i(hits)f(in)227 2953 y(these)22 b(ev)m(en)m(ts)g(are)g(considered)e(bac)m(kground,)j (in)d(addition)g(to)i(all)e(EmC)h(clusters)f(not)i(iden)m(ti\014ed)227 3061 y(as)29 b(b)s(elonging)e(to)i(the)g Fl(\015)5 b(\015)34 b Fu(top)s(ology)29 b(\(care)h(is)e(tak)m(en)i(to)f(correctly)g (distinguish)c(clusters)j(from)227 3170 y(initial)40 b(state)45 b(radiation)d(or)i(from)f(cluster)g(splitting,)h(whic)m(h)e (actually)h(b)s(elong)g(to)h(the)g Fl(\015)5 b(\015)227 3278 y Fu(top)s(ology)-8 b(,)31 b(from)f(those)h(due)f(to)h(mac)m(hine) f(bac)m(kground\).)227 3445 y(A)38 b(\014le)f(con)m(taining)g(bac)m (kground)h(hits)e(is)h(created)i(for)f(eac)m(h)h(ra)m(w)f(\014le)f(in)f (the)j(data)f(set.)64 b(As)227 3554 y(discussed)26 b(in)g(Sec.)i(5.7,)i (an)e(MC)f(run)g(corresp)s(onds)f(to)j(a)f(set)g(of)g(ra)m(w)g(\014les) f(in)f(data.)41 b(W)-8 b(e)29 b(insert)227 3662 y(the)36 b(hits)f(from)g(eac)m(h)j(ev)m(en)m(t)f(in)e(the)h(set)h(of)f(bac)m (kground)g(\014les)f(in)m(to)h(m)m(ultiple)d(ev)m(en)m(ts)38 b(in)d(the)227 3770 y(corresp)s(onding)i(MC)i(run,)h(with)e(a)h(reuse)g (factor)h(c)m(hosen)f(to)h(ensure)e(that)i(all)e(bac)m(kground)227 3879 y(ev)m(en)m(ts)27 b(are)g(used)e(roughly)g(the)i(same)f(n)m(um)m (b)s(er)f(of)h(times.)39 b(This)25 b(ensures)g(repro)s(duction)f(of)j (the)227 3987 y(time-v)-5 b(ariable)29 b(bac)m(kground)h(sp)s(ectrum)f (in)g(the)i(sim)m(ulated)e(output.)227 4154 y(F)-8 b(or)28 b(b)s(oth)e(the)h(EmC)g(and)f(DC,)i(when)e(hits)g(are)h(inserted,)g (their)f(timing)g(relativ)m(e)h(to)h(the)f(start)227 4263 y(time)21 b(of)g(the)h Fl(\015)5 b(\015)26 b Fu(ev)m(en)m(t)d (from)e(whic)m(h)f(they)h(w)m(ere)h(extracted)g(is)f(preserv)m(ed.)37 b(The)21 b(insertion)e(tak)m(es)227 4371 y(place)27 b(b)s(efore)h(the)g (trigger)g(sim)m(ulation)d(is)i(p)s(erformed,)g(so)h(that)h(sim)m (ulated)d(and)h(inserted)g(hits)227 4479 y(are)h(temp)s(orally)f (aligned.)39 b(Hit-blo)s(c)m(king)27 b(e\013ects)i(are)g(repro)s (duced.)38 b(In)28 b(the)g(drift)f(c)m(ham)m(b)s(er,)h(a)227 4588 y(bac)m(kground)e(hit)g(that)i(arriv)m(es)f(earlier)e(than)i(a)g (sim)m(ulated)f(hit)g(on)h(the)g(same)g(wire)f(causes)i(the)227 4696 y(sim)m(ulated)j(hit)g(to)i(b)s(e)e(remo)m(v)m(ed)i(from)f(the)h (ev)m(en)m(t,)h(and)d(vice)i(v)m(ersa.)46 b(On)32 b(the)g(calorimeter,) h(if)227 4805 y(b)s(oth)d(a)i(bac)m(kground)f(hit)f(and)h(a)g(sim)m (ulated)f(hit)g(o)s(ccup)m(y)i(the)f(same)h(cell,)f(the)g(earlier)f (arriv)-5 b(al)227 4913 y(time)41 b(on)g(eac)m(h)i(side)d(of)h(the)h (cell)f(is)f(retained,)k(while)39 b(the)j(energy)f(read)h(out)f(at)h (eac)m(h)h(side)227 5021 y(is)36 b(tak)m(en)i(from)f(the)g(sum)g(of)g (the)g(t)m(w)m(o)i(hits.)60 b(The)37 b(trigger)g(sim)m(ulation)e(is)h (then)h(p)s(erformed,)227 5130 y(and)f(the)g(sim)m(ulated)f(and)h (inserted)f(hits)h(are)g(then)h Fl(t)2111 5144 y Fo(0)2150 5130 y Fu(-smeared)f(sim)m(ultaneously)f(using)g(the)227 5238 y(algorithm)29 b(of)i(Sec.)g(5.5.)227 5405 y(F)-8 b(or)32 b(the)f(drift)e(c)m(ham)m(b)s(er,)j(the)f Fl(s)p Fu({)p Fl(t)g Fu(relations)f(used)g(for)h(sim)m(ulated)f(ev)m(en)m(ts)i (and)f(for)f(real)h(data)227 5514 y(are)21 b(su\016cien)m(tly)f (similar)f(so)i(that)h(all)e(hits|sim)m(ulated)f(and)i(inserted|can)f (b)s(e)g(reconstructed)1835 5832 y(36)p eop %%Page: 37 40 37 39 bop 227 248 a Fu(with)21 b(the)h(MC)h Fl(s)p Fu({)p Fl(t)f Fu(relations.)37 b(A)22 b(correction)h(is)e(made)i(to)g(the)f (energy)h(scale)g(when)e(calorimeter)227 356 y(hits)33 b(are)i(inserted.)52 b(This)33 b(correction)i(ensures)e(that)i(the)g (inserted)e(calorimeter)i(hits)e(recon-)227 465 y(struct)e(with)f(the)i (same)f(energy)h(that)g(they)g(had)e(in)g(the)i(data)g(ev)m(en)m(t)h (from)e(whic)m(h)f(they)h(w)m(ere)227 573 y(extracted.)227 875 y Fg(5.7)112 b(Mon)m(te)38 b(Carlo)e(pro)s(duction)h(campaigns)227 1101 y Fu(An)20 b(extensiv)m(e)i(sim)m(ulation)d(campaign)i(for)f(the)i (2001{2002)j(KLOE)20 b(data)h(set)h(is)e(curren)m(tly)g(near)227 1209 y(completion.)38 b(This)21 b(campaign)j(is)e(fo)s(cused)h(on)h (the)g(pro)s(duction)d(of)j(general-purp)s(ose)f(samples,)227 1318 y(suc)m(h)43 b(as)h(samples)f(in)f(whic)m(h)h(all)g(deca)m(ys)h (of)g(the)g Fl(\036)g Fu(are)g(presen)m(t)g(in)e(prop)s(ortion)g(to)j (their)227 1426 y(natural)28 b(branc)m(hing)g(ratios,)i(or)f(in)g(whic) m(h)f(the)h Fl(\036)h Fu(alw)m(a)m(ys)g(deca)m(ys)g(to)g Fl(K)2721 1440 y Fj(S)2772 1426 y Fl(K)2849 1440 y Fj(L)2931 1426 y Fu(but)f(all)f(p)s(ossible)227 1535 y(\014nal)43 b(states)j(are)f(presen)m(t.)84 b(Suc)m(h)45 b(samples)e(are)j (particularly)c(useful)h(for)h(understanding)227 1643 y(bac)m(kgrounds)29 b(in)g(studies)g(of)h(rare)g(deca)m(ys.)42 b(The)29 b(pro)s(duction)f(pro)s(cedure)h(is)g(geared)i(to)m(w)m(ards) 227 1751 y(pro)m(viding)40 b(high-statistics)h(samples.)76 b(The)42 b(total)h(n)m(um)m(b)s(er)e(of)i(ev)m(en)m(ts)h(in)d(eac)m(h)i (sample)f(is)227 1860 y(established)h(using)g(an)i(e\013ectiv)m(e)i (luminosit)m(y)42 b(scale)k(factor,)k(whic)m(h)43 b(ranges)i(from)g (0.2)h(for)227 1968 y(general-purp)s(ose)32 b(sim)m(ulations)f(suc)m(h) i(as)h Fl(\036)c Fi(!)g Fu(all)j(\(p)s(eak)g(cross)h(section)f Fi(\030)p Fu(3)p Fl(:)p Fu(1)h Fl(\026)p Fu(b\),)g(to)g(5)g(for)227 2077 y(dedicated)24 b(sim)m(ulations)f(suc)m(h)h(as)h Fl(e)1450 2044 y Fo(+)1510 2077 y Fl(e)1552 2044 y Fn(\000)1636 2077 y Fi(!)h Fl(\031)1808 2044 y Fo(+)1867 2077 y Fl(\031)1922 2044 y Fn(\000)1981 2077 y Fl(\015)k Fu(\(cross)25 b(section)g Fi(\030)p Fu(50)g(n)m(b\).)39 b(In)24 b(all,)h(curren)m(t)227 2185 y(plans)k(call)g(for)h(the)h(pro)s(duction)d(of)j(ab)s(out)f(10) 1843 2152 y Fo(9)1914 2185 y Fu(ev)m(en)m(ts.)227 2352 y(In)36 b(order)h(to)h(trac)m(k)g(run-b)m(y-run)d(v)-5 b(ariations)36 b(in)g(the)i(op)s(erating)e(conditions)g(of)h(the)h (collider)227 2461 y(and)24 b(detector,)k(an)e(MC)f(sample)f(is)h (generated)h(for)f(eac)m(h)h(run)e(in)g(the)i(data)g(set,)h(with)d(the) h(n)m(um-)227 2569 y(b)s(er)i(of)i(ev)m(en)m(ts)h(prop)s(ortional)c(to) k(the)e(in)m(tegrated)i(luminosit)m(y)c(of)j(the)f(run)f(under)g(sim)m (ulation,)227 2677 y(and)j(suc)m(h)g(parameters)g(as)h(mac)m(hine)f (energy)-8 b(,)31 b(momen)m(tum)g(of)f(the)h(collision)d(cen)m (ter-of-mass,)227 2786 y(b)s(eam-sp)s(ot)37 b(p)s(osition,)i(map)e(of)i (dead)f(detector)h(elemen)m(ts,)i(and)c(trigger)h(thresholds)e(set)j (to)227 2894 y(corresp)s(ond)25 b(to)j(the)e(run)g(conditions.)37 b(Bac)m(kground)28 b(hits)d(in)h(the)g(EmC)g(and)g(DC)h(are)g(inserted) 227 3003 y(with)c(sp)s(ecial)f(care)j(in)e(order)g(to)i(ensure)e(repro) s(duction)f(of)j(the)f(bac)m(kground)g(sp)s(ectra)g(resulting)227 3111 y(from)33 b(v)-5 b(ariations)33 b(with)g(time)g Fe(within)42 b Fu(eac)m(h)35 b(run)e(\(see)h(Sec.)h(5.6\).)53 b(As)33 b(a)i(result)e(of)h(these)g(pro-)227 3219 y(cedures,)28 b(time-v)-5 b(ariable)27 b(conditions)g(are)h(correctly)h(a)m(v)m (eraged)h(in)d(the)h(sample)f(of)h(MC)g(ev)m(en)m(ts)227 3328 y(corresp)s(onding)g(to)j(an)m(y)g(giv)m(en)f(group)g(of)h(runs)d (in)i(the)g(data)h(set.)227 3495 y(F)-8 b(or)30 b(the)g(pro)s(duction)d (of)j(a)g(giv)m(en)g(sample,)f(one)h(job)f(is)g(submitted)f(for)h(eac)m (h)i(run)d(in)g(the)i(data)227 3603 y(set.)69 b(A)39 b(pro)s(duction)f(job)h(handles)f(generation,)43 b(reconstruction,)f (and)d(DST)g(creation.)69 b(In)227 3712 y(order)38 b(to)i(ha)m(v)m(e)g (in)m(termediate)e(\014les)g(of)h(reasonable)g(size,)i(it)d(is)g (usually)f(necessary)i(to)h(split)227 3820 y(the)30 b(generation)g(in)m (to)g(sev)m(eral)g(pro)s(cesses.)41 b(A)30 b(reconstruction)f(pro)s (cess)g(immediately)g(follo)m(ws)227 3928 y(eac)m(h)34 b(generation)g(pro)s(cess.)49 b(DSTs)33 b(are)h(made)f(after)h(all)e (generation)i(and)f(reconstruction)g(is)227 4037 y(complete.)61 b(Pro)s(duction)35 b(is)h(started)h(b)m(y)g(submitting)e(a)i(large)g(n) m(um)m(b)s(er)f(of)h(jobs)f(to)i(a)f(batc)m(h)227 4145 y(queue)30 b(managed)h(b)m(y)f(IBM's)h(LoadLev)m(eler)g(utilit)m(y)e ([16].)227 4312 y(When)40 b(MC)g(ev)m(en)m(ts)i(are)e(reconstructed,)k (sev)m(eral)c(algorithms)g(in)m(tended)f(to)i(complete)g(the)227 4421 y(sim)m(ulation)29 b(are)j(run)e(b)s(efore)h(an)m(y)h(of)f(the)h (actual)f(reconstruction)g(algorithms.)43 b(Bac)m(kground)227 4529 y(hits)29 b(in)g(the)i(EmC)e(and)h(DC)g(are)h(\014rst)f(inserted.) 39 b(Hits)30 b(on)h(dead)f(wires)f(of)h(the)h(drift)e(c)m(ham)m(b)s(er) 227 4637 y(are)34 b(next)g(remo)m(v)m(ed.)52 b(The)34 b(trigger)f(em)m(ulator)i(is)d(then)i(run,)f(after)i(whic)m(h)d(hits)h (on)h(hot)g(drift-)227 4746 y(c)m(ham)m(b)s(er)27 b(wires)f(can)i(b)s (e)e(remo)m(v)m(ed)j(\(in)d(the)h(reconstruction)g(of)h(real)f(data,)i (they)e(are)h(remo)m(v)m(ed)227 4854 y(at)g(the)g(input)d(stage\).)42 b(Finally)-8 b(,)26 b(the)i Fl(t)1542 4868 y Fo(0)1581 4854 y Fu(-smearing)f(algorithm)g(is)f(applied.)38 b(After)28 b(these)g(steps,)227 4963 y(the)36 b(same)g(algorithms)f(used)h(for)f (the)i(reconstruction)e(of)h(real)g(data)h(are)f(run,)g(in)f(the)h (same)227 5071 y(order)30 b(describ)s(ed)e(in)h(Sec.)i(3.1.)227 5238 y(The)h(only)g(other)i(sp)s(ecial)d(treatmen)m(t)k(giv)m(en)e(to)h (MC)f(ev)m(en)m(ts)h(concerns)f(the)g(b)s(eha)m(vior)f(of)i(the)227 5347 y(mac)m(hine-bac)m(kground)29 b(\014lter)f(and)g(the)h(ev)m(en)m (t-classi\014cation)h(mo)s(dule.)38 b(Lik)m(e)29 b(the)g(trigger)g(em-) 227 5455 y(ulator,)44 b(these)e(mo)s(dules)e(only)h(record)g(their)g (decisions)f(in)g(the)i(output)g(\014le;)k(they)c(do)g(not)227 5563 y(actually)31 b(suppress)f(ev)m(en)m(ts.)45 b(In)31 b(particular,)f(MC)i(ev)m(en)m(ts)h(are)f(not)g(divided)d(up)h(in)m(to) i(streams)1835 5832 y(37)p eop %%Page: 38 41 38 40 bop 490 160 2781 4 v 540 239 a Fu(Program)261 b(Ev)m(en)m(ts)31 b(\(10)1568 206 y Fo(6)1609 239 y Fu(\))100 b(CPU)30 b(time)g(\(da)m(ys\))101 b(Output)29 b(size)h(\(TB\))p 490 276 V 540 355 a Fl(\036)25 b Fi(!)g Fu(all)495 b(255)531 b(1100)642 b(6.9)540 468 y Fl(\036)25 b Fi(!)g Fl(K)812 482 y Fj(S)863 468 y Fl(K)940 482 y Fj(L)1327 468 y Fu(410)531 b(1800)619 b(11.0)540 581 y Fl(e)582 548 y Fo(+)641 581 y Fl(e)683 548 y Fn(\000)768 581 y Fi(!)25 b Fl(\031)s(\031)s(\015)309 b Fu(36)576 b(110)664 b(0.8)p 490 618 V 241 1029 a(T)-8 b(able)30 b(4:)41 b(Statistics)30 b(for)h(some)f(Mon)m(te)i(Carlo)e (pro)s(duction)e(campaigns)i(completed)h(to)g(date)227 1421 y(at)40 b(the)g(reconstruction)f(stage;)45 b(only)39 b(one)g(reconstruction)g(output)h(\014le)e(is)g(pro)s(duced)g(from)227 1530 y(eac)m(h)31 b(generator)h(output)e(\014le.)227 1697 y(The)e(reconstruction)g(output)h(\014le)e(con)m(tains)i(enough)g (information)e(to)i(allo)m(w)f(reco)m(v)m(ery)j(of)e(the)227 1805 y(ev)m(en)m(ts)f(as)e(generated,)j(b)s(efore)d(the)g(in)m(tro)s (duction)f(of)h(bac)m(kground)h(hits.)38 b(Therefore,)27 b(only)f(the)227 1914 y(reconstructed)k(output)g(\014les)g(are)h(arc)m (hiv)m(ed;)f(generator)i(output)e(\014les)f(are)i(discarded.)227 2081 y(In)e(the)i(last)f(stage)i(of)e(the)h(pro)s(duction)d(job,)j (DSTs)e(are)i(pro)s(duced.)39 b(The)30 b(same)h(\014v)m(e)f(t)m(yp)s (es)h(of)227 2189 y(DSTs)i(as)h(for)f(real)h(data)g(can)g(b)s(e)f(pro)s (duced)f(for)i(MC)f(ev)m(en)m(ts,)j(with)d(the)h(application)e(of)i (the)227 2298 y(same)22 b(stream-sp)s(eci\014c)g(algorithms)e(describ)s (ed)g(in)h(Sec.)h(3.2.)39 b(Ho)m(w)m(ev)m(er,)26 b(for)c(the)g(pro)s (duction)e(of)227 2406 y(dedicated)25 b(MC)g(samples)f(\(e.g.,)k(for)c (the)i(pro)s(cess)e Fl(e)2000 2373 y Fo(+)2060 2406 y Fl(e)2102 2373 y Fn(\000)2186 2406 y Fi(!)h Fl(\031)2357 2373 y Fo(+)2417 2406 y Fl(\031)2472 2373 y Fn(\000)2531 2406 y Fl(\015)5 b Fu(\),)27 b(only)d(the)h(DST)g(t)m(yp)s(es)g(of)227 2514 y(in)m(terest)32 b(are)g(pro)s(duced.)43 b(Ev)m(en)m(t)32 b(streaming)f(is)g(p)s(erformed)f(at)j(the)f(DST-pro)s(duction)d (stage.)227 2623 y(In)e(addition)f(to)i(all)f(ev)m(en)m(ts)i (classi\014ed)e(on)g(the)h(basis)f(of)h(reconstructed)g(quan)m(tities,) g(eac)m(h)h(MC)227 2731 y(DST)f(stream)g(con)m(tains)h(all)e(ev)m(en)m (ts)j(with)d(top)s(ologies)i(as-generated)h(relev)-5 b(an)m(t)28 b(to)h(the)g(ph)m(ysics)227 2839 y(of)j(the)h(stream.)47 b(MC)33 b(DSTs)e(also)i(con)m(tain)g(a)f(minimal)e(set)j(of)f (information)f(ab)s(out)h(the)h(true)227 2948 y(ev)m(en)m(t)38 b(top)s(ology)-8 b(.)62 b(All)35 b(information)h(in)f(the)i Ff(geant)g Fu(KINE)f(and)h(VER)-8 b(T)36 b(banks)h(is)f(presen)m(t)227 3056 y(in)31 b(the)i(DSTs,)g(but)f(there)h(is)f(no)h(information)e(ab)s (out)h(individual)c(hits.)47 b(In)32 b(place)h(of)g(the)g(hit)227 3165 y(banks)h(themselv)m(es,)j(the)e(corresp)s(ondences)f(b)s(et)m(w)m (een)i(reconstructed)f(top)s(ologies)g(\(clusters,)227 3273 y(trac)m(ks\))29 b(and)f(sim)m(ulated)f(particles)g(\(KINE)h(trac) m(ks\))h(are)g(k)m(ept.)40 b(Lik)m(e)28 b(data)h(DSTs,)f(MC)g(DSTs)227 3381 y(are)j(arc)m(hiv)m(ed)f(and)g(recalled)f(to)i(the)g(NFS-moun)m (ted)g(disk)d(cac)m(he)k(for)f(prompt)e(access.)227 3549 y(T)-8 b(able)28 b(4)h(giv)m(es)g(a)h(statistical)e(summary)g(of)h(the) g(Mon)m(te)h(Carlo)e(pro)s(duction)f(campaigns)h(com-)227 3657 y(pleted)42 b(to)h(date.)77 b(In)42 b(the)h(t)m(w)m(o)g (general-purp)s(ose)f(pro)s(duction)e(campaigns,)45 b Fl(\036)h Fi(!)f Fu(all)c(and)227 3765 y Fl(\036)25 b Fi(!)h Fl(K)500 3779 y Fj(S)551 3765 y Fl(K)628 3779 y Fj(L)680 3765 y Fu(,)31 b(the)g(en)m(tire)f(2001{2002)35 b(data)c(set)g(\()p Fi(\030)26 b Fu(450)31 b(pb)2336 3729 y Fn(\000)p Fo(1)2431 3765 y Fu(\))g(w)m(as)f(sim)m(ulated)g(at)h (luminos-)227 3874 y(it)m(y)j(scale)g(factors)h(of)f(0.2)h(and)f(1,)h (resp)s(ectiv)m(ely)-8 b(.)52 b(Ev)m(en)m(ts)35 b(suc)m(h)f(as)g(these) g(require)f(200)i(ms)f(to)227 3982 y(generate)k(and)e(175)h(ms)f(to)i (reconstruct)e(on)h(the)f(CPUs)g(in)g(the)g(B80)i(serv)m(ers;)i(the)d (running)227 4091 y(times)f(in)f(the)h(table)h(w)m(ere)g(obtained)e (with)h(60)h(CPUs.)58 b(F)-8 b(or)37 b(the)g Fl(e)2609 4058 y Fo(+)2668 4091 y Fl(e)2710 4058 y Fn(\000)2805 4091 y Fi(!)e Fl(\031)s(\031)s(\015)42 b Fu(campaign,)227 4199 y(only)25 b(the)i(2001)h(data)g(w)m(ere)f(sim)m(ulated)e(\()p Fi(\030)g Fu(170)j(pb)1996 4162 y Fn(\000)p Fo(1)2090 4199 y Fu(\),)g(at)f(a)g(luminosit)m(y)d(scale)j(of)g(5.)40 b(In)25 b(these)227 4307 y(three)31 b(campaigns,)h(a)g(total)g(of)f(7) 22 b Fi(\002)e Fu(10)1579 4274 y Fo(8)1651 4307 y Fu(ev)m(en)m(ts)33 b(w)m(ere)f(pro)s(duced)e(in)g(ab)s(out)h(three)g(mon)m(ths)h(of)227 4416 y(real)e(time.)227 4761 y Fk(6)135 b(Conclusions)227 5018 y Fu(The)40 b(high)g(ev)m(en)m(t)i(rate)g(at)g(D)m(A\010NE|1.5)h (kHz)e(of)g Fl(\036)g Fu(deca)m(ys)h(accompanied)f(b)m(y)g(a)g(similar) 227 5126 y(yield)35 b(of)j(Bhabha)e(ev)m(en)m(ts)j(within)c(the)i (acceptance,)k(whic)m(h)36 b(m)m(ust)h(b)s(e)g(do)m(wnscaled,)h(and)f (of)227 5235 y(mac)m(hine-bac)m(kground)d(and)g(cosmic-ra)m(y)h(ev)m (en)m(ts,)i(whic)m(h)c(m)m(ust)i(b)s(e)f(rejected|has)h(required)227 5343 y(us)c(to)i(design)e(and)g(op)s(erate)i(a)g(large,)g(complex,)f (and)g(reliable)e(system)i(for)g(data)h(acquisition)227 5452 y(and)d(o\017ine)f(data)i(pro)s(cessing.)1835 5832 y(38)p eop %%Page: 39 42 39 41 bop 227 248 a Fu(The)32 b(D)m(A)m(Q)h(system)f(describ)s(ed)f(in) g(Ref.)h(5)h(has)f(guaran)m(teed)h(a)g(bandwidth)c(of)k(3)f(kHz)h (during)227 356 y(data)45 b(taking,)i(while)42 b(sim)m(ultaneously)g (handling)g(v)-5 b(arious)43 b(tasks)i(related)f(to)h(data-qualit)m(y) 227 465 y(con)m(trol)36 b(and)g(sub)s(detector)f(calibration)g(and)g (monitoring.)56 b(A)m(t)37 b(presen)m(t,)h(the)e(mass-storage)227 573 y(and)43 b(data-handling)g(systems)h(manage)h(o)m(v)m(er)g(100)h (TB)e(of)g(ra)m(w)g(data)h(and)f(a)g(comparable)227 682 y(amoun)m(t)c(of)h(reconstructed)f(data)h(b)s(oth)e(from)h(the)g (detector)i(and)e(from)f(the)i(exp)s(erimen)m(t's)227 790 y(Mon)m(te)32 b(Carlo.)227 957 y(W)-8 b(e)26 b(ha)m(v)m(e)g (carefully)d(designed)h(and)g(optimized)f(the)i(o\017ine)f(soft)m(w)m (are)j(en)m(vironmen)m(t)d(to)i(ensure)227 1065 y(that)31 b(data)g(is)f(reconstructed)h(immediately)e(follo)m(wing)g (acquisition.)39 b(As)31 b(part)f(of)h(this)f(e\013ort,)227 1174 y(w)m(e)42 b(ha)m(v)m(e)i(dev)m(elop)s(ed)d(v)-5 b(arious)42 b(to)s(ols)g(for)g(detector)h(calibration,)h(access)g(to)e (reconstructed)227 1282 y(data,)37 b(pro)s(cess)e(sc)m(heduling,)f(and) h(the)g(lik)m(e.)54 b(W)-8 b(e)37 b(ha)m(v)m(e)f(placed)f(sp)s(ecial)e (emphasis)h(on)h(maxi-)227 1391 y(mizing)c(the)j(e\016ciency)f(and)f (precision)f(of)j(the)f(reconstruction)g(program.)48 b(As)33 b(a)h(result,)f(the)227 1499 y(p)s(erformance)23 b(sp)s(eci\014cations)g(of)h(the)g(detector|momen)m(tum)i(and)d(v)m (ertex)i(resolution)e(for)h(the)227 1607 y(drift)31 b(c)m(ham)m(b)s(er) j(and)f(energy)g(and)g(time)g(resolution)f(for)h(the)g(calorimeter|ha)m (v)m(e)i(b)s(een)d(fully)227 1716 y(satis\014ed.)227 1883 y(A)m(t)e(the)g(same)g(time,)g(w)m(e)g(ha)m(v)m(e)h(implemen)m (ted)e(a)h(con)m(tin)m(uing)e(series)h(of)h(impro)m(v)m(emen)m(ts)g(to) h(the)227 1991 y(sim)m(ulation)c(of)i(the)g(detector)h(resp)s(onse,)f (the)g(represen)m(tation)g(of)g(mac)m(hine)f(bac)m(kground,)h(and)227 2100 y(the)e(accuracy)i(of)f(the)f(ph)m(ysics)g(generators)h(in)e(the)i (exp)s(erimen)m(t's)f(Mon)m(te)h(Carlo.)40 b(As)27 b(a)h(result)227 2208 y(of)36 b(this)g(dev)m(elopmen)m(t)h(program,)h(excellen)m(t)f (agreemen)m(t)h(b)s(et)m(w)m(een)f(data)h(and)d(Mon)m(te)j(Carlo)227 2316 y(has)d(b)s(een)f(obtained)h(for)g(the)g(distributions)c(of)36 b(k)m(ey)g(v)-5 b(ariables,)35 b(and)g(the)g(Mon)m(te)i(Carlo)d(has)227 2425 y(b)s(ecome)d(a)f(reliable)f(and)g(imp)s(ortan)m(t)h(to)s(ol)g (for)h(ph)m(ysics)e(analysis.)227 2592 y(W)-8 b(e)42 b(ha)m(v)m(e)h(dedicated)e(a)g(signi\014can)m(t)f(amoun)m(t)i(of)f(w)m (ork)h(to)g(the)f(construction)g(of)g(a)h(stable,)227 2700 y(scalable)e(data-pro)s(cessing)h(system)g(with)e(the)i (\015exibilit)m(y)d(to)k(exploit)e(all)f(of)i(the)g(a)m(v)-5 b(ailable)227 2809 y(resources.)60 b(During)35 b(the)i(past)g(four)f(y) m(ears)i(of)f(op)s(eration,)h(w)m(e)f(ha)m(v)m(e)h(implemen)m(ted)d(a)i (series)227 2917 y(of)e(imp)s(ortan)m(t)f(upgrades)g(to)h(k)m(eep)h (pace)f(with)e(the)i(gro)m(wing)g(demands)f(of)g(the)h(exp)s(erimen)m (t.)227 3026 y(With)d(the)g(upgrades)g(already)g(sc)m(heduled)f(for)h (2004,)j(the)d(en)m(vironmen)m(t)g(will)e(b)s(e)i(w)m(ell)f(suited)227 3134 y(to)g(handle)e(predicted)g(increases)h(in)f(the)i(D)m(A\010NE)g (luminosit)m(y)-8 b(.)227 3479 y Fk(Ac)l(kno)l(wledgemen)l(ts)227 3736 y Fu(It)34 b(is)e(almost)i(imp)s(ossible)d(to)j(thank)f(all)g(of)h (the)g(p)s(eople)f(who)g(ha)m(v)m(e)i(con)m(tributed)e(to)h(making)227 3845 y(the)i(KLOE)e(o\017ine)h(system)h(a)g(successful)f(realit)m(y)-8 b(.)57 b(W)-8 b(e)37 b(are)f(most)g(grateful)f(for)h(the)g(strong)227 3953 y(supp)s(ort,)d(help,)g(and)h(advice)f(receiv)m(ed)h(from)g(our)f (KLOE)g(colleagues.)51 b(W)-8 b(e)35 b(w)m(ould)e(also)g(lik)m(e)227 4061 y(to)f(thank)f(A.)h(Andry)m(ak)m(o)m(v,)h(A.)f(Calcaterra,)h(F.)f (Donno,)g(and)f(W.)h(Kim)e(for)h(their)g(in)m(v)-5 b(aluable)227 4170 y(con)m(tributions)26 b(to)j(the)f(preparation)f(of)h(the)g (reconstruction)f(pac)m(k)-5 b(age)30 b(in)d(the)h(early)f(stages)j(of) 227 4278 y(soft)m(w)m(are)36 b(dev)m(elopmen)m(t.)56 b(W)-8 b(e)36 b(ac)m(kno)m(wledge)h(fruitful)32 b(collab)s(oration)i (with)g(the)h(sta\013)h(of)g(the)227 4387 y(LNF)i(Computing)d(Service)i (and)g(the)h(LNF)g(T)-8 b(ec)m(hnical)37 b(Services)g(for)g(their)f (supp)s(ort)g(of)i(the)227 4495 y(smo)s(oth)e(op)s(eration)h(of)g(the)g (KLOE)f(computing)g(en)m(vironmen)m(t.)60 b(One)36 b(of)h(us)f (\(A.D.\))j(w)m(ould)227 4603 y(lik)m(e)44 b(to)i(ac)m(kno)m(wledge)h (supp)s(ort)d(from)h(the)g(Emm)m(y)g(No)s(ether)h(Program)f(of)h(the)g (Deutsc)m(he)227 4712 y(F)-8 b(orsc)m(h)m(ungsgemeinsc)m(haft.)81 b(T)-8 b(ra)m(v)m(el)44 b(and)f(subsistence)f(for)h(A.D.,)48 b(D.L.,)g(S.M.,)f(and)c(B.V.)227 4820 y(related)30 b(to)h(this)e(w)m (ork)i(w)m(as)g(supp)s(orted)d(b)m(y)i(T)-8 b(ARI,)31 b(con)m(tract)h(HPRI-CT-1999-00088.)227 5165 y Fk(References)272 5401 y Fu([1])47 b(M.)35 b(Adinol\014,)f(et)h(al.,)h(The)e(trac)m(king) i(detector)g(of)f(the)g(KLOE)f(exp)s(erimen)m(t,)h(Nucl.)f(In-)414 5509 y(strum.)29 b(Meth.)i(A)g(488)h(\(2002\))g(51.)1835 5832 y(39)p eop %%Page: 40 43 40 42 bop 272 248 a Fu([2])47 b(M.)e(Adinol\014,)h(et)g(al.,)j(The)44 b(KLOE)g(electromagnetic)i(calorimeter,)j(Nucl.)44 b(Instrum.)414 356 y(Meth.)31 b(A)f(482)i(\(2002\))h(364.)272 539 y([3])47 b(M.)28 b(Adinol\014,)f(et)i(al.,)g(The)f(QCAL)f(tile)h(calorimeter)g (of)h(KLOE,)e(Nucl.)h(Instrum.)f(Meth.)414 648 y(A)j(483)i(\(2002\))h (649.)272 831 y([4])47 b(M.)25 b(Adinol\014,)f(et)i(al.,)h(The)d (trigger)i(system)f(of)g(the)h(KLOE)e(exp)s(erimen)m(t,)h(Nucl.)g (Instrum.)414 939 y(Meth.)31 b(A)f(492)i(\(2002\))h(134.)272 1122 y([5])47 b(A.)23 b(Aloisio,)g(et)g(al.,)i(Data)f(acquisition)d (and)h(monitoring)f(for)i(the)g(KLOE)e(detector,)26 b(Nucl.)414 1231 y(Instrum.)j(Meth.)i(A)f(516)i(\(2004\))h(288.)272 1414 y([6])47 b(G.)39 b(Cabibb)s(o,)f(et)h(al.,)i(The)d(calibration)e (of)j(the)g(space-time)g(relations)e(in)g(the)i(KLOE)414 1522 y(drift)28 b(c)m(ham)m(b)s(er,)j(KLOE)f(Note)h(175)h(\(2002\).)414 1631 y(URL)e(h)m(ttp://www.lnf.infn.it/klo)s(e/pub/knote/kn175.ps)272 1814 y([7])47 b(L.)36 b(Williams,)g(et)i(al.,)g(HEPDB,)g(reference)f (man)m(ual,)h(v)m(ersion)e(1.19,)k(CERN)d(Program)414 1922 y(Library)28 b(Long)j(W)-8 b(riteup)29 b(Q180)j(\(1995\).)414 2031 y(URL)e(h)m(ttp://www)m(asdo)s(c.w)m(eb.cern.c)m(h/www)m(asdo)s (c/hep)s(db)p 2576 2031 28 4 v 33 w(h)m(tml3/hdbmain.h)m(tml)272 2214 y([8])47 b(IBM)30 b(Tiv)m(oli)f(Storage)j(Manager.)414 2322 y(URL)e(h)m(ttp://www.ibm.com/soft)m(w)m(are/tiv)m(oli/pro)s (ducts/storage-)t(mgr)272 2505 y([9])47 b(KLOE)34 b(Collab)s(oration,)g (I.)h(S\014ligoi,)g(et)g(al.,)i(KID)e(-)g(KLOE)f(In)m(tegrated)j (Data\015o)m(w,)h(in:)414 2614 y(Pro)s(ceedings)i(of)i(CHEP)f(2001)i (\(Beijing,)g(3{7)g(Sep.)e(2001\),)46 b(Science)c(Press,)i(Beijing,)414 2722 y(2001.)414 2830 y(URL)30 b(h)m(ttp://www.lnf.infn.it/klo)s (e/pub/do)s(c/k)-5 b(a082.p)s(df)227 3014 y([10])47 b(DB2)31 b(Pro)s(duct)f(F)-8 b(amily.)414 3122 y(URL)30 b(h)m (ttp://www.ibm.com/soft)m(w)m(are/data/db2)227 3305 y([11])47 b(I.)27 b(S\014ligoi,)f(KLOE)h(database)h(-)g(the)g(b)s(o)s(okk)m (eeping)f(and)g(computing)f(system)i(catalogue,)414 3413 y(KLOE)h(Note)j(184)f(\(2003\).)414 3522 y(URL)f(h)m (ttp://www.lnf.infn.it/klo)s(e/pub/knote/kn184.p)s(df)227 3705 y([12])47 b(E.)34 b(Sexton-Kennedy)-8 b(,)36 b(M.)e(Shapiro,)g(D.) h(R.)g(Quarrie,)f(A)g(b)s(eginner's)f(guide)g(to)i(Analy-)414 3813 y(sis)p 517 3813 V 31 w(Con)m(trol)30 b(and)g(Build)p 1274 3813 V 31 w(Job,)g(CDF)h(Note)g(384)h(\(1996\).)414 3922 y(URL)e(h)m(ttp://www-)t(cdf.fnal.go)m(v/o\017ine/a)p 1984 3922 V 35 w(c/a)p 2149 3922 V 34 w(c.h)m(tml)227 4105 y([13])47 b(Concurren)m(t)29 b(V)-8 b(ersions)30 b(System.)414 4213 y(URL)g(h)m(ttp://www.cvshome.org)227 4396 y([14])47 b(D.)31 b(R.)f(Quarrie,)f(B.)i(T)-8 b(ro)s(emel,)30 b(YBOS)g(programmer's)g(reference)h(man)m(ual)f(\(1992\).)414 4505 y(URL)g(h)m(ttp://www-)t(cdf.fnal.go)m(v/o\017ine/yb)s(os/m)m (urat/yb)s(os.01.h)m(tml)227 4688 y([15])47 b(J.)30 b(Gailly)-8 b(,)29 b(M.)i(Adler,)f(zlib)f(1.1.4)j(man)m(ual)d(\(2002\).)414 4796 y(URL)h(h)m(ttp://www.gzip.org/zlib/man)m(ual.h)m(tml)227 4979 y([16])47 b(LoadLev)m(eler)31 b(V2.2.)414 5088 y(URL)f(h)m (ttp://www.ibm.com/serv)m(ers/eserv)m(er/ecatalog/us/soft)m(w)m(are)227 5271 y([17])47 b(A.)28 b(An)m(tonelli,)f(et)i(al.,)g(Short)e (description)g(of)h(the)g(trac)m(k)i(reconstruction)d(program)h(with) 414 5379 y(the)i(KLOE)g(drift)e(c)m(ham)m(b)s(er,)j(KLOE)e(Memo)j(194)f (\(1998\).)227 5562 y([18])47 b(H.)30 b(Albrec)m(h)m(t,)h(et)g(al.,)g (Nucl.)f(Instrum.)f(Meth.)i(A)f(275)i(\(1989\))h(1.)1835 5832 y(40)p eop %%Page: 41 44 41 43 bop 227 248 a Fu([19])47 b(P)-8 b(.)30 b(De)i(Simone,)d(et)i (al.,)g(Cell)e(resp)s(onse)g(parameterization,)i(KLOE)e(Note)j(98)f (\(1994\).)227 431 y([20])47 b(M.)36 b(Prima)m(v)m(era,)h(S.)e (Spagnolo,)i(P)m(arametrization)f(of)g(the)g(time)f(to)h(distance)g (relations)414 539 y(and)29 b(resolution)g(in)g(the)i(KLOE)e(drift)g(c) m(ham)m(b)s(er,)i(KLOE)e(Note)j(165)g(\(1997\).)414 648 y(URL)e(h)m(ttp://www.lnf.infn.it/klo)s(e/pub/knote/kn165.ps)227 831 y([21])47 b(A.)28 b(An)m(tonelli,)f(et)h(al.,)h(Momen)m(tum)f (calibration)e(of)i(the)g(KLOE)f(drift)f(c)m(ham)m(b)s(er,)j(KLOE)414 939 y(Memo)i(231)h(\(2001\).)227 1122 y([22])47 b(A.)30 b(An)m(tonelli,)g(et)h(al.,)f(The)g(KLOE)f(\014eld)g(map)h(revisited,)g (KLOE)f(Memo)i(233)h(\(2001\).)227 1306 y([23])47 b(KLOE)29 b(Collab)s(oration,)g(A.)i(Aloisio,)e(et)i(al.,)f(Ph)m(ys.)h(Lett.)g(B) g(538)g(\(2002\))i(21.)227 1489 y([24])47 b(M.)28 b(P)m(alutan,)g(T.)g (Spadaro,)g(P)-8 b(.)28 b(V)-8 b(alen)m(te,)30 b(Measuremen)m(t)f(of)f (\000\()p Fl(K)2696 1503 y Fj(S)2772 1489 y Fi(!)d Fl(\031)2943 1456 y Fo(+)3003 1489 y Fl(\031)3058 1456 y Fn(\000)3117 1489 y Fu(\))p Fl(=)p Fu(\000\()p Fl(K)3366 1503 y Fj(S)3443 1489 y Fi(!)414 1597 y Fl(\031)469 1564 y Fo(0)508 1597 y Fl(\031)563 1564 y Fo(0)603 1597 y Fu(\))30 b(with)f(KLOE)h(2000)i (data,)f(KLOE)f(Note)h(174)h(\(2002\).)414 1705 y(URL)e(h)m (ttp://www.lnf.infn.it/klo)s(e/pub/knote/kn174.ps.gz)227 1889 y([25])47 b(C.)30 b(M.)h(Carloni)d(Calame,)j(et)g(al.,)f(Nucl.)g (Ph)m(ys.)g(B)h(584)h(\(2000\))h(459.)227 2072 y([26])47 b(C.)62 b(M.)h(Carloni)d(Calame,)71 b(et)63 b(al.,)70 b(The)62 b(BABA)-8 b(Y)g(A)m(GA)66 b(ev)m(en)m(t)d(generator,)72 b(hep-)414 2180 y(ph/0312014)33 b(\(2003\).)227 2363 y([27])47 b(C.)30 b(D.)h(Buc)m(hanan,)g(et)g(al.,)f(Ph)m(ys.)g(Rev.)h (D)g(45)g(\(1992\))i(4088.)227 2546 y([28])47 b(R.)30 b(Brun,)g(et)h(al.,)f(GEANT3,)h(CERN-DD/EE/84-1)j(\(1984\).)227 2729 y([29])47 b(R.)29 b(Brun,)f(et)i(al.,)f(GEANT:)h(Sim)m(ulation)c (program)j(for)g(particle)f(ph)m(ysics)g(exp)s(erimen)m(ts,)414 2838 y(user)h(guide)h(and)g(reference)g(man)m(ual,)g(CERN-DD-78-2-REV)k (\(1978\).)227 3021 y([30])47 b(F.)31 b(A.)f(Berends,)h(R.)f(Kleiss,)f (Nucl.)h(Ph)m(ys.)g(B)h(228)g(\(1983\))i(537.)227 3204 y([31])47 b(H.)38 b(Czy)8 b(_)-33 b(z,)40 b(et)e(al.,)i(The)d(radiativ) m(e)h(return)f(at)h Fl(\036)p Fu(-)g(and)f Fl(B)5 b Fu(-factories:)56 b(FSR)38 b(at)g(next-to-)414 3312 y(leading)29 b(order,)h (hep-ph/0308312)j(\(2003\).)227 3496 y([32])47 b(F.)31 b(Binner,)e(J.)h(H.)h(K)s(\177)-48 b(uhn,)29 b(K.)h(Melnik)m(o)m(v,)g (Ph)m(ys.)h(Lett.)g(B)g(459)h(\(1999\))g(279.)227 3679 y([33])47 b(N.)30 b(N.)h(Ac)m(haso)m(v,)h(V.)f(V.)g(Gubin,)e(Ph)m(ys.)h (Rev.)h(D)f(63)i(\(2001\))g(094007.)227 3862 y([34])47 b(F.)31 b(A.)f(Berends,)h(R.)f(Kleiss,)f(Nucl.)h(Ph)m(ys.)g(B)h(260)g (\(1985\))i(32.)227 4045 y([35])47 b(KLOE)29 b(Collab)s(oration,)g(A.)i (Aloisio,)e(et)i(al.,)f(Ph)m(ys.)h(Lett.)g(B)g(561)g(\(2003\))i(55.)227 4228 y([36])47 b(S.)30 b(W)-8 b(ein)m(b)s(erg,)30 b(Ph)m(ys.)g(Rev.)h (140)h(\(1965\))h(516.)227 4411 y([37])47 b(P)m(article)30 b(Data)i(Group,)e(K.)g(Hagiw)m(ara,)i(et)f(al.,)f(Ph)m(ys.)h(Rev.)f(D)h (66)g(\(2002\))i(010001.)227 4594 y([38])47 b(R.)41 b(V)-8 b(eenhof,)45 b(et)d(al.,)i(GARFIELD,)e(a)g(drift-c)m(ham)m(b)s(er)e (sim)m(ulation)g(program,)k(User's)414 4703 y(guide,)29 b(v)m(ersion)h(5.05,)i(CERN)e(Program)h(Library)d(\(1994\).)1835 5832 y(41)p eop %%Trailer end userdict /end-hook known{end-hook}if %%EOF