PNG  IHDRxsBIT|d pHYs+tEXtSoftwarewww.inkscape.org<,tEXtComment File Manager

File Manager

Path: /opt/cloudlinux/venv/lib/python3.11/site-packages/guppy/etc/

Viewing File: FSA.py

class FiniteAutomaton:
    def __init__(self, start_state, dump_state=''):
        self.start_state = start_state
        self.dump_state = dump_state
        self.table = {self.dump_state: {}}
        self.unresolved_composites = []
        self.resolved_composites = []
        self.composite_memo = {}
        self.is_updated = 1

    def __setitem__(self, xxx_todo_changeme, x):
        (state, symbol) = xxx_todo_changeme
        self.table.setdefault(state, {})[symbol] = x
        self.is_updated = 1

    def add_transition(self, state, symbol, *nexts):
        if len(nexts) == 1:
            c = nexts[0]
        else:
            for n in nexts:
                if n not in self.table:
                    self.table[n] = {}

            c = self.new_composite(nexts)
        self[state, symbol] = c
        if c not in self.table:
            self.table[c] = {}

    def get_row_items(self, state):
        try:
            x = list(self.table[state].items())
        except KeyError:
            return ()
        ris = []
        for k, v in x:
            if isinstance(v, CompositeState):
                for vi in v:
                    ris.append((k, vi))
            else:
                ris.append((k, v))
        return ris

    def make_deterministic(self):
        # Resolve all unresolved composite states so we become deterministic

        while self.unresolved_composites:
            composites = self.unresolved_composites
            self.unresolved_composites = []
            for c in composites:
                ds = {}
                l = []
                for a in c:
                    for k, v in self.get_row_items(a):
                        ds.setdefault(k, []).append(v)
                for k, v in list(ds.items()):
                    for a in c:
                        if k not in self.table[a]:
                            v.append(self.dump_state)
                            break
                for k, v in list(ds.items()):
                    self.add_transition(c, k, *v)

    def get_all_input_symbols(self):
        syms = {}
        for state, trans in list(self.table.items()):
            for k, v in trans:
                syms[k] = 1
        return syms

    def get_all_states(self):
        return self.table

    def get_all_final_states(self):
        return {}

    def get_composites(self):
        if self.is_updated:
            self.make_deterministic()
        return list(self.composite_memo.values())

    def get_transition_classes(self):
        # Get classes of states that have the same outgoing transitions
        tc = {}
        tck = {}
        for k, v in list(self.table.items()):
            trans = list(v.keys())
            trans.sort()
            trans = tuple(trans)
            ks = tc.get(trans)
            if ks is None:
                ks = []
                tc[trans] = ks
            ks.append(k)
            tck[k] = ks
        return tc, tck

    def get_minimized_dfa(self, finals):
        def markall(finals, tcv, table):
            def psrmark(l):
                for pq in l:
                    if pq in PS:
                        l1 = PS[pq]
                        del PS[pq]
                        if l1:
                            psrmark(l1)
            PS = {}
            for Q in tcv:
                for ip, p in enumerate(Q):
                    for q in Q[ip+1:]:
                        if (p in finals) == (q in finals):
                            PS[(p, q)] = ()

            for pq in list(PS.keys()):
                p, q = pq
                dp = table[p]
                dq = table[q]
                # Now we know they contain the same symbols
                dps = []
                for a in dp:
                    dpa = dp[a]
                    dqa = dq[a]
                    if dpa is not dqa:
                        dpadqa = (dpa, dqa)
                        if dpadqa in PS:
                            dps.append(dpadqa)
                        else:
                            dqadpa = (dqa, dpa)
                            if dqadpa in PS:
                                dps.append(dqadpa)
                            else:
                                l = PS[pq]
                                del PS[pq]
                                if l is not ():
                                    psrmark(l)
                                break
                else:
                    for dpadqa in dps:
                        l = PS[dpadqa]
                        if l is ():
                            l = [pq]
                            PS[dpadqa] = l
                        else:
                            l.append(pq)
            return PS

        def combine(QS, PQS):
            eqs = {}
            for Q in QS:
                for p in Q:
                    eqs[p] = [p]

            for p, q in PQS:
                #
                # Combine to equivalence classes
                #
                # Now we know that p, q are combinable
                #
                ep = eqs[p]
                eq = eqs[q]
                if eq is not ep:
                    if len(eq) > len(ep):
                        eq, ep = ep, eq
                    ep.extend(eq)
                    for q in eq:
                        eqs[q] = ep

            return eqs

        def finalize(eqs):
            csbyid = {}         # Composite state by identity of atomic state list
            csbyas = {}         # Composite state by atomic state

            i = 0
            for eq in list(eqs.values()):
                ideq = id(eq)
                if ideq not in csbyid:
                    c = 'MS%d' % i
                    i += 1
                    csbyid[ideq] = eq[0], c
                    for s in eq:
                        csbyas[s] = c

            fsa = self.__class__(csbyas[self.start_state])
            fsa.final_states = {}

            for cs0, cst in list(csbyid.values()):
                fsa.table[cst] = trans = {}
                for a, s in list(self.table[cs0].items()):
                    trans[a] = csbyas[s]
                if cs0 in finals:
                    fsa.final_states[cst] = 1

            return fsa

        if self.is_updated:
            self.make_deterministic()
            tctck = self._tctck = self.get_transition_classes()
            self.is_updated = 0
        else:
            tctck = self._tctck

        tc, tck = tctck
        tcv = list(tc.values())
        PS = markall(finals, tcv, self.table)
        eqs = combine(tcv, PS)
        fsa = finalize(eqs)
        return fsa

    def new_composite(self, args):
        cs = CompositeState(list(dict([(arg, 1) for arg in args]).keys()))
        if len(cs) == 1:
            return args[0]
        try:
            return self.composite_memo[cs]
        except KeyError:
            self.composite_memo[cs] = cs
            self.unresolved_composites.append(cs)
            return cs

    def pp(self):
        ks = list(self.table.keys())
        ks.sort()
        num = dict([(s, i) for i, s in enumerate(ks)])
        for s in ks:
            k = self.table[s]
            print('%d: %s' % (num[s], s))
            cs = list(k.keys())
            cs.sort()
            for c in cs:
                v = k[c]
                print('   %r  -> #%d: %s' % (c, num[v], v))


class CompositeState(tuple):
    pass
b IDATxytVսϓ22 A@IR :hCiZ[v*E:WũZA ^dQeQ @ !jZ'>gsV仿$|?g)&x-EIENT ;@xT.i%-X}SvS5.r/UHz^_$-W"w)Ɗ/@Z &IoX P$K}JzX:;` &, ŋui,e6mX ԵrKb1ԗ)DADADADADADADADADADADADADADADADADADADADADADADADADADADADADADADADADADADADADADADADADADA݀!I*]R;I2$eZ#ORZSrr6mteffu*((Pu'v{DIߔ4^pIm'77WEEE;vƎ4-$]'RI{\I&G :IHJ DWBB=\WR޽m o$K(V9ABB.}jѢv`^?IOȅ} ڶmG}T#FJ`56$-ھ}FI&v;0(h;Б38CӧOWf!;A i:F_m9s&|q%=#wZprrrla A &P\\СC[A#! {olF} `E2}MK/vV)i{4BffV\|ۭX`b@kɶ@%i$K z5zhmX[IXZ` 'b%$r5M4º/l ԃߖxhʔ)[@=} K6IM}^5k㏷݆z ΗÿO:gdGBmyT/@+Vɶ纽z񕏵l.y޴it뭷zV0[Y^>Wsqs}\/@$(T7f.InݺiR$푔n.~?H))\ZRW'Mo~v Ov6oԃxz! S,&xm/yɞԟ?'uaSѽb,8GלKboi&3t7Y,)JJ c[nzӳdE&KsZLӄ I?@&%ӟ۶mSMMњ0iؐSZ,|J+N ~,0A0!5%Q-YQQa3}$_vVrf9f?S8`zDADADADADADADADADAdqP,تmMmg1V?rSI꒟]u|l RCyEf٢9 jURbztѰ!m5~tGj2DhG*{H9)꒟ר3:(+3\?/;TUݭʴ~S6lڧUJ*i$d(#=Yݺd{,p|3B))q:vN0Y.jkק6;SɶVzHJJЀ-utѹսk>QUU\޲~]fFnK?&ߡ5b=z9)^|u_k-[y%ZNU6 7Mi:]ۦtk[n X(e6Bb."8cۭ|~teuuw|ήI-5"~Uk;ZicEmN/:]M> cQ^uiƞ??Ңpc#TUU3UakNwA`:Y_V-8.KKfRitv޲* 9S6ֿj,ՃNOMߤ]z^fOh|<>@Å5 _/Iu?{SY4hK/2]4%it5q]GGe2%iR| W&f*^]??vq[LgE_3f}Fxu~}qd-ږFxu~I N>\;͗O֊:̗WJ@BhW=y|GgwܷH_NY?)Tdi'?խwhlmQi !SUUsw4kӺe4rfxu-[nHtMFj}H_u~w>)oV}(T'ebʒv3_[+vn@Ȭ\S}ot}w=kHFnxg S 0eޢm~l}uqZfFoZuuEg `zt~? b;t%>WTkķh[2eG8LIWx,^\thrl^Ϊ{=dž<}qV@ ⠨Wy^LF_>0UkDuʫuCs$)Iv:IK;6ֲ4{^6եm+l3>݆uM 9u?>Zc }g~qhKwڭeFMM~pМuqǿz6Tb@8@Y|jx](^]gf}M"tG -w.@vOqh~/HII`S[l.6nØXL9vUcOoB\xoǤ'T&IǍQw_wpv[kmO{w~>#=P1Pɞa-we:iǏlHo׈꒟f9SzH?+shk%Fs:qVhqY`jvO'ρ?PyX3lх]˾uV{ݞ]1,MzYNW~̈́ joYn}ȚF߾׮mS]F z+EDxm/d{F{-W-4wY듏:??_gPf ^3ecg ҵs8R2מz@TANGj)}CNi/R~}c:5{!ZHӋӾ6}T]G]7W6^n 9*,YqOZj:P?Q DFL|?-^.Ɵ7}fFh׶xe2Pscz1&5\cn[=Vn[ĶE鎀uˌd3GII k;lNmشOuuRVfBE]ۣeӶu :X-[(er4~LHi6:Ѻ@ԅrST0trk%$Č0ez" *z"T/X9|8.C5Feg}CQ%͞ˣJvL/?j^h&9xF`њZ(&yF&Iݻfg#W;3^{Wo^4'vV[[K';+mӍִ]AC@W?1^{එyh +^]fm~iԵ]AB@WTk̏t uR?l.OIHiYyԶ]Aˀ7c:q}ힽaf6Z~қm(+sK4{^6}T*UUu]n.:kx{:2 _m=sAߤU@?Z-Vކеz왍Nэ{|5 pڶn b p-@sPg]0G7fy-M{GCF'%{4`=$-Ge\ eU:m+Zt'WjO!OAF@ik&t݆ϥ_ e}=]"Wz_.͜E3leWFih|t-wZۍ-uw=6YN{6|} |*={Ѽn.S.z1zjۻTH]흾 DuDvmvK.`V]yY~sI@t?/ϓ. m&["+P?MzovVЫG3-GRR[(!!\_,^%?v@ҵő m`Y)tem8GMx.))A]Y i`ViW`?^~!S#^+ѽGZj?Vģ0.))A꨷lzL*]OXrY`DBBLOj{-MH'ii-ϰ ok7^ )쭡b]UXSְmռY|5*cֽk0B7镹%ڽP#8nȎq}mJr23_>lE5$iwui+ H~F`IjƵ@q \ @#qG0".0" l`„.0! ,AQHN6qzkKJ#o;`Xv2>,tێJJ7Z/*A .@fفjMzkg @TvZH3Zxu6Ra'%O?/dQ5xYkU]Rֽkق@DaS^RSּ5|BeHNN͘p HvcYcC5:y #`οb;z2.!kr}gUWkyZn=f Pvsn3p~;4p˚=ē~NmI] ¾ 0lH[_L hsh_ғߤc_њec)g7VIZ5yrgk̞W#IjӪv>՞y睝M8[|]\շ8M6%|@PZڨI-m>=k='aiRo-x?>Q.}`Ȏ:Wsmu u > .@,&;+!!˱tﭧDQwRW\vF\~Q7>spYw$%A~;~}6¾ g&if_=j,v+UL1(tWake:@Ș>j$Gq2t7S?vL|]u/ .(0E6Mk6hiۺzښOrifޱxm/Gx> Lal%%~{lBsR4*}{0Z/tNIɚpV^#Lf:u@k#RSu =S^ZyuR/.@n&΃z~B=0eg뺆#,Þ[B/?H uUf7y Wy}Bwegל`Wh(||`l`.;Ws?V@"c:iɍL֯PGv6zctM̠':wuW;d=;EveD}9J@B(0iհ bvP1{\P&G7D޴Iy_$-Qjm~Yrr&]CDv%bh|Yzni_ˆR;kg}nJOIIwyuL}{ЌNj}:+3Y?:WJ/N+Rzd=hb;dj͒suݔ@NKMԄ jqzC5@y°hL m;*5ezᕏ=ep XL n?מ:r`۵tŤZ|1v`V뽧_csج'ߤ%oTuumk%%%h)uy]Nk[n 'b2 l.=͜E%gf$[c;s:V-͞WߤWh-j7]4=F-X]>ZLSi[Y*We;Zan(ӇW|e(HNNP5[= r4tP &0<pc#`vTNV GFqvTi*Tyam$ߏWyE*VJKMTfFw>'$-ؽ.Ho.8c"@DADADADADADADADADA~j*֘,N;Pi3599h=goضLgiJ5փy~}&Zd9p֚ e:|hL``b/d9p? fgg+%%hMgXosج, ΩOl0Zh=xdjLmhݻoO[g_l,8a]٭+ӧ0$I]c]:粹:Teꢢ"5a^Kgh,&= =՟^߶“ߢE ܹS J}I%:8 IDAT~,9/ʃPW'Mo}zNƍ쨓zPbNZ~^z=4mswg;5 Y~SVMRXUյڱRf?s:w ;6H:ºi5-maM&O3;1IKeamZh͛7+##v+c ~u~ca]GnF'ټL~PPPbn voC4R,ӟgg %hq}@#M4IÇ Oy^xMZx ) yOw@HkN˖-Sǎmb]X@n+i͖!++K3gd\$mt$^YfJ\8PRF)77Wא!Cl$i:@@_oG I{$# 8磌ŋ91A (Im7֭>}ߴJq7ޗt^ -[ԩSj*}%]&' -ɓ'ꫯVzzvB#;a 7@GxI{j޼ƌ.LÇWBB7`O"I$/@R @eee@۷>}0,ɒ2$53Xs|cS~rpTYYY} kHc %&k.], @ADADADADADADADADA@lT<%''*Lo^={رc5h %$+CnܸQ3fҥK}vUVVs9G R,_{xˇ3o߾;TTTd}馛]uuuG~iԩ@4bnvmvfϞ /Peeeq}}za I~,誫{UWW뮻}_~YƍSMMMYχ֝waw\ďcxꩧtEƍկ_?۷5@u?1kNׯWzz/wy>}zj3 k(ٺuq_Zvf̘:~ ABQ&r|!%KҥKgԞ={<_X-z !CyFUUz~ ABQIIIjݺW$UXXDٳZ~ ABQƍecW$<(~<RSSvZujjjԧOZQu@4 8m&&&jԩg$ď1h ͟?_{768@g =@`)))5o6m3)ѣƌJ;wҿUTT /KZR{~a=@0o<*狔iFɶ[ˎ;T]]OX@?K.ۈxN pppppppppppppppppPfl߾] ,{ァk۶mڿo5BTӦMӴiӴ|r DB2e|An!Dy'tkΝ[A $***t5' "!駟oaDnΝ:t֭[gDШQ06qD;@ x M6v(PiizmZ4ew"@̴ixf [~-Fٱc&IZ2|n!?$@{[HTɏ#@hȎI# _m(F /6Z3z'\r,r!;w2Z3j=~GY7"I$iI.p_"?pN`y DD?: _  Gÿab7J !Bx@0 Bo cG@`1C[@0G @`0C_u V1 aCX>W ` | `!<S `"<. `#c`?cAC4 ?c p#~@0?:08&_MQ1J h#?/`7;I  q 7a wQ A 1 Hp !#<8/#@1Ul7=S=K.4Z?E_$i@!1!E4?`P_  @Bă10#: "aU,xbFY1 [n|n #'vEH:`xb #vD4Y hi.i&EΖv#O H4IŶ}:Ikh @tZRF#(tXҙzZ ?I3l7q@õ|ۍ1,GpuY Ꮿ@hJv#xxk$ v#9 5 }_$c S#=+"K{F*m7`#%H:NRSp6I?sIՖ{Ap$I$I:QRv2$Z @UJ*$]<FO4IENDB`