H H __text__TEXTA K__data__DATAAD__cstring__TEXTA!D__literal8__TEXTBF__literal4__TEXTC< F__picsymbolstub2__TEXTuup9 }<>u f.vf(ȉ9|^_]UWVS|E$Duݝ4$1,ʉ`CUݝE,EE\EDž,E ,Y uED$t$$Bt3D$ D$>>T$ $C|[^_]ËE}D$ $VCUD$|$$^BtD$ D$듋E|$$C@<`D$$AX` XED$4$B`D$$AT T4$L$B`D$<$AP P4$u؉T$\B(4$D$d3AtD$ D$(EL$$B`|$$@tD$ D$PD$E$Au \4$D$A}t8\ET$$cAMZ?\\\}D$$<$AtD$ D$ E$$t$(A\D$$@0 0D$E$@DžD\9Dd}MUx$$J?DžL`9LEt$> .`X$|$>T|$$>`P<$D$> $g>*L(d$$2>LTX(4$=(4$=@ݝB, v<8<$>DžH49H.}*8H} ЋL$D$ L$<$m>Ef.z,ЋT t=X9tH49HtT ԋT*ҋX݅(\$$<uM݅\$$<mD$ D$9>>L$4$=ZD$ D$8,U DžDž?<$y; $H;Xݝ,.~<A 8 $<9Ɖ4DžH.}*牅݅ݝ8H,4ЋU*D$L$ t$$L<xf.z,ЋX9tH49HzTtՋP*XT*Y^XEX<Y^X<>|$ $8KD$ D$ D$ D$D$ D$D$ D$D$ D$놋u}D$4$|$p7tD$ D$D$E$"8@<}<$87Dž,E,, UWVSe\EE$] 8]E EU$,*ʉU\M,4E*f.}EtQE̋MD$ $47t.D$ D$&2%2T$ $U7\[^_]ËU$5Et.E|$$6tD$ D$멋}<$5,uЍE؉t$Eĉ$ 7tD$ D$pEĉD$9$6Zm3]\,˅Zq3E @ ,<,4‹E؉u$f.uzE*m,ȋE;}54ȋE\,tEF*1;u}HU؋EZm0*U$}YY^^X'Y\';u|ˋM $s2E$h2$C21EZe0X$$/UWVS=}<$2ݝDžlDžX<$,щptOppETx1~t9ENEET MD$P $02t3D$ D$,,T$<$1Ĝ[^_]ËP3L$4$1ED$P$v.tD$ D$떋tD$EL$1tD$ D$dL3t$ $81UD$dH$ 0tD$ D$H3L$$0EȋtT$D$1tD$ D$D3D$ $0tEt$@$0tD$ D$@D$3$\0UD$ݝDžDžD(4$D$ .(@D$$-Džh(9h}n݅uݝ݅ݝQ**hYX4Ƌuȋ(,ƃY9hX  |Q f.Džh( 9h}*hE<^<ȃ(h9|Džhp9hd3t$+ .*@$+Džd(9d1(كY.9ݝDždA*狅p^9hvDžd(كY.9dݝ uȋQ f.ݝ^XDžd( 9d}*dE^(d9|փhp9hZY.Yf.v^Džh(9huȋh4f.uz(9‰h|ڋhf. v-(9}#ht(h9}uDžd(Dž`9dDž\}@Eȋdf. *`E<Ѓ`d(9d|`\ ȨDžd(X9d0DžDždEM,<4<<$)19}uE, |df.r |f. sf.|f.E|$$9|d(9dEDžd9d}OXZY.Eȋdf. rET*,<4d(9d|*,P$݅\$.%X*P$݅\$$ux`@\݅H\$$&D$ D$݅H\$$&tD$ D$\D$ D$KD$ D$:l,$%P*\Ed\$u݅ $$ݝdEu,<ȍ <<$>'d}*<ϋu*4YY^\YX\4ϋduȋ(,ƃY9dX  ZDž(9};ZY.uȋf.uQzO(9|1҅7,-D$ D$.L$4$&dEU,4ȍ v44$&d*ЋMYы(X9‰d|ddEM,4R<<$%19}/U, Eȃ ȋd9X  |уd(9d|݅ $!ݝD$ D$|D$ D$k$#  g<$C!@$$D4$$H<$^"$_$M ^L $#P$$X`Džd`D$D$E $}$R`hZY.Z].Ehd,td,ԉU $ȋdJ thE\tȋEf.ztU d\‹r Ef.ztM \‹dE*,Ѓhdh$L$#P4$"$"}t1T$"$"݉D$ D$=$$GxD$T$ #tD$ D$T3T$$",-D$ D$t$ $UUWVS}<$"<$ݝ``,ʉd!dݝ`DžX`DžH<$,`O‰\ED0!d9ENEEDBuD$@4$!t3D$ D$T$ $!ļ[^_]Ë@#t$$e!E4$D$4tD$ D$뜍UdL$<$W!tD$ D$j<#T$$ dEt$8$ !tD$ D$ 8#T$$ EȋdL$4$ tD$ D$4#uL$$_ d04$D$y tD$ D$0#u؉T$$ ,4$D$dtD$ D$D,#t$$xD$<$(D$wtD$ D$(D$#$dDL$<$7tD$ D$D$# ك5,ݕ \$$m, $F6 U9X' ,4$_Džݝ`ك5Dž`ݕݕ,ݝ# DžTd9T}_*DT$f.u)z'E*4*E,ȉTd9T|X.ك5DžDž>ݝDžDž4D$ $0t$$cDžT9T}n݅uݝ݅ݝ*ȋTYX Ƌuȋ<ƃY9TX|Qf.DžT9T}*TE^ȃT9|DžT\9T#t$ .ك50ݝ$DžP9PDžDž?PEu,h R<<$*1hX9ljf(}`*D,,f.u)z'EMX,ЋE4ЋPX449|PEȋ}Y<\<P9DžP9P*`ك=ݝPEu,<ȍ <<$z*ЋPEYʋu^Y YX  MȋYX9׉Pw\^Y9T;DžPك59Pݝ\uȋQf.ݝDžP9P}*PE^P9|փT\9TZ5Yf.v^gDžT9TOuȋTDžDž *ȋtYX Ƌdh1ƃY9ЉtXHH|QHf.DžthH9t}/dt^ht9|Džtx9t1t$d .ك $ݝU Džph9pDžDžDžDž?Eȋp,ES1$ *9ƉXf(}b*TM ,4f.u.z,EMX,Ћd<ЋpX<<9|dpu؋Y\hp9 Džph@9p?*|DžDž?Eȋp,E$ *dpY^MY,YX,,ыphY$ƒX@9p@d@x^Y9t@Džphك 9pݝHeEȋp,E,$ d9*pϋu*$Y@YZ \^Y YX\$ϋdp0h Y9ljpXHH?<QHf.ݝ(E?DžphH9p}/dp<^<hp9|уtx9t0Z Y(f.v(^0 M t#(E ^0(݅(Džth9tId0t,f.uzh9t|ڋtf.$v2h9}(ttht9} d11Džp;h}Gdpf.$rEȋU *l,<ȋ4ph9p|Et 1Ʌu$X<$)\$`$$Et1d4$$v݋d7݅H$9ݝ*ڋX\$$d0ODž<h9<}@dZ 0<f.uQzOh9<|1V D$ D$L$<$K0*ҋXT$$*|Z d*⋍Xd$ $Z P݅H$ݝKD$ D$gS$!$uD$d4$ytD$ D$EdD$E$V  D$ D$@T$ $U V D$ $D$<t$igraph/community.cedge betweenness community structure failed`steps' to big or `merges' matrix too shortZero eigenvector foundThis method was developed for undirected graphsInvalid membership vector length????@??????迼⍀P髼覼}⍀}P钼荼h⍀hPytS⍀SP`[>⍀>PGB)⍀)P.)⍀P⍀P⍀P޻⍀PʻŻ⍀P鱻謻⍀P阻蓻⍀Pz⍀Pfal⍀lPMHW⍀WP4/B⍀BP-⍀-P⍀P⍀Pк˺⍀P鷺貺⍀P鞺虺⍀P酺耺⍀Plg⍀PSN⍀P:5p⍀pP![⍀[PF⍀FP1⍀1Pֹѹ⍀P齹踹⍀P餹蟹⍀P鋹膹⍀Prm⍀PYT⍀P@;⍀P'"⍀P t⍀tP_⍀_Pܸ׸J⍀JPø辸5⍀5P骸襸 ⍀ P鑸茸 ⍀ Pxs⍀P_Z⍀PFA⍀P-ICbC{CCCCCCD*DCD\DuDDDDDD E$E=EVEoEEEEEEFF7FPFiFFFFFFFG1GJGcG|GGGG$Ë$íAAAk5ABk5AdABk5^AAk5SAKAHk5$AA@@@0Ck5@}@8Ck5h@9@@LBk5@Ak5?0Ck5?|?_?S?7?+????=0Ck5<8Ck5k<5<0Ck5v;G:990Ck599Hk58`8H8<8Hk5874Ck5670Ck57Hk577Hk5666Hk56~6r6Hk5W6K6Ak5E6Ak5-6655~5g5x V5:5B$45A$)5!5H$444444x4j43(C$x3$C$R33 32222222N2;2$C$ 2,C$11LB$1A$1$C$%1,C$00g040// .$C$[-$C$,y,,C$+$++$C$**H$*))n)$C$(H$($C$(c(U(=($C$-(H$'((''H$'''H$l'V'G'H$$' '&H$&&&H$&u&i&H$F&&&%H$%%A$%A$%s%%$$x $$B$A$$H}$V$N$/$#$$### C"C"""v"j"\"N"@" "!!!  LB A Ci nCOCCC}aOH};C CHCHs[OH,HH{oHL3'HHAAm+x C{6CCB{H^I=H'AABx uAo B CCHyZD/#AAx kIAHAAV1         s e <     g B  C  :     Az A^ @ %tfK9HwHYC1HCHlTHH%HzRFH,HAA5x i]B xB LB F8B H nbA \A Dx  HGHGw z tHGlHGfw a [HGSHGMw H BHtG:HtG4w / ){H[G!{H[Gw  wHBGwHBGw  sH)GsH)Gw  oHGoHGw  kHFkHFw  gHFgHFw  cHFcHFw  z_HFr_HFlw g a[HFY[HFSw N HWHzF@WHzF:w 5 /SHaF'SHaF!w  OHHFOHHFw  KH/FKH/Fw  GHFGHFw  CHECHEw  ?HE?HEw  ;HE;HEw  7HEx7HErw m g3HE_3HEYw T N/HEF/HE@w ; 5+HgE-+HgE'w " 'HNE'HNEw  #H5E#H5Ew  HEHEw  HEHEw  HDHDw  HDHDw  HD~HDxw s m HDe HD_w Z THDLHDFw A ;HmD3HmD-w ( "GTDGTDw  G;DG;Dw  G"DG"Dw  G DG Dw  GCGCw  GCGCw  GCGC~w y sGCkGCew ` ZGCRGCLw G AGsC9GsC3w . (GZC GZCw  GACGACw |xtplhd`\XTPLHD@<840,($  )d^dq<DKDMDODM#DQ/DM3DQ6D~tDRDSDUDVDYDZD]DZ D]'D_6D]<D^JD_UD^XD_\D^^D_bD`pDcDbDcDdDcDdDeDgDhDiDjDkDjDkDmDnDqDr#Ds+Dt8DvEDYMDzVD{aD}m$KHI 1JXKo_T!kW.p0/MN@OO@Q / Z @V' Z( ) @S= > ? @VS T U @Zb [n [x @\ @\ @\   M @V t  @S    $DDDDDDDDDDDDDDDDDDDD $  - : @J @X @b @o @{ | @    $`DD DDDD D"D4D9D<DBDHDPDRDYD]DkDqDsDzDDDDDD D DDDDVDbDhD~DDDDDDDDDDDDDDD DDXDDDDDD D GD ]D _D eDkDDDDD"D=DODjD xD"D#D%D&D(D&D(D&D(D)!D*)D)3D*9D+fD-rD+xD-zD+}D-D.D/D1D*D2D6 D8 D6 D7 D8$ D9J DA DB DC DB DC DF! DG6 DH> DG@ DHF DK DL DK DL DM DN DH DP DRO D D\ D] D\ D] D^ D_ D` Da Dd De Dd% De) DgF Dhc Diq Dj Dk Dm Dn Do Dp Dq8 DB Dt[ Dui Dvw Dw Dx Dy Dz D{ D} D~ D D~ D D D DDDLDZDtDDDDD5DM $      `. \A ] @u X T P 8 8O L H D d \ l @ < 8 4 @ d h p 0 @@ ./01`D\W`XpT}PLHD@<8 4"@2d=hIpS0b c@w x y@J@ @F@d@@@ /@ 'x()@&9:@+G+S+]@,nxop@+}++@,@8  @88 V @9V  @8    @B IxI&@J7@KF G HIxTI^@Jo@K~   @R@ ct@@@;$ DDDDDDDDDDDDDDDDDD 5D=DHDODrD}DDDDDDDDD DDD&D+D.D2D4D8DKDeDqDyD|DDDDDDDDDDDDDD DDD0D:D@D[Dm$$ CQdr@@@@@@Ru @}@*45@A&BhC@OqPQR@^_`@lmCn@yCm$D,D/D0D/D0D/D0D3D0D3DO-D4MD6D4D6D9D:D;D:D;D<D?D6D?D@D6DCDD%DE?DFDDELDFPDDTDEWDF[DGcDDoDJtDKDLDND=$,*+ ,../0@1  @3!"#@3789@4MNAO@4cPde7q7{@8@877@8@877@8@8$DDDDDDDDDDD!D*D7DJDXDDDD7DDDDGD_DDDDDDDD DDD!D#D)D-D/D9D?DKDQDqDDDDDDDDDD'DID|DDDDDDDDDDDDDDD1DMD sD DDDDDDDD!DD!DD!DD!D4D3 D4D3D4D>'DA-D>5DA8D><DABDBNDA^DBfDCnDBDDIDKDUDV DUDX1DY>DZHDYSDbkDa{DbDaDbDcDdDbDjDpDmDpDq.Dr7Dq:Dr?DsKDtSDsUDtWDucDvkDunDvyDyDzDtDpDD DDD)D.D5DJD|DDDDD}IDOD}RD~WDoDf|D5D6D5D6D7D9D;4 D4= D;C D4H D;K D4O D;W D4g D#r D$| D% D* D, D. D' D( D!D !D!D!D!D#!D0!D2!D7!D@!DH!DP!DX!D _!D h!D k!D p!D|!D!D!D!D!D!D!D!D!D!D!D!D!D !D6"DD"DR"D`"Dn"Dz"D"D"D"D"D"D"D"D"D#D#D#D#D"#D,#D6#Da#Dq#D#D#D#D#D#D#D#D#D#D $D$D$D'$De$Dk$Ds$Dy$D$$#0 ?R`tsplRSh\de@o`x\XxT@X,( @@+7DPQ@efghit|plhd@`\ X x2TFG@[\]@qr+s@7m@@@M@k,( @ @/;GT`a@uv3w@3I@qr@s7u|i@%5@J@@@&''(@<'=8>@R8SIT@qbrn@sxIyu|I||@5@6@7H @5@6@7K O @5@6@7 W g @@&@5 !6=!7@E@R@a@!bH!c@ q }@h!@!!@!!@!!!@!"@""<"@""@ " " @##$#%@2<#=#>@R5$SF$T@hk$i$j$k$,D$D$D%D%D%D %D&%D,%D2%D<%DD%DN%DQ%D[%Di%Dr%D%D %D%D%D &D/&Dy&D&D'D'D'DK'DN'DZ'D'D'D'D(D+(D;(DY(D ~(D$(D (D!(D)(D (D!(D%(D (D%(D (D+(D-(D.)D/)D0-)D-B)D8W)D9^)D@l)DAr)D@)DA)DD)DE)DF)DG*DH;*DF>*DHD*DFI*DHL*DFP*DHX*DFh*DJj*DK*DJ*DK*DL*DK*DP*DR*DU+DV+DU+DV +DW(+DX`+DYi+DXl+DZq+DYy+DZ+D[+D]+D\+D[+D]+DZ+D[+D\+D]+D^+D_+D^+D_+Da+D`+Da+D],Dd,DW4,DiK,Dh[,Dic,Dj,Dk,Dj,Dk,Dl,Dm,Dn,Di,Dn,Di,Dn,Di,Dn-Di-Dp-Dt-Dp"-Dt*-Dp--Dt5-Dp;-DtC-DI-DY-D_-De-Dk-Dt-Dz-D-D-D-D-D-D-D-D-D-DP-D-D.D9.DX.Dk.D~.D.D.D.D.D.D.D.D.D.D/D/D5/D?/DF/DW/Dg/Dj/Dt/Dy/D/D/D/D/D0D 0DS0D0D0D0D0D0D0DF1DO1DU1DZ1D]1Da1Di1Dy1Dv1Dw1Dx1D}1D1D1Dz 2D{2D2D2D2D2D2D2D2D3D3D3D$3D*3D-3D73D`3D3D3D3D3D3D3D3D3D3D4D4D24DD4DK4DR4D`4Dn4D|4D4D4D4D4D 4D 4D 4D 4D25l$$ d` %0?\LXZxiTrP{@LHhD$@%% !"@#$%)%6&B@'N(`)l%m@%%%%d`\X xT"P+@5L>HQhcDw%x@ &/&@/&m&@&&@&'@''@'K'@ K' N' @& `'' '( @< '= '> @R 'S #(T ` !m "x @# $ % % & @' ( ) ( @D ) ) @E !)!)!@X!Y)!@Z3!i+4!@^@!+A!,B!4,C!@jQ!@k^!@lm!,n!,o!@j}!@k!@l!,!,!@!p/!/!@!/!/!@!/!/!@!,0!_0!@"_0"0"@"0"0"@-"0."0/"@="@J"@Y"0Z"Z1["@i"@v"@"]1"a1"@"@"@"i1"y1"@E"e2"v2"@D"v2"2"2"@"*3"-3"@ #73 #f3 #@###3$#D4%#@2#<#K4=#R4>#@R#4S#4T#@ h#4i#5j#_5k#$|D.`5D0q5D.t5D0w5D.z5D0}5D15D05D15D05D15D65D15D45D85D15D45D95D;5D?5DC6DH6D]6DI6DK6DL7DN7D[*7DR47DQ:7D[?7DQE7DRK7DUQ7DV[7DWg7D[m7D\7D]7D^7D_7D^7D_7Da7Db7D[7Df8DgL8Dln8Dm8Dn8Dl8Dn8Dl8Dn8Dl8Dn9Dl9Dp9Dq*9Dp:9DqB9DrJ9Dqf9Dvy9Dx9D|9D{9D|9D{9D|9D}9D~:D':D;:DA:DC:DK:DS:DW:DY:D[:Dc:Dg:Do:D:D:D:D:D:D:D:D:D:D}:D;D;D&;DV;Dd;Dr;Dz;D;D;D;D;D;D;D;D;D;D;D<D<D <D<D<D<D#<D3<D9<D?<DE<DK<DY<Dg<Do<D<D<D<D<D<D<D<D=D =D=D=D=D!=D'=D3=DC=DK=DS=Do=Dv=D=D=D=D=D>D$>D7>DJ>DW>Da>Dl>D>D>D>D>D>D>D>D>D>D>D>D>D?D?D!?D/?D;?DB?DI?DW?D?D?D?D?D @D@DG@DO@DDADEADDADE AD@\AD<Al#$.`5#)#* #+#,#-#. $+$@01$1|D$2M$3W$3b$4xo$5tx$5p$@5$6l$7$r$%l &&>&H&8hT&9g&9d|&w5}&@H&6&C6&QT&RH&S@&@T&U<&V0&V(&W &@X'Y'C6'@g*'C6+'c6,'c6-'c6.'@0B'1|U'2^'3h'3s'4x'5t'5p'@5'6l'7'8h'9'9d'v6'@I(6(6 (@K(6(7(QT+(RH8(S@C(@TR(U<^(V0j(V(w(W (@X(Y(*7(@f(8(:8(@g(R8(n8(@~((@(":(@(:):):)@)@)@,)_;-);.)@<)@I)@X);Y);Z)@h)@u)@)T<)<)@)@)@)<)<)@)@)@)<)=)>)@)>)>)QT)RH*S@*@T"*U<.*V0:*V(G*W S*@X_*Yq*x?r*@*@*@*?*?*@*@*@*T@*@*@~**@*@*@*@g+@+@+@+@E+A+EA+A+$\ +dA0 H! H]$`59:&qBa;[]fTz$&w>H_igraph_community_eb_get_merges___i686.get_pc_thunk.bx_igraph_i_vector_which_max_not_null_igraph_community_edge_betweenness_igraph_community_to_membership_igraph_modularity_igraph_community_leading_eigenvector_naive_igraph_community_leading_eigenvector_igraph_community_leading_eigenvector_step___i686.get_pc_thunk.axdyld_stub_binding_helper_igraph_i_lazy_adjlist_destroy_igraph_rng_inited_igraph_i_adjlist_destroy_igraph_i_interruption_handler_igraph_stack_destroy_igraph_dqueue_destroy_igraph_free_igraph_i_adjedgelist_destroy_igraph_vector_destroy_igraph_i_lazy_adjlist_get_real_igraph_i_lazy_adjlist_init_igraph_vector_push_back_sqrt_rand_igraph_dqueue_pop_back_srand_time_igraph_i_adjlist_init_igraph_vector_reserve_igraph_warning_igraph_vector_max_igraph_matrix_nrow_igraph_vector_pop_back_igraph_vector_search_igraph_stack_pop_igraph_stack_empty_igraph_stack_push_igraph_dqueue_pop_igraph_dqueue_empty_igraph_dqueue_push_igraph_stack_clear_bzero_igraph_allow_interruption_igraph_vector_null_igraph_stack_init_igraph_dqueue_init_calloc_igraph_i_adjedgelist_init_igraph_is_directed_igraph_ecount_IGRAPH_FINALLY_CLEAN_igraph_edge_igraph_vector_size_igraph_vector_resize_igraph_matrix_resize_IGRAPH_FINALLY_REAL_igraph_error_igraph_vector_init_igraph_vcount/mnt/gmirror/ports/math/py-igraph/work/igraph-0.4.1/igraph/community.cgcc2_compiled.igraph_community_eb_get_merges:F(0,1)=r(0,1);-2147483648;2147483647;int:t(0,1)graph:p(0,2)=*(0,3)=k(0,4)=(0,5)=xsigraph_s:edges:p(0,6)=*(0,7)=k(0,8)=(0,9)=xsigraph_vector_t:res:p(0,10)=*(0,11)=(0,12)=xss_matrix:bridges:p(0,13)=*(0,8)igraph_t:t(0,4)igraph_s:T(0,5)=s88n:(0,14)=(0,15)=r(0,1);8;0;,0,64;directed:(0,16)=(0,1),64,32;from:(0,8),96,96;to:(0,8),192,96;oi:(0,8),288,96;ii:(0,8),384,96;os:(0,8),480,96;is:(0,8),576,96;attr:(0,17)=*(0,18)=(0,18),672,32;;igraph_vector_t:t(0,8)igraph_vector_t:T(0,9)=s12stor_begin:(0,19)=*(0,20)=(0,15),0,32;stor_end:(0,19),32,32;end:(0,19),64,32;;igraph_matrix_t:t(0,11)s_matrix:T(0,12)=s20data:(0,8),0,96;nrow:(0,21)=r(0,21);-2147483648;2147483647;,96,32;ncol:(0,21),128,32;;igraph_integer_t:t(0,14)double:t(0,15)igraph_bool_t:t(0,16)void:t(0,18)igraph_real_t:t(0,20)long int:t(0,21)no_of_nodes:(0,21)ptr:(0,8)i:r(0,21)midx:(0,21)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)edge:r(0,21)from:(0,14)to:(0,14)c1:r(0,21)c2:r(0,21)idx:r(0,21)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_vector_which_max_not_null:F(0,21)v:p(0,6)passive:p(0,22)=*(0,23)=k(0,24)=r(0,24);0;127;char:t(0,24)passive:r(0,22)which:r(0,21)i:r(0,21)size:r(0,21)max:r(0,20)elem:r(0,20)igraph_community_edge_betweenness:F(0,1)graph:p(0,2)result:p(0,13)edge_betweenness:p(0,13)merges:p(0,10)bridges:p(0,13)directed:p(0,16)no_of_nodes:(0,21)no_of_edges:(0,21)q:(0,25)=(0,26)=xss_dqueue:igraph_dqueue_t:t(0,25)s_dqueue:T(0,26)=s16begin:(0,19),0,32;end:(0,19),32,32;stor_begin:(0,19),64,32;stor_end:(0,19),96,32;;distance:(0,27)=*(0,21)nrgeo:(0,27)tmpscore:(0,28)=*(0,15)stack:(0,29)=(0,30)=xss_stack:igraph_stack_t:t(0,29)s_stack:T(0,30)=s12stor_begin:(0,19),0,32;stor_end:(0,19),32,32;end:(0,19),64,32;;source:(0,21)i:(0,21)e:(0,21)elist_out:(0,31)=(0,32)=xsigraph_i_adjedgelist_t:igraph_i_adjedgelist_t:t(0,31)igraph_i_adjedgelist_t:T(0,32)=s12length:(0,14),0,64;adjs:(0,13),64,32;;elist_in:(0,31)elist_out_p:(0,33)=*(0,31)elist_in_p:(0,33)neip:(0,13)neino:(0,21)eb:(0,8)maxedge:r(0,21)pos:(0,21)from:(0,14)to:(0,14)passive:(0,34)=*(0,24)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)no_of_nodes:(0,21)no_of_edges:(0,21)q:(0,25)distance:(0,27)nrgeo:(0,27)tmpscore:(0,28)stack:(0,29)source:(0,21)i:(0,21)e:(0,21)elist_out:(0,31)elist_in:(0,31)elist_out_p:(0,33)elist_in_p:(0,33)neip:(0,13)neino:(0,21)eb:(0,8)maxedge:r(0,21)pos:(0,21)from:(0,14)to:(0,14)passive:(0,34)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)actnode:r(0,21)edge:r(0,14)from:(0,14)to:(0,14)neighbor:r(0,21)edge:r(0,14)from:(0,14)to:(0,14)neighbor:r(0,21)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)actnode:r(0,21)from:(0,14)to:(0,14)neighbor:r(0,21)edgeno:r(0,21)from:(0,14)to:(0,14)neighbor:r(0,21)edgeno:r(0,21)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_community_to_membership:F(0,1)graph:p(0,2)merges:p(0,35)=*(0,36)=k(0,11)steps:p(0,14)membership:p(0,13)csize:p(0,13)steps:(0,14)no_of_nodes:(0,21)components:r(0,21)i:r(0,21)found:(0,21)tmp:(0,8)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)c1:r(0,21)c2:(0,21)cid:r(0,21)cid:r(0,21)tmp:r(0,21)tmp:r(0,21)c1:r(0,21)c2:(0,21)igraph_modularity:F(0,1)graph:p(0,2)membership:p(0,6)modularity:p(0,19)e:(0,8)a:(0,8)types:(0,21)no_of_edges:(0,21)i:r(0,21)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)from:(0,14)to:(0,14)c1:r(0,21)c2:r(0,21)from:(0,14)to:(0,14)c1:r(0,21)c2:r(0,21)from:(0,14)to:(0,14)c1:r(0,21)c2:r(0,21)igraph_community_leading_eigenvector_naive:F(0,1)graph:p(0,2)merges:p(0,10)membership:p(0,13)steps:p(0,21)no_of_nodes:(0,21)tosplit:(0,25)x:(0,8)x2:(0,8)mymerges:(0,8)idx:(0,8)niter:(0,21)staken:(0,21)adjlist:(0,37)=(0,38)=xsigraph_i_adjlist_t:igraph_i_adjlist_t:t(0,37)igraph_i_adjlist_t:T(0,38)=s12length:(0,14),0,64;adjs:(0,13),64,32;;i:(0,21)j:(0,21)k:r(0,21)l:(0,21)m:(0,21)communities:(0,21)vmembership:(0,8)mymembership:(0,13)igraph_i_ret:r(0,1)comm:(0,21)size:(0,21)sumsq:(0,20)ktx:(0,20)sumdeg:r(0,21)bfound:r(0,16)bidx:(0,21)bval:(0,20)bval2:(0,20)mneg:(0,20)igraph_i_ret:r(0,1)no_of_nodes:(0,21)tosplit:(0,25)x:(0,8)x2:(0,8)mymerges:(0,8)idx:(0,8)niter:(0,21)staken:(0,21)adjlist:(0,37)i:(0,21)j:(0,21)k:r(0,21)l:(0,21)m:(0,21)communities:(0,21)vmembership:(0,8)mymembership:(0,13)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)comm:(0,21)size:(0,21)sumsq:(0,20)ktx:(0,20)sumdeg:r(0,21)bfound:r(0,16)bidx:(0,21)bval:(0,20)bval2:(0,20)mneg:(0,20)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)oldid:r(0,21)neis:(0,13)n:r(0,21)nei:(0,21)oldid:r(0,21)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)oldid:r(0,21)neis:(0,13)n:r(0,21)nei:(0,21)oldid:r(0,21)neis:r(0,13)degree:r(0,21)oldid:r(0,21)neis:r(0,13)degree:r(0,21)oldid:r(0,21)neis:r(0,13)degree:r(0,21)oldid:r(0,21)neis:r(0,13)degree:r(0,21)oldid:r(0,21)neis:r(0,13)degree:r(0,21)oldid:r(0,21)neis:(0,13)n:r(0,21)nei:r(0,21)nei:r(0,21)nei:r(0,21)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)from:r(0,21)to:(0,21)from:r(0,21)to:(0,21)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_community_leading_eigenvector:F(0,1)graph:p(0,2)merges:p(0,10)membership:p(0,13)steps:p(0,21)no_of_nodes:(0,21)no_of_edges:(0,21)tosplit:(0,25)x:(0,8)x2:(0,8)idx:(0,8)idx2:(0,8)mymerges:(0,8)niter:(0,21)staken:(0,21)adjlist:(0,37)i:(0,21)j:(0,21)k:r(0,21)l:(0,21)communities:(0,21)vmembership:(0,8)mymembership:(0,13)igraph_i_ret:r(0,1)comm:(0,21)sumsq:(0,20)ktx:(0,20)bfound:r(0,16)bidx:(0,21)bval:(0,20)bval2:(0,20)mneg:(0,20)kig:r(0,20)comm_edges:(0,20)size:(0,21)igraph_i_ret:r(0,1)no_of_nodes:(0,21)no_of_edges:(0,21)tosplit:(0,25)x:(0,8)x2:(0,8)idx:(0,8)idx2:(0,8)mymerges:(0,8)niter:(0,21)staken:(0,21)adjlist:(0,37)i:(0,21)j:(0,21)k:r(0,21)l:(0,21)communities:(0,21)vmembership:(0,8)mymembership:(0,13)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)comm:(0,21)sumsq:(0,20)ktx:(0,20)bfound:r(0,16)bidx:(0,21)bval:(0,20)bval2:(0,20)mneg:(0,20)kig:r(0,20)comm_edges:(0,20)size:(0,21)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)oldid:r(0,21)neis:(0,13)n:r(0,21)nei:r(0,21)oldid:r(0,21)neis:r(0,13)degree:r(0,21)oldid:r(0,21)neis:r(0,13)degree:r(0,21)oldid:r(0,21)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)oldid:r(0,21)neis:r(0,13)degree:r(0,21)oldid:r(0,21)neis:r(0,13)degree:r(0,21)oldid:r(0,21)neis:r(0,13)degree:r(0,21)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)from:r(0,21)to:(0,21)from:r(0,21)to:(0,21)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)igraph_community_leading_eigenvector_step:F(0,1)graph:p(0,2)membership:p(0,13)community:p(0,14)split:p(0,39)=*(0,16)eigenvector:p(0,13)eigenvalue:p(0,19)community:(0,14)no_of_nodes:r(0,21)no_of_edges:(0,21)x2:(0,8)idx:(0,8)idx2:(0,8)niter:(0,21)i:(0,21)j:(0,21)k:r(0,21)communities:(0,21)adjlist:(0,40)=(0,41)=xsigraph_i_lazy_adjlist_t:igraph_i_lazy_adjlist_t:t(0,40)igraph_i_lazy_adjlist_t:T(0,41)=s24graph:(0,2),0,32;length:(0,14),32,64;adjs:(0,42)=*(0,13),96,32;mode:(0,43)=(0,44)=eIGRAPH_OUT:1,IGRAPH_IN:2,IGRAPH_ALL:3,IGRAPH_TOTAL:3,;,128,32;simplify:(0,45)=(0,46)=eIGRAPH_I_DONT_SIMPLIFY:0,IGRAPH_I_SIMPLIFY:1,;,160,32;;igraph_neimode_t:t(0,43) :T(0,44)igraph_i_lazy_adlist_simplify_t:t(0,45) :T(0,46)size:(0,21)veigenvector:(0,8)myeigenvector:(0,13)igraph_i_ret:r(0,1)comm:(0,21)sumsq:(0,20)ktx:(0,20)bfound:r(0,16)bidx:(0,21)bval:(0,20)bval2:(0,20)mneg:(0,20)kig:r(0,20)comm_edges:(0,20)igraph_i_ret:r(0,1)no_of_nodes:r(0,21)no_of_edges:(0,21)x2:(0,8)idx:(0,8)idx2:(0,8)niter:(0,21)i:(0,21)j:(0,21)k:r(0,21)communities:(0,21)adjlist:(0,40)size:(0,21)veigenvector:(0,8)myeigenvector:(0,13)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)comm:(0,21)sumsq:(0,20)ktx:(0,20)bfound:r(0,16)bidx:(0,21)bval:(0,20)bval2:(0,20)mneg:(0,20)kig:r(0,20)comm_edges:(0,20)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)oldid:r(0,21)neis:(0,13)n:r(0,21)nei:r(0,21)oldid:r(0,21)neis:r(0,13)degree:r(0,21)oldid:r(0,21)neis:r(0,13)degree:r(0,21)oldid:r(0,21)neis:r(0,13)degree:r(0,21)oldid:r(0,21)neis:r(0,13)degree:r(0,21)oldid:r(0,21)neis:r(0,13)degree:r(0,21)oldid:r(0,21)comm:(0,21)sumsq:(0,20)ktx:(0,20)bfound:r(0,16)bidx:(0,21)bval:(0,20)bval2:(0,20)mneg:(0,20)kig:r(0,20)comm_edges:(0,20)oldid:r(0,21)neis:r(0,13)degree:r(0,21)oldid:r(0,21)neis:r(0,13)degree:r(0,21)oldid:r(0,21)neis:(0,13)n:r(0,21)igraph_i_ret:r(0,1)igraph_i_ret:r(0,1)