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9T$@+HUuD$h=h)(t$hH$1H0H$HH$Hx HpH@(H$1H$H$謸H$1H<蕸@H$胸IH9\$hLE1AD$A$ID$AD$ID$ID$ ID$(ID$0AD$8gHt$HHH$DŽ$<H$D$HH$Hc+$H$HH$L$H$DL$HcH4Ht$H$D,G$HL$E9,$    D$PHt$HLd$ D$$L$H$fH\$0IcM$HcH\$HA9T$8tL9T$@tFH$HcɋDA9~,LcDPJcH;tA9~ Ic; DA9HD$ AD;(|D$P$=H$L$L$@Ht$H$HHD$ HD$HD$H9D$ HD$H4$HcHH98tӉ8D[HT$XLHL$<$XDDD$L$D$@HD$D$PH8DD$PLcD$PD$DD9uD$DD$PA9t{$<H4$LLBD$L$@HD$H8kDD$PCdHcLcDA9uHLcDA9uH ,H5H=1HD$\$LLHT$pH8$@\$$<H$FDG4[ANHcH\ AADD)DG4RHcDTANHcɃH\ AADD)L$DHcD\Hc\$PIލKEAHcDt$PE{G$$$<;|$hL$L$Lt$I>講I>HQIH$H$H$L@ Hp(HhHc@LD$\$H<H$$<赳LD$DŽ$@I~+HcT$H<$LD$HH诲$@LD$@LD$dLD$HI7\$ID$LAD$A$A\$ID$ID$ ID$(ID$0AD$8LD$EDŽ$<DŽ$@IHcL$1LLdH$<L|$XMHD$L$Ll$Hc‹\BHc9\~Of.A$+EK9}HcAD9~HcA;D'
Dˋ$@BHc9\$@;D$|L$L$IMHc$<H$9G3H<LL$H|$InH|$H$ Hc$<H,HH豱HHD$褱DŽ$@H$~'H|$H諰H$H薰H$HxH$Hx H@(H$1HD$6@DŽ$@HD$LD$HH`\$hEHHE]EHEHE HE(HE0E8LD$LD$DŽ$@HHD$xH8[H$@1DŽ$D$DŽ$H$L$(L$ MHc$H$@HHT$ H$9D\$L$Ht$0HcD$ $HcH4$<H$I@HH,9ULd$PL$AHcHt$A $DDIcH4Ht$A4<vGHI AADD)H|$HAHcÃH 9ELDEۃ;U|Ld$PAIcDE9LuDDHIcHE;LtHIcIH4E9LH|$A7PHIHcҋI DDDHHI HcAHcH4E;LtD$1AD$D$6t$PDRH$PLH4AH$H$$D$$XIcA,D$H$D$D$tD$A@HA,D-H$)LcLD$HcȋD$PLC.AH$DL$H$*H$L$D$pH$D$ D$ ;OD\$PHcA,H4Hc9tpL|$ L$MAH$HHt$HALH$PHD$xH8C6Ic֍HHcE4H4A9uML|$ H|$HLl$xAH$H$$PI}HA6H$XxHT$pHHI}d$@$$@;D$hHD$xML$(L$ H8LD$轓Hl$xHH}\H]H$KLH|$    H|$H$LH|$HD$,DŽ$D/<
H4HOH9L9OH9uE1@肫IH    A$LA\$ID$AD$ID$ID$ ID$(ID$0AD$8qH$t$,HLO HGML@HcE1L|$HD$MLl$ MMH$HL$XEH߉D$H$PEfE;&}bIcIcD9tMHt$H99D$8„t59D$@t/t$HL$XHHT$p$X$PH$HAE;&|IIL;l$}HD$HB,NH$D D$D9D$$$<L$@HL$DL$PLD\$ LT$HcЃHE LEHL$LLHLT$D\$ LHNj$<DL$PHL$$<HcЃHELE bHL$LLHO$<LT$HGHt$IcDIcH<H A4H|$ABHT$H$PA<LA9/Ll$PHl$AA\$IDD9CDAHIDE GHcAUD9AЉD IcAHcȃLA HHD9uA9<uAAHAHcȃLA HH9cA ZA D9M뷋\$Ll$PAH|$GHcA4D$P9t$gD$D\$P$H$L$IC9D-G HC,AHc‰AD9L$DAՉHE<vHcAHcȃLA HL D9uA;4uGHAHcȃLA HL 9aA XA D9KD$$L$cDDHHI 9AEL|$Ll$ HMHIH$H|$HL 蝤H<$蔤H$H$zH$mHD$`H9$tHVM9tLIH$dH+%(H1[]A\A]A^A_C<&HcH=U)D$hHH,L$hH=pU)H1车Hc|$,D)H$L$C6L$LcI    HcCrHMHcHcɃ)AA9u؉$t$h$t$XGH=T)D1H9JDD$,$h1H H=yT)ϥH=cT)D1Hш譥HD$@D aHD$@x<$A<HcH胤Ht$`IcHH/HD$`(|$h\|$Xf$t$p\$|$D$Y,f(Y*f(^$^fA*Yf/v-,Ht$@kYT$XD$hX\,f(H謤THH賤D$pCfIn̾$fW H]THD$@D$,dfW |$H:E1H ivH5EnH= EE11H vR)H=zq谣yH TR)H=Xq莣,H 2R)H=6ql2H R)H=qJUDHcD$hH,.H Q)H=pH Q)H=pLD$D1H H5mH=<ʠH H5lH=$諠H DQ)H=Hp~LD$y@H Q)H=pJ0H H5lH=d1AWAVAUATUSHxH$H$$T$DH$H$H$L$TH$H$L$H$$LL$p$ H$H|$`H$H$$H$H$H$H$H$H$H$H$H$H$H$H$H$H$ H$$($$H$0H$(dH%(H$h$y/f {*^X^,$HD$`=BO)tqL$Dfn 
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LYx\\T$8$P$Xl$G|$P|$E1H\$0D裙fLL$0*MLLw^ xL\YD$ XD$8$PD$X$X$X;\$uH$MLAwH\$0LLYHD$xIXH$D$0$PwYH$X$XIE1҉l$8D賘fɋt$8I*MLLv^ wL\YD$ XD$0$P$X\D$$X;l$u$$fWwYD$H$d$Xd$(d$ 7L$D$HzH=F)eH$DD$D'
oE$DL$THt$pf(1f(f(11Hc f(BHDX\ _]f(X\_]A9u\\Y\$X^T$f(f.Q$=FE)$H=E)H3nfoH$IMtLLLYHD$xXH$$PtYH$X$XH$IMntLLLYH$ QtXH$YH$$P\$Xz.H$hdH+%(^H$(Ifɿ$L$H$ $$$H$H$H$H$H$H$H$H$H$H$H$H$H$H$H$H$H$H$$ $H$H$H$H$H$H$L$TT$D$Hx[]A\A]A^A_pff(l$Xf(^$8f(f(<&$WAWAVAUATUSHHHHt$dH%(HD$81F < uCH< tD$<#+@.7I@IDBtvH9H;:B)H=+B)%HK@H @,DHH@ji@u1HL$(HT$ LD$0H5v4H5pH蜑H5SH腑H5$Hn;/HuH;^A)L5OA)Lc LIIEDBDxt ےHBI]HA\$uEMLfL%@)MI<$A    E18xL5(M9v1Kl=HHIIMI4$ xiL}M9wHD$HqHk@)H@H@HHPHT$8dH+%(HH[]A\A]A^A_IhHH9@)H=
@)
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fH*ȋD$^JfH*ȋD$^JfH*1^JA    E1Rf.T
pf/f(\$(f/L$0f/f(f(f(f/\Yf(!HD$`h@1@Lc/L袍HH{/LH=9sH蔎HDHp LH5+>)ƎIH^LcH>)HfH =)H=\H=){fDL%=)AD$ fHL$Jm*^    AD$ f*^IAD$ f*^IAD$f*1^IfH(xzH?fL$0f/v<f/wf(_nf(f_f/f(f(:f/f(f(f(H <)H=[ύH<)GHYff(,*\f(Y\f(\YYf(\Yك$HHcH>f(f(rf(f(f(f(]f(f(f(f(Hf(f(f(f(3f(f(&LSLf(ʊf.AWAVAUATUSH$H|$Ht$8D$lHcHL$hL$LL$`HD$HD$p[H胋IHzH|$HmHD$XHL$hD{fD$T*JH$LHD$xD$l|$0D$PfDT$T1|Ht$X|$hL$LL$`@HcAAAHHL9uHD$H|$HH@HD$ HD$8H@HD$@H|$H莊IHH|$HL$tL$HIH|$HL$VL$HH8H|$HL$8L$HIL$LH|$LHD$ ЅL$IHL$X1@A\DHADHL9uH$LfIT=DHYXH9uff.T$lQ^L$0|$pHRj$YHD$LMIH|$(f/L$(zLH|$8HD$@LI71fҐADAYHHXH9u<$1f(^L$DAHYAXAHH9uLD$LH|$LT$HD$ T$LD$I1fDAAYHX9f(1^fDAYAXAH9fW i1AYAXDADH91ff.ADHYX9ff.QT$$^L$0$;D$PzHLMILƅL辅H超L讅~2T$THt$xL|$hLD$`DHcHAH9uD$TD$T9D$hEL]H|$XHĘ[]A\A]A^A_BfHT$HLLLD$T$ՆLH|$LHDLD$T$IU<$~MLD$LH|$HDLfLD$If(H|$HD1L1E1E1IHT$HHLHD$HHD$H|$HH@HDHD$8H@HD$@H|$HD1L1E1E1IffHD$XE1f(LD$T$+LD$f(H 5)H=TІdH t5)H=xTH$誆L$/H J5)H=NT脆0f(L$蛆D$lL$f(^L$0LiLaHYLQ@H 4)H=SL$L$H 4)H=SL$݅L$H }4)H=SL$賅L$VHHUsage: %<optionsgraphfile
   where graphfile must contain node positions, and widths and heights for each nodeNo overlap between nodes should be presentAcceptable options are
    -
a k average number of artificial points added along the bounding box of the labels. If < 0a suitable value is selected automatically. (-1)
    -
b v polygon line widthwith v for no line. (0)
    -
c k polygon color scheme (1)
       
no polygons
       1 
pastel (default)
       
blue to yellow
       3 
white to red
       4 
light grey to red
       5 
primary colors
       6 
sequential single hue red 
       7 
Adam color scheme
       8 
Adam blend
       9 
sequential single hue lighter red 
      10 
light grey
    
-c_opacity=xx 2-character hex string for opacity of polygons
    
-C k generate at most k clusters. (0)
    -
d s seed used to calculate Fiedler vector for optimal coloring
    
-D   - use top-level cluster subgraphs to specify clustering
    
-e   show edges
    
-g c bounding box color. If not specifieda bounding box is not drawn.
    -
h k number of artificial points added to maintain bridge between endpoints (0)
    -
highlight=only draw cluster k
    
-k   increase randomness of boundary
    
-l s specify label
    
-m v bounding box margin. If 0auto-assigned (0)
    -
<file> - put output in <file> (stdout)
    -
O   - do NOT do color assignment optimization that maximizes color difference between neighboring countries
    
-p k show points. (0)
       
no points
       1 
all points
       2 
label points
       3 
random/artificial points
    
-r k number of random points k used to define sea and lake boundaries. If 0auto assigned. (0)
    -
s v depth of the sea and lake shores in points. If < 0auto assigned. (0)
    -
t n improve contiguity up to n times. (0)
    -
v   verbose
    
-z c polygon line color (black)
A->type == MATRIX_TYPE_REAL || A->type == MATRIX_TYPE_INTEGERA->format == B->format && A->format == FORMAT_CSRHighlighted cluster %d not found ignored
cpu time for spectral ordering (before greedy) = %f
saving timing vs antiband data to timing_greedy
SparseMatrix_is_symmetric(ATRUE)[%daband = %faband_avg = %f
cpu time for greedy refinement = %f
cpu time for spectral greedy = %f
ratio (edges among discontiguous regions vs total edges)=%f
SparseMatrix_is_symmetric(AFALSE) && A->type == MATRIX_TYPE_REALremove_overlapGraphviz not built with triangulation library
graph map {
 
node [margin 0 width=0.0001 height=0.00001 shape=plaintext];
 
graph [outputorder=edgesfirstbgcolor="#dae2ff"]
 
edge [color="#55555515",fontname="Helvetica-Bold"]
%
[label="%s"pos="%lf,%lf"fontsize=%f];
%
[label="%s"pos="%lf,%lf"];
SparseMatrix_is_symmetric(AFALSE)SparseMatrix_is_symmetric(Atest_pattern_symmetry_only)assignment[i] >= && assignment[i] < ngain in merging node %d with node %= %f-%= %f
maxgain=%fmerge with existing cluster %d, %d
gain: %-- no gainskip merging node %d
mq = %new mq = %f level = %d= %dnc = %dgain = %gmq_in = %fmq_out = %f
modularity = %new modularity = %f level = %d= %dnc = %dgain = %g
ncluster_target = %dclose to n=%d
%scould not open file %for %s
-c option %s is invalidmust be a valid integer or string
%sunexpected argument "%s" for -b flag
gvpackoption -%c missing argument ignored
 option -%c unrecognized ignored
:evODQko:m:s:r:p:c:C:l:b:g:t:a:h:z:d:ingraphsNULL field in ingdisc argument
Warningnode %s appears in multiple clusters.
 
no complement clustering info in dot fileusing modularity clusteringModularity = %fncluster=%d
WARNINGpos field missing for node %dset to origin
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A->type == B->typejc[mask[jb[k]]] == jb[k]&& && nz >= 0Aja[mask[ja[j]]] == ja[j]A->format == FORMAT_COORDnart = %d
country_graph_coloring.cA->== A->npower.c<= && 0timing_greedy%%%f
graph->== npost_process.cidiag >= 0A->type == MATRIX_TYPE_REAL!flaggvmap.cclustercolor-1margin0.0001widthheightplaintextshapeHelvetica-Boldfontnameedgesfirstoutputorder#dae2ffbgcolorinvisstyle_background = ""
_background%-- %d;
mq.cA->== nA->== nncluster <= nassignment[i] < nclusterassignment[jj] < nclusterncluster = %dmq = %f
== A->nmaxgain=%fmerge %d, %d
maxgain <= 0verbose=%d
clustering.ctarget
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info HERE!
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)@N@?2%?"~j?z6?,C?]m{?7d?,C?v?^I W@|T#?UUUUUU?&^:@0@]@n8[@@@i@@{a?S%@?W[    @F_EGr߿S:￈c]F?sh|???ܵ?&1ʿx?såi??Hz>Hz?AwJ?.A??R@{Gz??-C6?MbP?;@C`AQuadTree.cwidth > 0!(q->l)ii < 1<<dim && ii >= 0q->qts[ii]q->n == 1!(q->qts)q->liq >= 0/%s/%s(*in c*){Line[{,{%f, %f},{%f, %f, %f}},}]}(*end C*),(*a*) {Red,(*node %d*) Point[{}],(*b*){node_distinct_coloring.caccuracy > 0qtlevel=%d=================
candidate %d at {%f, }, width = %f, dist = %f
new distmax=%f, pt={furtherest_point.c!(qt->qts)/tmp/1.mGraphics[{Graphics3D[{}, PlotRange -> All]
<><stdin>Can't open %s
root >= 0 && root < mlevelset_ptr[nlevel] == n%d %d %d
%d %d %16.8g
%d %d %16.8g %16.8g
lab
%d,%d0,100size of lab gamut = %d
rgb
sum = %f
colorsadd art np = %d
bounding box margin: %.06f %.06f
 (%.06f * %.06f)
!(*flag)nn nrandom=%d
nz == n*dimnh = %d
get_triangles: %s
ncomps = %d
nn != curjj < nE->nz >= neavgsize = {%f, %f}
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iter ---- %d ---, color_diff = %f, color_diff_sum = %f
%%%%MatrixMarket matrix coordinate real general
%%%%MatrixMarket matrix coordinate complex general
%%%%MatrixMarket matrix coordinate integer general
%%%%MatrixMarket matrix coordinate pattern general
LAB color lightness range = %d,%d
 can not open file "
lab_gamut"
nrandom=%d shore_depth_tol=%.08f
n + (nz-n)*np + t < n + nz*np && n + (nz-n)*np + t >= 0after adding edge points, n:%d->%d
bounding box margin: (%.06f * %.06f) highlight cluster %d, n = %d
Graphviz built without any triangulation library
max grouping - min grouping + 1 = %d
setting shore length ======%f
RHRmRRRRRRRRRRRRj@j3/n/Y/D/7/,SparseMatrix_coordinate_form_add_entriesSparseMatrix_from_coordinate_format_not_compactedSparseMatrix_level_sets_internalget_polygon_solidsget_poly_linesmake_map_internalfurtherest_pointnode_distinct_coloring_internal2node_distinct_coloringSparseMatrix_exportSparseMatrix_distance_matrixQuadTree_get_nearest_internalQuadTree_add_internalQuadTree_newkNu>p=
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