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RM4uHcA9tADEE)DAHA9~$fA*E E)fA*f/9OHI9uHED]A9A9| 1A9_HEHEIHUDuLDHMLMLLEDUIK47DHcA9I<AHH9uE9f51f(fDEE9Icfۋ|A*Hc9~f(f(Y^0@fA*YH ^XH9~LEU1eL]IH-HMLMf.HcDTHD9|%[f^XHA9~8Ic9tIcfA*Huf(H^XA9HHI9uLLEUekHc]HxIHH+HpHI+Mu`HLAXG@IEpAE@{+hLIEhL]IG Lx(UEHXLpHDx@pPD}x!'LHx'LHp'LHE&LHE&ML]IHPD}9HHDNHH0{L]H8 H01D}E\%;D}L]u-HxL]$Hp$L$L]HDžfA(EH H5zH=pzU%HH0H=wLDHD)LD%D~-LDLDmHH0H=twLHLDD0)ELDLELD% D~-DHH0H=vLHDDD(ELD%LEDD~-hLDDH0H=^vLHLDD(LLDLDK&fUHAWAVAUATSHuLcwHwHxH_8N<%MLn dH%(HEH?HhTH~HpLHpPP@^`HeHuXn#LHEb#J<IR#EeEHEH}DeH!HhDueD9pE1@HEED9|Hhf(fL`EXLuf(LP(E1=EED9HcH H}L Ic9uLpI4 MD HcA;wHuHuDAAH9~>IcLM9tHc tLAI A9uXHA9HuHc9 HuLMfDeMIM Af/ALeA9YAY\YƅxIf/wCHA9~JALM9tLcJc4uAAYCY\Yƅyf(HcHA9f/LMDevVHXы_HuHcHHuAXAZf.f(JfHx@XuuH}A1HcUAHHcփ׉uED9 f.HʞL`8iDUEuE97A9}D))9Mff/w D9e}DHAUHEEUIHuL}1LuHuHuUIHLELLLEyEED9|UL}LUJLHHHhHI0&UHILHU&IHLKHxTLL`IHXHcuH}HH"UuHAXT$@HCPfAT$HS@ID$ L`(\u2HcEHc։4HcMAAXHH}׉uf.DMEff/w EA9}DH.AUHEEUEI(DXXH}EDMEHWTUXH8DEUEL}:E~;1AtItHPHI9uH}LH}HxHUdH+%(HĈ[A\A]A^A_]ËEA9Cupff/D9eu9uLHxPX:@XLHH}H}uHZHhD9p5HϚ8 D]E HC H=pH8 HCMHVEH81AT$AtAfHPHA9kHQC H=FpHEB1AtI%fHPHI9u EXf\H yvH5oH=off.UHAUATASHHD'1H(t{t>HV!1HIIDH^L9t@0H[A\A]]H1HD[HA\A]]!UHAWAVAUATSHHH}H]UL}LELMdH%(HE1G9lLuA1ALtHEu I9躝xIu EI|$(HtIIc|$E1IHtIHBMt$(E~?IcLI փtHAH9tH@H9uAD$AD$8AD$A9$IuL5HfIH@ HuIcUH<UHU<DMHUIE~$IM81fDf*AHH9uHEAE@DIE(AL}Ht;fHxL1LHELMm(LuIE(HuHED{HH1E~A, ։ H9SLHL9etHHEdH+%(HHL[A\A]A^A_]_L#HHEdH+%(uHHH[A\A]A^A_]fIcHHuHNH ZH5kH=W dH M H5kH=VH?H=iHeEl$ff.UHAWAVAUATSHHH}H]UL}LELMdH%(HE1G9LuA1ALPqHEu I97芚xIu EI|$(HtIc|$E1IHtIHdMt$(E~?IcLI փtHAH9tH@H9uAD$AD$8AD$A9$$I1LVt A|$vL~1HIuHHM9t@0H@IH@ HuIcUH<UHUDMHUIE~$IM81fDf*AHH9uHEAE@DIE(AL}Ht;fHxL1LHE7 LMm(LuIE(HuHED{HH1E~A, ։ H9SLFHL9ethHEdH+%(HHL[A\A]A^A_]L@ H1LuHHHEdH+%(u)HH[A\A]A^A_]fIcHdHuH.H;H=7fHEl$rH 2H5_hH=\SJH qH5@hH==S+HHCUsage: %s graphfile -C k - generate no more than k clusters (0) 0 : no limit -c k - use clustering method k (0) 0 : use modularity 1 : use modularity quality -o - output file (stdout) -v - verbose mode -? - print usage beginPolygons color(%f, %f, %f) %d [label="%s", pos="%lf,%lf", fontsize=%f]; %d [label="%s", pos="%lf,%lf"]; Graphics[(* edges of the graph*){}(* end of edges of the graph*)]LAB color lightness range = %d,%d %s: could not open file %s for %s option -%c unrecognized - ignored graph map { node [margin = 0 width=0.0001 height=0.00001 shape=plaintext]; graph [outputorder=edgesfirst, bgcolor="#dae2ff"] edge [color="#55555515",fontname="Helvetica-Bold"] 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 max grouping - min grouping + 1 = %d setting shore length ======%f saving timing vs antiband data to timing_greedy SparseMatrix_is_symmetric(A, TRUE)[%d] aband = %f, aband_avg = %f cpu time for spectral ordering (before greedy) = %f cpu time for greedy refinement = %f cpu time for spectral + greedy = %f iter ---- %d ---, color_diff = %f, color_diff_sum = %f can not open file "lab_gamut" ratio (edges among discontiguous regions vs total edges)=%f 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repulsive and attractive exponents: %.03f %.03f max levels %d coarsen_scheme %d coarsen_node %d quadtree size %d max_level %d Barnes-Hutt constant %.03f tolerance %.03f maxiter %d cooling %.03f step size %.03f adaptive %d beautify_leaves %d node weights %d rotation %.03f smoothing %s overlap %d initial_scaling %.03f do_shrinking %d Graphics[{GrayLevel[0.5],Line[{Graphics3D[{GrayLevel[0.5],Line[{(*width={%f,%f}, x = {%f,%f}*){GrayLevel[.5,.5],Rectangle[{%f,%f},{%f,%f}]}SparseMatrix_is_symmetric(A, FALSE)SparseMatrix_is_symmetric(A, FALSE) && A->type == MATRIX_TYPE_REAL iter = %d, step = %f Fnorm = %f nz = %d K = %f spring_electrical_embedding_slowQUAD_TREE_HYBRID, size larger than %d, switch to fast quadtreeSTRESS_MAJORIZATION_GRAPH_DISTSTRESS_MAJORIZATION_POWER_DIST%%%%MatrixMarket matrix coordinate real general %%%%MatrixMarket matrix coordinate complex general %%%%MatrixMarket matrix coordinate integer general %%%%MatrixMarket matrix coordinate pattern general A->format == B->format && A->format == FORMAT_CSRA->type == MATRIX_TYPE_REAL || A->type == MATRIX_TYPE_INTEGERwarning: scaling of matrix this type is not supported in overlap_scaling iter=%d, maxiter=%d, scaling bracket: {%f,%f} no overlap (overlap = %f), rescale to shrink avg edge len=%f avg_label-size= %f overlap removal neighbors only?= %d iter -- %d, overlap factor = %g underlap factor = %g page rank iter -- %d, res = %f (h->cmp)(heap[i], heap[parentPos]) >= 0can only 1, 2 or 3 dimensional color space. with color value between 0 to 1 Node "%s" pos has %d < 2 valuesNode "%s" pos has %d < 3 valuesNode "%s" pos has %d < 4 valuesError: graph %s has missing "pos" informationdist[list[nlist-1]] == dist_max(dist_max - dist0)/MAX(1, MAX(ABS(dist0), ABS(dist_max))) < 1.e-10search for diameter again from root=%d after aggressive search for diameter, diam = %f, ends = {%d,%d} Warning: node %s appears in multiple clusters. no complement clustering info in dot file, using modularity clustering. Modularity = %f, ncluster=%d WARNING: pos field missing for node %d, set to origin ingraphs: NULL field in ingdisc argument memory overflow: malloc failed in SafeMalloc.}, PlotRange -> All, Frame -> True, FrameTicks -> True] SparseMatrix_is_symmetric(A, test_pattern_symmetry_only)assignment[i] >= 0 && assignment[i] < ngain in merging node %d with node %d = %f-%f = %f maxgain=%f, merge with existing cluster %d, %d gain: %f -- no gain, skip merging node %d mq = %f new mq = %f level = %d, n = %d, nc = %d, gain = %g, mq_in = %f, mq_out = %f modularity = %f new modularity = %f level = %d, n = %d, nc = %d, gain = %g ncluster_target = %d, close to n=%d endPolygons beginPolylines strokeWeight(%f); endPolylines c %d -%s C %d -%s P %d make_map.cline_width >= 0S %d -setlinewidth(%f) c %d -%s %s L %d c %d -%s L %d %f %f*len < *len_maxnpolys = %d Graphics[{}]}]ja[j] < nverts && ja[j] >= 0}],Black,RGBColor[%f,%f,%f],Hue[%f],Polygon[{{%f,%f}Text["%s",{Graphics[{Point[{Graphics[{}]Line[{{},{}}]power.cK <= n && K > 0!flag}, level=%d================= candidate %d at {}, width = %f, dist = %f %f, new distmax=%f, pt={%d,%d%lf %lf %lfsize of lab gamut = %d #%02X%02X%02Xsum = %f no color lab.cii < nc && ii > 0PriorityQueue.cqgain <= q->ngaincountry_graph_coloring.cp[i] >= 0 && p[i] < n antibandwidth = %daband_u <= lambda*abandaband_u == aband_local[u]writing:vC:c:o:_background = "" margin0.0001widthheightplaintextshapeHelvetica-Boldfontnameedgesfirstoutputorder#dae2ffbgcolorinvisstyle_background%d -- %d; add art np = %d bounding box margin: %.06f %.06f (%.06f * %.06f) !(*flag)nn nrandom=%d nz == n*dimnh = %d ncomps = %d ncomops = %d nn != curjj < nE->nz >= neShow[{avgsize = {%f, %f} avgdist > 0timing_greedy%f %f %f on entry antibandwidth = %f cpu = %f on exit antibandwidth = %f A->m == A->nfurtherest_point.c!(qt->qts)/tmp/1.mnode_distinct_coloring.caccuracy > 0qtlablab rgbrgb colorsgraph->m == naccent3#7fc97f,#beaed4,#fdc086accent4accent5accent6accent7accent8blues3#deebf7,#9ecae1,#3182bdblues4blues5blues6blues7blues8blues9brbg10brbg11brbg3#d8b365,#f5f5f5,#5ab4acbrbg4brbg5brbg6brbg7brbg8brbg9#e5f5f9,#99d8c9,#2ca25fbupu3#e0ecf4,#9ebcda,#8856a7bupu4bupu5bupu6bupu7bupu8bupu9dark23#1b9e77,#d95f02,#7570b3dark24dark25dark26dark27dark28#e0f3db,#a8ddb5,#43a2cagreens3#e5f5e0,#a1d99b,#31a354greens4greens5greens6greens7greens8greens9greys3#f0f0f0,#bdbdbd,#636363greys4greys5greys6greys7greys8greys9oranges3#fee6ce,#fdae6b,#e6550doranges4oranges5oranges6oranges7oranges8oranges9#fee8c8,#fdbb84,#e34a33paired10paired11paired12paired3#a6cee3,#1f78b4,#b2df8apaired4paired5paired6paired7paired8paired9pastel13#fbb4ae,#b3cde3,#ccebc5pastel14pastel15pastel16pastel17pastel18pastel19pastel23#b3e2cd,#fdcdac,#cbd5e8pastel24pastel25pastel26pastel27pastel28piyg10piyg11piyg3#e9a3c9,#f7f7f7,#a1d76apiyg4piyg5piyg6piyg7piyg8piyg9prgn10prgn11prgn3#af8dc3,#f7f7f7,#7fbf7bprgn4prgn5prgn6prgn7prgn8prgn9pubu3#ece7f2,#a6bddb,#2b8cbepubu4pubu5pubu6pubu7pubu8pubu9pubugn3#ece2f0,#a6bddb,#1c9099pubugn4pubugn5pubugn6pubugn7pubugn8pubugn9puor10puor11puor3#f1a340,#f7f7f7,#998ec3puor4puor5puor6puor7puor8puor9purd3#e7e1ef,#c994c7,#dd1c77purd4purd5purd6purd7purd8purd9purples3#efedf5,#bcbddc,#756bb1purples4purples5purples6purples7purples8purples9rdbu10rdbu11rdbu3#ef8a62,#f7f7f7,#67a9cfrdbu4rdbu5rdbu6rdbu7rdbu8rdbu9rdgy10rdgy11rdgy3#ef8a62,#ffffff,#999999rdgy4rdgy5rdgy6rdgy7rdgy8rdgy9rdpu3#fde0dd,#fa9fb5,#c51b8ardpu4rdpu5rdpu6rdpu7rdpu8rdpu9rdylbu10rdylbu11rdylbu3#fc8d59,#ffffbf,#91bfdbrdylbu4rdylbu5rdylbu6rdylbu7rdylbu8rdylbu9rdylgn10rdylgn11rdylgn3#fc8d59,#ffffbf,#91cf60rdylgn4rdylgn5rdylgn6rdylgn7rdylgn8rdylgn9reds3#fee0d2,#fc9272,#de2d26reds4reds5reds6reds7reds8reds9set13#e41a1c,#377eb8,#4daf4aset14set15set16set17set18set19set23#66c2a5,#fc8d62,#8da0cbset24set25set26set27set28set310set311set312set33#8dd3c7,#ffffb3,#bebadaset34set35set36set37set38set39spectral10spectral11spectral3#fc8d59,#ffffbf,#99d594spectral4spectral5spectral6spectral7spectral8spectral9#f7fcb9,#addd8e,#31a354ylgnbu3#edf8b1,#7fcdbb,#2c7fb8ylgnbu4ylgnbu5ylgnbu6ylgnbu7ylgnbu8ylgnbu9ylorbr3#fff7bc,#fec44f,#d95f0eylorbr4ylorbr5ylorbr6ylorbr7ylorbr8ylorbr9ylorrd3#ffeda0,#feb24c,#f03b20ylorrd4ylorrd5ylorrd6ylorrd7ylorrd8ylorrd9spring_electrical_control: random start %d seed %d K : %.03f C : %.03f octree scheme %s method %s edge_labeling_scheme %d }],Hue[%f]}}Text[%d,{, Point[{{}},ImageSize->%f] Arrow[{{Tooltip[Point[{}],%d]neighb=%d post_process.clen > 0ideal_dist_scheme value wrong(!jcn) && (!val)idiag >= 0jdiag >= 0dmean = %f, rho = %f send random coordinates scaling factor = %f ctrl->overlap=%d NONENORMALFASTHYBRIDSPRING_ELECTRICALSPRING_MAXENTSTRESS_MAXENTSTRESS_APPROXUNIFORM_STRESSFULL_STRESSSTRESS_MAJORIZATION_AVG_DISTSPRINGTRIANGLERNGnode {%d, %f, %d} klass != NULLc != NULLv->segments == NULLdelaunay.cSparseMatrix.cA->format == FORMAT_CSR%s SparseArray[{{%d, %d}->%f{%d, %d}->%f + %f I{%d, %d}->%d{%d, %d}->_},{%d, %d}] A->format == FORMAT_COORDwbrb%d %d %d %d %d %16.8g %d %d %16.8g %16.8g A->type == B->typeA->type == MATRIX_TYPE_REALjc[mask[jb[k]]] == jb[k]jd[mask[jc[k]]] == jc[k]ja[mask[ja[j]]] == ja[j]id < n*(ymax-ymin+1)ja[mask[id]] == ja[j]m > 0 && n > 0 && nz >= 0Afound %d clashes shrinking with %f works bounding box = {%f,%f}, res = %f BinaryHeap.cparentPos < h->lennodePos < h->lenroot >= 0 && root < mA->size != 0 && nz > 0A->m == nteleport_probablity >= 0general.cn > 1%s{p[i] < n && p[i] >= 0h->id_to_pos[id] == posh->pos_to_id[pos] == idh->id_to_pos[key_spare] < 0mask[pos_to_id[i]] == -1id_to_pos[pos_to_id[i]] == i Spare keys =%d(%d) pos < h->len%d,DotIO.c#%02x%02x%02xnodeinfoFormat %d not supported weight|edgelabel|*x%lf,%lf,%lf,%lfNode "%s" lacks position infowriting a total of %d edges %6.2f%% done .x%f test\Nellipse0.000010.0.5arrowsizebox|edgelabelclustercolorstdin. nodes, edges.#808090fontcolorpoint0.03filled#FF0000#000000falseheadcliptailclipsetlinewidth(2)setlinewidth(0.5)setlinewidth(0.1)setlinewidth(0.0)wtheap_ids[root] >= 0ndata->id == jjroot == list[0]nlist > 0levelset_ptr[nlevel] == nnlist == nold2new[ja[i]] >= 0nlevel-1 <= khopsmask[levelset[j]] == i+1 HERE! fontsizeQuadTree.cwgt > 0ingraphs: out of memory qt1->n > 0 && qt2->n > 0(*in c*){Line[{,{%f, %f},{%f, %f, %f}},}]}(*end C*),(*a*) {Red,(*node %d*) Point[{,(*b*){<>Can't open %s /%s/%swidth > 0!(q->l)ii < 1<= 0q->qts[ii]q->n == 1!(q->qts)q->lGraphics3D[{}, PlotRange -> All] iq >= 0info= key= l->key= r->key= p->key= red=%i Assertion Failed: %s ingraphs: NULL graph reader #%2x%2x%2x%2x%lf%lf%lfX11/%.03f %.03f %.03f %.03f#%02x%02x%02x%02xaband_u1 >= aband_umq.cA->n == nncluster <= nassignment[i] < nclusterassignment[jj] < nclusterncluster = %d, mq = %f clustering.cn == A->nmaxgain=%f, merge %d, %d verbose=%d n < target 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