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EUBt t E ^_]ËBDt{uF@D$$rEMA@9lj.Ⱦ9(9tEt$|$$uMA@9~؃9~댉t$MAD$Љ$ xUWVUSblUE$EEE:EPBJX~ B`@uE0EEЅɉEuE@t t tE$ E܃l[^_]ËuF $D$YME܋Ap(tF vuEEH9MAEEEE}ԋPB`EEEE9M~ԋE̅u"}܉<$E8w : M܉D$A$iEE;P.} |$M܋A$0EEԋM;A|wM΃t$u4$}tw1u;~}GU1UċMUċAуL$M܋AM؋$E;x|}؋u܃|$F$0}؋}O4$,y }܋U؉D$G$ME;x.}EEȋEMUȉD$AуL$M܋AM؋$EE;x|H}M܋G@`t$D$EЉD$ G}؉D$A$EEKUWV }GD$G $EGMD$ G D$GD$A$wW 9G(<t-9~E$~1҃?uƒV E ^_]Ét$MA$W UE8t $É$DUE8t $É$ UWVSE,EEu-N+DD$/4$8t PU4$A*ME$%**U,E YU*މ$^T$Lu,[^_]Ë AD$D$<$D$ E D$ $ $ D$ZmTEU8]u}4$ET$|$$t$<$xE t$$%4$]u}]%s >> Input file: rinput file %s is open The file %s not found .ext.ine.xxx.ead.iad.dex.ecd.icd.ddlsub.ine.lps.solvedintegerrationalrealhulldebugpartial_enumequalitylinearitymaximizeminimizecost(%5ld) =%lfnewpos1[%ld]=%ld, newpos2[newpos1[%ld]]=%ld , * Warning: there are inconsistencies in linearity setting. H-representationV-representationbegin%ld %ld %ssize = %ld x %ld Number Type = %s end'end' missing or illegal extra data: %s a(%3ld,%5ld) = begin %ld %ld real end WriteAmatrix: The requested matrix is empty WriteBmatrix: The requested matrix is empty %ld %ld %ld %ld : WriteSetFamily: The requested family is empty linearity %ld %ldminimize maximize V-representation H-representation WriteMatrix: The requested matrix is empty WriteLP: The requested lp is empty % .9E %2ldicd_file: Incidence of inequalities and generators ecd_file: Incidence of generators and inequalities iad_file: Adjacency of inequalities ead_file: Adjacency of generators Version 0.94b (August 25, 2005)* cddlib: a double description library:%s C double* compiled for %s arithmetic. Copyright (C) 1996, Komei Fukuda, fukuda@ifor.math.ethz.ch* %s * Computation started at %s* ended at %s* Total processor time = %ld seconds * = %ld h %ld m %ld s *--- Statistics of pivots --- f0 = %ld (float basis finding pivots) fc = %ld (float CC pivots) f1 = %ld (float dual simplex phase I pivots) f2 = %ld (float dual simplex phase II pivots) f3 = %ld (float anticycling CC pivots) * LP solver: * Redundancy cheking solver: * Lexicographic pivot: on off DualSimplex Criss-Cross * roworder: minindex maxindex mincutoff maxcutoff mixcutoff lexmin lexmax random %d *Computation completed at Iteration %4ld because the region found empty. *Computation completed at Iteration %4ld. *Input Error: Input matrix is too large: *Please increase MMAX and/or NMAX in the source code and recompile. *Input Error: Input format is not correct. *Format: begin m n NumberType(real, rational or integer) b -A end *Input Error: Input matrix has a negative size: *Please check rowsize or colsize. *Input Error: V-representation is empty: *cddlib does not accept this trivial case for which output can be any inconsistent system. *Input Error: H-representation is empty. *Input Error: Representation is empty. *Input Error: Specified input file does not exist. *Output Error: Specified output file cannot be opened. *LP Error: No LP objective (max or min) is set. *LP Error: The binary (with GMP Rational) does not support Real number input. : Use a binary compiled without -DGMPRATIONAL option. *Error: A function is called with H-rep which does not support an H-representation. *Error: A function is called with V-rep which does not support an V-representation. *Error: The function called cannot handle linearity. *Error: Specified row index is out of range *Error: Specified column index is out of range *Error: Possibly an LP cycling occurs. Use the Criss-Cross method. *Error: Numerical inconsistency is found. 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U p: ` i |   i t   Kc '1S WE    _dd_SetInputFile___i686.get_pc_thunk.bx_dd_SetWriteFileName_dd_GetNumberType_dd_ProcessCommandLine_dd_AppendMatrix2Poly_dd_MatrixCopy_dd_CopyMatrix_dd_MatrixNormalizedCopy_dd_MatrixAppend_dd_MatrixNormalizedSortedCopy_dd_MatrixUniqueCopy_dd_MatrixNormalizedSortedUniqueCopy_dd_MatrixSortedUniqueCopy_dd_AppendMatrix_dd_MatrixAppendTo_dd_MatrixRowRemove_dd_MatrixRowRemove2_dd_MatrixSubmatrix_dd_MatrixSubmatrix2_dd_MatrixSubmatrix2L_dd_MatrixRowsRemove_dd_MatrixRowsRemove2_dd_MatrixShiftupLinearity_dd_CreatePolyhedraData_dd_InitializeConeData_dd_ConeDataLoad_dd_SetLinearity_dd_PolyFile2Matrix_dd_DDMatrix2Poly_dd_DDMatrix2Poly2_dd_MatrixIntegerFilter_dd_CopyRay_dd_WriteRay_dd_WriteArow_dd_WriteAmatrix_dd_WriteBmatrix_dd_WriteSetFamily_dd_WriteSetFamilyCompressed_dd_WriteMatrix_dd_WriteLP_dd_SnapToInteger_dd_WriteReal_dd_WriteNumber_dd_WriteIncidence_dd_WriteAdjacency_dd_ComputeAinc_dd_InputAdjacentQ_dd_WriteInputIncidence_dd_WriteInputAdjacency_dd_WriteProgramDescription_dd_WriteTimes_dd_WriteDDTimes_dd_WriteLPTimes_dd_WriteLPStats_dd_WriteLPMode_dd_WriteRunningMode_dd_WriteCompletionStatus_dd_WritePolyFile_dd_WriteErrorMessages_dd_CopyIncidence_dd_CopyInputIncidence_dd_CopyAdjacency_dd_CopyInputAdjacency_dd_CopyOutput_dd_CopyInput_dd_CopyGenerators_dd_CopyInequalities_dd_sread_rational_value_dd_fread_rational_value___i686.get_pc_thunk.axdyld_stub_binding_helper_dd_choiceLexicoPivotQ_dd_choiceRedcheckAlgorithm_dd_choiceLPSolverDefault_dd_statStartTime_dd_statACpivots_dd_statDS2pivots_dd_statDS1pivots_dd_statCCpivots_dd_statBApivots_dd_purezero_dd_one_dd_debug___sF_strchr_set_uni_set_compl_dd_CheckAdjacency_dd_CreateSetFamily_time_asctime_localtime_set_int_set_subset_dd_EqualToZero_ddd_add_ddd_mul_dd_FreeSetFamily_dd_Positive_ddd_get_d_set_fwrite_compl_set_fwrite_putc_fputc_ddd_div_dd_DoubleDescription2_dd_DoubleDescription_dd_Nonzero_feof_atol_strtok_dd_InitializeBmatrix_dd_InitializeArow_dd_InitializeAmatrix_malloc_set_free_set_initialize_set_card_set_delelem_dd_FreeArow_printf_set_emptyset_dd_PermutePartialCopyAmatrix_dd_UniqueRows_dd_PermuteCopyAmatrix_dd_QuickSort_dd_RandomPermutation_set_addelem_set_member_dd_CopyNormalizedAmatrix_set_copy_dd_CopyArow_dd_CopyAmatrix_dd_CreateMatrix_dd_FreeMatrix_dd_FreePolyhedra_ddd_clear_ddd_set_ddd_set_d_fscanf_fgets_ddd_init_strcmp_strcat_bzero_fprintf_fopen_free_strcpy_strncpy_calloc_getchar_scanf_fwrite_d_last.0_a.1_common.2_lastn.3 #1/12 1200775623 0 0 100644 3476 ` cddmp.o   __text__TEXT A__data__DATA__literal8__TEXT__literal4__TEXT__const__DATA0__picsymbolstub2__TEXT K@__la_sym_ptr2__DATAk t __nl_symbol_ptr__DATAx8__textcoal_nt__TEXT  @ #  P UWVS4$6$($$ <$$Z}ZyuqmZt$$[^_]UZEU]ÐUE EÐUM EU*M EU1ɉQE*U PE,$]M^ÐUEE XEÐUE E\EÐUEE YEÐUE E^EÐUE EfWÐUZE ^EÐUEZE \f.wUREZZf.wÐUEHz>??F⍀FP1⍀1P⍀P-F_$Ë$Ë$ú ~z cZV I62 '     x |       x p d ^V PH B: 4, &   G" AsW9sW3 ." 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(Initially added rows ) = and add its negative also. add an initial ray with zero set:**stdin**stdoutwoutput file %s is open The output file %s cannot be opened rinput file %s is open The input file %s not found ⍀P⍀P⍀P⍀P|⍀Phc⍀POJ⍀P61⍀Pm⍀mPX⍀XPC⍀CP.⍀.P⍀P⍀P⍀Pni⍀PUP⍀P<7⍀P#⍀P ⍀Pq⍀qP\⍀\PG⍀GP2⍀2P⍀Pto⍀P[V⍀PB=⍀P)$⍀P ⍀P⍀P⍀Pu⍀uP`⍀`PK⍀KPzu6⍀6Pa\!⍀!PHC ⍀ P/*⍀P⍀P⍀P⍀P(AZs ";Tm5Ng/Haz)$Ë$m \ = R = D 3 = ) =   =  = =  = =  = ^ S K C , "        =  = p = a = B = 9  %     v a I 5 -  kS?7'q]` K1 K~ KxlK^8K KKKwKgNK9&KKKKla0K K KKKKKKK}pKSKG   kX J *    f^H !! H  H  H  H  H  H zrl gH arYrS NH HY@Y: 5H /@'@! 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FirstRay in not nil. Illegal Call Create the artificial ray pointer *Work of iteration %5ld(/%ld): %4ld/%4ld => %4.1f%% left Warning: dd_UpdateEdges called with NULL pointer(s) Procedure dd_MatrixRank: pivot on (r,s) =(%ld, %ld). Procedure dd_FindBasis: pivot on (r,s) =(%ld, %ld). Equality set is dependent. Equality Set and an initial basis: Linearity Dimension = %ld dd_FindInitialRays: rank of Amatrix = %ld Equal records found !!!! Check equality of two rays CreatNewRay: dd_Normalized ray =CreatNewRay: New ray =dd_AValue1 and ABSdd_AValue2 and ABSCreatNewRay: Ray1 =CreatNewRay: Ray2 =Error. Artificial Ray does not point to FirstRay!!! Error at dd_DeleteNegativeRays: ArtificialRay does not point the FirstRay. 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(%ld, %ld) bflag[%ld] is set to %ld dd_FindDualFeasibleBasis: Numerical Inconsistency detected. DualSimplex Phase I: the auxiliary variable entered the basis (# pivots = %ld). Go to phase II dd_FindDualFeasibleBasis: make a %ld-th pivot on %ld %ld dd_FindDualFeasibleBasis: Numerical Inconsistency detected (r_val is 0). dd_FindDualFeasibleBasis: make the %ld-th pivot on %ld %ld to force the auxiliary variable to enter the basis. dd_FindDualFeasibleBasis: the auxiliary variable was forced to enter the basis (# pivots = %ld). -- objrow %ld, ms %ld entry: ->The basis is dual inconsistent. Terminate. ->The basis is feasible. Go to phase II. max number %ld of pivots performed in Phase I. Switch to the anticycling phase. Store the current feasible basis: dd_FindDualFeasibleBasis: Pivot on %ld %ld. dd_FindDualFeasibleBasis: curruent basis is not dual feasible. because of the column %ld assoc. with var %ld dual cost = dd_FindDualFeasibleBasis: the starting dictionary.Phase I failed and thus switch to the Criss-Cross method dd_DualSimplexMaximize: The current dictionary. dd_DualSimplexMaximize: Store the current feasible basis:max number %ld of pivots performed by the criss-cross method. Most likely due to the floating-point arithmetics error. * cdd LP solver result * #constraints = %ld * #variables = %ld * number of pivot operations = %ld (ph0 = %ld, ph1 = %ld, ph2 = %ld, ph3 = %ld, ph4 = %ld) * LP status: a dual pair (x,y) of optimal solutions found. primal_solution begin %3ld : dual_solution optimal_value : end * LP status: LP is dual inconsistent. * The linear combination of columns with * the following coefficients will prove the dual inconsistency. * (It is also an unbounded direction for the primal LP.) primal_direction * LP status: LP is inconsistent. * The positive combination of original inequalities with * the following coefficients will prove the inconsistency. dual_direction * Objective function is X[%3ld] +* minimization is chosen * no objective type (max or min) is chosen * maximization is chosen * Algorithm: dual simplex algorithm * Algorithm: criss-cross method Warning: RayShooting is called with a direction with first coordinate not 0. Warning: RayShooting is called with a point with first coordinate not 1. 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