

Reading the command file, zdrive.inp.phg.fixed07
Input values:
  Zoltan version 3.601
  zdrive version 1.0
  Total number of Processors = 4

  Performing load balance using hypergraph.
	Parameters:
		lb_approach partition
		hypergraph_package phg
		phg_output_level 1
		phg_coarsening_limit 1
		num_global_parts 7
		phg_coarsepartition_method linear
		remap 0

  Initially distribute input objects in linear fashion (first n/p to process 0, etc).

  Distribute pins so each process gets full rows.
##########################################################
ZOLTAN Load balancing method = 11 (HYPERGRAPH)
Starting iteration 1

BEFORE load balancing
DRIVER EVAL:  load:  max 7.000000  min 6.000000  sum 25.000000
DRIVER EVAL:  objs:  max 7  min 6  sum 25
DRIVER EVAL:  cuts:  max 12  min 6  sum 36

Zoltan_LB_Eval_Balance  Part count: 7 requested, 4 actual , 4 non-empty
Zoltan_LB_Eval_Balance  Statistics with respect to 4 parts: 
Zoltan_LB_Eval_Balance                             Min      Max      Sum  Imbalance
Zoltan_LB_Eval_Balance  Number of objects  :         6        7       25     1.960



Zoltan_LB_Eval_Graph  Part count: 7 requested, 4 actual, 4 non-empty
Zoltan_LB_Eval_Graph  Statistics with respect to 4 parts: 
Zoltan_LB_Eval_Graph                             Min      Max      Sum  Imbalance
Zoltan_LB_Eval_Graph  Number of objects  :         6        7       25     1.96

Zoltan_LB_Eval_Graph  Statistics with respect to 4 parts: 
Zoltan_LB_Eval_Graph                                    Min      Max    Average    Sum
Zoltan_LB_Eval_Graph  Num boundary objects      :         5        6      5.5       22
Zoltan_LB_Eval_Graph  Number of cut edges       :         6       12        9       36
Zoltan_LB_Eval_Graph  Num Nbor Parts            :         1        2      1.5        6



Zoltan_LB_Eval_HG  Part count: 7 requested, 4 actual, 4 non-empty
Zoltan_LB_Eval_HG  Statistics with respect to 4 parts: 
Zoltan_LB_Eval_HG                            Min      Max     Sum  Imbalance
Zoltan_LB_Eval_HG  Number of objects :         6        7       25   1.960
Zoltan_LB_Eval_HG  Object weight     :         6        7       25   1.960

Zoltan_LB_Eval_HG  CUTN (Sum_edges( (#parts(edge)>1)*ewgt )):   22.000
Zoltan_LB_Eval_HG  CUTL (Sum_edges( (#parts(edge)-1)*ewgt )):   30.000
Zoltan_LB_Eval_HG  CUTL-MAX (Max_parts( comm. volume ):         10.000


Build configuration:

  ZOLTAN_ID_TYPE: unsigned long (8 bytes)
  ZOLTAN_GNO_TYPE: ssize_t, (8 bytes)
  MPI_Datatype for ZOLTAN_ID_TYPE: MPI_UNSIGNED_LONG
  MPI_Datatype for ZOLTAN_GNO_TYPE: MPI_LONG
  Third party library: ParMetis version 3.1
  Third party library: PTScotch   Third party library: Scotch 
ZOLTAN Parameter IMBALANCE_TOL[0] = 1.100000
ZOLTAN Parameter AUTO_MIGRATE = FALSE
ZOLTAN Parameter MIGRATE_ONLY_PROC_CHANGES = 1
ZOLTAN Parameter OBJ_WEIGHT_DIM = 0
ZOLTAN Parameter EDGE_WEIGHT_DIM = 0
ZOLTAN Parameter DEBUG_LEVEL = 1
ZOLTAN Parameter DEBUG_PROCESSOR = 0
ZOLTAN Parameter DETERMINISTIC = TRUE
ZOLTAN Parameter TIMER = 1 (wall)
ZOLTAN Parameter NUM_GID_ENTRIES = 1
ZOLTAN Parameter NUM_LID_ENTRIES = 1
ZOLTAN Parameter RETURN_LISTS = IMPORT AND EXPORT
ZOLTAN Parameter NUM_GLOBAL_PARTS = 7
ZOLTAN Parameter NUM_LOCAL_PARTS = -1
ZOLTAN Parameter REMAP = 0
ZOLTAN Parameter SEED = 1220988223 (1220988223)
ZOLTAN Parameter LB_APPROACH = PARTITION
ZOLTAN Parameter HYPERGRAPH_PACKAGE = PHG
ZOLTAN Parameter PHG_MULTILEVEL = 1
ZOLTAN Parameter PHG_CUT_OBJECTIVE = connectivity
ZOLTAN Parameter PHG_OUTPUT_LEVEL = 1
ZOLTAN Parameter FINAL_OUTPUT = 0
ZOLTAN Parameter CHECK_GRAPH = 0
ZOLTAN Parameter CHECK_HYPERGRAPH = 0
ZOLTAN Parameter PHG_NPROC_VERTEX = -1
ZOLTAN Parameter PHG_NPROC_EDGE = -1
ZOLTAN Parameter PHG_COARSENING_LIMIT = 1
ZOLTAN Parameter PHG_COARSENING_NCANDIDATE = 100
ZOLTAN Parameter PHG_COARSENING_METHOD = agg
ZOLTAN Parameter PHG_COARSENING_METHOD_FAST = l-ipm
ZOLTAN Parameter PHG_VERTEX_VISIT_ORDER = 0
ZOLTAN Parameter PHG_EDGE_SCALING = 0
ZOLTAN Parameter PHG_VERTEX_SCALING = 0
ZOLTAN Parameter PHG_COARSEPARTITION_METHOD = LINEAR
ZOLTAN Parameter PHG_REFINEMENT_METHOD = fm2
ZOLTAN Parameter PHG_DIRECT_KWAY = 0
ZOLTAN Parameter PHG_REFINEMENT_LOOP_LIMIT = 10
ZOLTAN Parameter PHG_REFINEMENT_MAX_NEG_MOVE = 250
ZOLTAN Parameter PHG_REFINEMENT_QUALITY = 1.000000
ZOLTAN Parameter PHG_USE_TIMERS = 0
ZOLTAN Parameter USE_TIMERS = 0
ZOLTAN Parameter PHG_EDGE_SIZE_THRESHOLD = 0.250000
ZOLTAN Parameter PHG_MATCH_EDGE_SIZE_THRESHOLD = 500
ZOLTAN Parameter PHG_BAL_TOL_ADJUSTMENT = 0.700000
ZOLTAN Parameter PHG_EDGE_WEIGHT_OPERATION = max
ZOLTAN Parameter PARKWAY_SERPART = patoh
ZOLTAN Parameter ADD_OBJ_WEIGHT = none
ZOLTAN Parameter PHG_RANDOMIZE_INPUT = 0
ZOLTAN Parameter PHG_PROCESSOR_REDUCTION_LIMIT = 0.000000
ZOLTAN Parameter PHG_REPART_MULTIPLIER = 100.000000
ZOLTAN Parameter HYBRID_REDUCTION_FACTOR = 0.100000
ZOLTAN Parameter HYBRID_REDUCTION_LEVELS = 2147483647
ZOLTAN Parameter PATOH_ALLOC_POOL0 = 0
ZOLTAN Parameter PATOH_ALLOC_POOL1 = 0
| 0/ 4|: ( 0, 0)/[ 2, 2] ->START   0 |V|=    12 |E|=    12 #pins=    27 1/agg/LINEAR/fm2 p=2...
| 1/ 4|: ( 1, 0)/[ 2, 2] ->START   0 |V|=    13 |E|=    12 #pins=    24 1/agg/LINEAR/fm2 p=2...
| 2/ 4|: ( 0, 1)/[ 2, 2] ->START   0 |V|=    12 |E|=    13 #pins=    23 1/agg/LINEAR/fm2 p=2...
| 3/ 4|: ( 1, 1)/[ 2, 2] ->START   0 |V|=    13 |E|=    13 #pins=    31 1/agg/LINEAR/fm2 p=2...
| 0/ 4|: ( 0, 0)/[ 2, 2] ->START   1 |V|=     4 |E|=    10 #pins=    12 1/agg/LINEAR/fm2 p=2...
| 1/ 4|: ( 1, 0)/[ 2, 2] ->START   1 |V|=     5 |E|=    10 #pins=    16 1/agg/LINEAR/fm2 p=2...
| 2/ 4|: ( 0, 1)/[ 2, 2] ->START   1 |V|=     4 |E|=    10 #pins=    13 1/agg/LINEAR/fm2 p=2...
| 3/ 4|: ( 1, 1)/[ 2, 2] ->START   1 |V|=     5 |E|=    10 #pins=    17 1/agg/LINEAR/fm2 p=2...
| 1/ 4|: ( 1, 0)/[ 2, 2] ->START   2 |V|=     3 |E|=     2 #pins=     3 1/agg/LINEAR/fm2 p=2...
| 3/ 4|: ( 1, 1)/[ 2, 2] ->START   2 |V|=     3 |E|=     9 #pins=    16 1/agg/LINEAR/fm2 p=2...
| 0/ 4|: ( 0, 0)/[ 2, 2] ->START   2 |V|=     2 |E|=     2 #pins=     1 1/agg/LINEAR/fm2 p=2...
| 2/ 4|: ( 0, 1)/[ 2, 2] ->START   2 |V|=     2 |E|=     9 #pins=     8 1/agg/LINEAR/fm2 p=2...
| 1/ 4|: ( 1, 0)/[ 2, 2] ->START   3 |V|=     3 |E|=     2 #pins=     3 1/agg/LINEAR/fm2 p=2...
| 3/ 4|: ( 1, 1)/[ 2, 2] ->START   3 |V|=     3 |E|=     9 #pins=    16 1/agg/LINEAR/fm2 p=2...
| 0/ 4|: ( 0, 0)/[ 2, 2] ->START   3 |V|=     2 |E|=     2 #pins=     1 1/agg/LINEAR/fm2 p=2...
| 2/ 4|: ( 0, 1)/[ 2, 2] ->START   3 |V|=     2 |E|=     9 #pins=     8 1/agg/LINEAR/fm2 p=2...
| 0/ 4|: ( 0, 0)/[ 2, 2] ->Local Ratio Cut= 17.89   Global Ratio Cut= 12.33
| 1/ 4|: ( 1, 0)/[ 2, 2] ->Local Ratio Cut= 17.89   Global Ratio Cut= 12.33
| 2/ 4|: ( 0, 1)/[ 2, 2] ->Local Ratio Cut= 12.33   Global Ratio Cut= 12.33
| 3/ 4|: ( 1, 1)/[ 2, 2] ->Local Ratio Cut= 17.89   Global Ratio Cut= 12.33
| 0/ 4|: ( 0, 0)/[ 2, 2] ->FINAL   3 |V|=     2 |E|=     2 #pins=     1 1/agg/LINEAR/fm2 p=2 bal=1.03 cutl=12.00
| 1/ 4|: ( 1, 0)/[ 2, 2] ->FINAL   3 |V|=     3 |E|=     2 #pins=     3 1/agg/LINEAR/fm2 p=2 bal=1.03 cutl=12.00
| 2/ 4|: ( 0, 1)/[ 2, 2] ->FINAL   3 |V|=     2 |E|=     9 #pins=     8 1/agg/LINEAR/fm2 p=2 bal=1.03 cutl=12.00
| 3/ 4|: ( 1, 1)/[ 2, 2] ->FINAL   3 |V|=     3 |E|=     9 #pins=    16 1/agg/LINEAR/fm2 p=2 bal=1.03 cutl=12.00
| 0/ 4|: ( 0, 0)/[ 2, 2] ->FINAL   2 |V|=     2 |E|=     2 #pins=     1 1/agg/LINEAR/fm2 p=2 bal=1.03 cutl=12.00
| 1/ 4|: ( 1, 0)/[ 2, 2] ->FINAL   2 |V|=     3 |E|=     2 #pins=     3 1/agg/LINEAR/fm2 p=2 bal=1.03 cutl=12.00
| 2/ 4|: ( 0, 1)/[ 2, 2] ->FINAL   2 |V|=     2 |E|=     9 #pins=     8 1/agg/LINEAR/fm2 p=2 bal=1.03 cutl=12.00
| 3/ 4|: ( 1, 1)/[ 2, 2] ->FINAL   2 |V|=     3 |E|=     9 #pins=    16 1/agg/LINEAR/fm2 p=2 bal=1.03 cutl=12.00
| 0/ 4|: ( 0, 0)/[ 2, 2] ->FINAL   1 |V|=     4 |E|=    10 #pins=    12 1/agg/LINEAR/fm2 p=2 bal=1.03 cutl=12.00
| 1/ 4|: ( 1, 0)/[ 2, 2] ->FINAL   1 |V|=     5 |E|=    10 #pins=    16 1/agg/LINEAR/fm2 p=2 bal=1.03 cutl=12.00
| 2/ 4|: ( 0, 1)/[ 2, 2] ->FINAL   1 |V|=     4 |E|=    10 #pins=    13 1/agg/LINEAR/fm2 p=2 bal=1.03 cutl=12.00
| 3/ 4|: ( 1, 1)/[ 2, 2] ->FINAL   1 |V|=     5 |E|=    10 #pins=    17 1/agg/LINEAR/fm2 p=2 bal=1.03 cutl=12.00
| 0/ 4|: ( 0, 0)/[ 2, 2] ->FINAL   0 |V|=    12 |E|=    12 #pins=    27 1/agg/LINEAR/fm2 p=2 bal=1.03 cutl=12.00
| 1/ 4|: ( 1, 0)/[ 2, 2] ->FINAL   0 |V|=    13 |E|=    12 #pins=    24 1/agg/LINEAR/fm2 p=2 bal=1.03 cutl=12.00
| 2/ 4|: ( 0, 1)/[ 2, 2] ->FINAL   0 |V|=    12 |E|=    13 #pins=    23 1/agg/LINEAR/fm2 p=2 bal=1.03 cutl=12.00
| 3/ 4|: ( 1, 1)/[ 2, 2] ->FINAL   0 |V|=    13 |E|=    13 #pins=    31 1/agg/LINEAR/fm2 p=2 bal=1.03 cutl=12.00
| 1/ 4|: ( 1, 0)/[ 2, 2] ->Rdivide(0, 6): 12.0
| 2/ 4|: ( 0, 1)/[ 2, 2] ->Rdivide(0, 6): 12.0
| 0/ 4|: ( 0, 0)/[ 2, 2] ->Rdivide(0, 6): 12.0
| 3/ 4|: ( 1, 1)/[ 2, 2] ->Rdivide(0, 6): 12.0
| 2/ 4|: ( 0, 1)/[ 2, 2] ->Left: H(8, 9, 16) ----> H(0, 0, 0) Weights=(14.00, 11.00)
| 3/ 4|: ( 1, 1)/[ 2, 2] ->Left: H(6, 9, 11) ----> H(0, 0, 0) Weights=(14.00, 11.00)
| 0/ 4|: ( 0, 0)/[ 2, 2] ->Left: H(8, 10, 16) ----> H(14, 10, 29) Weights=(14.00, 11.00)
| 1/ 4|: ( 1, 0)/[ 2, 2] ->Left: H(6, 10, 15) ----> H(14, 9, 29) Weights=(14.00, 11.00)
| 1/ 4|: ( 1, 0)/[ 2, 2] ->Right: H(7, 6, 9) ----> H(0, 0, 0) Weights=(14.00, 11.00)
| 1/ 4|: ( 1, 0)/[ 2, 2] ->Left: H(14, 9, 29) OldI: 1.10 NewI: 1.12
| 0/ 4|: ( 0, 0)/[ 2, 2] ->Right: H(4, 6, 9) ----> H(0, 0, 0) Weights=(14.00, 11.00)
| 0/ 4|: ( 0, 0)/[ 2, 2] ->Left: H(14, 10, 29) OldI: 1.10 NewI: 1.12
| 2/ 4|: ( 0, 1)/[ 2, 2] ->Right: H(4, 7, 5) ----> H(11, 7, 24) Weights=(14.00, 11.00)
| 3/ 4|: ( 1, 1)/[ 2, 2] ->Right: H(7, 7, 19) ----> H(11, 6, 18) Weights=(14.00, 11.00)
| 2/ 4|: ( 0, 1)/[ 2, 2] ->Right: H(11, 7, 24) OldI: 1.10 NewI: 1.07
| 0/ 4|: ( 0, 0)/[ 1, 2] ->START   0 |V|=    14 |E|=    10 #pins=    29 1/agg/LINEAR/fm2 p=2...
| 3/ 4|: ( 1, 1)/[ 2, 2] ->Right: H(11, 6, 18) OldI: 1.10 NewI: 1.07
| 1/ 4|: ( 0, 1)/[ 1, 2] ->START   0 |V|=    14 |E|=     9 #pins=    29 1/agg/LINEAR/fm2 p=2...
| 2/ 4|: ( 0, 0)/[ 1, 2] ->START   0 |V|=    11 |E|=     7 #pins=    24 1/agg/LINEAR/fm2 p=2...
| 3/ 4|: ( 0, 1)/[ 1, 2] ->START   0 |V|=    11 |E|=     6 #pins=    18 1/agg/LINEAR/fm2 p=2...
| 2/ 4|: ( 0, 0)/[ 1, 2] ->START   1 |V|=     6 |E|=     5 #pins=    15 1/agg/LINEAR/fm2 p=2...
| 3/ 4|: ( 0, 1)/[ 1, 2] ->START   1 |V|=     6 |E|=     5 #pins=    12 1/agg/LINEAR/fm2 p=2...
| 0/ 4|: ( 0, 0)/[ 1, 2] ->START   1 |V|=     7 |E|=     9 #pins=    26 1/agg/LINEAR/fm2 p=2...
| 1/ 4|: ( 0, 1)/[ 1, 2] ->START   1 |V|=     7 |E|=     4 #pins=     9 1/agg/LINEAR/fm2 p=2...
| 2/ 4|: ( 0, 0)/[ 1, 2] ->START   2 |V|=     6 |E|=     5 #pins=    15 1/agg/LINEAR/fm2 p=2...
| 3/ 4|: ( 0, 1)/[ 1, 2] ->START   2 |V|=     6 |E|=     5 #pins=    12 1/agg/LINEAR/fm2 p=2...
| 2/ 4|: ( 0, 0)/[ 1, 2] ->Local Ratio Cut= 6.60   Global Ratio Cut= 6.60
| 3/ 4|: ( 0, 1)/[ 1, 2] ->Local Ratio Cut= 6.60   Global Ratio Cut= 6.60
| 1/ 4|: ( 0, 1)/[ 1, 2] ->START   2 |V|=     6 |E|=     7 #pins=    16 1/agg/LINEAR/fm2 p=2...
| 0/ 4|: ( 0, 0)/[ 1, 2] ->START   2 |V|=     6 |E|=     6 #pins=    17 1/agg/LINEAR/fm2 p=2...
| 0/ 4|: ( 0, 0)/[ 1, 2] ->Local Ratio Cut= 9.00   Global Ratio Cut= 9.00
| 1/ 4|: ( 0, 1)/[ 1, 2] ->Local Ratio Cut= 9.00   Global Ratio Cut= 9.00
| 2/ 4|: ( 0, 0)/[ 1, 2] ->FINAL   2 |V|=     6 |E|=     5 #pins=    15 1/agg/LINEAR/fm2 p=2 bal=1.09 cutl=6.00
| 3/ 4|: ( 0, 1)/[ 1, 2] ->FINAL   2 |V|=     6 |E|=     5 #pins=    12 1/agg/LINEAR/fm2 p=2 bal=1.09 cutl=6.00
| 1/ 4|: ( 0, 1)/[ 1, 2] ->FINAL   2 |V|=     6 |E|=     7 #pins=    16 1/agg/LINEAR/fm2 p=2 bal=1.00 cutl=9.00
| 0/ 4|: ( 0, 0)/[ 1, 2] ->FINAL   2 |V|=     6 |E|=     6 #pins=    17 1/agg/LINEAR/fm2 p=2 bal=1.00 cutl=9.00
| 2/ 4|: ( 0, 0)/[ 1, 2] ->FINAL   1 |V|=     6 |E|=     5 #pins=    15 1/agg/LINEAR/fm2 p=2 bal=1.09 cutl=6.00
| 3/ 4|: ( 0, 1)/[ 1, 2] ->FINAL   1 |V|=     6 |E|=     5 #pins=    12 1/agg/LINEAR/fm2 p=2 bal=1.09 cutl=6.00
| 0/ 4|: ( 0, 0)/[ 1, 2] ->FINAL   1 |V|=     7 |E|=     9 #pins=    26 1/agg/LINEAR/fm2 p=2 bal=1.00 cutl=9.00
| 1/ 4|: ( 0, 1)/[ 1, 2] ->FINAL   1 |V|=     7 |E|=     4 #pins=     9 1/agg/LINEAR/fm2 p=2 bal=1.00 cutl=9.00
| 2/ 4|: ( 0, 0)/[ 1, 2] ->FINAL   0 |V|=    11 |E|=     7 #pins=    24 1/agg/LINEAR/fm2 p=2 bal=1.09 cutl=6.00
| 3/ 4|: ( 0, 1)/[ 1, 2] ->FINAL   0 |V|=    11 |E|=     6 #pins=    18 1/agg/LINEAR/fm2 p=2 bal=1.09 cutl=6.00
| 2/ 4|: ( 0, 0)/[ 1, 2] ->Rdivide(4, 6): 6.0
| 3/ 4|: ( 0, 1)/[ 1, 2] ->Rdivide(4, 6): 6.0
| 2/ 4|: ( 0, 0)/[ 1, 2] ->Left: H(7, 3, 10) OldI: 1.07 NewI: 1.12
| 3/ 4|: ( 0, 1)/[ 1, 2] ->Left: H(7, 6, 14) OldI: 1.07 NewI: 1.12
| 2/ 4|: ( 0, 0)/[ 1, 2] ->START   0 |V|=     7 |E|=     3 #pins=    10 1/agg/LINEAR/fm2 p=2...
| 3/ 4|: ( 0, 1)/[ 1, 2] ->START   0 |V|=     7 |E|=     6 #pins=    14 1/agg/LINEAR/fm2 p=2...
| 0/ 4|: ( 0, 0)/[ 1, 2] ->FINAL   0 |V|=    14 |E|=    10 #pins=    29 1/agg/LINEAR/fm2 p=2 bal=1.00 cutl=9.00
| 1/ 4|: ( 0, 1)/[ 1, 2] ->FINAL   0 |V|=    14 |E|=     9 #pins=    29 1/agg/LINEAR/fm2 p=2 bal=1.00 cutl=9.00
| 0/ 4|: ( 0, 0)/[ 1, 2] ->Rdivide(0, 3): 9.0
| 1/ 4|: ( 0, 1)/[ 1, 2] ->Rdivide(0, 3): 9.0
| 0/ 4|: ( 0, 0)/[ 1, 2] ->Left: H(7, 5, 13) ----> H(7, 11, 25) Weights=(7.00, 7.00)
| 1/ 4|: ( 0, 1)/[ 1, 2] ->Left: H(7, 6, 12) ----> H(0, 0, 0) Weights=(7.00, 7.00)
| 2/ 4|: ( 0, 0)/[ 1, 2] ->START   1 |V|=     7 |E|=     4 #pins=     9 1/agg/LINEAR/fm2 p=2...
| 3/ 4|: ( 0, 1)/[ 1, 2] ->START   1 |V|=     7 |E|=     5 #pins=    15 1/agg/LINEAR/fm2 p=2...
| 2/ 4|: ( 0, 0)/[ 1, 2] ->Local Ratio Cut= 5.83   Global Ratio Cut= 5.83
| 3/ 4|: ( 0, 1)/[ 1, 2] ->Local Ratio Cut= 5.83   Global Ratio Cut= 5.83
| 0/ 4|: ( 0, 0)/[ 1, 2] ->Right: H(7, 5, 13) ----> H(0, 0, 0) Weights=(7.00, 7.00)
| 0/ 4|: ( 0, 0)/[ 1, 2] ->Left: H(7, 11, 25) OldI: 1.12 NewI: 1.12
| 0/ 4|: ( 0, 0)/[ 1, 1] ->START   0 |V|=     7 |E|=    11 #pins=    25 1/agg/LINEAR/fm2 p=2...
| 1/ 4|: ( 0, 1)/[ 1, 2] ->Right: H(7, 7, 15) ----> H(7, 12, 28) Weights=(7.00, 7.00)
| 1/ 4|: ( 0, 1)/[ 1, 2] ->Right: H(7, 12, 28) OldI: 1.12 NewI: 1.12
| 1/ 4|: ( 0, 0)/[ 1, 1] ->START   0 |V|=     7 |E|=    12 #pins=    28 1/agg/LINEAR/fm2 p=2...
| 2/ 4|: ( 0, 0)/[ 1, 2] ->FINAL   1 |V|=     7 |E|=     4 #pins=     9 1/agg/LINEAR/fm2 p=2 bal=1.14 cutl=5.00
| 3/ 4|: ( 0, 1)/[ 1, 2] ->FINAL   1 |V|=     7 |E|=     5 #pins=    15 1/agg/LINEAR/fm2 p=2 bal=1.14 cutl=5.00
| 0/ 4|: ( 0, 0)/[ 1, 1] ->START   1 |V|=     7 |E|=     9 #pins=    21 1/agg/LINEAR/fm2 p=2...
| 1/ 4|: ( 0, 0)/[ 1, 1] ->START   1 |V|=     7 |E|=    11 #pins=    26 1/agg/LINEAR/fm2 p=2...
| 1/ 4|: ( 0, 0)/[ 1, 1] ->Local Ratio Cut= 8.17   Global Ratio Cut= 8.17
| 1/ 4|: ( 0, 0)/[ 1, 1] ->FINAL   1 |V|=     7 |E|=    11 #pins=    26 1/agg/LINEAR/fm2 p=2 bal=1.14 cutl=7.00
| 0/ 4|: ( 0, 0)/[ 1, 1] ->START   2 |V|=     7 |E|=     9 #pins=    21 1/agg/LINEAR/fm2 p=2...
| 1/ 4|: ( 0, 0)/[ 1, 1] ->FINAL   0 |V|=     7 |E|=    12 #pins=    28 1/agg/LINEAR/fm2 p=2 bal=1.14 cutl=7.00
| 1/ 4|: ( 0, 0)/[ 1, 1] ->Rdivide(2, 3): 7.0
| 0/ 4|: ( 0, 0)/[ 1, 1] ->Local Ratio Cut= 7.00   Global Ratio Cut= 7.00
| 0/ 4|: ( 0, 0)/[ 1, 1] ->FINAL   2 |V|=     7 |E|=     9 #pins=    21 1/agg/LINEAR/fm2 p=2 bal=1.14 cutl=6.00
| 0/ 4|: ( 0, 0)/[ 1, 1] ->FINAL   1 |V|=     7 |E|=     9 #pins=    21 1/agg/LINEAR/fm2 p=2 bal=1.14 cutl=6.00
| 0/ 4|: ( 0, 0)/[ 1, 1] ->FINAL   0 |V|=     7 |E|=    11 #pins=    25 1/agg/LINEAR/fm2 p=2 bal=1.14 cutl=6.00
| 0/ 4|: ( 0, 0)/[ 1, 1] ->Rdivide(0, 1): 6.0
| 2/ 4|: ( 0, 0)/[ 1, 2] ->FINAL   0 |V|=     7 |E|=     3 #pins=    10 1/agg/LINEAR/fm2 p=2 bal=1.14 cutl=5.00
| 3/ 4|: ( 0, 1)/[ 1, 2] ->FINAL   0 |V|=     7 |E|=     6 #pins=    14 1/agg/LINEAR/fm2 p=2 bal=1.14 cutl=5.00
| 2/ 4|: ( 0, 0)/[ 1, 2] ->Rdivide(4, 5): 5.0
| 3/ 4|: ( 0, 1)/[ 1, 2] ->Rdivide(4, 5): 5.0
| 1/ 4|: ( 1, 0)/[ 2, 2] ->FINAL   0 |V|=    13 |E|=    12 #pins=    24 agg/LINEAR/fm2 p=7 bal=1.12 cutl=45.00
| 2/ 4|: ( 0, 1)/[ 2, 2] ->FINAL   0 |V|=    12 |E|=    13 #pins=    23 agg/LINEAR/fm2 p=7 bal=1.12 cutl=45.00
| 0/ 4|: ( 0, 0)/[ 2, 2] ->FINAL   0 |V|=    12 |E|=    12 #pins=    27 agg/LINEAR/fm2 p=7 bal=1.12 cutl=45.00
| 3/ 4|: ( 1, 1)/[ 2, 2] ->FINAL   0 |V|=    13 |E|=    13 #pins=    31 agg/LINEAR/fm2 p=7 bal=1.12 cutl=45.00
Proc 1: Calls to malloc = 2771,  Calls to free = 2771
Proc 2: Calls to malloc = 2670,  Calls to free = 2670
Proc 3: Calls to malloc = 2549,  Calls to free = 2549
Proc 0: Calls to malloc = 3042,  Calls to free = 3042

DRIVER:  Zoltan_LB_Partition time = 0.041327
DRIVER:  new_decomp 1 Min/Max Import: 0 7
DRIVER:  new_decomp 1 Min/Max Export: 2 7
DRIVER:  Total migration time = 0.00196409
0:  All fixed objects are correct.

AFTER load balancing
DRIVER EVAL:  load:  max 7.000000  min 4.000000  sum 25.000000
DRIVER EVAL:  objs:  max 7  min 4  sum 25
DRIVER EVAL:  cuts:  max 15  min 5  sum 46

Zoltan_LB_Eval_Balance  Part count: 7 requested, 7 actual , 7 non-empty
Zoltan_LB_Eval_Balance  Statistics with respect to 7 parts: 
Zoltan_LB_Eval_Balance                             Min      Max      Sum  Imbalance
Zoltan_LB_Eval_Balance  Number of objects  :         3        4       25     1.120



Zoltan_LB_Eval_Graph  Part count: 7 requested, 7 actual, 7 non-empty
Zoltan_LB_Eval_Graph  Statistics with respect to 7 parts: 
Zoltan_LB_Eval_Graph                             Min      Max      Sum  Imbalance
Zoltan_LB_Eval_Graph  Number of objects  :         3        4       25     1.12

Zoltan_LB_Eval_Graph  Statistics with respect to 7 parts: 
Zoltan_LB_Eval_Graph                                    Min      Max    Average    Sum
Zoltan_LB_Eval_Graph  Num boundary objects      :         3        4     3.43       24
Zoltan_LB_Eval_Graph  Number of cut edges       :         5       11     7.71       54
Zoltan_LB_Eval_Graph  Num Nbor Parts            :         4        6     4.86       34



Zoltan_LB_Eval_HG  Part count: 7 requested, 7 actual, 7 non-empty
Zoltan_LB_Eval_HG  Statistics with respect to 7 parts: 
Zoltan_LB_Eval_HG                            Min      Max     Sum  Imbalance
Zoltan_LB_Eval_HG  Number of objects :         3        4       25   1.120
Zoltan_LB_Eval_HG  Object weight     :         3        4       25   1.120

Zoltan_LB_Eval_HG  CUTN (Sum_edges( (#parts(edge)>1)*ewgt )):   24.000
Zoltan_LB_Eval_HG  CUTL (Sum_edges( (#parts(edge)-1)*ewgt )):   45.000
Zoltan_LB_Eval_HG  CUTL-MAX (Max_parts( comm. volume ):         15.000


FILE zdrive.inp.phg.fixed07:  Total:    4.132700e-02 seconds in Partitioning
FILE zdrive.inp.phg.fixed07:  Average:  4.132700e-02 seconds per Iteration
