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out.20
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SU3 with improved KS action
Microcanonical simulation with refreshing
Rational function hybrid Monte Carlo algorithm
MIMD version 7.8.1
Machine = MPI (portable), with 1 nodes
Host(0) = a04n09
Username = gottlieb
start: Thu Feb 22 15:58:55 2018
Options selected...
Generic double precision
C_GLOBAL_INLINE
DBLSTORE_FN
D_FN_GATHER13
FEWSUMS
KS_MULTICG=HYBRID
KS_MULTIFF=FNMAT
VECLENGTH=4
INT_ALG=INT_3G1F
HISQ_REUNIT_ALLOW_SVD
HISQ_REUNIT_SVD_REL_ERROR = 1e-08
HISQ_REUNIT_SVD_ABS_ERROR = 1e-08
HISQ_FORCE_FILTER = 5e-05
HISQ_FF_MULTI_WRAPPER is ON
type 0 for no prompts, 1 for prompts, or 2 for proofreading
nx 20
ny 20
nz 20
nt 20
#node_geometry 1 1 1 1
#ionode_geometry 1 1 1 1
iseed 5682304
n_pseudo 5
load_rhmc_params rat.m013m065m838
beta 5.6
n_dyn_masses 3
dyn_mass 0.013 0.065 0.838
dyn_flavors 2 1 1
u0 0.85535
n_pseudo 5
Loading rational function parameters for phi field 0
naik_term_epsilon 0
# New rational function
# Approximation bounds are [1.000000e-15,9.000000e+01]
# Precision of arithmetic is 75
# Degree of the approximation is (9,9)
# Approximating the function (x+4*0.013000^2)^(2/4) (x+4*0.065000^2)^(1/4) (x+4*0.200000^2)^(-3/4) (x+4*99.900000^2)^(0/4)
# Converged at 1215 iterations, error = 4.464654e-10
# Rational function for MD
y_MD -2 -1 3 0
z_MD 4 4 4 4
m_MD 0.013 0.065 0.2 99.9
order_MD 9
Loading order 9 rational function approximation for MD:
f(x) = (x+4*0.013000^2)^(-2/4) (x+4*0.065000^2)^(-1/4)
(x+4*0.200000^2)^(3/4) (x+4*99.900000^2)^(0/4)
res_MD 1
res_MD 0.00514784
res_MD 0.00612558
res_MD 0.00828319
res_MD 0.0121182
res_MD 0.0189525
res_MD 0.0294186
res_MD 0.0184701
res_MD 0.0126582
res_MD 0.00426269
pole_MD 99.9
pole_MD 0.000707741
pole_MD 0.000998278
pole_MD 0.00180478
pole_MD 0.00374111
pole_MD 0.00819894
pole_MD 0.0169616
pole_MD 0.0369479
pole_MD 0.075128
pole_MD 0.127496
# CHECK: f(1.000000e-15) = 2.698640e+01 = 2.698640e+01?
# New rational function
# Approximation bounds are [1.000000e-15,9.000000e+01]
# Precision of arithmetic is 75
# Degree of the approximation is (11,11)
# Approximating the function (x+4*0.013000^2)^(2/8) (x+4*0.065000^2)^(1/8) (x+4*0.200000^2)^(-3/8) (x+4*99.900000^2)^(0/8)
# Converged at 1458 iterations, error = 3.338720e-12
# Rational function for GR
y_GR 2 1 -3 0
z_GR 8 8 8 8
m_GR 0.013 0.065 0.2 99.9
order_GR 11
Loading order 11 rational function approximation for GR:
f(x) = (x+4*0.013000^2)^(2/8) (x+4*0.065000^2)^(1/8)
(x+4*0.200000^2)^(-3/8) (x+4*99.900000^2)^(0/8)
res_GR 1
res_GR -4.00609e-06
res_GR -1.59992e-05
res_GR -4.46557e-05
res_GR -0.000113141
res_GR -0.000272821
res_GR -0.00061068
res_GR -0.00191397
res_GR -0.00501872
res_GR -0.0107967
res_GR -0.0183603
res_GR -0.0205676
pole_GR 99.9
pole_GR 0.000746657
pole_GR 0.00103376
pole_GR 0.00169328
pole_GR 0.00307417
pole_GR 0.00589412
pole_GR 0.0115793
pole_GR 0.023595
pole_GR 0.0438366
pole_GR 0.0766925
pole_GR 0.119109
pole_GR 0.153573
# CHECK: f(1.000000e-15) = 1.924986e-01 = 1.924986e-01?
# Rational function for FA
y_FA -2 -1 3 0
z_FA 8 8 8 8
m_FA 0.013 0.065 0.2 99.9
order_FA 11
Loading order 11 rational function approximation for FA:
f(x) = (x+4*0.013000^2)^(-2/8) (x+4*0.065000^2)^(-1/8)
(x+4*0.200000^2)^(3/8) (x+4*99.900000^2)^(0/8)
res_FA 1
res_FA 0.000276243
res_FA 0.000526223
res_FA 0.000880659
res_FA 0.00147388
res_FA 0.00250347
res_FA 0.00440441
res_FA 0.0090907
res_FA 0.0111671
res_FA 0.0124877
res_FA 0.0105293
res_FA 0.00437892
pole_FA 99.9
pole_FA 0.000712193
pole_FA 0.000935541
pole_FA 0.00147894
pole_FA 0.00263078
pole_FA 0.00499302
pole_FA 0.00976792
pole_FA 0.0187538
pole_FA 0.0348901
pole_FA 0.0628417
pole_FA 0.102834
pole_FA 0.143271
Loading rational function parameters for phi field 1
# CHECK: f(1.000000e-15) = 5.194844e+00 = 5.194844e+00?
naik_term_epsilon 0
# New rational function
# Approximation bounds are [1.000000e-15,9.000000e+01]
# Precision of arithmetic is 75
# Degree of the approximation is (7,7)
# Approximating the function (x+4*0.200000^2)^(1/4) (x+4*99.900000^2)^(0/4) (x+4*99.900000^2)^(0/4) (x+4*99.900000^2)^(0/4)
# Converged at 327 iterations, error = 2.398230e-07
# Rational function for MD
y_MD -1 0 0 0
z_MD 4 4 4 4
m_MD 0.2 99.9 99.9 99.9
order_MD 7
Loading order 7 rational function approximation for MD:
f(x) = (x+4*0.200000^2)^(-1/4) (x+4*99.900000^2)^(0/4)
(x+4*99.900000^2)^(0/4) (x+4*99.900000^2)^(0/4)
res_MD 0.14923
res_MD 0.046061
res_MD 0.1138
res_MD 0.274536
res_MD 0.687619
res_MD 1.83201
res_MD 5.87481
res_MD 38.0862
pole_MD 99.9
pole_MD 0.185283
pole_MD 0.375399
pole_MD 1.05812
pole_MD 3.40313
pole_MD 11.7405
pole_MD 45.73
pole_MD 283.916
# CHECK: f(1.000000e-15) = 1.581138e+00 = 1.581139e+00?
# New rational function
# Approximation bounds are [1.000000e-15,9.000000e+01]
# Precision of arithmetic is 75
# Degree of the approximation is (9,9)
# Approximating the function (x+4*0.200000^2)^(1/8) (x+4*99.900000^2)^(0/8) (x+4*99.900000^2)^(0/8) (x+4*99.900000^2)^(0/8)
# Converged at 422 iterations, error = 1.700228e-09
# Rational function for GR
y_GR 1 0 0 0
z_GR 8 8 8 8
m_GR 0.2 99.9 99.9 99.9
order_GR 9
Loading order 9 rational function approximation for GR:
f(x) = (x+4*0.200000^2)^(1/8) (x+4*99.900000^2)^(0/8)
(x+4*99.900000^2)^(0/8) (x+4*99.900000^2)^(0/8)
res_GR 2.73277
res_GR -0.00512886
res_GR -0.0204789
res_GR -0.0639514
res_GR -0.192686
res_GR -0.585195
res_GR -1.85803
res_GR -6.68946
res_GR -34.4017
res_GR -617.898
pole_GR 99.9
pole_GR 0.186425
pole_GR 0.315826
pole_GR 0.679106
pole_GR 1.64209
pole_GR 4.20254
pole_GR 11.2153
pole_GR 32.0724
pole_GR 110.326
pole_GR 764.415
# CHECK: f(1.000000e-15) = 7.952707e-01 = 7.952707e-01?
# Rational function for FA
y_FA -1 0 0 0
z_FA 8 8 8 8
m_FA 0.2 99.9 99.9 99.9
order_FA 9
Loading order 9 rational function approximation for FA:
f(x) = (x+4*0.200000^2)^(-1/8) (x+4*99.900000^2)^(0/8)
(x+4*99.900000^2)^(0/8) (x+4*99.900000^2)^(0/8)
res_FA 0.365929
res_FA 0.0109316
res_FA 0.0292903
res_FA 0.0678756
res_FA 0.157093
res_FA 0.370027
res_FA 0.906451
res_FA 2.45234
res_FA 8.71503
res_FA 75.8971
pole_FA 99.9
pole_FA 0.178875
pole_FA 0.290944
pole_FA 0.612037
pole_FA 1.46486
pole_FA 3.72845
pole_FA 9.8933
pole_FA 27.9493
pole_FA 92.735
pole_FA 546.062
Loading rational function parameters for phi field 2
# CHECK: f(1.000000e-15) = 1.257433e+00 = 1.257433e+00?
naik_term_epsilon 0
# New rational function
# Approximation bounds are [1.000000e-15,9.000000e+01]
# Precision of arithmetic is 75
# Degree of the approximation is (7,7)
# Approximating the function (x+4*0.200000^2)^(1/4) (x+4*99.900000^2)^(0/4) (x+4*99.900000^2)^(0/4) (x+4*99.900000^2)^(0/4)
# Converged at 327 iterations, error = 2.398230e-07
# Rational function for MD
y_MD -1 0 0 0
z_MD 4 4 4 4
m_MD 0.2 99.9 99.9 99.9
order_MD 7
Loading order 7 rational function approximation for MD:
f(x) = (x+4*0.200000^2)^(-1/4) (x+4*99.900000^2)^(0/4)
(x+4*99.900000^2)^(0/4) (x+4*99.900000^2)^(0/4)
res_MD 0.14923
res_MD 0.046061
res_MD 0.1138
res_MD 0.274536
res_MD 0.687619
res_MD 1.83201
res_MD 5.87481
res_MD 38.0862
pole_MD 99.9
pole_MD 0.185283
pole_MD 0.375399
pole_MD 1.05812
pole_MD 3.40313
pole_MD 11.7405
pole_MD 45.73
pole_MD 283.916
# CHECK: f(1.000000e-15) = 1.581138e+00 = 1.581139e+00?
# New rational function
# Approximation bounds are [1.000000e-15,9.000000e+01]
# Precision of arithmetic is 75
# Degree of the approximation is (9,9)
# Approximating the function (x+4*0.200000^2)^(1/8) (x+4*99.900000^2)^(0/8) (x+4*99.900000^2)^(0/8) (x+4*99.900000^2)^(0/8)
# Converged at 422 iterations, error = 1.700228e-09
# Rational function for GR
y_GR 1 0 0 0
z_GR 8 8 8 8
m_GR 0.2 99.9 99.9 99.9
order_GR 9
Loading order 9 rational function approximation for GR:
f(x) = (x+4*0.200000^2)^(1/8) (x+4*99.900000^2)^(0/8)
(x+4*99.900000^2)^(0/8) (x+4*99.900000^2)^(0/8)
res_GR 2.73277
res_GR -0.00512886
res_GR -0.0204789
res_GR -0.0639514
res_GR -0.192686
res_GR -0.585195
res_GR -1.85803
res_GR -6.68946
res_GR -34.4017
res_GR -617.898
pole_GR 99.9
pole_GR 0.186425
pole_GR 0.315826
pole_GR 0.679106
pole_GR 1.64209
pole_GR 4.20254
pole_GR 11.2153
pole_GR 32.0724
pole_GR 110.326
pole_GR 764.415
# CHECK: f(1.000000e-15) = 7.952707e-01 = 7.952707e-01?
# Rational function for FA
y_FA -1 0 0 0
z_FA 8 8 8 8
m_FA 0.2 99.9 99.9 99.9
order_FA 9
Loading order 9 rational function approximation for FA:
f(x) = (x+4*0.200000^2)^(-1/8) (x+4*99.900000^2)^(0/8)
(x+4*99.900000^2)^(0/8) (x+4*99.900000^2)^(0/8)
res_FA 0.365929
res_FA 0.0109316
res_FA 0.0292903
res_FA 0.0678756
res_FA 0.157093
res_FA 0.370027
res_FA 0.906451
res_FA 2.45234
res_FA 8.71503
res_FA 75.8971
pole_FA 99.9
pole_FA 0.178875
pole_FA 0.290944
pole_FA 0.612037
pole_FA 1.46486
pole_FA 3.72845
pole_FA 9.8933
pole_FA 27.9493
pole_FA 92.735
pole_FA 546.062
Loading rational function parameters for phi field 3
# CHECK: f(1.000000e-15) = 1.257433e+00 = 1.257433e+00?
naik_term_epsilon 0
# New rational function
# Approximation bounds are [1.000000e-15,9.000000e+01]
# Precision of arithmetic is 75
# Degree of the approximation is (7,7)
# Approximating the function (x+4*0.200000^2)^(1/4) (x+4*99.900000^2)^(0/4) (x+4*99.900000^2)^(0/4) (x+4*99.900000^2)^(0/4)
# Converged at 327 iterations, error = 2.398230e-07
# Rational function for MD
y_MD -1 0 0 0
z_MD 4 4 4 4
m_MD 0.2 99.9 99.9 99.9
order_MD 7
Loading order 7 rational function approximation for MD:
f(x) = (x+4*0.200000^2)^(-1/4) (x+4*99.900000^2)^(0/4)
(x+4*99.900000^2)^(0/4) (x+4*99.900000^2)^(0/4)
res_MD 0.14923
res_MD 0.046061
res_MD 0.1138
res_MD 0.274536
res_MD 0.687619
res_MD 1.83201
res_MD 5.87481
res_MD 38.0862
pole_MD 99.9
pole_MD 0.185283
pole_MD 0.375399
pole_MD 1.05812
pole_MD 3.40313
pole_MD 11.7405
pole_MD 45.73
pole_MD 283.916
# CHECK: f(1.000000e-15) = 1.581138e+00 = 1.581139e+00?
# New rational function
# Approximation bounds are [1.000000e-15,9.000000e+01]
# Precision of arithmetic is 75
# Degree of the approximation is (9,9)
# Approximating the function (x+4*0.200000^2)^(1/8) (x+4*99.900000^2)^(0/8) (x+4*99.900000^2)^(0/8) (x+4*99.900000^2)^(0/8)
# Converged at 422 iterations, error = 1.700228e-09
# Rational function for GR
y_GR 1 0 0 0
z_GR 8 8 8 8
m_GR 0.2 99.9 99.9 99.9
order_GR 9
Loading order 9 rational function approximation for GR:
f(x) = (x+4*0.200000^2)^(1/8) (x+4*99.900000^2)^(0/8)
(x+4*99.900000^2)^(0/8) (x+4*99.900000^2)^(0/8)
res_GR 2.73277
res_GR -0.00512886
res_GR -0.0204789
res_GR -0.0639514
res_GR -0.192686
res_GR -0.585195
res_GR -1.85803
res_GR -6.68946
res_GR -34.4017
res_GR -617.898
pole_GR 99.9
pole_GR 0.186425
pole_GR 0.315826
pole_GR 0.679106
pole_GR 1.64209
pole_GR 4.20254
pole_GR 11.2153
pole_GR 32.0724
pole_GR 110.326
pole_GR 764.415
# CHECK: f(1.000000e-15) = 7.952707e-01 = 7.952707e-01?
# Rational function for FA
y_FA -1 0 0 0
z_FA 8 8 8 8
m_FA 0.2 99.9 99.9 99.9
order_FA 9
Loading order 9 rational function approximation for FA:
f(x) = (x+4*0.200000^2)^(-1/8) (x+4*99.900000^2)^(0/8)
(x+4*99.900000^2)^(0/8) (x+4*99.900000^2)^(0/8)
res_FA 0.365929
res_FA 0.0109316
res_FA 0.0292903
res_FA 0.0678756
res_FA 0.157093
res_FA 0.370027
res_FA 0.906451
res_FA 2.45234
res_FA 8.71503
res_FA 75.8971
pole_FA 99.9
pole_FA 0.178875
pole_FA 0.290944
pole_FA 0.612037
pole_FA 1.46486
pole_FA 3.72845
pole_FA 9.8933
pole_FA 27.9493
pole_FA 92.735
pole_FA 546.062
Loading rational function parameters for phi field 4
# CHECK: f(1.000000e-15) = 1.257433e+00 = 1.257433e+00?
naik_term_epsilon -0.358197
# New rational function
# Approximation bounds are [1.000000e-15,9.000000e+01]
# Precision of arithmetic is 75
# Degree of the approximation is (7,7)
# Approximating the function (x+4*0.838000^2)^(1/4) (x+4*99.900000^2)^(0/4) (x+4*99.900000^2)^(0/4) (x+4*99.900000^2)^(0/4)
# Converged at 254 iterations, error = 1.451256e-10
# Rational function for MD
y_MD -1 0 0 0
z_MD 4 4 4 4
m_MD 0.838 99.9 99.9 99.9
order_MD 7
Loading order 7 rational function approximation for MD:
f(x) = (x+4*0.838000^2)^(-1/4) (x+4*99.900000^2)^(0/4)
(x+4*99.900000^2)^(0/4) (x+4*99.900000^2)^(0/4)
res_MD 0.123225
res_MD 0.217719
res_MD 0.442066
res_MD 0.826188
res_MD 1.62971
res_MD 3.61674
res_MD 10.5096
res_MD 67.0971
pole_MD 99.9
pole_MD 3.0161
pole_MD 4.35504
pole_MD 7.97962
pole_MD 17.0841
pole_MD 41.5742
pole_MD 123.226
pole_MD 643.266
# CHECK: f(1.000000e-15) = 7.724369e-01 = 7.724369e-01?
# New rational function
# Approximation bounds are [1.000000e-15,9.000000e+01]
# Precision of arithmetic is 75
# Degree of the approximation is (9,9)
# Approximating the function (x+4*0.838000^2)^(1/8) (x+4*99.900000^2)^(0/8) (x+4*99.900000^2)^(0/8) (x+4*99.900000^2)^(0/8)
# Converged at 328 iterations, error = 1.426221e-13
# Rational function for GR
y_GR 1 0 0 0
z_GR 8 8 8 8
m_GR 0.838 99.9 99.9 99.9
order_GR 9
Loading order 9 rational function approximation for GR:
f(x) = (x+4*0.838000^2)^(1/8) (x+4*99.900000^2)^(0/8)
(x+4*99.900000^2)^(0/8) (x+4*99.900000^2)^(0/8)
res_GR 3.00731
res_GR -0.0532344
res_GR -0.176732
res_GR -0.427264
res_GR -0.977907
res_GR -2.28828
res_GR -5.8209
res_GR -17.8443
res_GR -84.0324
res_GR -1466.92
pole_GR 99.9
pole_GR 3.02524
pole_GR 3.96609
pole_GR 6.10394
pole_GR 10.5306
pole_GR 19.7596
pole_GR 40.1654
pole_GR 91.6686
pole_GR 266.728
pole_GR 1678.31
# CHECK: f(1.000000e-15) = 1.137807e+00 = 1.137807e+00?
# Rational function for FA
y_FA -1 0 0 0
z_FA 8 8 8 8
m_FA 0.838 99.9 99.9 99.9
order_FA 9
Loading order 9 rational function approximation for FA:
f(x) = (x+4*0.838000^2)^(-1/8) (x+4*99.900000^2)^(0/8)
(x+4*99.900000^2)^(0/8) (x+4*99.900000^2)^(0/8)
res_FA 0.332523
res_FA 0.0679576
res_FA 0.156901
res_FA 0.293908
res_FA 0.542476
res_FA 1.03576
res_FA 2.13306
res_FA 5.11817
res_FA 17.1666
res_FA 148.027
pole_FA 99.9
pole_FA 2.96457
pole_FA 3.79677
pole_FA 5.7428
pole_FA 9.78765
pole_FA 18.1889
pole_FA 36.5712
pole_FA 81.9291
pole_FA 228.11
pole_FA 1208.27
Maximum rational func order is 11
Naik term correction structure of multi_x:
n_naiks 2
n_pseudo_naik[0]=4
n_orders_naik[0]=30
eps_naik[0]=0.000000
n_pseudo_naik[1]=1
n_orders_naik[1]=7
eps_naik[1]=-0.358197
n_order_naik_total 37
LAYOUT = Hypercubes, options = hyper_prime,
automatic hyper_prime layout
ON EACH NODE 20 x 20 x 20 x 20
Mallocing 256.0 MBytes per node for lattice
Disabling GPU-Direct RDMA access
QUDA 0.9.0 (git v0.9.0a1-with_v.0.8_milc_interface-115-ge150ee4-sm_60)
Found device 0: Tesla V100-SXM2-16GB
Using device 0: Tesla V100-SXM2-16GB
WARNING: Data reordering done on GPU (set with QUDA_REORDER_LOCATION=GPU/CPU)
WARNING: Using device memory pool allocator
WARNING: Using pinned memory pool allocator
Loaded 1836 sets of cached parameters from /gpfs/alpinetds/csc190/scratch/gottlieb/run/tune/tunecache.tsv
WARNING!!: Resetting random seed
Made lattice
Made nn gathers
Made 3nn gathers
Finished setup
Aggregate time to setup 3.871830e+02
warms 0
trajecs 2
traj_between_meas 2
microcanonical_time_step 0.2
steps_per_trajectory 2
cgresid_md_fa_gr 2.5e-08 2e-08 2e-08
max_multicg_md_fa_gr 1750 1750 1750
cgprec_md_fa_gr 2 2 2
cgresid_md_fa_gr 5e-08 2e-08 2e-08
max_multicg_md_fa_gr 1750 1750 1750
cgprec_md_fa_gr 2 2 2
cgresid_md_fa_gr 5e-08 2e-08 2e-08
max_multicg_md_fa_gr 1750 1750 1750
cgprec_md_fa_gr 2 2 2
cgresid_md_fa_gr 5e-08 2e-08 2e-08
max_multicg_md_fa_gr 1750 1750 1750
cgprec_md_fa_gr 2 2 2
cgresid_md_fa_gr 5e-09 2e-09 2e-09
max_multicg_md_fa_gr 1750 1750 1750
cgprec_md_fa_gr 2 2 2
prec_ff 2
number_of_pbp_masses 3
max_cg_prop 1750
max_cg_prop_restarts 5
npbp_reps 1
prec_pbp 2
mass 0.013
naik_term_epsilon 0
error_for_propagator 2e-07
rel_error_for_propagator 0
mass 0.065
naik_term_epsilon 0
error_for_propagator 2e-07
rel_error_for_propagator 0
mass 0.838
naik_term_epsilon -0.358197
error_for_propagator 2e-08
rel_error_for_propagator 0
fresh
#reload_serial l1216b560m013m065m838.test
forget
unit gauge configuration loaded
CHECK PLAQ: 3.0000000000000000e+00 3.0000000000000000e+00
CHECK NERSC LINKTR: 1.0000000000000000e+00 CKSUM: 0
REUNITARIZE: time = 7.750034e-03
Reunitarized for double precision. Max deviation 0.00e+00 changed to 0.00e+00
Time to check unitarity = 8.881187e-02
"Fat 7 (level 1)"
path coefficients: npath path_coeff
0 1.250000e-01
1 -6.250000e-02
2 1.562500e-02
3 -2.604167e-03
Unitarization method = UNITARIZE_ANALYTIC
Unitarizaton group = U(3)
"Fat7 + 2xLepage"
path coefficients: npath path_coeff
0 1.000000e+00
1 -4.166667e-02
2 -6.250000e-02
3 1.562500e-02
4 -2.604167e-03
5 -1.250000e-01
"1-link + Naik"
path coefficients: npath path_coeff
0 1.250000e-01
1 -4.166667e-02
MAKING PATH TABLES
Combined fattening and long-link calculation time: 0.008124
Combined fattening and long-link calculation time: 0.020005
FLTIME: time = 4.025822e-01 (HISQ QUDA D) mflops = 5.040581e+04
Symanzik 1x1 + 1x2 + 1x1x1 action with HISQ quark loops
gauge_action: total_dyn_flavors = 4
loop coefficients: nloop rep loop_coeff multiplicity
0 0 1.000000e+00 6
1 0 -2.486061e-02 12
2 0 4.078970e-03 16
WARMUPS COMPLETED
Omelyan integration, 3 gauge for one 1 fermion step, steps= 2 eps= 2.000000e-01 alpha= 1.000000e-01 beta= 1.000000e-01
GRSOURCE: sum = 2.3956085362e+05
ks_multicg_offset_field_gpu: fn, notify: Signal QUDA to refresh links
ks_multicg_offset_field_gpu: naik_epsilon: Signal QUDA to refresh links
MultiShift CG: Converged after 49 iterations
shift=0, 49 iterations, relative residual: iterated = 1.583502e-08, true = 1.583502e-08
shift=1, 49 iterations, relative residual: iterated = 1.573696e-08, true = 1.573696e-08
shift=2, 49 iterations, relative residual: iterated = 1.551453e-08, true = 1.551453e-08
shift=3, 49 iterations, relative residual: iterated = 1.506123e-08, true = 1.506123e-08
shift=4, 49 iterations, relative residual: iterated = 1.418507e-08, true = 1.418507e-08
shift=5, 49 iterations, relative residual: iterated = 1.260066e-08, true = 1.260066e-08
shift=6, 49 iterations, relative residual: iterated = 9.902723e-09, true = 9.902723e-09
shift=7, 49 iterations, relative residual: iterated = 6.758318e-09, true = 6.758318e-09
shift=8, 49 iterations, relative residual: iterated = 3.814897e-09, true = 3.814897e-09
shift=9, 49 iterations, relative residual: iterated = 1.942222e-09, true = 1.942222e-09
shift=10, 49 iterations, relative residual: iterated = 1.165993e-09, true = 1.165993e-09
CONGRAD5: time = 1.917610e-01 (multicg_offset_QUDA D) masses = 11 iters = 49 mflops = 5.601138e+04
OK converged final_rsq= 2.5e-16 (cf 4e-16) rel = 7.4e-15 (cf 0) restarts = 0 iters= 49
GRSOURCETIME: time = 4.108381e-02
GRSOURCE: sum = 2.3993655876e+05
MultiShift CG: Converged after 44 iterations
shift=0, 44 iterations, relative residual: iterated = 1.147350e-08, true = 1.147350e-08
shift=1, 44 iterations, relative residual: iterated = 2.508170e-09, true = 2.508170e-09
shift=2, 44 iterations, relative residual: iterated = 7.628297e-11, true = 7.628297e-11
shift=3, 44 iterations, relative residual: iterated = 7.650004e-14, true = 7.650325e-14
shift=4, 37 iterations, relative residual: iterated = 3.505303e-16, true = 5.517133e-16
shift=5, 25 iterations, relative residual: iterated = 8.453941e-16, true = 9.213981e-16
shift=6, 17 iterations, relative residual: iterated = 4.163180e-16, true = 4.873558e-16
shift=7, 11 iterations, relative residual: iterated = 9.384030e-16, true = 9.619013e-16
shift=8, 7 iterations, relative residual: iterated = 4.989710e-16, true = 5.221107e-16
CONGRAD5: time = 4.467106e-02 (multicg_offset_QUDA D) masses = 9 iters = 44 mflops = 2.111792e+05
OK converged final_rsq= 1.3e-16 (cf 4e-16) rel = 7.6e-15 (cf 0) restarts = 0 iters= 44
GRSOURCETIME: time = 3.696799e-02
GRSOURCE: sum = 2.3982668388e+05
MultiShift CG: Converged after 44 iterations
shift=0, 44 iterations, relative residual: iterated = 1.188005e-08, true = 1.188005e-08
shift=1, 44 iterations, relative residual: iterated = 2.590711e-09, true = 2.590711e-09
shift=2, 44 iterations, relative residual: iterated = 7.841279e-11, true = 7.841279e-11
shift=3, 44 iterations, relative residual: iterated = 7.812726e-14, true = 7.812799e-14
shift=4, 37 iterations, relative residual: iterated = 3.600522e-16, true = 5.591907e-16
shift=5, 25 iterations, relative residual: iterated = 8.475664e-16, true = 9.016234e-16
shift=6, 17 iterations, relative residual: iterated = 4.183393e-16, true = 4.762422e-16
shift=7, 11 iterations, relative residual: iterated = 9.508779e-16, true = 9.747225e-16
shift=8, 7 iterations, relative residual: iterated = 5.060587e-16, true = 5.288781e-16
CONGRAD5: time = 4.393291e-02 (multicg_offset_QUDA D) masses = 9 iters = 44 mflops = 2.147274e+05
OK converged final_rsq= 1.4e-16 (cf 4e-16) rel = 8.1e-15 (cf 0) restarts = 0 iters= 44
GRSOURCETIME: time = 3.909707e-02
GRSOURCE: sum = 2.3903259706e+05
MultiShift CG: Converged after 44 iterations
shift=0, 44 iterations, relative residual: iterated = 1.187413e-08, true = 1.187413e-08
shift=1, 44 iterations, relative residual: iterated = 2.588942e-09, true = 2.588942e-09
shift=2, 44 iterations, relative residual: iterated = 7.833153e-11, true = 7.833153e-11
shift=3, 44 iterations, relative residual: iterated = 7.801166e-14, true = 7.801338e-14
shift=4, 37 iterations, relative residual: iterated = 3.598643e-16, true = 5.486066e-16
shift=5, 25 iterations, relative residual: iterated = 8.437522e-16, true = 8.953807e-16
shift=6, 17 iterations, relative residual: iterated = 4.195124e-16, true = 4.852079e-16
shift=7, 11 iterations, relative residual: iterated = 9.662735e-16, true = 9.805650e-16
shift=8, 7 iterations, relative residual: iterated = 5.090767e-16, true = 5.324986e-16
CONGRAD5: time = 4.373097e-02 (multicg_offset_QUDA D) masses = 9 iters = 44 mflops = 2.157190e+05
OK converged final_rsq= 1.4e-16 (cf 4e-16) rel = 7.7e-15 (cf 0) restarts = 0 iters= 44
GRSOURCETIME: time = 3.973389e-02
GRSOURCE: sum = 2.3907899272e+05
ks_multicg_offset_field_gpu: fn, notify: Signal QUDA to refresh links
ks_multicg_offset_field_gpu: naik_epsilon: Signal QUDA to refresh links
MultiShift CG: Converged after 25 iterations
shift=0, 25 iterations, relative residual: iterated = 8.022534e-10, true = 8.022534e-10
shift=1, 25 iterations, relative residual: iterated = 6.448291e-11, true = 6.448291e-11
shift=2, 25 iterations, relative residual: iterated = 5.837242e-13, true = 5.837238e-13
shift=3, 25 iterations, relative residual: iterated = 4.142970e-16, true = 5.105751e-16
shift=4, 20 iterations, relative residual: iterated = 2.045805e-16, true = 3.680485e-16
shift=5, 15 iterations, relative residual: iterated = 5.243314e-16, true = 5.713939e-16
shift=6, 12 iterations, relative residual: iterated = 1.032886e-16, true = 2.356475e-16
shift=7, 9 iterations, relative residual: iterated = 1.035064e-16, true = 1.819169e-16
shift=8, 6 iterations, relative residual: iterated = 3.588347e-16, true = 4.072394e-16
CONGRAD5: time = 8.350992e-02 (multicg_offset_QUDA D) masses = 9 iters = 25 mflops = 6.418399e+04
OK converged final_rsq= 6.4e-19 (cf 4e-18) rel = 1.1e-16 (cf 0) restarts = 0 iters= 25
GRSOURCETIME: time = 3.915000e-02
PLAQUETTE ACTION: -5.376000e+06
ks_multicg_offset_field_gpu: fn, notify: Signal QUDA to refresh links
ks_multicg_offset_field_gpu: naik_epsilon: Signal QUDA to refresh links
MultiShift CG: Converged after 49 iterations
shift=0, 49 iterations, relative residual: iterated = 1.563278e-08, true = 1.563278e-08
shift=1, 49 iterations, relative residual: iterated = 1.555741e-08, true = 1.555741e-08
shift=2, 49 iterations, relative residual: iterated = 1.537589e-08, true = 1.537589e-08
shift=3, 49 iterations, relative residual: iterated = 1.499969e-08, true = 1.499969e-08
shift=4, 49 iterations, relative residual: iterated = 1.426296e-08, true = 1.426296e-08
shift=5, 49 iterations, relative residual: iterated = 1.290454e-08, true = 1.290454e-08
shift=6, 49 iterations, relative residual: iterated = 1.075005e-08, true = 1.075005e-08
shift=7, 49 iterations, relative residual: iterated = 7.868228e-09, true = 7.868228e-09
shift=8, 49 iterations, relative residual: iterated = 4.760513e-09, true = 4.760513e-09
shift=9, 49 iterations, relative residual: iterated = 2.465938e-09, true = 2.465938e-09
shift=10, 49 iterations, relative residual: iterated = 1.336245e-09, true = 1.336245e-09
CONGRAD5: time = 1.082430e-01 (multicg_offset_QUDA D) masses = 11 iters = 49 mflops = 9.922860e+04
OK converged final_rsq= 2.4e-16 (cf 4e-16) rel = 9.4e-15 (cf 0) restarts = 0 iters= 49
MultiShift CG: Converged after 44 iterations
shift=0, 44 iterations, relative residual: iterated = 1.122977e-08, true = 1.122977e-08
shift=1, 44 iterations, relative residual: iterated = 2.945656e-09, true = 2.945656e-09
shift=2, 44 iterations, relative residual: iterated = 1.229659e-10, true = 1.229659e-10
shift=3, 44 iterations, relative residual: iterated = 2.117178e-13, true = 2.117186e-13
shift=4, 38 iterations, relative residual: iterated = 5.654505e-16, true = 7.090131e-16
shift=5, 27 iterations, relative residual: iterated = 2.949037e-16, true = 4.372062e-16
shift=6, 18 iterations, relative residual: iterated = 3.184911e-16, true = 3.898895e-16
shift=7, 12 iterations, relative residual: iterated = 2.639295e-16, true = 3.248424e-16
shift=8, 8 iterations, relative residual: iterated = 4.704179e-17, true = 1.657731e-16
CONGRAD5: time = 4.441714e-02 (multicg_offset_QUDA D) masses = 9 iters = 44 mflops = 2.123865e+05
OK converged final_rsq= 1.3e-16 (cf 4e-16) rel = 9.5e-15 (cf 0) restarts = 0 iters= 44
MultiShift CG: Converged after 44 iterations
shift=0, 44 iterations, relative residual: iterated = 1.168162e-08, true = 1.168162e-08
shift=1, 44 iterations, relative residual: iterated = 3.056443e-09, true = 3.056443e-09
shift=2, 44 iterations, relative residual: iterated = 1.269166e-10, true = 1.269166e-10
shift=3, 44 iterations, relative residual: iterated = 2.168978e-13, true = 2.168973e-13
shift=4, 38 iterations, relative residual: iterated = 5.918377e-16, true = 7.255780e-16
shift=5, 27 iterations, relative residual: iterated = 2.972469e-16, true = 4.570892e-16
shift=6, 18 iterations, relative residual: iterated = 3.199629e-16, true = 3.929300e-16
shift=7, 12 iterations, relative residual: iterated = 2.675661e-16, true = 3.204748e-16
shift=8, 8 iterations, relative residual: iterated = 4.752218e-17, true = 1.502201e-16
CONGRAD5: time = 4.375386e-02 (multicg_offset_QUDA D) masses = 9 iters = 44 mflops = 2.156061e+05
OK converged final_rsq= 1.4e-16 (cf 4e-16) rel = 1e-14 (cf 0) restarts = 0 iters= 44
MultiShift CG: Converged after 44 iterations
shift=0, 44 iterations, relative residual: iterated = 1.167533e-08, true = 1.167533e-08
shift=1, 44 iterations, relative residual: iterated = 3.054204e-09, true = 3.054204e-09
shift=2, 44 iterations, relative residual: iterated = 1.267738e-10, true = 1.267738e-10
shift=3, 44 iterations, relative residual: iterated = 2.165425e-13, true = 2.165439e-13
shift=4, 38 iterations, relative residual: iterated = 5.939915e-16, true = 7.309323e-16
shift=5, 27 iterations, relative residual: iterated = 2.967168e-16, true = 4.277801e-16
shift=6, 18 iterations, relative residual: iterated = 3.215270e-16, true = 3.926853e-16
shift=7, 12 iterations, relative residual: iterated = 2.711535e-16, true = 3.440950e-16
shift=8, 8 iterations, relative residual: iterated = 4.802504e-17, true = 1.513293e-16
CONGRAD5: time = 4.383779e-02 (multicg_offset_QUDA D) masses = 9 iters = 44 mflops = 2.151934e+05
OK converged final_rsq= 1.4e-16 (cf 4e-16) rel = 1e-14 (cf 0) restarts = 0 iters= 44
ks_multicg_offset_field_gpu: fn, notify: Signal QUDA to refresh links
ks_multicg_offset_field_gpu: naik_epsilon: Signal QUDA to refresh links
MultiShift CG: Converged after 25 iterations
shift=0, 25 iterations, relative residual: iterated = 9.066533e-10, true = 9.066533e-10
shift=1, 25 iterations, relative residual: iterated = 9.413413e-11, true = 9.413413e-11
shift=2, 25 iterations, relative residual: iterated = 1.147891e-12, true = 1.147891e-12
shift=3, 25 iterations, relative residual: iterated = 1.153804e-15, true = 1.192060e-15
shift=4, 20 iterations, relative residual: iterated = 6.291209e-16, true = 6.754000e-16
shift=5, 16 iterations, relative residual: iterated = 1.652084e-16, true = 2.655617e-16
shift=6, 12 iterations, relative residual: iterated = 3.403122e-16, true = 3.907636e-16
shift=7, 9 iterations, relative residual: iterated = 3.937105e-16, true = 4.226529e-16
shift=8, 7 iterations, relative residual: iterated = 9.974350e-18, true = 1.332118e-16
CONGRAD5: time = 8.337307e-02 (multicg_offset_QUDA D) masses = 9 iters = 25 mflops = 6.428934e+04
OK converged final_rsq= 8.2e-19 (cf 4e-18) rel = 1.4e-16 (cf 0) restarts = 0 iters= 25
ACTION: g,h,f = 0.00000000000000e+00 -7.51558724726046e+02 1.19743568603853e+06 1.19668412731381e+06
DG = 0.000000e+00, DH = -7.515587e+02, DF = 1.197436e+06, D = 1.196684e+06
ACTIONTIME: time = 3.457661e+00
LINK_UPDATE: time = 8.534908e-03 mflops = 1.052806e+05
GFTIME: time = 1.704788e-02 (Symanzik1_QUDA) mflops = 1.435993e+06
LINK_UPDATE: time = 8.493900e-03 mflops = 1.057889e+05
Combined fattening and long-link calculation time: 0.008077
Combined fattening and long-link calculation time: 0.019963
FLTIME: time = 2.755380e-01 (HISQ QUDA D) mflops = 7.364677e+04
ks_multicg_offset_field_gpu: fn, notify: Signal QUDA to refresh links
ks_multicg_offset_field_gpu: naik_epsilon: Signal QUDA to refresh links
MultiShift CG: Converged after 76 iterations
shift=0, 76 iterations, relative residual: iterated = 2.021576e-08, true = 2.021576e-08
shift=1, 76 iterations, relative residual: iterated = 1.992781e-08, true = 1.992781e-08
shift=2, 76 iterations, relative residual: iterated = 1.915254e-08, true = 1.915254e-08
shift=3, 76 iterations, relative residual: iterated = 1.742670e-08, true = 1.742670e-08
shift=4, 76 iterations, relative residual: iterated = 1.408217e-08, true = 1.408217e-08
shift=5, 76 iterations, relative residual: iterated = 9.412576e-09, true = 9.412576e-09
shift=6, 76 iterations, relative residual: iterated = 4.013161e-09, true = 4.013161e-09
shift=7, 76 iterations, relative residual: iterated = 9.511337e-10, true = 9.511337e-10
shift=8, 76 iterations, relative residual: iterated = 1.723993e-10, true = 1.723993e-10
CONGRAD5: time = 1.238091e-01 (multicg_offset_QUDA D) masses = 9 iters = 76 mflops = 1.316091e+05
OK converged final_rsq= 4.1e-16 (cf 6.2e-16) rel = 1.5e-14 (cf 0) restarts = 0 iters= 76
MultiShift CG: Converged after 52 iterations
shift=0, 52 iterations, relative residual: iterated = 4.706224e-08, true = 4.706224e-08
shift=1, 52 iterations, relative residual: iterated = 2.248871e-09, true = 2.248871e-09
shift=2, 52 iterations, relative residual: iterated = 1.031205e-12, true = 1.031205e-12
shift=3, 42 iterations, relative residual: iterated = 7.615418e-16, true = 8.884097e-16
shift=4, 25 iterations, relative residual: iterated = 5.419404e-16, true = 6.183320e-16
shift=5, 15 iterations, relative residual: iterated = 3.485022e-16, true = 4.097942e-16
shift=6, 9 iterations, relative residual: iterated = 1.390685e-16, true = 2.050083e-16
CONGRAD5: time = 4.703712e-02 (multicg_offset_QUDA D) masses = 7 iters = 52 mflops = 2.317148e+05
OK converged final_rsq= 2.2e-15 (cf 2.5e-15) rel = 1.7e-13 (cf 0) restarts = 0 iters= 52
MultiShift CG: Converged after 52 iterations
shift=0, 52 iterations, relative residual: iterated = 4.822576e-08, true = 4.822576e-08
shift=1, 52 iterations, relative residual: iterated = 2.301762e-09, true = 2.301762e-09
shift=2, 52 iterations, relative residual: iterated = 1.053055e-12, true = 1.053055e-12
shift=3, 42 iterations, relative residual: iterated = 7.809641e-16, true = 9.156207e-16
shift=4, 25 iterations, relative residual: iterated = 5.442310e-16, true = 6.300574e-16
shift=5, 15 iterations, relative residual: iterated = 3.514921e-16, true = 4.046267e-16
shift=6, 9 iterations, relative residual: iterated = 1.405153e-16, true = 2.088271e-16
CONGRAD5: time = 4.764390e-02 (multicg_offset_QUDA D) masses = 7 iters = 52 mflops = 2.287638e+05
OK converged final_rsq= 2.3e-15 (cf 2.5e-15) rel = 1.7e-13 (cf 0) restarts = 0 iters= 52
MultiShift CG: Converged after 52 iterations
shift=0, 52 iterations, relative residual: iterated = 4.752638e-08, true = 4.752638e-08
shift=1, 52 iterations, relative residual: iterated = 2.269805e-09, true = 2.269805e-09
shift=2, 52 iterations, relative residual: iterated = 1.039887e-12, true = 1.039887e-12
shift=3, 42 iterations, relative residual: iterated = 7.988885e-16, true = 9.175270e-16
shift=4, 25 iterations, relative residual: iterated = 5.439127e-16, true = 6.215035e-16
shift=5, 15 iterations, relative residual: iterated = 3.544361e-16, true = 4.072759e-16
shift=6, 9 iterations, relative residual: iterated = 1.424956e-16, true = 2.314377e-16
CONGRAD5: time = 4.779005e-02 (multicg_offset_QUDA D) masses = 7 iters = 52 mflops = 2.280642e+05
OK converged final_rsq= 2.3e-15 (cf 2.5e-15) rel = 1.6e-13 (cf 0) restarts = 0 iters= 52
ks_multicg_offset_field_gpu: fn, notify: Signal QUDA to refresh links
ks_multicg_offset_field_gpu: naik_epsilon: Signal QUDA to refresh links
MultiShift CG: Converged after 24 iterations
shift=0, 24 iterations, relative residual: iterated = 2.364558e-09, true = 2.364558e-09
shift=1, 24 iterations, relative residual: iterated = 8.370411e-11, true = 8.370411e-11
shift=2, 24 iterations, relative residual: iterated = 9.127935e-14, true = 9.127970e-14
shift=3, 21 iterations, relative residual: iterated = 2.475549e-16, true = 3.637033e-16
shift=4, 15 iterations, relative residual: iterated = 3.230745e-16, true = 3.922743e-16
shift=5, 11 iterations, relative residual: iterated = 1.009845e-16, true = 2.171125e-16
shift=6, 7 iterations, relative residual: iterated = 7.709456e-16, true = 7.834564e-16
CONGRAD5: time = 8.154798e-02 (multicg_offset_QUDA D) masses = 7 iters = 24 mflops = 6.168639e+04
OK converged final_rsq= 5.6e-18 (cf 2.5e-17) rel = 9.9e-16 (cf 0) restarts = 0 iters= 24
FFTIME: time = 8.896461e-01 (HISQ QUDA D) terms = 37 flops/site = 0 mflops = 0.000000e+00
LINK_UPDATE: time = 8.479834e-03 mflops = 1.059643e+05
GFTIME: time = 1.683211e-02 (Symanzik1_QUDA) mflops = 1.454401e+06
LINK_UPDATE: time = 8.474112e-03 mflops = 1.060359e+05
GFTIME: time = 1.684189e-02 (Symanzik1_QUDA) mflops = 1.453557e+06
LINK_UPDATE: time = 8.465052e-03 mflops = 1.061494e+05
GFTIME: time = 1.681089e-02 (Symanzik1_QUDA) mflops = 1.456237e+06
LINK_UPDATE: time = 8.504868e-03 mflops = 1.056524e+05
GFTIME: time = 1.683807e-02 (Symanzik1_QUDA) mflops = 1.453886e+06
LINK_UPDATE: time = 8.491039e-03 mflops = 1.058245e+05
Combined fattening and long-link calculation time: 0.008098
Combined fattening and long-link calculation time: 0.020033
FLTIME: time = 2.770078e-01 (HISQ QUDA D) mflops = 7.325598e+04
ks_multicg_offset_field_gpu: fn, notify: Signal QUDA to refresh links
ks_multicg_offset_field_gpu: naik_epsilon: Signal QUDA to refresh links
MultiShift CG: Converged after 95 iterations
shift=0, 95 iterations, relative residual: iterated = 2.331713e-08, true = 2.331713e-08
shift=1, 95 iterations, relative residual: iterated = 2.285545e-08, true = 2.285545e-08
shift=2, 95 iterations, relative residual: iterated = 2.162586e-08, true = 2.162586e-08
shift=3, 95 iterations, relative residual: iterated = 1.896106e-08, true = 1.896106e-08
shift=4, 95 iterations, relative residual: iterated = 1.409934e-08, true = 1.409934e-08
shift=5, 95 iterations, relative residual: iterated = 8.066745e-09, true = 8.066745e-09
shift=6, 95 iterations, relative residual: iterated = 2.490810e-09, true = 2.490810e-09
shift=7, 95 iterations, relative residual: iterated = 3.476911e-10, true = 3.476911e-10
shift=8, 95 iterations, relative residual: iterated = 3.427215e-11, true = 3.427215e-11
CONGRAD5: time = 1.385081e-01 (multicg_offset_QUDA D) masses = 9 iters = 95 mflops = 1.470528e+05
OK converged final_rsq= 5.4e-16 (cf 6.2e-16) rel = 1.8e-14 (cf 0) restarts = 0 iters= 95
MultiShift CG: Converged after 57 iterations
shift=0, 57 iterations, relative residual: iterated = 4.180237e-08, true = 4.180237e-08
shift=1, 57 iterations, relative residual: iterated = 1.394096e-09, true = 1.394096e-09
shift=2, 57 iterations, relative residual: iterated = 2.502369e-13, true = 2.502387e-13
shift=3, 43 iterations, relative residual: iterated = 4.819548e-16, true = 6.685948e-16
shift=4, 25 iterations, relative residual: iterated = 5.142128e-16, true = 5.938002e-16
shift=5, 15 iterations, relative residual: iterated = 2.981804e-16, true = 3.657939e-16
shift=6, 9 iterations, relative residual: iterated = 1.249907e-16, true = 2.389302e-16
CONGRAD5: time = 4.952192e-02 (multicg_offset_QUDA D) masses = 7 iters = 57 mflops = 2.412507e+05
OK converged final_rsq= 1.7e-15 (cf 2.5e-15) rel = 1.2e-13 (cf 0) restarts = 0 iters= 57
MultiShift CG: Converged after 57 iterations
shift=0, 57 iterations, relative residual: iterated = 4.305819e-08, true = 4.305819e-08
shift=1, 57 iterations, relative residual: iterated = 1.431974e-09, true = 1.431974e-09
shift=2, 57 iterations, relative residual: iterated = 2.556347e-13, true = 2.556344e-13
shift=3, 43 iterations, relative residual: iterated = 4.944132e-16, true = 6.789685e-16
shift=4, 25 iterations, relative residual: iterated = 5.163982e-16, true = 5.984993e-16
shift=5, 15 iterations, relative residual: iterated = 3.024478e-16, true = 3.776876e-16
shift=6, 9 iterations, relative residual: iterated = 1.267542e-16, true = 1.968747e-16
CONGRAD5: time = 4.961181e-02 (multicg_offset_QUDA D) masses = 7 iters = 57 mflops = 2.408136e+05
OK converged final_rsq= 1.9e-15 (cf 2.5e-15) rel = 1.2e-13 (cf 0) restarts = 0 iters= 57
MultiShift CG: Converged after 58 iterations
shift=0, 58 iterations, relative residual: iterated = 4.917833e-08, true = 4.917833e-08
shift=1, 58 iterations, relative residual: iterated = 1.479684e-09, true = 1.479684e-09
shift=2, 58 iterations, relative residual: iterated = 2.073765e-13, true = 2.073778e-13
shift=3, 43 iterations, relative residual: iterated = 4.927973e-16, true = 7.038457e-16
shift=4, 25 iterations, relative residual: iterated = 5.133488e-16, true = 5.946719e-16
shift=5, 15 iterations, relative residual: iterated = 3.029045e-16, true = 3.629578e-16
shift=6, 9 iterations, relative residual: iterated = 1.271109e-16, true = 2.530356e-16
CONGRAD5: time = 5.026388e-02 (multicg_offset_QUDA D) masses = 7 iters = 58 mflops = 2.418596e+05
OK converged final_rsq= 2.4e-15 (cf 2.5e-15) rel = 1.6e-13 (cf 0) restarts = 0 iters= 58
ks_multicg_offset_field_gpu: fn, notify: Signal QUDA to refresh links
ks_multicg_offset_field_gpu: naik_epsilon: Signal QUDA to refresh links
MultiShift CG: Converged after 24 iterations
shift=0, 24 iterations, relative residual: iterated = 2.545818e-09, true = 2.545818e-09
shift=1, 24 iterations, relative residual: iterated = 8.754166e-11, true = 8.754166e-11
shift=2, 24 iterations, relative residual: iterated = 9.113150e-14, true = 9.113207e-14
shift=3, 21 iterations, relative residual: iterated = 2.359381e-16, true = 3.534782e-16
shift=4, 15 iterations, relative residual: iterated = 2.767385e-16, true = 3.455814e-16
shift=5, 11 iterations, relative residual: iterated = 8.843093e-17, true = 1.887503e-16
shift=6, 7 iterations, relative residual: iterated = 7.182274e-16, true = 7.323282e-16
CONGRAD5: time = 8.031607e-02 (multicg_offset_QUDA D) masses = 7 iters = 24 mflops = 6.263255e+04
OK converged final_rsq= 6.5e-18 (cf 2.5e-17) rel = 1.1e-15 (cf 0) restarts = 0 iters= 24
FFTIME: time = 7.874811e-01 (HISQ QUDA D) terms = 37 flops/site = 0 mflops = 0.000000e+00
LINK_UPDATE: time = 8.476019e-03 mflops = 1.060120e+05
GFTIME: time = 1.690102e-02 (Symanzik1_QUDA) mflops = 1.448471e+06
LINK_UPDATE: time = 8.493185e-03 mflops = 1.057978e+05
REUNITARIZE: time = 6.478071e-03
PLAQUETTE ACTION: -3.666786e+06
Combined fattening and long-link calculation time: 0.008096
Combined fattening and long-link calculation time: 0.019985
FLTIME: time = 2.772710e-01 (HISQ QUDA D) mflops = 7.318644e+04
ks_multicg_offset_field_gpu: fn, notify: Signal QUDA to refresh links
ks_multicg_offset_field_gpu: naik_epsilon: Signal QUDA to refresh links
MultiShift CG: Converged after 98 iterations
shift=0, 98 iterations, relative residual: iterated = 1.921398e-08, true = 1.921398e-08
shift=1, 98 iterations, relative residual: iterated = 1.890918e-08, true = 1.890918e-08
shift=2, 98 iterations, relative residual: iterated = 1.818962e-08, true = 1.818962e-08
shift=3, 98 iterations, relative residual: iterated = 1.676203e-08, true = 1.676203e-08
shift=4, 98 iterations, relative residual: iterated = 1.420448e-08, true = 1.420448e-08
shift=5, 98 iterations, relative residual: iterated = 1.024653e-08, true = 1.024653e-08
shift=6, 98 iterations, relative residual: iterated = 5.689320e-09, true = 5.689320e-09
shift=7, 98 iterations, relative residual: iterated = 2.126702e-09, true = 2.126702e-09
shift=8, 98 iterations, relative residual: iterated = 4.577740e-10, true = 4.577740e-10
shift=9, 98 iterations, relative residual: iterated = 6.602792e-11, true = 6.602792e-11
shift=10, 98 iterations, relative residual: iterated = 1.156545e-11, true = 1.156545e-11
CONGRAD5: time = 1.481202e-01 (multicg_offset_QUDA D) masses = 11 iters = 98 mflops = 1.450282e+05
OK converged final_rsq= 3.7e-16 (cf 4e-16) rel = 1.2e-14 (cf 0) restarts = 0 iters= 98
MultiShift CG: Converged after 65 iterations
shift=0, 65 iterations, relative residual: iterated = 1.937263e-08, true = 1.937263e-08
shift=1, 65 iterations, relative residual: iterated = 1.511188e-09, true = 1.511188e-09
shift=2, 65 iterations, relative residual: iterated = 4.899673e-12, true = 4.899673e-12
shift=3, 61 iterations, relative residual: iterated = 8.644573e-16, true = 1.047507e-15
shift=4, 41 iterations, relative residual: iterated = 7.443824e-16, true = 8.687410e-16
shift=5, 27 iterations, relative residual: iterated = 4.236602e-16, true = 5.501619e-16
shift=6, 18 iterations, relative residual: iterated = 2.696841e-16, true = 3.621450e-16
shift=7, 12 iterations, relative residual: iterated = 2.262608e-16, true = 2.855223e-16
shift=8, 8 iterations, relative residual: iterated = 4.290331e-17, true = 1.745184e-16
CONGRAD5: time = 5.858803e-02 (multicg_offset_QUDA D) masses = 9 iters = 65 mflops = 2.378643e+05
OK converged final_rsq= 3.8e-16 (cf 4e-16) rel = 2.5e-14 (cf 0) restarts = 0 iters= 65
MultiShift CG: Converged after 66 iterations
shift=0, 66 iterations, relative residual: iterated = 1.749747e-08, true = 1.749747e-08
shift=1, 66 iterations, relative residual: iterated = 1.294698e-09, true = 1.294698e-09
shift=2, 66 iterations, relative residual: iterated = 3.752669e-12, true = 3.752669e-12
shift=3, 61 iterations, relative residual: iterated = 8.781894e-16, true = 1.056438e-15
shift=4, 41 iterations, relative residual: iterated = 7.738093e-16, true = 8.943575e-16
shift=5, 27 iterations, relative residual: iterated = 4.276111e-16, true = 5.333406e-16
shift=6, 18 iterations, relative residual: iterated = 2.729575e-16, true = 3.551974e-16
shift=7, 12 iterations, relative residual: iterated = 2.304149e-16, true = 2.885200e-16
shift=8, 8 iterations, relative residual: iterated = 4.364814e-17, true = 1.515035e-16
CONGRAD5: time = 5.867004e-02 (multicg_offset_QUDA D) masses = 9 iters = 66 mflops = 2.411861e+05
OK converged final_rsq= 3.1e-16 (cf 4e-16) rel = 2e-14 (cf 0) restarts = 0 iters= 66
MultiShift CG: Converged after 66 iterations
shift=0, 66 iterations, relative residual: iterated = 1.987667e-08, true = 1.987667e-08
shift=1, 66 iterations, relative residual: iterated = 1.432867e-09, true = 1.432867e-09
shift=2, 66 iterations, relative residual: iterated = 4.012169e-12, true = 4.012169e-12
shift=3, 61 iterations, relative residual: iterated = 9.679656e-16, true = 1.133481e-15
shift=4, 41 iterations, relative residual: iterated = 7.806692e-16, true = 9.026914e-16
shift=5, 27 iterations, relative residual: iterated = 4.251980e-16, true = 5.321749e-16
shift=6, 18 iterations, relative residual: iterated = 2.728381e-16, true = 3.552823e-16
shift=7, 12 iterations, relative residual: iterated = 2.296344e-16, true = 2.946727e-16
shift=8, 8 iterations, relative residual: iterated = 4.345600e-17, true = 1.573181e-16
CONGRAD5: time = 5.844998e-02 (multicg_offset_QUDA D) masses = 9 iters = 66 mflops = 2.420942e+05
OK converged final_rsq= 4e-16 (cf 4e-16) rel = 2.6e-14 (cf 0) restarts = 0 iters= 66
ks_multicg_offset_field_gpu: fn, notify: Signal QUDA to refresh links
ks_multicg_offset_field_gpu: naik_epsilon: Signal QUDA to refresh links
MultiShift CG: Converged after 25 iterations
shift=0, 25 iterations, relative residual: iterated = 1.335242e-09, true = 1.335242e-09
shift=1, 25 iterations, relative residual: iterated = 1.365943e-10, true = 1.365943e-10
shift=2, 25 iterations, relative residual: iterated = 1.631391e-12, true = 1.631391e-12
shift=3, 25 iterations, relative residual: iterated = 1.608415e-15, true = 1.640357e-15
shift=4, 20 iterations, relative residual: iterated = 5.770963e-16, true = 6.313043e-16
shift=5, 16 iterations, relative residual: iterated = 1.421045e-16, true = 2.576566e-16
shift=6, 12 iterations, relative residual: iterated = 2.929049e-16, true = 3.449004e-16
shift=7, 9 iterations, relative residual: iterated = 3.537292e-16, true = 3.862117e-16
shift=8, 7 iterations, relative residual: iterated = 9.335167e-18, true = 1.337278e-16
CONGRAD5: time = 8.335400e-02 (multicg_offset_QUDA D) masses = 9 iters = 25 mflops = 6.430406e+04
OK converged final_rsq= 1.8e-18 (cf 4e-18) rel = 3e-16 (cf 0) restarts = 0 iters= 25
ACTION: g,h,f = 1.60814406191812e+06 -1.61472087371945e+06 1.20342840508126e+06 1.19685159327992e+06
DG = 1.608144e+06, DH = -1.613969e+06, DF = 5.992719e+03, D = 1.674660e+02
ACTIONTIME: time = 3.836988e+00