
-----------------------------
------- calculate fc2 -------
-----------------------------

        _
  _ __ | |__   ___  _ __   ___   _ __  _   _
 | '_ \| '_ \ / _ \| '_ \ / _ \ | '_ \| | | |
 | |_) | | | | (_) | | | | (_) || |_) | |_| |
 | .__/|_| |_|\___/|_| |_|\___(_) .__/ \__, |
 |_|                            |_|    |___/
                                      2.47.1

-------------------------[time 2026-01-08 15:02:18]-------------------------
Compiled with OpenMP support (max 48 threads).
Running in phonopy.load mode.
Python version 3.14.2
Spglib version 2.6.1

Crystal structure was read from "phonopy_mlp_eval_fc2_dataset.yaml.xz".
Unit of length: angstrom
Settings:
  Supercell: [2 1 1]
  Primitive matrix:
    [ 0.5  0.5 -0. ]
    [-0.5  0.5  0. ]
    [0. 0. 1.]
Spacegroup: C2/c (15)
Number of symmetry operations in supercell: 16
------------------------------ primitive cell ------------------------------
Lattice vectors:
  a    5.571613365433969   -5.572028420000000    0.000000000000000
  b    5.571613365433969    5.572028420000000    0.000000000000000
  c   -2.795380553497524    0.000000000000000   15.999622471753527
Atomic positions (fractional):
   *1 Cs  0.65146398855266  0.27635073868884  0.10742349614291 132.905
   *2 Cs  0.15238858198449  0.27647142170315  0.10817323661223 132.905
    3 Cs  0.84761141801551  0.72352857829685  0.89182676338777 132.905
    4 Cs  0.72352857829685  0.84761141801551  0.39182676338777 132.905
    5 Cs  0.72364926131116  0.34853601144734  0.39257650385710 132.905
    6 Cs  0.34853601144734  0.72364926131116  0.89257650385709 132.905
    7 Cs  0.27635073868884  0.65146398855266  0.60742349614291 132.905
    8 Cs  0.27647142170315  0.15238858198449  0.60817323661223 132.905
   *9 In  0.91772723806860  0.79120650798789  0.16465009128150 114.818
  *10 In  0.58527942249575  0.20871382754817  0.83511904172811 114.818
   11 In  0.20879349201211  0.08227276193140  0.33534990871850 114.818
   12 In  0.79128617245183  0.41472057750425  0.66488095827189 114.818
   13 In  0.08227276193140  0.20879349201211  0.83534990871850 114.818
   14 In  0.79120650798789  0.91772723806860  0.66465009128150 114.818
   15 In  0.20871382754817  0.58527942249575  0.33511904172811 114.818
   16 In  0.41472057750425  0.79128617245183  0.16488095827189 114.818
  *17 S   0.92770797287578  0.07229202712422  0.25000000000000  32.065
  *18 S   0.14276622320854  0.76810893253728  0.07056813991746  32.065
   19 S   0.23189106746272  0.85723377679146  0.42943186008254  32.065
  *20 S   0.55244817812425  0.92770493223138  0.74967961578898  32.065
   21 S   0.76810893253728  0.14276622320854  0.57056813991746  32.065
  *22 S   0.64277617755967  0.76833541598376  0.07196876795713  32.065
   23 S   0.85723377679146  0.23189106746272  0.92943186008254  32.065
   24 S   0.35722382244033  0.23166458401624  0.92803123204287  32.065
  *25 S   0.55264884841350  0.44735115158650  0.75000000000000  32.065
   26 S   0.76833541598376  0.64277617755967  0.57196876795713  32.065
   27 S   0.92770493223138  0.55244817812425  0.24967961578898  32.065
   28 S   0.07229506776862  0.44755182187575  0.75032038421102  32.065
   29 S   0.07229202712422  0.92770797287578  0.75000000000000  32.065
   30 S   0.44735115158650  0.55264884841350  0.25000000000000  32.065
   31 S   0.44755182187575  0.07229506776862  0.25032038421102  32.065
   32 S   0.23166458401624  0.35722382244033  0.42803123204287  32.065
-------------------------------- unit cell ---------------------------------
Lattice vectors:
  a   11.143226730867937    0.000000000000000    0.000000000000000
  b    0.000000000000000   11.144056839999999    0.000000000000000
  c   -2.795380553497524    0.000000000000000   15.999622471753527
Atomic positions (fractional):
   *1 Cs  0.46390736362075  0.81244337506809  0.10742349614291 132.905 > 1
   *2 Cs  0.21443000184382  0.06204141985933  0.10817323661223 132.905 > 2
    3 Cs  0.78556999815618  0.93795858014067  0.89182676338777 132.905 > 3
    4 Cs  0.78556999815618  0.06204141985933  0.39182676338777 132.905 > 4
    5 Cs  0.53609263637925  0.81244337506809  0.39257650385710 132.905 > 5
    6 Cs  0.53609263637925  0.18755662493191  0.89257650385709 132.905 > 6
    7 Cs  0.46390736362075  0.18755662493191  0.60742349614291 132.905 > 7
    8 Cs  0.21443000184382  0.93795858014067  0.60817323661223 132.905 > 8
    9 Cs  0.96390736362075  0.31244337506809  0.10742349614291 132.905 > 1
   10 Cs  0.71443000184382  0.56204141985933  0.10817323661223 132.905 > 2
   11 Cs  0.28556999815618  0.43795858014067  0.89182676338777 132.905 > 3
   12 Cs  0.28556999815618  0.56204141985933  0.39182676338777 132.905 > 4
   13 Cs  0.03609263637925  0.31244337506809  0.39257650385710 132.905 > 5
   14 Cs  0.03609263637925  0.68755662493191  0.89257650385709 132.905 > 6
   15 Cs  0.96390736362075  0.68755662493191  0.60742349614291 132.905 > 7
   16 Cs  0.71443000184382  0.43795858014067  0.60817323661223 132.905 > 8
  *17 In  0.85446687302824  0.93673963495964  0.16465009128150 114.818 > 9
  *18 In  0.39699662502196  0.81171720252621  0.83511904172811 114.818 > 10
   19 In  0.14553312697176  0.93673963495964  0.33534990871850 114.818 > 11
   20 In  0.60300337497804  0.81171720252621  0.66488095827189 114.818 > 12
   21 In  0.14553312697176  0.06326036504036  0.83534990871850 114.818 > 13
   22 In  0.85446687302824  0.06326036504036  0.66465009128150 114.818 > 14
   23 In  0.39699662502196  0.18828279747379  0.33511904172811 114.818 > 15
   24 In  0.60300337497804  0.18828279747379  0.16488095827189 114.818 > 16
   25 In  0.35446687302824  0.43673963495964  0.16465009128150 114.818 > 9
   26 In  0.89699662502196  0.31171720252621  0.83511904172811 114.818 > 10
   27 In  0.64553312697176  0.43673963495964  0.33534990871850 114.818 > 11
   28 In  0.10300337497804  0.31171720252621  0.66488095827189 114.818 > 12
   29 In  0.64553312697176  0.56326036504036  0.83534990871850 114.818 > 13
   30 In  0.35446687302824  0.56326036504036  0.66465009128150 114.818 > 14
   31 In  0.89699662502196  0.68828279747379  0.33511904172811 114.818 > 15
   32 In  0.10300337497804  0.68828279747379  0.16488095827189 114.818 > 16
  *33 S   0.50000000000000  0.57229202712422  0.25000000000000  32.065 > 17
  *34 S   0.45543757787291  0.31267135466437  0.07056813991746  32.065 > 18
   35 S   0.54456242212709  0.31267135466437  0.42943186008254  32.065 > 19
  *36 S   0.74007655517782  0.18762837705357  0.74967961578898  32.065 > 20
   37 S   0.45543757787291  0.68732864533563  0.57056813991746  32.065 > 21
  *38 S   0.70555579677171  0.06277961921205  0.07196876795713  32.065 > 22
   39 S   0.54456242212709  0.68732864533563  0.92943186008254  32.065 > 23
   40 S   0.29444420322829  0.93722038078795  0.92803123204287  32.065 > 24
  *41 S   0.50000000000000  0.94735115158650  0.75000000000000  32.065 > 25
   42 S   0.70555579677171  0.93722038078795  0.57196876795713  32.065 > 26
   43 S   0.74007655517782  0.81237162294643  0.24967961578898  32.065 > 27
   44 S   0.25992344482218  0.18762837705357  0.75032038421102  32.065 > 28
   45 S   0.50000000000000  0.42770797287578  0.75000000000000  32.065 > 29
   46 S   0.50000000000000  0.05264884841350  0.25000000000000  32.065 > 30
   47 S   0.25992344482218  0.81237162294643  0.25032038421102  32.065 > 31
   48 S   0.29444420322829  0.06277961921205  0.42803123204287  32.065 > 32
   49 S   0.00000000000000  0.07229202712422  0.25000000000000  32.065 > 17
   50 S   0.95543757787291  0.81267135466437  0.07056813991746  32.065 > 18
   51 S   0.04456242212709  0.81267135466437  0.42943186008254  32.065 > 19
   52 S   0.24007655517782  0.68762837705357  0.74967961578898  32.065 > 20
   53 S   0.95543757787291  0.18732864533563  0.57056813991746  32.065 > 21
   54 S   0.20555579677171  0.56277961921205  0.07196876795713  32.065 > 22
   55 S   0.04456242212709  0.18732864533563  0.92943186008254  32.065 > 23
   56 S   0.79444420322829  0.43722038078795  0.92803123204287  32.065 > 24
   57 S   0.00000000000000  0.44735115158650  0.75000000000000  32.065 > 25
   58 S   0.20555579677171  0.43722038078795  0.57196876795713  32.065 > 26
   59 S   0.24007655517782  0.31237162294643  0.24967961578898  32.065 > 27
   60 S   0.75992344482218  0.68762837705357  0.75032038421102  32.065 > 28
   61 S   0.00000000000000  0.92770797287578  0.75000000000000  32.065 > 29
   62 S   0.00000000000000  0.55264884841350  0.25000000000000  32.065 > 30
   63 S   0.75992344482218  0.31237162294643  0.25032038421102  32.065 > 31
   64 S   0.79444420322829  0.56277961921205  0.42803123204287  32.065 > 32
-------------------------------- super cell --------------------------------
Lattice vectors:
  a   22.286453461735874    0.000000000000000    0.000000000000000
  b    0.000000000000000   11.144056839999999    0.000000000000000
  c   -2.795380553497524    0.000000000000000   15.999622471753527
Atomic positions (fractional):
   *1 Cs  0.23195368181037  0.81244337506809  0.10742349614291 132.905 > 1
    2 Cs  0.73195368181037  0.81244337506809  0.10742349614291 132.905 > 1
   *3 Cs  0.10721500092191  0.06204141985933  0.10817323661223 132.905 > 2
    4 Cs  0.60721500092191  0.06204141985933  0.10817323661223 132.905 > 2
    5 Cs  0.39278499907809  0.93795858014067  0.89182676338777 132.905 > 3
    6 Cs  0.89278499907809  0.93795858014067  0.89182676338777 132.905 > 3
    7 Cs  0.39278499907809  0.06204141985933  0.39182676338777 132.905 > 4
    8 Cs  0.89278499907809  0.06204141985933  0.39182676338777 132.905 > 4
    9 Cs  0.26804631818963  0.81244337506809  0.39257650385710 132.905 > 5
   10 Cs  0.76804631818963  0.81244337506809  0.39257650385710 132.905 > 5
   11 Cs  0.26804631818963  0.18755662493191  0.89257650385709 132.905 > 6
   12 Cs  0.76804631818963  0.18755662493191  0.89257650385709 132.905 > 6
   13 Cs  0.23195368181037  0.18755662493191  0.60742349614291 132.905 > 7
   14 Cs  0.73195368181037  0.18755662493191  0.60742349614291 132.905 > 7
   15 Cs  0.10721500092191  0.93795858014067  0.60817323661223 132.905 > 8
   16 Cs  0.60721500092191  0.93795858014067  0.60817323661223 132.905 > 8
   17 Cs  0.48195368181037  0.31244337506809  0.10742349614291 132.905 > 1
   18 Cs  0.98195368181037  0.31244337506809  0.10742349614291 132.905 > 1
   19 Cs  0.35721500092191  0.56204141985933  0.10817323661223 132.905 > 2
   20 Cs  0.85721500092191  0.56204141985933  0.10817323661223 132.905 > 2
   21 Cs  0.14278499907809  0.43795858014067  0.89182676338777 132.905 > 3
   22 Cs  0.64278499907809  0.43795858014067  0.89182676338777 132.905 > 3
   23 Cs  0.14278499907809  0.56204141985933  0.39182676338777 132.905 > 4
   24 Cs  0.64278499907809  0.56204141985933  0.39182676338777 132.905 > 4
   25 Cs  0.01804631818963  0.31244337506809  0.39257650385710 132.905 > 5
   26 Cs  0.51804631818963  0.31244337506809  0.39257650385710 132.905 > 5
   27 Cs  0.01804631818963  0.68755662493191  0.89257650385709 132.905 > 6
   28 Cs  0.51804631818963  0.68755662493191  0.89257650385709 132.905 > 6
   29 Cs  0.48195368181037  0.68755662493191  0.60742349614291 132.905 > 7
   30 Cs  0.98195368181037  0.68755662493191  0.60742349614291 132.905 > 7
   31 Cs  0.35721500092191  0.43795858014067  0.60817323661223 132.905 > 8
   32 Cs  0.85721500092191  0.43795858014067  0.60817323661223 132.905 > 8
  *33 In  0.42723343651412  0.93673963495964  0.16465009128150 114.818 > 9
   34 In  0.92723343651412  0.93673963495964  0.16465009128150 114.818 > 9
  *35 In  0.19849831251098  0.81171720252621  0.83511904172811 114.818 > 10
   36 In  0.69849831251098  0.81171720252621  0.83511904172811 114.818 > 10
   37 In  0.07276656348588  0.93673963495964  0.33534990871850 114.818 > 11
   38 In  0.57276656348588  0.93673963495964  0.33534990871850 114.818 > 11
   39 In  0.30150168748902  0.81171720252621  0.66488095827189 114.818 > 12
   40 In  0.80150168748902  0.81171720252621  0.66488095827189 114.818 > 12
   41 In  0.07276656348588  0.06326036504036  0.83534990871850 114.818 > 13
   42 In  0.57276656348588  0.06326036504036  0.83534990871850 114.818 > 13
   43 In  0.42723343651412  0.06326036504036  0.66465009128150 114.818 > 14
   44 In  0.92723343651412  0.06326036504036  0.66465009128150 114.818 > 14
   45 In  0.19849831251098  0.18828279747379  0.33511904172811 114.818 > 15
   46 In  0.69849831251098  0.18828279747379  0.33511904172811 114.818 > 15
   47 In  0.30150168748902  0.18828279747379  0.16488095827189 114.818 > 16
   48 In  0.80150168748902  0.18828279747379  0.16488095827189 114.818 > 16
   49 In  0.17723343651412  0.43673963495964  0.16465009128150 114.818 > 9
   50 In  0.67723343651412  0.43673963495964  0.16465009128150 114.818 > 9
   51 In  0.44849831251098  0.31171720252621  0.83511904172811 114.818 > 10
   52 In  0.94849831251098  0.31171720252621  0.83511904172811 114.818 > 10
   53 In  0.32276656348588  0.43673963495964  0.33534990871850 114.818 > 11
   54 In  0.82276656348588  0.43673963495964  0.33534990871850 114.818 > 11
   55 In  0.05150168748902  0.31171720252621  0.66488095827189 114.818 > 12
   56 In  0.55150168748902  0.31171720252621  0.66488095827189 114.818 > 12
   57 In  0.32276656348588  0.56326036504036  0.83534990871850 114.818 > 13
   58 In  0.82276656348588  0.56326036504036  0.83534990871850 114.818 > 13
   59 In  0.17723343651412  0.56326036504036  0.66465009128150 114.818 > 14
   60 In  0.67723343651412  0.56326036504036  0.66465009128150 114.818 > 14
   61 In  0.44849831251098  0.68828279747379  0.33511904172811 114.818 > 15
   62 In  0.94849831251098  0.68828279747379  0.33511904172811 114.818 > 15
   63 In  0.05150168748902  0.68828279747379  0.16488095827189 114.818 > 16
   64 In  0.55150168748902  0.68828279747379  0.16488095827189 114.818 > 16
  *65 S   0.25000000000000  0.57229202712422  0.25000000000000  32.065 > 17
   66 S   0.75000000000000  0.57229202712422  0.25000000000000  32.065 > 17
  *67 S   0.22771878893645  0.31267135466437  0.07056813991746  32.065 > 18
   68 S   0.72771878893645  0.31267135466437  0.07056813991746  32.065 > 18
   69 S   0.27228121106355  0.31267135466437  0.42943186008254  32.065 > 19
   70 S   0.77228121106355  0.31267135466437  0.42943186008254  32.065 > 19
  *71 S   0.37003827758891  0.18762837705357  0.74967961578898  32.065 > 20
   72 S   0.87003827758891  0.18762837705357  0.74967961578898  32.065 > 20
   73 S   0.22771878893645  0.68732864533563  0.57056813991746  32.065 > 21
   74 S   0.72771878893645  0.68732864533563  0.57056813991746  32.065 > 21
  *75 S   0.35277789838586  0.06277961921205  0.07196876795713  32.065 > 22
   76 S   0.85277789838586  0.06277961921205  0.07196876795713  32.065 > 22
   77 S   0.27228121106355  0.68732864533563  0.92943186008254  32.065 > 23
   78 S   0.77228121106355  0.68732864533563  0.92943186008254  32.065 > 23
   79 S   0.14722210161414  0.93722038078795  0.92803123204287  32.065 > 24
   80 S   0.64722210161414  0.93722038078795  0.92803123204287  32.065 > 24
  *81 S   0.25000000000000  0.94735115158650  0.75000000000000  32.065 > 25
   82 S   0.75000000000000  0.94735115158650  0.75000000000000  32.065 > 25
   83 S   0.35277789838586  0.93722038078795  0.57196876795713  32.065 > 26
   84 S   0.85277789838586  0.93722038078795  0.57196876795713  32.065 > 26
   85 S   0.37003827758891  0.81237162294643  0.24967961578898  32.065 > 27
   86 S   0.87003827758891  0.81237162294643  0.24967961578898  32.065 > 27
   87 S   0.12996172241109  0.18762837705357  0.75032038421102  32.065 > 28
   88 S   0.62996172241109  0.18762837705357  0.75032038421102  32.065 > 28
   89 S   0.25000000000000  0.42770797287578  0.75000000000000  32.065 > 29
   90 S   0.75000000000000  0.42770797287578  0.75000000000000  32.065 > 29
   91 S   0.25000000000000  0.05264884841350  0.25000000000000  32.065 > 30
   92 S   0.75000000000000  0.05264884841350  0.25000000000000  32.065 > 30
   93 S   0.12996172241109  0.81237162294643  0.25032038421102  32.065 > 31
   94 S   0.62996172241109  0.81237162294643  0.25032038421102  32.065 > 31
   95 S   0.14722210161414  0.06277961921205  0.42803123204287  32.065 > 32
   96 S   0.64722210161414  0.06277961921205  0.42803123204287  32.065 > 32
   97 S   0.00000000000000  0.07229202712422  0.25000000000000  32.065 > 17
   98 S   0.50000000000000  0.07229202712422  0.25000000000000  32.065 > 17
   99 S   0.47771878893645  0.81267135466437  0.07056813991746  32.065 > 18
  100 S   0.97771878893645  0.81267135466437  0.07056813991746  32.065 > 18
  101 S   0.02228121106355  0.81267135466437  0.42943186008254  32.065 > 19
  102 S   0.52228121106355  0.81267135466437  0.42943186008254  32.065 > 19
  103 S   0.12003827758891  0.68762837705357  0.74967961578898  32.065 > 20
  104 S   0.62003827758891  0.68762837705357  0.74967961578898  32.065 > 20
  105 S   0.47771878893645  0.18732864533563  0.57056813991746  32.065 > 21
  106 S   0.97771878893645  0.18732864533563  0.57056813991746  32.065 > 21
  107 S   0.10277789838586  0.56277961921205  0.07196876795713  32.065 > 22
  108 S   0.60277789838586  0.56277961921205  0.07196876795713  32.065 > 22
  109 S   0.02228121106355  0.18732864533563  0.92943186008254  32.065 > 23
  110 S   0.52228121106355  0.18732864533563  0.92943186008254  32.065 > 23
  111 S   0.39722210161414  0.43722038078795  0.92803123204287  32.065 > 24
  112 S   0.89722210161414  0.43722038078795  0.92803123204287  32.065 > 24
  113 S   0.00000000000000  0.44735115158650  0.75000000000000  32.065 > 25
  114 S   0.50000000000000  0.44735115158650  0.75000000000000  32.065 > 25
  115 S   0.10277789838586  0.43722038078795  0.57196876795713  32.065 > 26
  116 S   0.60277789838586  0.43722038078795  0.57196876795713  32.065 > 26
  117 S   0.12003827758891  0.31237162294643  0.24967961578898  32.065 > 27
  118 S   0.62003827758891  0.31237162294643  0.24967961578898  32.065 > 27
  119 S   0.37996172241109  0.68762837705357  0.75032038421102  32.065 > 28
  120 S   0.87996172241109  0.68762837705357  0.75032038421102  32.065 > 28
  121 S   0.00000000000000  0.92770797287578  0.75000000000000  32.065 > 29
  122 S   0.50000000000000  0.92770797287578  0.75000000000000  32.065 > 29
  123 S   0.00000000000000  0.55264884841350  0.25000000000000  32.065 > 30
  124 S   0.50000000000000  0.55264884841350  0.25000000000000  32.065 > 30
  125 S   0.37996172241109  0.31237162294643  0.25032038421102  32.065 > 31
  126 S   0.87996172241109  0.31237162294643  0.25032038421102  32.065 > 31
  127 S   0.39722210161414  0.56277961921205  0.42803123204287  32.065 > 32
  128 S   0.89722210161414  0.56277961921205  0.42803123204287  32.065 > 32
----------------------------------------------------------------------------
NAC parameters were read from "phonopy_mlp_eval_fc2_dataset.yaml.xz".
--------------------------- Dielectric constant ----------------------------
            4.6303532    0.0000000   -0.0046194
            0.0000000    4.6296259    0.0000000
           -0.0046197    0.0000000    4.3466727
-------------------------- Born effective charges --------------------------
    1 Cs    1.3404810    0.0489562   -0.0002823
            0.0485960    1.3417411    0.0012423
           -0.0000970   -0.0026743    1.6114878
    2 Cs    1.2235799    0.1824216    0.0011669
            0.1824327    1.2240147    0.0003031
           -0.0006584   -0.0007986    1.5695474
    3 Cs    1.2235799    0.1824216    0.0011669
            0.1824327    1.2240147    0.0003031
           -0.0006584   -0.0007986    1.5695474
    4 Cs    1.2235799   -0.1824216    0.0011669
           -0.1824327    1.2240147   -0.0003031
           -0.0006584    0.0007986    1.5695474
    5 Cs    1.3404810   -0.0489562   -0.0002823
           -0.0485960    1.3417411   -0.0012423
           -0.0000970    0.0026743    1.6114878
    6 Cs    1.3404810    0.0489562   -0.0002823
            0.0485960    1.3417411    0.0012423
           -0.0000970   -0.0026743    1.6114878
    7 Cs    1.3404810   -0.0489562   -0.0002823
           -0.0485960    1.3417411   -0.0012423
           -0.0000970    0.0026743    1.6114878
    8 Cs    1.2235799   -0.1824216    0.0011669
           -0.1824327    1.2240147   -0.0003031
           -0.0006584    0.0007986    1.5695474
    9 In    2.6727736   -0.2835130    0.2942439
           -0.2832194    2.6733388   -0.2978528
           -0.0680386    0.0668583    2.0284463
   10 In    2.6619141   -0.2730201   -0.2988919
           -0.2738352    2.6608420    0.2960574
            0.0658823   -0.0680402    2.0288748
   11 In    2.6727736    0.2835130    0.2942439
            0.2832194    2.6733388    0.2978528
           -0.0680386   -0.0668583    2.0284463
   12 In    2.6619141    0.2730201   -0.2988919
            0.2738352    2.6608420   -0.2960574
            0.0658823    0.0680402    2.0288748
   13 In    2.6727736   -0.2835130    0.2942439
           -0.2832194    2.6733388   -0.2978528
           -0.0680386    0.0668583    2.0284463
   14 In    2.6727736    0.2835130    0.2942439
            0.2832194    2.6733388    0.2978528
           -0.0680386   -0.0668583    2.0284463
   15 In    2.6619141    0.2730201   -0.2988919
            0.2738352    2.6608420   -0.2960574
            0.0658823    0.0680402    2.0288748
   16 In    2.6619141   -0.2730201   -0.2988919
           -0.2738352    2.6608420    0.2960574
            0.0658823   -0.0680402    2.0288748
   17 S    -1.9180622   -0.0000000   -0.6051260
            0.0000000   -1.8978223   -0.0000000
           -0.2993485    0.0000000   -1.7045047
   18 S    -1.9255022    0.7096462    0.0096676
            0.7107255   -1.9261973   -0.0069913
            0.0114680   -0.0058664   -1.9156061
   19 S    -1.9255022   -0.7096462    0.0096676
           -0.7107255   -1.9261973    0.0069913
            0.0114680    0.0058664   -1.9156061
   20 S    -1.8952541   -0.0008152   -0.0002610
           -0.0015113   -1.9170568   -0.6060771
           -0.0001490   -0.2970794   -1.7007967
   21 S    -1.9255022   -0.7096462    0.0096676
           -0.7107255   -1.9261973    0.0069913
            0.0114680    0.0058664   -1.9156061
   22 S    -2.1612816    0.8933981   -0.0062787
            0.8926533   -2.1613445    0.0085434
           -0.0074107    0.0113335   -1.9206963
   23 S    -1.9255022    0.7096462    0.0096676
            0.7107255   -1.9261973   -0.0069913
            0.0114680   -0.0058664   -1.9156061
   24 S    -2.1612816    0.8933981   -0.0062787
            0.8926533   -2.1613445    0.0085434
           -0.0074107    0.0113335   -1.9206963
   25 S    -1.9153590   -0.0000000    0.6063968
            0.0000000   -1.8928539   -0.0000000
            0.2973551    0.0000000   -1.6980098
   26 S    -2.1612816   -0.8933981   -0.0062787
           -0.8926533   -2.1613445   -0.0085434
           -0.0074107   -0.0113335   -1.9206963
   27 S    -1.8952541    0.0008152   -0.0002610
            0.0015113   -1.9170568    0.6060771
           -0.0001490    0.2970794   -1.7007967
   28 S    -1.8952541    0.0008152   -0.0002610
            0.0015113   -1.9170568    0.6060771
           -0.0001490    0.2970794   -1.7007967
   29 S    -1.9180622   -0.0000000   -0.6051260
            0.0000000   -1.8978223   -0.0000000
           -0.2993485    0.0000000   -1.7045047
   30 S    -1.9153590   -0.0000000    0.6063968
            0.0000000   -1.8928539   -0.0000000
            0.2973551    0.0000000   -1.6980098
   31 S    -1.8952541   -0.0008152   -0.0002610
           -0.0015113   -1.9170568   -0.6060771
           -0.0001490   -0.2970794   -1.7007967
   32 S    -2.1612816   -0.8933981   -0.0062787
           -0.8926533   -2.1613445   -0.0085434
           -0.0074107   -0.0113335   -1.9206963
----------------------------------------------------------------------------
Displacement-force dataset was read from "phonopy_mlp_eval_fc2_dataset.yaml.xz".
-------------------------------- Symfc start -------------------------------
Symfc version 1.5.4 (https://github.com/symfc/symfc)
Citation: A. Seko and A. Togo, Phys. Rev. B, 110, 214302 (2024)
Computing [2] order force constants.
Permutation basis: 384/384
Permutation basis: 21984/21984
Construct permutation basis matrix.
Finding block diagonal structure in projector.
Using scipy connected_components.
Rank of projector: 4756
Number of blocks in projector: 4756
Finding block diagonal structure in projector.
Using scipy connected_components.
Number of blocks in projector (Sum rule): 6
--- Eigsh_solver_block: 1 / 6 ---
Block_size: 1032
Use submatrix version of eigh solver.
(1) Block: 500 / 1032
  (2) Block: 250 / 500
  (2)   233 eigenvectors found.
  (2) Block: 500 / 500
  (2)   235 eigenvectors found.
  (2) Complementary block size: 32
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   15 eigenvectors found.
(1)   483 eigenvectors found.
(1) Block: 1032 / 1032
  (2) Block: 250 / 532
  (2)   237 eigenvectors found.
  (2) Block: 532 / 532
  (2)   271 eigenvectors found.
  (2) Complementary block size: 24
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   11 eigenvectors found.
(1)   519 eigenvectors found.
(1) Complementary block size: 30
(1) Compute compressed projector.
(1) Use standard solver.
(1)   13 eigenvectors found.
--- Eigsh_solver_block: 2 / 6 ---
Block_size: 1016
Use submatrix version of eigh solver.
(1) Block: 500 / 1016
  (2) Block: 250 / 500
  (2)   237 eigenvectors found.
  (2) Block: 500 / 500
  (2)   236 eigenvectors found.
  (2) Complementary block size: 27
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   13 eigenvectors found.
(1)   486 eigenvectors found.
(1) Block: 1016 / 1016
  (2) Block: 250 / 516
  (2)   236 eigenvectors found.
  (2) Block: 516 / 516
  (2)   258 eigenvectors found.
  (2) Complementary block size: 22
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   8 eigenvectors found.
(1)   502 eigenvectors found.
(1) Complementary block size: 28
(1) Compute compressed projector.
(1) Use standard solver.
(1)   14 eigenvectors found.
--- Eigsh_solver_block: 3 / 6 ---
Block_size: 1016
Use submatrix version of eigh solver.
(1) Block: 500 / 1016
  (2) Block: 250 / 500
  (2)   237 eigenvectors found.
  (2) Block: 500 / 500
  (2)   236 eigenvectors found.
  (2) Complementary block size: 27
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   13 eigenvectors found.
(1)   486 eigenvectors found.
(1) Block: 1016 / 1016
  (2) Block: 250 / 516
  (2)   236 eigenvectors found.
  (2) Block: 516 / 516
  (2)   258 eigenvectors found.
  (2) Complementary block size: 22
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   8 eigenvectors found.
(1)   502 eigenvectors found.
(1) Complementary block size: 28
(1) Compute compressed projector.
(1) Use standard solver.
(1)   14 eigenvectors found.
--- Eigsh_solver_block: 4 / 6 ---
Block_size: 564
Use submatrix version of eigh solver.
(1) Block: 564 / 564
  (2) Block: 250 / 564
  (2)   241 eigenvectors found.
  (2) Block: 500 / 564
  (2)   241 eigenvectors found.
  (2) Block: 564 / 564
  (2)   57 eigenvectors found.
  (2) Complementary block size: 25
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   16 eigenvectors found.
(1)   555 eigenvectors found.
(1) Complementary block size: 8
(1) Compute compressed projector.
(1) Use standard solver.
(1)   0 eigenvectors found.
--- Eigsh_solver_block: 5 / 6 ---
Block_size: 564
Use submatrix version of eigh solver.
(1) Block: 564 / 564
  (2) Block: 250 / 564
  (2)   241 eigenvectors found.
  (2) Block: 500 / 564
  (2)   241 eigenvectors found.
  (2) Block: 564 / 564
  (2)   57 eigenvectors found.
  (2) Complementary block size: 25
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   16 eigenvectors found.
(1)   555 eigenvectors found.
(1) Complementary block size: 8
(1) Compute compressed projector.
(1) Use standard solver.
(1)   0 eigenvectors found.
--- Eigsh_solver_block: 6 / 6 ---
Block_size: 564
Use submatrix version of eigh solver.
(1) Block: 564 / 564
  (2) Block: 250 / 564
  (2)   241 eigenvectors found.
  (2) Block: 500 / 564
  (2)   241 eigenvectors found.
  (2) Block: 564 / 564
  (2)   56 eigenvectors found.
  (2) Complementary block size: 26
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   17 eigenvectors found.
(1)   555 eigenvectors found.
(1) Complementary block size: 8
(1) Compute compressed projector.
(1) Use standard solver.
(1)   0 eigenvectors found.
Tree of FC basis block matrices:
- (4756, 4684), data: False
|-- (564, 555), data: False
  |-- (564, 555), data: False
    |-- (564, 17), data: (564, 26) @ (26, 17)
    |-- (64, 56), data: True
    |-- (250, 241), data: True
    |-- (250, 241), data: True
|-- (564, 555), data: False
  |-- (564, 555), data: False
    |-- (564, 16), data: (564, 25) @ (25, 16)
    |-- (64, 57), data: True
    |-- (250, 241), data: True
    |-- (250, 241), data: True
|-- (564, 555), data: False
  |-- (564, 555), data: False
    |-- (564, 16), data: (564, 25) @ (25, 16)
    |-- (64, 57), data: True
    |-- (250, 241), data: True
    |-- (250, 241), data: True
|-- (1016, 1002), data: False
  |-- (1016, 14), data: (1016, 28) @ (28, 14)
  |-- (516, 502), data: False
    |-- (516, 8), data: (516, 22) @ (22, 8)
    |-- (266, 258), data: True
    |-- (250, 236), data: True
  |-- (500, 486), data: False
    |-- (500, 13), data: (500, 27) @ (27, 13)
    |-- (250, 236), data: True
    |-- (250, 237), data: True
|-- (1016, 1002), data: False
  |-- (1016, 14), data: (1016, 28) @ (28, 14)
  |-- (516, 502), data: False
    |-- (516, 8), data: (516, 22) @ (22, 8)
    |-- (266, 258), data: True
    |-- (250, 236), data: True
  |-- (500, 486), data: False
    |-- (500, 13), data: (500, 27) @ (27, 13)
    |-- (250, 236), data: True
    |-- (250, 237), data: True
|-- (1032, 1015), data: False
  |-- (1032, 13), data: (1032, 30) @ (30, 13)
  |-- (532, 519), data: False
    |-- (532, 11), data: (532, 24) @ (24, 11)
    |-- (282, 271), data: True
    |-- (250, 237), data: True
  |-- (500, 483), data: False
    |-- (500, 15), data: (500, 32) @ (32, 15)
    |-- (250, 235), data: True
    |-- (250, 233), data: True
-----
Solver_atoms: 1 -- 128 / 128
Time (Solver_compr_matrix_reshape): 0.003
Solver_block: 100 / 960
 - Time: 1.319
Solver_block: 200 / 960
 - Time: 1.207
Solver_block: 300 / 960
 - Time: 1.207
Solver_block: 400 / 960
 - Time: 1.216
Solver_block: 500 / 960
 - Time: 1.217
Solver_block: 600 / 960
 - Time: 1.232
Solver_block: 700 / 960
 - Time: 1.214
Solver_block: 800 / 960
 - Time: 1.222
Solver_block: 900 / 960
 - Time: 1.217
Solver_block: 960 / 960
 - Time: 0.798
Solver: Calculate X.T @ X and X.T @ y
 (disp @ compr @ eigvecs).T @ (disp @ compr @ eigvecs): 12.172
--------------------------------- Symfc end --------------------------------
Max drift of force constants: 0.00000000 (yy) 0.00000000 (yy) 
Permutation basis: 384/384
Permutation basis: 21984/21984
Construct permutation basis matrix.
Finding block diagonal structure in projector.
Using scipy connected_components.
Rank of projector: 4756
Number of blocks in projector: 4756
Finding block diagonal structure in projector.
Using scipy connected_components.
Number of blocks in projector (Sum rule): 6
--- Eigsh_solver_block: 1 / 6 ---
Block_size: 1032
Use submatrix version of eigh solver.
(1) Block: 500 / 1032
  (2) Block: 250 / 500
  (2)   233 eigenvectors found.
  (2) Block: 500 / 500
  (2)   235 eigenvectors found.
  (2) Complementary block size: 32
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   15 eigenvectors found.
(1)   483 eigenvectors found.
(1) Block: 1032 / 1032
  (2) Block: 250 / 532
  (2)   237 eigenvectors found.
  (2) Block: 532 / 532
  (2)   271 eigenvectors found.
  (2) Complementary block size: 24
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   11 eigenvectors found.
(1)   519 eigenvectors found.
(1) Complementary block size: 30
(1) Compute compressed projector.
(1) Use standard solver.
(1)   13 eigenvectors found.
--- Eigsh_solver_block: 2 / 6 ---
Block_size: 1016
Use submatrix version of eigh solver.
(1) Block: 500 / 1016
  (2) Block: 250 / 500
  (2)   237 eigenvectors found.
  (2) Block: 500 / 500
  (2)   236 eigenvectors found.
  (2) Complementary block size: 27
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   13 eigenvectors found.
(1)   486 eigenvectors found.
(1) Block: 1016 / 1016
  (2) Block: 250 / 516
  (2)   236 eigenvectors found.
  (2) Block: 516 / 516
  (2)   258 eigenvectors found.
  (2) Complementary block size: 22
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   8 eigenvectors found.
(1)   502 eigenvectors found.
(1) Complementary block size: 28
(1) Compute compressed projector.
(1) Use standard solver.
(1)   14 eigenvectors found.
--- Eigsh_solver_block: 3 / 6 ---
Block_size: 1016
Use submatrix version of eigh solver.
(1) Block: 500 / 1016
  (2) Block: 250 / 500
  (2)   237 eigenvectors found.
  (2) Block: 500 / 500
  (2)   236 eigenvectors found.
  (2) Complementary block size: 27
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   13 eigenvectors found.
(1)   486 eigenvectors found.
(1) Block: 1016 / 1016
  (2) Block: 250 / 516
  (2)   236 eigenvectors found.
  (2) Block: 516 / 516
  (2)   258 eigenvectors found.
  (2) Complementary block size: 22
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   8 eigenvectors found.
(1)   502 eigenvectors found.
(1) Complementary block size: 28
(1) Compute compressed projector.
(1) Use standard solver.
(1)   14 eigenvectors found.
--- Eigsh_solver_block: 4 / 6 ---
Block_size: 564
Use submatrix version of eigh solver.
(1) Block: 564 / 564
  (2) Block: 250 / 564
  (2)   241 eigenvectors found.
  (2) Block: 500 / 564
  (2)   241 eigenvectors found.
  (2) Block: 564 / 564
  (2)   57 eigenvectors found.
  (2) Complementary block size: 25
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   16 eigenvectors found.
(1)   555 eigenvectors found.
(1) Complementary block size: 8
(1) Compute compressed projector.
(1) Use standard solver.
(1)   0 eigenvectors found.
--- Eigsh_solver_block: 5 / 6 ---
Block_size: 564
Use submatrix version of eigh solver.
(1) Block: 564 / 564
  (2) Block: 250 / 564
  (2)   241 eigenvectors found.
  (2) Block: 500 / 564
  (2)   241 eigenvectors found.
  (2) Block: 564 / 564
  (2)   57 eigenvectors found.
  (2) Complementary block size: 25
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   16 eigenvectors found.
(1)   555 eigenvectors found.
(1) Complementary block size: 8
(1) Compute compressed projector.
(1) Use standard solver.
(1)   0 eigenvectors found.
--- Eigsh_solver_block: 6 / 6 ---
Block_size: 564
Use submatrix version of eigh solver.
(1) Block: 564 / 564
  (2) Block: 250 / 564
  (2)   241 eigenvectors found.
  (2) Block: 500 / 564
  (2)   241 eigenvectors found.
  (2) Block: 564 / 564
  (2)   56 eigenvectors found.
  (2) Complementary block size: 26
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   17 eigenvectors found.
(1)   555 eigenvectors found.
(1) Complementary block size: 8
(1) Compute compressed projector.
(1) Use standard solver.
(1)   0 eigenvectors found.
Tree of FC basis block matrices:
- (4756, 4684), data: False
|-- (564, 555), data: False
  |-- (564, 555), data: False
    |-- (564, 17), data: (564, 26) @ (26, 17)
    |-- (64, 56), data: True
    |-- (250, 241), data: True
    |-- (250, 241), data: True
|-- (564, 555), data: False
  |-- (564, 555), data: False
    |-- (564, 16), data: (564, 25) @ (25, 16)
    |-- (64, 57), data: True
    |-- (250, 241), data: True
    |-- (250, 241), data: True
|-- (564, 555), data: False
  |-- (564, 555), data: False
    |-- (564, 16), data: (564, 25) @ (25, 16)
    |-- (64, 57), data: True
    |-- (250, 241), data: True
    |-- (250, 241), data: True
|-- (1016, 1002), data: False
  |-- (1016, 14), data: (1016, 28) @ (28, 14)
  |-- (516, 502), data: False
    |-- (516, 8), data: (516, 22) @ (22, 8)
    |-- (266, 258), data: True
    |-- (250, 236), data: True
  |-- (500, 486), data: False
    |-- (500, 13), data: (500, 27) @ (27, 13)
    |-- (250, 236), data: True
    |-- (250, 237), data: True
|-- (1016, 1002), data: False
  |-- (1016, 14), data: (1016, 28) @ (28, 14)
  |-- (516, 502), data: False
    |-- (516, 8), data: (516, 22) @ (22, 8)
    |-- (266, 258), data: True
    |-- (250, 236), data: True
  |-- (500, 486), data: False
    |-- (500, 13), data: (500, 27) @ (27, 13)
    |-- (250, 236), data: True
    |-- (250, 237), data: True
|-- (1032, 1015), data: False
  |-- (1032, 13), data: (1032, 30) @ (30, 13)
  |-- (532, 519), data: False
    |-- (532, 11), data: (532, 24) @ (24, 11)
    |-- (282, 271), data: True
    |-- (250, 237), data: True
  |-- (500, 483), data: False
    |-- (500, 15), data: (500, 32) @ (32, 15)
    |-- (250, 235), data: True
    |-- (250, 233), data: True
Max drift after symmetrization by symfc projector: 0.00000000 (yy) 0.00000000 (yy) 
Force constants are written into "force_constants.hdf5".

----------------------------------------------------------------------------
 One of the following run modes may be specified for phonon calculations.
 - Mesh sampling (MESH, --mesh)
 - Q-points (QPOINTS, --qpoints)
 - Band structure (BAND, --band)
 - Animation (ANIME, --anime)
 - Modulation (MODULATION, --modulation)
 - Characters of Irreps (IRREPS, --irreps)
 - Create displacements (CREATE_DISPLACEMENTS, -d)
----------------------------------------------------------------------------

Summary of calculation was written in "phonopy.yaml".
-------------------------[time 2026-01-08 15:03:09]-------------------------
                 _
   ___ _ __   __| |
  / _ \ '_ \ / _` |
 |  __/ | | | (_| |
  \___|_| |_|\__,_|


----------------------------
------ calculate fc3 -------
----------------------------

        _                      _____
  _ __ | |__   ___  _ __   ___|___ / _ __  _   _
 | '_ \| '_ \ / _ \| '_ \ / _ \ |_ \| '_ \| | | |
 | |_) | | | | (_) | | | | (_) |__) | |_) | |_| |
 | .__/|_| |_|\___/|_| |_|\___/____/| .__/ \__, |
 |_|                                |_|    |___/ 
                                      3.23.0

-------------------------[time 2026-01-08 15:03:09]-------------------------
Compiled with OpenMP support (max 48 threads).
Running in phono3py.load mode.
Python version 3.14.2
Spglib version 2.6.1
----------------------------- General settings -----------------------------
Run mode: force constants
HDF5 data compression filter: gzip
Crystal structure was read from "phono3py_mlp_eval_fc3_disp.yaml.xz".
Supercell (dim): [2 1 1]
Primitive matrix:
  [ 0.5  0.5 -0. ]
  [-0.5  0.5  0. ]
  [0. 0. 1.]
Spacegroup: C2/c (15)
------------------------------ primitive cell ------------------------------
Lattice vectors:
  a    5.571613365433969   -5.572028420000000    0.000000000000000
  b    5.571613365433969    5.572028420000000    0.000000000000000
  c   -2.795380553497524    0.000000000000000   15.999622471753527
Atomic positions (fractional):
    1 Cs  0.65146398855266  0.27635073868884  0.10742349614291 132.905
    2 Cs  0.15238858198449  0.27647142170315  0.10817323661223 132.905
    3 Cs  0.84761141801551  0.72352857829685  0.89182676338777 132.905
    4 Cs  0.72352857829685  0.84761141801551  0.39182676338777 132.905
    5 Cs  0.72364926131116  0.34853601144734  0.39257650385710 132.905
    6 Cs  0.34853601144734  0.72364926131116  0.89257650385709 132.905
    7 Cs  0.27635073868884  0.65146398855266  0.60742349614291 132.905
    8 Cs  0.27647142170315  0.15238858198449  0.60817323661223 132.905
    9 In  0.91772723806860  0.79120650798789  0.16465009128150 114.818
   10 In  0.58527942249575  0.20871382754817  0.83511904172811 114.818
   11 In  0.20879349201211  0.08227276193140  0.33534990871850 114.818
   12 In  0.79128617245183  0.41472057750425  0.66488095827189 114.818
   13 In  0.08227276193140  0.20879349201211  0.83534990871850 114.818
   14 In  0.79120650798789  0.91772723806860  0.66465009128150 114.818
   15 In  0.20871382754817  0.58527942249575  0.33511904172811 114.818
   16 In  0.41472057750425  0.79128617245183  0.16488095827189 114.818
   17 S   0.92770797287578  0.07229202712422  0.25000000000000  32.065
   18 S   0.14276622320854  0.76810893253728  0.07056813991746  32.065
   19 S   0.23189106746272  0.85723377679146  0.42943186008254  32.065
   20 S   0.55244817812425  0.92770493223138  0.74967961578898  32.065
   21 S   0.76810893253728  0.14276622320854  0.57056813991746  32.065
   22 S   0.64277617755967  0.76833541598376  0.07196876795713  32.065
   23 S   0.85723377679146  0.23189106746272  0.92943186008254  32.065
   24 S   0.35722382244033  0.23166458401624  0.92803123204287  32.065
   25 S   0.55264884841350  0.44735115158650  0.75000000000000  32.065
   26 S   0.76833541598376  0.64277617755967  0.57196876795713  32.065
   27 S   0.92770493223138  0.55244817812425  0.24967961578898  32.065
   28 S   0.07229506776862  0.44755182187575  0.75032038421102  32.065
   29 S   0.07229202712422  0.92770797287578  0.75000000000000  32.065
   30 S   0.44735115158650  0.55264884841350  0.25000000000000  32.065
   31 S   0.44755182187575  0.07229506776862  0.25032038421102  32.065
   32 S   0.23166458401624  0.35722382244033  0.42803123204287  32.065
-------------------------------- supercell ---------------------------------
Lattice vectors:
  a   22.286453461735874    0.000000000000000    0.000000000000000
  b    0.000000000000000   11.144056839999999    0.000000000000000
  c   -2.795380553497524    0.000000000000000   15.999622471753527
Atomic positions (fractional):
    1 Cs  0.23195368181037  0.81244337506809  0.10742349614291 132.905 > 1
    2 Cs  0.73195368181037  0.81244337506809  0.10742349614291 132.905 > 1
    3 Cs  0.10721500092191  0.06204141985933  0.10817323661223 132.905 > 3
    4 Cs  0.60721500092191  0.06204141985933  0.10817323661223 132.905 > 3
    5 Cs  0.39278499907809  0.93795858014067  0.89182676338777 132.905 > 5
    6 Cs  0.89278499907809  0.93795858014067  0.89182676338777 132.905 > 5
    7 Cs  0.39278499907809  0.06204141985933  0.39182676338777 132.905 > 7
    8 Cs  0.89278499907809  0.06204141985933  0.39182676338777 132.905 > 7
    9 Cs  0.26804631818963  0.81244337506809  0.39257650385710 132.905 > 9
   10 Cs  0.76804631818963  0.81244337506809  0.39257650385710 132.905 > 9
   11 Cs  0.26804631818963  0.18755662493191  0.89257650385709 132.905 > 11
   12 Cs  0.76804631818963  0.18755662493191  0.89257650385709 132.905 > 11
   13 Cs  0.23195368181037  0.18755662493191  0.60742349614291 132.905 > 13
   14 Cs  0.73195368181037  0.18755662493191  0.60742349614291 132.905 > 13
   15 Cs  0.10721500092191  0.93795858014067  0.60817323661223 132.905 > 15
   16 Cs  0.60721500092191  0.93795858014067  0.60817323661223 132.905 > 15
   17 Cs  0.48195368181037  0.31244337506809  0.10742349614291 132.905 > 1
   18 Cs  0.98195368181037  0.31244337506809  0.10742349614291 132.905 > 1
   19 Cs  0.35721500092191  0.56204141985933  0.10817323661223 132.905 > 3
   20 Cs  0.85721500092191  0.56204141985933  0.10817323661223 132.905 > 3
   21 Cs  0.14278499907809  0.43795858014067  0.89182676338777 132.905 > 5
   22 Cs  0.64278499907809  0.43795858014067  0.89182676338777 132.905 > 5
   23 Cs  0.14278499907809  0.56204141985933  0.39182676338777 132.905 > 7
   24 Cs  0.64278499907809  0.56204141985933  0.39182676338777 132.905 > 7
   25 Cs  0.01804631818963  0.31244337506809  0.39257650385710 132.905 > 9
   26 Cs  0.51804631818963  0.31244337506809  0.39257650385710 132.905 > 9
   27 Cs  0.01804631818963  0.68755662493191  0.89257650385709 132.905 > 11
   28 Cs  0.51804631818963  0.68755662493191  0.89257650385709 132.905 > 11
   29 Cs  0.48195368181037  0.68755662493191  0.60742349614291 132.905 > 13
   30 Cs  0.98195368181037  0.68755662493191  0.60742349614291 132.905 > 13
   31 Cs  0.35721500092191  0.43795858014067  0.60817323661223 132.905 > 15
   32 Cs  0.85721500092191  0.43795858014067  0.60817323661223 132.905 > 15
   33 In  0.42723343651412  0.93673963495964  0.16465009128150 114.818 > 33
   34 In  0.92723343651412  0.93673963495964  0.16465009128150 114.818 > 33
   35 In  0.19849831251098  0.81171720252621  0.83511904172811 114.818 > 35
   36 In  0.69849831251098  0.81171720252621  0.83511904172811 114.818 > 35
   37 In  0.07276656348588  0.93673963495964  0.33534990871850 114.818 > 37
   38 In  0.57276656348588  0.93673963495964  0.33534990871850 114.818 > 37
   39 In  0.30150168748902  0.81171720252621  0.66488095827189 114.818 > 39
   40 In  0.80150168748902  0.81171720252621  0.66488095827189 114.818 > 39
   41 In  0.07276656348588  0.06326036504036  0.83534990871850 114.818 > 41
   42 In  0.57276656348588  0.06326036504036  0.83534990871850 114.818 > 41
   43 In  0.42723343651412  0.06326036504036  0.66465009128150 114.818 > 43
   44 In  0.92723343651412  0.06326036504036  0.66465009128150 114.818 > 43
   45 In  0.19849831251098  0.18828279747379  0.33511904172811 114.818 > 45
   46 In  0.69849831251098  0.18828279747379  0.33511904172811 114.818 > 45
   47 In  0.30150168748902  0.18828279747379  0.16488095827189 114.818 > 47
   48 In  0.80150168748902  0.18828279747379  0.16488095827189 114.818 > 47
   49 In  0.17723343651412  0.43673963495964  0.16465009128150 114.818 > 33
   50 In  0.67723343651412  0.43673963495964  0.16465009128150 114.818 > 33
   51 In  0.44849831251098  0.31171720252621  0.83511904172811 114.818 > 35
   52 In  0.94849831251098  0.31171720252621  0.83511904172811 114.818 > 35
   53 In  0.32276656348588  0.43673963495964  0.33534990871850 114.818 > 37
   54 In  0.82276656348588  0.43673963495964  0.33534990871850 114.818 > 37
   55 In  0.05150168748902  0.31171720252621  0.66488095827189 114.818 > 39
   56 In  0.55150168748902  0.31171720252621  0.66488095827189 114.818 > 39
   57 In  0.32276656348588  0.56326036504036  0.83534990871850 114.818 > 41
   58 In  0.82276656348588  0.56326036504036  0.83534990871850 114.818 > 41
   59 In  0.17723343651412  0.56326036504036  0.66465009128150 114.818 > 43
   60 In  0.67723343651412  0.56326036504036  0.66465009128150 114.818 > 43
   61 In  0.44849831251098  0.68828279747379  0.33511904172811 114.818 > 45
   62 In  0.94849831251098  0.68828279747379  0.33511904172811 114.818 > 45
   63 In  0.05150168748902  0.68828279747379  0.16488095827189 114.818 > 47
   64 In  0.55150168748902  0.68828279747379  0.16488095827189 114.818 > 47
   65 S   0.25000000000000  0.57229202712422  0.25000000000000  32.065 > 65
   66 S   0.75000000000000  0.57229202712422  0.25000000000000  32.065 > 65
   67 S   0.22771878893645  0.31267135466437  0.07056813991746  32.065 > 67
   68 S   0.72771878893645  0.31267135466437  0.07056813991746  32.065 > 67
   69 S   0.27228121106355  0.31267135466437  0.42943186008254  32.065 > 69
   70 S   0.77228121106355  0.31267135466437  0.42943186008254  32.065 > 69
   71 S   0.37003827758891  0.18762837705357  0.74967961578898  32.065 > 71
   72 S   0.87003827758891  0.18762837705357  0.74967961578898  32.065 > 71
   73 S   0.22771878893645  0.68732864533563  0.57056813991746  32.065 > 73
   74 S   0.72771878893645  0.68732864533563  0.57056813991746  32.065 > 73
   75 S   0.35277789838586  0.06277961921205  0.07196876795713  32.065 > 75
   76 S   0.85277789838586  0.06277961921205  0.07196876795713  32.065 > 75
   77 S   0.27228121106355  0.68732864533563  0.92943186008254  32.065 > 77
   78 S   0.77228121106355  0.68732864533563  0.92943186008254  32.065 > 77
   79 S   0.14722210161414  0.93722038078795  0.92803123204287  32.065 > 79
   80 S   0.64722210161414  0.93722038078795  0.92803123204287  32.065 > 79
   81 S   0.25000000000000  0.94735115158650  0.75000000000000  32.065 > 81
   82 S   0.75000000000000  0.94735115158650  0.75000000000000  32.065 > 81
   83 S   0.35277789838586  0.93722038078795  0.57196876795713  32.065 > 83
   84 S   0.85277789838586  0.93722038078795  0.57196876795713  32.065 > 83
   85 S   0.37003827758891  0.81237162294643  0.24967961578898  32.065 > 85
   86 S   0.87003827758891  0.81237162294643  0.24967961578898  32.065 > 85
   87 S   0.12996172241109  0.18762837705357  0.75032038421102  32.065 > 87
   88 S   0.62996172241109  0.18762837705357  0.75032038421102  32.065 > 87
   89 S   0.25000000000000  0.42770797287578  0.75000000000000  32.065 > 89
   90 S   0.75000000000000  0.42770797287578  0.75000000000000  32.065 > 89
   91 S   0.25000000000000  0.05264884841350  0.25000000000000  32.065 > 91
   92 S   0.75000000000000  0.05264884841350  0.25000000000000  32.065 > 91
   93 S   0.12996172241109  0.81237162294643  0.25032038421102  32.065 > 93
   94 S   0.62996172241109  0.81237162294643  0.25032038421102  32.065 > 93
   95 S   0.14722210161414  0.06277961921205  0.42803123204287  32.065 > 95
   96 S   0.64722210161414  0.06277961921205  0.42803123204287  32.065 > 95
   97 S   0.00000000000000  0.07229202712422  0.25000000000000  32.065 > 65
   98 S   0.50000000000000  0.07229202712422  0.25000000000000  32.065 > 65
   99 S   0.47771878893645  0.81267135466437  0.07056813991746  32.065 > 67
  100 S   0.97771878893645  0.81267135466437  0.07056813991746  32.065 > 67
  101 S   0.02228121106355  0.81267135466437  0.42943186008254  32.065 > 69
  102 S   0.52228121106355  0.81267135466437  0.42943186008254  32.065 > 69
  103 S   0.12003827758891  0.68762837705357  0.74967961578898  32.065 > 71
  104 S   0.62003827758891  0.68762837705357  0.74967961578898  32.065 > 71
  105 S   0.47771878893645  0.18732864533563  0.57056813991746  32.065 > 73
  106 S   0.97771878893645  0.18732864533563  0.57056813991746  32.065 > 73
  107 S   0.10277789838586  0.56277961921205  0.07196876795713  32.065 > 75
  108 S   0.60277789838586  0.56277961921205  0.07196876795713  32.065 > 75
  109 S   0.02228121106355  0.18732864533563  0.92943186008254  32.065 > 77
  110 S   0.52228121106355  0.18732864533563  0.92943186008254  32.065 > 77
  111 S   0.39722210161414  0.43722038078795  0.92803123204287  32.065 > 79
  112 S   0.89722210161414  0.43722038078795  0.92803123204287  32.065 > 79
  113 S   0.00000000000000  0.44735115158650  0.75000000000000  32.065 > 81
  114 S   0.50000000000000  0.44735115158650  0.75000000000000  32.065 > 81
  115 S   0.10277789838586  0.43722038078795  0.57196876795713  32.065 > 83
  116 S   0.60277789838586  0.43722038078795  0.57196876795713  32.065 > 83
  117 S   0.12003827758891  0.31237162294643  0.24967961578898  32.065 > 85
  118 S   0.62003827758891  0.31237162294643  0.24967961578898  32.065 > 85
  119 S   0.37996172241109  0.68762837705357  0.75032038421102  32.065 > 87
  120 S   0.87996172241109  0.68762837705357  0.75032038421102  32.065 > 87
  121 S   0.00000000000000  0.92770797287578  0.75000000000000  32.065 > 89
  122 S   0.50000000000000  0.92770797287578  0.75000000000000  32.065 > 89
  123 S   0.00000000000000  0.55264884841350  0.25000000000000  32.065 > 91
  124 S   0.50000000000000  0.55264884841350  0.25000000000000  32.065 > 91
  125 S   0.37996172241109  0.31237162294643  0.25032038421102  32.065 > 93
  126 S   0.87996172241109  0.31237162294643  0.25032038421102  32.065 > 93
  127 S   0.39722210161414  0.56277961921205  0.42803123204287  32.065 > 95
  128 S   0.89722210161414  0.56277961921205  0.42803123204287  32.065 > 95
----------------------------------------------------------------------------
NAC parameters were read from "phono3py_mlp_eval_fc3_disp.yaml.xz".
--------------------------- Dielectric constant ----------------------------
            4.6303532    0.0000000   -0.0046194
            0.0000000    4.6296259    0.0000000
           -0.0046197    0.0000000    4.3466727
-------------------------- Born effective charges --------------------------
    1 Cs    1.3404810    0.0489562   -0.0002823
            0.0485960    1.3417411    0.0012423
           -0.0000970   -0.0026743    1.6114878
    2 Cs    1.2235799    0.1824216    0.0011669
            0.1824327    1.2240147    0.0003031
           -0.0006584   -0.0007986    1.5695474
    3 Cs    1.2235799    0.1824216    0.0011669
            0.1824327    1.2240147    0.0003031
           -0.0006584   -0.0007986    1.5695474
    4 Cs    1.2235799   -0.1824216    0.0011669
           -0.1824327    1.2240147   -0.0003031
           -0.0006584    0.0007986    1.5695474
    5 Cs    1.3404810   -0.0489562   -0.0002823
           -0.0485960    1.3417411   -0.0012423
           -0.0000970    0.0026743    1.6114878
    6 Cs    1.3404810    0.0489562   -0.0002823
            0.0485960    1.3417411    0.0012423
           -0.0000970   -0.0026743    1.6114878
    7 Cs    1.3404810   -0.0489562   -0.0002823
           -0.0485960    1.3417411   -0.0012423
           -0.0000970    0.0026743    1.6114878
    8 Cs    1.2235799   -0.1824216    0.0011669
           -0.1824327    1.2240147   -0.0003031
           -0.0006584    0.0007986    1.5695474
    9 In    2.6727736   -0.2835130    0.2942439
           -0.2832194    2.6733388   -0.2978528
           -0.0680386    0.0668583    2.0284463
   10 In    2.6619141   -0.2730201   -0.2988919
           -0.2738352    2.6608420    0.2960574
            0.0658823   -0.0680402    2.0288748
   11 In    2.6727736    0.2835130    0.2942439
            0.2832194    2.6733388    0.2978528
           -0.0680386   -0.0668583    2.0284463
   12 In    2.6619141    0.2730201   -0.2988919
            0.2738352    2.6608420   -0.2960574
            0.0658823    0.0680402    2.0288748
   13 In    2.6727736   -0.2835130    0.2942439
           -0.2832194    2.6733388   -0.2978528
           -0.0680386    0.0668583    2.0284463
   14 In    2.6727736    0.2835130    0.2942439
            0.2832194    2.6733388    0.2978528
           -0.0680386   -0.0668583    2.0284463
   15 In    2.6619141    0.2730201   -0.2988919
            0.2738352    2.6608420   -0.2960574
            0.0658823    0.0680402    2.0288748
   16 In    2.6619141   -0.2730201   -0.2988919
           -0.2738352    2.6608420    0.2960574
            0.0658823   -0.0680402    2.0288748
   17 S    -1.9180622   -0.0000000   -0.6051260
            0.0000000   -1.8978223   -0.0000000
           -0.2993485    0.0000000   -1.7045047
   18 S    -1.9255022    0.7096462    0.0096676
            0.7107255   -1.9261973   -0.0069913
            0.0114680   -0.0058664   -1.9156061
   19 S    -1.9255022   -0.7096462    0.0096676
           -0.7107255   -1.9261973    0.0069913
            0.0114680    0.0058664   -1.9156061
   20 S    -1.8952541   -0.0008152   -0.0002610
           -0.0015113   -1.9170568   -0.6060771
           -0.0001490   -0.2970794   -1.7007967
   21 S    -1.9255022   -0.7096462    0.0096676
           -0.7107255   -1.9261973    0.0069913
            0.0114680    0.0058664   -1.9156061
   22 S    -2.1612816    0.8933981   -0.0062787
            0.8926533   -2.1613445    0.0085434
           -0.0074107    0.0113335   -1.9206963
   23 S    -1.9255022    0.7096462    0.0096676
            0.7107255   -1.9261973   -0.0069913
            0.0114680   -0.0058664   -1.9156061
   24 S    -2.1612816    0.8933981   -0.0062787
            0.8926533   -2.1613445    0.0085434
           -0.0074107    0.0113335   -1.9206963
   25 S    -1.9153590   -0.0000000    0.6063968
            0.0000000   -1.8928539   -0.0000000
            0.2973551    0.0000000   -1.6980098
   26 S    -2.1612816   -0.8933981   -0.0062787
           -0.8926533   -2.1613445   -0.0085434
           -0.0074107   -0.0113335   -1.9206963
   27 S    -1.8952541    0.0008152   -0.0002610
            0.0015113   -1.9170568    0.6060771
           -0.0001490    0.2970794   -1.7007967
   28 S    -1.8952541    0.0008152   -0.0002610
            0.0015113   -1.9170568    0.6060771
           -0.0001490    0.2970794   -1.7007967
   29 S    -1.9180622   -0.0000000   -0.6051260
            0.0000000   -1.8978223   -0.0000000
           -0.2993485    0.0000000   -1.7045047
   30 S    -1.9153590   -0.0000000    0.6063968
            0.0000000   -1.8928539   -0.0000000
            0.2973551    0.0000000   -1.6980098
   31 S    -1.8952541   -0.0008152   -0.0002610
           -0.0015113   -1.9170568   -0.6060771
           -0.0001490   -0.2970794   -1.7007967
   32 S    -2.1612816   -0.8933981   -0.0062787
           -0.8926533   -2.1613445   -0.0085434
           -0.0074107   -0.0113335   -1.9206963
----------------------------------------------------------------------------
Sets of supercell forces were read from "FORCES_FC3.xz".
Displacement dataset for fc3 was read from "phono3py_mlp_eval_fc3_disp.yaml.xz".
----------------------------- Force constants ------------------------------
Computing fc3[ 1, x, x ] using numpy.linalg.pinv.
Displacements (in Angstrom):
    [ 0.0100  0.0000  0.0000]
    [-0.0100  0.0000  0.0000]
    [ 0.0000  0.0100  0.0000]
    [ 0.0000 -0.0100  0.0000]
    [-0.0017  0.0000  0.0099]
    [ 0.0017  0.0000 -0.0099]
Computing fc3[ 3, x, x ] using numpy.linalg.pinv.
Displacements (in Angstrom):
    [ 0.0100  0.0000  0.0000]
    [-0.0100  0.0000  0.0000]
    [ 0.0000  0.0100  0.0000]
    [ 0.0000 -0.0100  0.0000]
    [-0.0017  0.0000  0.0099]
    [ 0.0017  0.0000 -0.0099]
Computing fc3[ 33, x, x ] using numpy.linalg.pinv.
Displacements (in Angstrom):
    [ 0.0100  0.0000  0.0000]
    [-0.0100  0.0000  0.0000]
    [ 0.0000  0.0100  0.0000]
    [ 0.0000 -0.0100  0.0000]
    [-0.0017  0.0000  0.0099]
    [ 0.0017  0.0000 -0.0099]
Computing fc3[ 35, x, x ] using numpy.linalg.pinv.
Displacements (in Angstrom):
    [ 0.0100  0.0000  0.0000]
    [-0.0100  0.0000  0.0000]
    [ 0.0000  0.0100  0.0000]
    [ 0.0000 -0.0100  0.0000]
    [-0.0017  0.0000  0.0099]
    [ 0.0017  0.0000 -0.0099]
Computing fc3[ 65, x, x ] using numpy.linalg.pinv.
Displacements (in Angstrom):
    [ 0.0100  0.0000  0.0000]
    [-0.0100  0.0000  0.0000]
    [ 0.0000  0.0100  0.0000]
    [ 0.0000 -0.0100  0.0000]
    [-0.0017  0.0000  0.0099]
    [ 0.0017  0.0000 -0.0099]
Computing fc3[ 67, x, x ] using numpy.linalg.pinv.
Displacements (in Angstrom):
    [ 0.0100  0.0000  0.0000]
    [-0.0100  0.0000  0.0000]
    [ 0.0000  0.0100  0.0000]
    [ 0.0000 -0.0100  0.0000]
    [-0.0017  0.0000  0.0099]
    [ 0.0017  0.0000 -0.0099]
Computing fc3[ 71, x, x ] using numpy.linalg.pinv.
Displacements (in Angstrom):
    [ 0.0100  0.0000  0.0000]
    [-0.0100  0.0000  0.0000]
    [ 0.0000  0.0100  0.0000]
    [ 0.0000 -0.0100  0.0000]
    [-0.0017  0.0000  0.0099]
    [ 0.0017  0.0000 -0.0099]
Computing fc3[ 75, x, x ] using numpy.linalg.pinv.
Displacements (in Angstrom):
    [ 0.0100  0.0000  0.0000]
    [-0.0100  0.0000  0.0000]
    [ 0.0000  0.0100  0.0000]
    [ 0.0000 -0.0100  0.0000]
    [-0.0017  0.0000  0.0099]
    [ 0.0017  0.0000 -0.0099]
Computing fc3[ 81, x, x ] using numpy.linalg.pinv.
Displacements (in Angstrom):
    [ 0.0100  0.0000  0.0000]
    [-0.0100  0.0000  0.0000]
    [ 0.0000  0.0100  0.0000]
    [ 0.0000 -0.0100  0.0000]
    [-0.0017  0.0000  0.0099]
    [ 0.0017  0.0000 -0.0099]
Expanding fc3.
Symmetrizing fc3 by traditional approach (N=3).
Symmetrizing fc2 by traditional approach (N=3).
Max drift of fc3: 0.00000000 (zzz) 0.00000000 (zzz) 0.00000000 (zzz)
fc3 was written into "fc3.hdf5".
Max drift of fc2: -0.00000000 (zx) -0.00000000 (zx) 
fc2 was written into "fc2.hdf5".
--------------------------- Calculation settings ---------------------------
Non-analytical term correction (NAC): True
NAC unit conversion factor:  14.39965
BZ integration: Tetrahedron-method
Temperatures: 0.0  300.0 
Cutoff frequency: 0.01
Frequency conversion factor to THz:  15.63330
----------- None of ph-ph interaction calculation was performed. -----------
Summary of calculation was written in "phono3py.yaml".
-------------------------[time 2026-01-08 15:03:48]-------------------------
                 _
   ___ _ __   __| |
  / _ \ '_ \ / _` |
 |  __/ | | | (_| |
  \___|_| |_|\__,_|


----------------------------
------ calculate LTC -------
----------------------------

        _                      _____
  _ __ | |__   ___  _ __   ___|___ / _ __  _   _
 | '_ \| '_ \ / _ \| '_ \ / _ \ |_ \| '_ \| | | |
 | |_) | | | | (_) | | | | (_) |__) | |_) | |_| |
 | .__/|_| |_|\___/|_| |_|\___/____/| .__/ \__, |
 |_|                                |_|    |___/ 
                                      3.23.0

-------------------------[time 2026-01-08 15:03:48]-------------------------
Compiled with OpenMP support (max 48 threads).
Running in phono3py.load mode.
Python version 3.14.2
Spglib version 2.6.1
----------------------------- General settings -----------------------------
Run mode: conductivity-RTA
HDF5 data compression filter: gzip
Crystal structure was read from "phono3py.yaml".
Supercell (dim): [2 1 1]
Primitive matrix:
  [ 0.5  0.5 -0. ]
  [-0.5  0.5  0. ]
  [0. 0. 1.]
Spacegroup: C2/c (15)
------------------------------ primitive cell ------------------------------
Lattice vectors:
  a    5.571613365433969   -5.572028420000000    0.000000000000000
  b    5.571613365433969    5.572028420000000    0.000000000000000
  c   -2.795380553497524    0.000000000000000   15.999622471753527
Atomic positions (fractional):
    1 Cs  0.65146398855266  0.27635073868884  0.10742349614291 132.905
    2 Cs  0.15238858198449  0.27647142170315  0.10817323661223 132.905
    3 Cs  0.84761141801551  0.72352857829685  0.89182676338777 132.905
    4 Cs  0.72352857829685  0.84761141801551  0.39182676338777 132.905
    5 Cs  0.72364926131116  0.34853601144734  0.39257650385710 132.905
    6 Cs  0.34853601144734  0.72364926131116  0.89257650385709 132.905
    7 Cs  0.27635073868884  0.65146398855266  0.60742349614291 132.905
    8 Cs  0.27647142170315  0.15238858198449  0.60817323661223 132.905
    9 In  0.91772723806860  0.79120650798789  0.16465009128150 114.818
   10 In  0.58527942249575  0.20871382754817  0.83511904172811 114.818
   11 In  0.20879349201211  0.08227276193140  0.33534990871850 114.818
   12 In  0.79128617245183  0.41472057750425  0.66488095827189 114.818
   13 In  0.08227276193140  0.20879349201211  0.83534990871850 114.818
   14 In  0.79120650798789  0.91772723806860  0.66465009128150 114.818
   15 In  0.20871382754817  0.58527942249575  0.33511904172811 114.818
   16 In  0.41472057750425  0.79128617245183  0.16488095827189 114.818
   17 S   0.92770797287578  0.07229202712422  0.25000000000000  32.065
   18 S   0.14276622320854  0.76810893253728  0.07056813991746  32.065
   19 S   0.23189106746272  0.85723377679146  0.42943186008254  32.065
   20 S   0.55244817812425  0.92770493223138  0.74967961578898  32.065
   21 S   0.76810893253728  0.14276622320854  0.57056813991746  32.065
   22 S   0.64277617755967  0.76833541598376  0.07196876795713  32.065
   23 S   0.85723377679146  0.23189106746272  0.92943186008254  32.065
   24 S   0.35722382244033  0.23166458401624  0.92803123204287  32.065
   25 S   0.55264884841350  0.44735115158650  0.75000000000000  32.065
   26 S   0.76833541598376  0.64277617755967  0.57196876795713  32.065
   27 S   0.92770493223138  0.55244817812425  0.24967961578898  32.065
   28 S   0.07229506776862  0.44755182187575  0.75032038421102  32.065
   29 S   0.07229202712422  0.92770797287578  0.75000000000000  32.065
   30 S   0.44735115158650  0.55264884841350  0.25000000000000  32.065
   31 S   0.44755182187575  0.07229506776862  0.25032038421102  32.065
   32 S   0.23166458401624  0.35722382244033  0.42803123204287  32.065
-------------------------------- supercell ---------------------------------
Lattice vectors:
  a   22.286453461735874    0.000000000000000    0.000000000000000
  b    0.000000000000000   11.144056839999999    0.000000000000000
  c   -2.795380553497524    0.000000000000000   15.999622471753527
Atomic positions (fractional):
    1 Cs  0.23195368181037  0.81244337506809  0.10742349614291 132.905 > 1
    2 Cs  0.73195368181037  0.81244337506809  0.10742349614291 132.905 > 1
    3 Cs  0.10721500092191  0.06204141985933  0.10817323661223 132.905 > 3
    4 Cs  0.60721500092191  0.06204141985933  0.10817323661223 132.905 > 3
    5 Cs  0.39278499907809  0.93795858014067  0.89182676338777 132.905 > 5
    6 Cs  0.89278499907809  0.93795858014067  0.89182676338777 132.905 > 5
    7 Cs  0.39278499907809  0.06204141985933  0.39182676338777 132.905 > 7
    8 Cs  0.89278499907809  0.06204141985933  0.39182676338777 132.905 > 7
    9 Cs  0.26804631818963  0.81244337506809  0.39257650385710 132.905 > 9
   10 Cs  0.76804631818963  0.81244337506809  0.39257650385710 132.905 > 9
   11 Cs  0.26804631818963  0.18755662493191  0.89257650385709 132.905 > 11
   12 Cs  0.76804631818963  0.18755662493191  0.89257650385709 132.905 > 11
   13 Cs  0.23195368181037  0.18755662493191  0.60742349614291 132.905 > 13
   14 Cs  0.73195368181037  0.18755662493191  0.60742349614291 132.905 > 13
   15 Cs  0.10721500092191  0.93795858014067  0.60817323661223 132.905 > 15
   16 Cs  0.60721500092191  0.93795858014067  0.60817323661223 132.905 > 15
   17 Cs  0.48195368181037  0.31244337506809  0.10742349614291 132.905 > 1
   18 Cs  0.98195368181037  0.31244337506809  0.10742349614291 132.905 > 1
   19 Cs  0.35721500092191  0.56204141985933  0.10817323661223 132.905 > 3
   20 Cs  0.85721500092191  0.56204141985933  0.10817323661223 132.905 > 3
   21 Cs  0.14278499907809  0.43795858014067  0.89182676338777 132.905 > 5
   22 Cs  0.64278499907809  0.43795858014067  0.89182676338777 132.905 > 5
   23 Cs  0.14278499907809  0.56204141985933  0.39182676338777 132.905 > 7
   24 Cs  0.64278499907809  0.56204141985933  0.39182676338777 132.905 > 7
   25 Cs  0.01804631818963  0.31244337506809  0.39257650385710 132.905 > 9
   26 Cs  0.51804631818963  0.31244337506809  0.39257650385710 132.905 > 9
   27 Cs  0.01804631818963  0.68755662493191  0.89257650385709 132.905 > 11
   28 Cs  0.51804631818963  0.68755662493191  0.89257650385709 132.905 > 11
   29 Cs  0.48195368181037  0.68755662493191  0.60742349614291 132.905 > 13
   30 Cs  0.98195368181037  0.68755662493191  0.60742349614291 132.905 > 13
   31 Cs  0.35721500092191  0.43795858014067  0.60817323661223 132.905 > 15
   32 Cs  0.85721500092191  0.43795858014067  0.60817323661223 132.905 > 15
   33 In  0.42723343651412  0.93673963495964  0.16465009128150 114.818 > 33
   34 In  0.92723343651412  0.93673963495964  0.16465009128150 114.818 > 33
   35 In  0.19849831251098  0.81171720252621  0.83511904172811 114.818 > 35
   36 In  0.69849831251098  0.81171720252621  0.83511904172811 114.818 > 35
   37 In  0.07276656348588  0.93673963495964  0.33534990871850 114.818 > 37
   38 In  0.57276656348588  0.93673963495964  0.33534990871850 114.818 > 37
   39 In  0.30150168748902  0.81171720252621  0.66488095827189 114.818 > 39
   40 In  0.80150168748902  0.81171720252621  0.66488095827189 114.818 > 39
   41 In  0.07276656348588  0.06326036504036  0.83534990871850 114.818 > 41
   42 In  0.57276656348588  0.06326036504036  0.83534990871850 114.818 > 41
   43 In  0.42723343651412  0.06326036504036  0.66465009128150 114.818 > 43
   44 In  0.92723343651412  0.06326036504036  0.66465009128150 114.818 > 43
   45 In  0.19849831251098  0.18828279747379  0.33511904172811 114.818 > 45
   46 In  0.69849831251098  0.18828279747379  0.33511904172811 114.818 > 45
   47 In  0.30150168748902  0.18828279747379  0.16488095827189 114.818 > 47
   48 In  0.80150168748902  0.18828279747379  0.16488095827189 114.818 > 47
   49 In  0.17723343651412  0.43673963495964  0.16465009128150 114.818 > 33
   50 In  0.67723343651412  0.43673963495964  0.16465009128150 114.818 > 33
   51 In  0.44849831251098  0.31171720252621  0.83511904172811 114.818 > 35
   52 In  0.94849831251098  0.31171720252621  0.83511904172811 114.818 > 35
   53 In  0.32276656348588  0.43673963495964  0.33534990871850 114.818 > 37
   54 In  0.82276656348588  0.43673963495964  0.33534990871850 114.818 > 37
   55 In  0.05150168748902  0.31171720252621  0.66488095827189 114.818 > 39
   56 In  0.55150168748902  0.31171720252621  0.66488095827189 114.818 > 39
   57 In  0.32276656348588  0.56326036504036  0.83534990871850 114.818 > 41
   58 In  0.82276656348588  0.56326036504036  0.83534990871850 114.818 > 41
   59 In  0.17723343651412  0.56326036504036  0.66465009128150 114.818 > 43
   60 In  0.67723343651412  0.56326036504036  0.66465009128150 114.818 > 43
   61 In  0.44849831251098  0.68828279747379  0.33511904172811 114.818 > 45
   62 In  0.94849831251098  0.68828279747379  0.33511904172811 114.818 > 45
   63 In  0.05150168748902  0.68828279747379  0.16488095827189 114.818 > 47
   64 In  0.55150168748902  0.68828279747379  0.16488095827189 114.818 > 47
   65 S   0.25000000000000  0.57229202712422  0.25000000000000  32.065 > 65
   66 S   0.75000000000000  0.57229202712422  0.25000000000000  32.065 > 65
   67 S   0.22771878893645  0.31267135466437  0.07056813991746  32.065 > 67
   68 S   0.72771878893645  0.31267135466437  0.07056813991746  32.065 > 67
   69 S   0.27228121106355  0.31267135466437  0.42943186008254  32.065 > 69
   70 S   0.77228121106355  0.31267135466437  0.42943186008254  32.065 > 69
   71 S   0.37003827758891  0.18762837705357  0.74967961578898  32.065 > 71
   72 S   0.87003827758891  0.18762837705357  0.74967961578898  32.065 > 71
   73 S   0.22771878893645  0.68732864533563  0.57056813991746  32.065 > 73
   74 S   0.72771878893645  0.68732864533563  0.57056813991746  32.065 > 73
   75 S   0.35277789838586  0.06277961921205  0.07196876795713  32.065 > 75
   76 S   0.85277789838586  0.06277961921205  0.07196876795713  32.065 > 75
   77 S   0.27228121106355  0.68732864533563  0.92943186008254  32.065 > 77
   78 S   0.77228121106355  0.68732864533563  0.92943186008254  32.065 > 77
   79 S   0.14722210161414  0.93722038078795  0.92803123204287  32.065 > 79
   80 S   0.64722210161414  0.93722038078795  0.92803123204287  32.065 > 79
   81 S   0.25000000000000  0.94735115158650  0.75000000000000  32.065 > 81
   82 S   0.75000000000000  0.94735115158650  0.75000000000000  32.065 > 81
   83 S   0.35277789838586  0.93722038078795  0.57196876795713  32.065 > 83
   84 S   0.85277789838586  0.93722038078795  0.57196876795713  32.065 > 83
   85 S   0.37003827758891  0.81237162294643  0.24967961578898  32.065 > 85
   86 S   0.87003827758891  0.81237162294643  0.24967961578898  32.065 > 85
   87 S   0.12996172241109  0.18762837705357  0.75032038421102  32.065 > 87
   88 S   0.62996172241109  0.18762837705357  0.75032038421102  32.065 > 87
   89 S   0.25000000000000  0.42770797287578  0.75000000000000  32.065 > 89
   90 S   0.75000000000000  0.42770797287578  0.75000000000000  32.065 > 89
   91 S   0.25000000000000  0.05264884841350  0.25000000000000  32.065 > 91
   92 S   0.75000000000000  0.05264884841350  0.25000000000000  32.065 > 91
   93 S   0.12996172241109  0.81237162294643  0.25032038421102  32.065 > 93
   94 S   0.62996172241109  0.81237162294643  0.25032038421102  32.065 > 93
   95 S   0.14722210161414  0.06277961921205  0.42803123204287  32.065 > 95
   96 S   0.64722210161414  0.06277961921205  0.42803123204287  32.065 > 95
   97 S   0.00000000000000  0.07229202712422  0.25000000000000  32.065 > 65
   98 S   0.50000000000000  0.07229202712422  0.25000000000000  32.065 > 65
   99 S   0.47771878893645  0.81267135466437  0.07056813991746  32.065 > 67
  100 S   0.97771878893645  0.81267135466437  0.07056813991746  32.065 > 67
  101 S   0.02228121106355  0.81267135466437  0.42943186008254  32.065 > 69
  102 S   0.52228121106355  0.81267135466437  0.42943186008254  32.065 > 69
  103 S   0.12003827758891  0.68762837705357  0.74967961578898  32.065 > 71
  104 S   0.62003827758891  0.68762837705357  0.74967961578898  32.065 > 71
  105 S   0.47771878893645  0.18732864533563  0.57056813991746  32.065 > 73
  106 S   0.97771878893645  0.18732864533563  0.57056813991746  32.065 > 73
  107 S   0.10277789838586  0.56277961921205  0.07196876795713  32.065 > 75
  108 S   0.60277789838586  0.56277961921205  0.07196876795713  32.065 > 75
  109 S   0.02228121106355  0.18732864533563  0.92943186008254  32.065 > 77
  110 S   0.52228121106355  0.18732864533563  0.92943186008254  32.065 > 77
  111 S   0.39722210161414  0.43722038078795  0.92803123204287  32.065 > 79
  112 S   0.89722210161414  0.43722038078795  0.92803123204287  32.065 > 79
  113 S   0.00000000000000  0.44735115158650  0.75000000000000  32.065 > 81
  114 S   0.50000000000000  0.44735115158650  0.75000000000000  32.065 > 81
  115 S   0.10277789838586  0.43722038078795  0.57196876795713  32.065 > 83
  116 S   0.60277789838586  0.43722038078795  0.57196876795713  32.065 > 83
  117 S   0.12003827758891  0.31237162294643  0.24967961578898  32.065 > 85
  118 S   0.62003827758891  0.31237162294643  0.24967961578898  32.065 > 85
  119 S   0.37996172241109  0.68762837705357  0.75032038421102  32.065 > 87
  120 S   0.87996172241109  0.68762837705357  0.75032038421102  32.065 > 87
  121 S   0.00000000000000  0.92770797287578  0.75000000000000  32.065 > 89
  122 S   0.50000000000000  0.92770797287578  0.75000000000000  32.065 > 89
  123 S   0.00000000000000  0.55264884841350  0.25000000000000  32.065 > 91
  124 S   0.50000000000000  0.55264884841350  0.25000000000000  32.065 > 91
  125 S   0.37996172241109  0.31237162294643  0.25032038421102  32.065 > 93
  126 S   0.87996172241109  0.31237162294643  0.25032038421102  32.065 > 93
  127 S   0.39722210161414  0.56277961921205  0.42803123204287  32.065 > 95
  128 S   0.89722210161414  0.56277961921205  0.42803123204287  32.065 > 95
----------------------------------------------------------------------------
NAC parameters were read from "phono3py.yaml".
--------------------------- Dielectric constant ----------------------------
            4.6303532    0.0000000   -0.0046194
            0.0000000    4.6296259    0.0000000
           -0.0046197    0.0000000    4.3466727
-------------------------- Born effective charges --------------------------
    1 Cs    1.3404810    0.0489562   -0.0002823
            0.0485960    1.3417411    0.0012423
           -0.0000970   -0.0026743    1.6114878
    2 Cs    1.2235799    0.1824216    0.0011669
            0.1824327    1.2240147    0.0003031
           -0.0006584   -0.0007986    1.5695474
    3 Cs    1.2235799    0.1824216    0.0011669
            0.1824327    1.2240147    0.0003031
           -0.0006584   -0.0007986    1.5695474
    4 Cs    1.2235799   -0.1824216    0.0011669
           -0.1824327    1.2240147   -0.0003031
           -0.0006584    0.0007986    1.5695474
    5 Cs    1.3404810   -0.0489562   -0.0002823
           -0.0485960    1.3417411   -0.0012423
           -0.0000970    0.0026743    1.6114878
    6 Cs    1.3404810    0.0489562   -0.0002823
            0.0485960    1.3417411    0.0012423
           -0.0000970   -0.0026743    1.6114878
    7 Cs    1.3404810   -0.0489562   -0.0002823
           -0.0485960    1.3417411   -0.0012423
           -0.0000970    0.0026743    1.6114878
    8 Cs    1.2235799   -0.1824216    0.0011669
           -0.1824327    1.2240147   -0.0003031
           -0.0006584    0.0007986    1.5695474
    9 In    2.6727736   -0.2835130    0.2942439
           -0.2832194    2.6733388   -0.2978528
           -0.0680386    0.0668583    2.0284463
   10 In    2.6619141   -0.2730201   -0.2988919
           -0.2738352    2.6608420    0.2960574
            0.0658823   -0.0680402    2.0288748
   11 In    2.6727736    0.2835130    0.2942439
            0.2832194    2.6733388    0.2978528
           -0.0680386   -0.0668583    2.0284463
   12 In    2.6619141    0.2730201   -0.2988919
            0.2738352    2.6608420   -0.2960574
            0.0658823    0.0680402    2.0288748
   13 In    2.6727736   -0.2835130    0.2942439
           -0.2832194    2.6733388   -0.2978528
           -0.0680386    0.0668583    2.0284463
   14 In    2.6727736    0.2835130    0.2942439
            0.2832194    2.6733388    0.2978528
           -0.0680386   -0.0668583    2.0284463
   15 In    2.6619141    0.2730201   -0.2988919
            0.2738352    2.6608420   -0.2960574
            0.0658823    0.0680402    2.0288748
   16 In    2.6619141   -0.2730201   -0.2988919
           -0.2738352    2.6608420    0.2960574
            0.0658823   -0.0680402    2.0288748
   17 S    -1.9180622   -0.0000000   -0.6051260
            0.0000000   -1.8978223   -0.0000000
           -0.2993485    0.0000000   -1.7045047
   18 S    -1.9255022    0.7096462    0.0096676
            0.7107255   -1.9261973   -0.0069913
            0.0114680   -0.0058664   -1.9156061
   19 S    -1.9255022   -0.7096462    0.0096676
           -0.7107255   -1.9261973    0.0069913
            0.0114680    0.0058664   -1.9156061
   20 S    -1.8952541   -0.0008152   -0.0002610
           -0.0015113   -1.9170568   -0.6060771
           -0.0001490   -0.2970794   -1.7007967
   21 S    -1.9255022   -0.7096462    0.0096676
           -0.7107255   -1.9261973    0.0069913
            0.0114680    0.0058664   -1.9156061
   22 S    -2.1612816    0.8933981   -0.0062787
            0.8926533   -2.1613445    0.0085434
           -0.0074107    0.0113335   -1.9206963
   23 S    -1.9255022    0.7096462    0.0096676
            0.7107255   -1.9261973   -0.0069913
            0.0114680   -0.0058664   -1.9156061
   24 S    -2.1612816    0.8933981   -0.0062787
            0.8926533   -2.1613445    0.0085434
           -0.0074107    0.0113335   -1.9206963
   25 S    -1.9153590   -0.0000000    0.6063968
            0.0000000   -1.8928539   -0.0000000
            0.2973551    0.0000000   -1.6980098
   26 S    -2.1612816   -0.8933981   -0.0062787
           -0.8926533   -2.1613445   -0.0085434
           -0.0074107   -0.0113335   -1.9206963
   27 S    -1.8952541    0.0008152   -0.0002610
            0.0015113   -1.9170568    0.6060771
           -0.0001490    0.2970794   -1.7007967
   28 S    -1.8952541    0.0008152   -0.0002610
            0.0015113   -1.9170568    0.6060771
           -0.0001490    0.2970794   -1.7007967
   29 S    -1.9180622   -0.0000000   -0.6051260
            0.0000000   -1.8978223   -0.0000000
           -0.2993485    0.0000000   -1.7045047
   30 S    -1.9153590   -0.0000000    0.6063968
            0.0000000   -1.8928539   -0.0000000
            0.2973551    0.0000000   -1.6980098
   31 S    -1.8952541   -0.0008152   -0.0002610
           -0.0015113   -1.9170568   -0.6060771
           -0.0001490   -0.2970794   -1.7007967
   32 S    -2.1612816   -0.8933981   -0.0062787
           -0.8926533   -2.1613445   -0.0085434
           -0.0074107   -0.0113335   -1.9206963
----------------------------------------------------------------------------
fc3 was read from "fc3.hdf5".
fc2 was read from "fc2.hdf5".
----------------------------- Force constants ------------------------------
Max drift of fc3: 0.00000000 (zzz) 0.00000000 (zzz) 0.00000000 (zzz)
Max drift of fc2: 0.00000000 (yy) 0.00000000 (yy) 
--------------------------- Calculation settings ---------------------------
Non-analytical term correction (NAC): True
NAC unit conversion factor:  14.39965
BZ integration: Tetrahedron-method
Temperature:  0.0  10.0  20.0  30.0  40.0 ... 1000.0
Cutoff frequency: 0.01
Frequency conversion factor to THz:  15.63330
Length for sampling mesh generation: 50.00
Generating grid system ... [ 6 6 3 ]
fc3-r2q-transformation over three atoms: True
--------------------------- Phonon calculations ----------------------------
Use NAC by Gonze et al. (no real space sum in current implementation)
  PRB 50, 13035(R) (1994), PRB 55, 10355 (1997)
  G-cutoff distance: 0.42, Number of G-points: 311, Lambda: 0.09
Running harmonic phonon calculations...
-------------------- Lattice thermal conductivity (RTA) --------------------
======================= Grid point 0 (1/34) =======================
q-point: ( 0.00  0.00  0.00)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 34
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.000   (   0.000    0.000    0.000)    0.000
   0.000   (   0.000    0.000    0.000)    0.000
   0.000   (   0.000    0.000    0.000)    0.000
   0.767   (   0.000    0.000    0.000)    0.000
   0.768   (   0.000    0.000    0.000)    0.000
   0.818   (   0.000    0.000    0.000)    0.000
   0.819   (   0.000    0.000    0.000)    0.000
   0.892   (   0.000    0.000    0.000)    0.000
   0.893   (   0.000    0.000    0.000)    0.000
   0.910   (   0.000    0.000    0.000)    0.000
   0.911   (   0.000    0.000    0.000)    0.000
   1.020   (   0.000    0.000    0.000)    0.000
   1.021   (   0.000    0.000    0.000)    0.000
   1.305   (   0.000    0.000    0.000)    0.000
   1.305   (   0.000    0.000    0.000)    0.000
   1.364   (   0.000    0.000    0.000)    0.000
   1.365   (   0.000    0.000    0.000)    0.000
   1.489   (   0.000    0.000    0.000)    0.000
   1.576   (   0.000    0.000    0.000)    0.000
   1.579   (   0.000    0.000    0.000)    0.000
   1.590   (   0.000    0.000    0.000)    0.000
   1.662   (   0.000    0.000    0.000)    0.000
   1.672   (   0.000    0.000    0.000)    0.000
   1.714   (   0.000    0.000    0.000)    0.000
   1.751   (   0.000    0.000    0.000)    0.000
   1.758   (   0.000    0.000    0.000)    0.000
   1.763   (   0.000    0.000    0.000)    0.000
   1.767   (   0.000    0.000    0.000)    0.000
   1.877   (   0.000    0.000    0.000)    0.000
   1.878   (   0.000    0.000    0.000)    0.000
   2.039   (   0.000    0.000    0.000)    0.000
   2.043   (   0.000    0.000    0.000)    0.000
   2.046   (   0.000    0.000    0.000)    0.000
   2.053   (   0.000    0.000    0.000)    0.000
   2.092   (   0.000    0.000    0.000)    0.000
   2.153   (   0.000    0.000    0.000)    0.000
   2.156   (   0.000    0.000    0.000)    0.000
   2.178   (   0.000    0.000    0.000)    0.000
   2.183   (   0.000    0.000    0.000)    0.000
   2.277   (   0.000    0.000    0.000)    0.000
   2.453   (   0.000    0.000    0.000)    0.000
   2.454   (   0.000    0.000    0.000)    0.000
   2.657   (   0.000    0.000    0.000)    0.000
   2.658   (   0.000    0.000    0.000)    0.000
   2.672   (   0.000    0.000    0.000)    0.000
   2.709   (   0.000    0.000    0.000)    0.000
   2.711   (   0.000    0.000    0.000)    0.000
   2.919   (   0.000    0.000    0.000)    0.000
   2.936   (   0.000    0.000    0.000)    0.000
   2.936   (   0.000    0.000    0.000)    0.000
   2.977   (   0.000    0.000    0.000)    0.000
   2.977   (   0.000    0.000    0.000)    0.000
   3.307   (   0.000    0.000    0.000)    0.000
   3.332   (   0.000    0.000    0.000)    0.000
   3.434   (   0.000    0.000    0.000)    0.000
   3.436   (   0.000    0.000    0.000)    0.000
   4.021   (   0.000    0.000    0.000)    0.000
   4.031   (   0.000    0.000    0.000)    0.000
   4.302   (   0.000    0.000    0.000)    0.000
   4.303   (   0.000    0.000    0.000)    0.000
   4.315   (   0.000    0.000    0.000)    0.000
   4.315   (   0.000    0.000    0.000)    0.000
   4.780   (   0.000    0.000    0.000)    0.000
   5.014   (   0.000    0.000    0.000)    0.000
   8.104   (   0.000    0.000    0.000)    0.000
   8.108   (   0.000    0.000    0.000)    0.000
   8.147   (   0.000    0.000    0.000)    0.000
   8.188   (   0.000    0.000    0.000)    0.000
   8.251   (   0.000    0.000    0.000)    0.000
   8.257   (   0.000    0.000    0.000)    0.000
   8.272   (   0.000    0.000    0.000)    0.000
   8.275   (   0.000    0.000    0.000)    0.000
   8.301   (   0.000    0.000    0.000)    0.000
   8.450   (   0.000    0.000    0.000)    0.000
   8.451   (   0.000    0.000    0.000)    0.000
   8.551   (   0.000    0.000    0.000)    0.000
   8.580   (   0.000    0.000    0.000)    0.000
   8.584   (   0.000    0.000    0.000)    0.000
   8.585   (   0.000    0.000    0.000)    0.000
   8.595   (   0.000    0.000    0.000)    0.000
   8.595   (   0.000    0.000    0.000)    0.000
   8.602   (   0.000    0.000    0.000)    0.000
   8.969   (   0.000    0.000    0.000)    0.000
   9.001   (   0.000    0.000    0.000)    0.000
   9.002   (   0.000    0.000    0.000)    0.000
   9.081   (   0.000    0.000    0.000)    0.000
   9.081   (   0.000    0.000    0.000)    0.000
   9.083   (   0.000    0.000    0.000)    0.000
   9.084   (   0.000    0.000    0.000)    0.000
   9.204   (   0.000    0.000    0.000)    0.000
   9.729   (   0.000    0.000    0.000)    0.000
   9.811   (   0.000    0.000    0.000)    0.000
   9.811   (   0.000    0.000    0.000)    0.000
   9.812   (   0.000    0.000    0.000)    0.000
   9.814   (   0.000    0.000    0.000)    0.000
  10.109   (   0.000    0.000    0.000)    0.000
======================= Grid point 1 (2/34) =======================
q-point: ( 0.17  0.00  0.00)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 54
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.264   (  14.837   -5.422    1.224)   15.844
   0.325   (   9.368  -10.201    2.082)   14.006
   0.658   (  18.272  -18.527    3.225)   26.220
   0.793   (   1.849   -1.321   -0.902)    2.445
   0.865   (   2.336   -3.306    0.137)    4.050
   0.888   (   2.312   -3.107   -0.178)    3.877
   0.891   (   2.020   -1.327   -0.209)    2.425
   0.900   (   1.772    0.273    0.011)    1.793
   0.904   (   1.500   -1.230    0.134)    1.944
   0.910   (   0.043   -0.530    0.079)    0.538
   1.028   (   0.876   -0.997   -3.128)    3.398
   1.068   (   3.385   -3.225   -1.216)    4.831
   1.130   (   2.689   -2.121    1.334)    3.675
   1.288   (  -1.015    1.135   -0.387)    1.571
   1.374   (  -6.915   -5.451    0.516)    8.820
   1.383   (   3.870    5.434    0.704)    6.708
   1.416   (   5.969   -5.503   -0.689)    8.148
   1.472   (  -0.982    1.488   -1.145)    2.119
   1.556   (   0.129    1.058    0.241)    1.093
   1.578   (   0.677    0.069   -0.397)    0.788
   1.612   (  -0.364   -0.653    0.074)    0.751
   1.671   (  -1.712   -0.885   -0.638)    2.030
   1.688   (   1.954   -0.100   -0.097)    1.958
   1.731   (  -2.907    0.022   -0.909)    3.046
   1.754   (   0.310    0.457   -1.258)    1.374
   1.778   (   5.128   -3.207   -4.201)    7.364
   1.786   (  -2.006    2.178    0.536)    3.009
   1.816   (  -1.535   -0.248    0.224)    1.570
   1.821   (  -0.747   -1.090    1.535)    2.025
   1.953   (   8.848   -8.754   -1.087)   12.494
   1.994   (  -2.711    1.623    1.040)    3.326
   2.070   (   0.446    1.056   -0.231)    1.170
   2.092   (  -1.354    2.670    0.161)    2.998
   2.107   (  -2.691    2.375    0.248)    3.598
   2.133   (   0.820   -1.726    2.245)    2.948
   2.153   (   4.201   -3.303    1.036)    5.444
   2.171   (   2.410   -1.593    1.206)    3.130
   2.193   (   2.262   -2.613   -0.690)    3.524
   2.216   (   4.930   -3.594   -0.276)    6.107
   2.266   (   0.269    0.368    0.484)    0.665
   2.510   (   3.253   -2.275    0.396)    3.989
   2.524   (   1.660   -3.401   -0.255)    3.793
   2.644   (  -0.248    1.314   -0.313)    1.374
   2.657   (  -0.733   -0.672    0.104)    1.000
   2.694   (   0.251    1.249   -0.321)    1.313
   2.766   (   3.145   -2.545    0.648)    4.097
   2.808   (   2.597   -2.025   -0.202)    3.299
   2.878   (  -2.592    1.494    0.097)    2.993
   2.914   (  -1.335    1.408    0.079)    1.942
   2.955   (  -1.663    1.118    0.114)    2.007
   3.005   (   1.001   -1.174   -0.217)    1.558
   3.013   (   1.244   -0.767   -0.263)    1.484
   3.290   (  -0.595    1.037   -0.534)    1.309
   3.328   (  -0.430   -0.075    0.882)    0.984
   3.460   (   1.705   -1.467    0.078)    2.250
   3.463   (   1.996   -1.460   -0.078)    2.474
   3.966   (  -3.433    3.530   -0.070)    4.925
   3.979   (  -3.162    3.313   -0.147)    4.582
   4.287   (  -1.150    0.758   -0.097)    1.380
   4.307   (  -0.842    0.183   -0.013)    0.862
   4.361   (   2.843   -3.050   -0.012)    4.169
   4.499   (   1.701   -1.617   -3.010)    3.817
   4.761   (  -2.103    1.501    3.973)    4.739
   4.959   (  -3.636    3.191   -0.387)    4.853
   8.053   (  -3.447    3.346   -0.194)    4.807
   8.088   (  -1.374    1.262   -0.294)    1.888
   8.118   (  -0.845    1.110    0.712)    1.566
   8.159   (  -1.028    2.118    0.015)    2.354
   8.255   (  -1.576   -0.671   -0.165)    1.721
   8.273   (  -1.100   -1.966    0.040)    2.253
   8.284   (   1.083    1.473    0.267)    1.848
   8.374   (   2.891   -3.636   -1.193)    4.796
   8.419   (  -2.549    1.779    1.505)    3.453
   8.455   (   0.661   -0.719   -0.001)    0.976
   8.483   (   3.445   -0.974    0.116)    3.582
   8.542   (  -0.603    0.211    0.221)    0.676
   8.589   (  -0.570    0.592   -0.088)    0.827
   8.613   (   1.812   -0.084    0.022)    1.814
   8.616   (   0.859   -2.290   -0.030)    2.446
   8.688   (   4.991   -3.415   -0.908)    6.116
   8.720   (   8.030   -6.429    0.753)   10.314
   8.894   (  -3.090    2.442    0.236)    3.946
   8.999   (   0.475    0.409   -0.123)    0.638
   9.002   (   0.345    0.115    0.138)    0.389
   9.015   (  -2.784    2.941    0.129)    4.052
   9.075   (   3.695   -3.391   -0.820)    5.082
   9.099   (   1.235   -1.092   -0.171)    1.657
   9.107   (   1.294   -0.978    0.141)    1.628
   9.256   (   2.103   -2.180   -0.425)    3.059
   9.495   (  -1.324    1.480   -9.266)    9.477
   9.726   (  -0.499    0.517    2.717)    2.810
   9.815   (   1.442    0.484   -0.035)    1.521
   9.826   (  -0.185   -0.381    3.009)    3.039
   9.834   (  -0.852   -2.882   -0.008)    3.005
   9.928   (  -2.180    1.604    0.490)    2.751
  10.136   (   0.921   -0.500    0.328)    1.098
======================= Grid point 2 (3/34) =======================
q-point: ( 0.33  0.00  0.00)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 56
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.572   (   8.051   -7.332    0.941)   10.930
   0.603   (  12.859   -8.269    0.074)   15.288
   0.838   (   0.813   -1.861   -1.700)    2.648
   0.853   (  -0.899    1.960   -0.672)    2.258
   0.877   (  -0.228    0.813    0.888)    1.226
   0.911   (   0.008   -0.487    0.021)    0.487
   0.923   (   0.448   -0.530   -0.035)    0.694
   0.981   (   2.513   -0.685   -1.474)    2.993
   1.009   (   4.014   -3.125   -1.078)    5.200
   1.042   (   2.262   -3.692    2.845)    5.181
   1.113   (   5.463   -6.238   -3.164)    8.875
   1.145   (  -1.387    2.126    2.963)    3.902
   1.190   (   4.249   -2.653   -0.335)    5.020
   1.248   (  -1.258   -0.003   -1.498)    1.956
   1.379   (  -0.140    0.720    2.692)    2.791
   1.411   (  -0.562   -3.020    2.271)    3.820
   1.435   (   3.868   -1.470    0.394)    4.157
   1.567   (   2.004   -1.738    0.021)    2.653
   1.591   (   3.267   -3.855   -0.303)    5.062
   1.602   (   0.992   -1.239   -0.203)    1.600
   1.611   (   0.120   -0.030    0.220)    0.252
   1.636   (  -3.152   -1.192   -0.193)    3.375
   1.698   (  -1.130    0.218   -0.682)    1.338
   1.704   (   1.326    0.166   -1.180)    1.783
   1.725   (  -0.489    1.546    0.441)    1.681
   1.753   (   0.202    0.346   -1.110)    1.180
   1.778   (  -0.651   -0.340   -0.174)    0.755
   1.845   (  -0.950   -0.927    0.077)    1.329
   1.899   (  -1.871    2.382   -0.071)    3.030
   1.930   (   0.698    0.092   -1.604)    1.751
   1.989   (  -2.150    4.008   -0.568)    4.583
   2.003   (  -2.641    3.180   -0.131)    4.135
   2.032   (  -0.619   -0.434   -0.991)    1.246
   2.112   (   0.649   -0.318   -0.974)    1.213
   2.149   (  -0.437    0.829    0.784)    1.222
   2.213   (  -1.348    0.769    1.973)    2.510
   2.303   (   4.806   -6.395    0.670)    8.028
   2.348   (   7.865   -8.010    0.083)   11.226
   2.360   (   3.596   -2.992    0.248)    4.685
   2.428   (   8.985   -9.854   -0.280)   13.339
   2.534   (   1.080    0.753    0.688)    1.486
   2.576   (   0.925   -0.232   -0.760)    1.219
   2.621   (  -0.525    0.773   -0.404)    1.018
   2.687   (   2.104   -1.899   -0.773)    2.937
   2.726   (   2.232   -1.940    0.260)    2.968
   2.801   (  -2.892    1.776   -0.288)    3.406
   2.834   (   1.128    2.403   -1.517)    3.058
   2.867   (   1.302   -0.638    1.534)    2.111
   2.892   (  -0.810   -0.668    1.638)    1.945
   2.912   (  -0.750   -1.299   -0.111)    1.503
   2.988   (  -1.493    2.159    1.746)    3.153
   3.043   (   0.004    0.446   -1.266)    1.342
   3.282   (   0.440   -1.012   -0.213)    1.124
   3.337   (   0.703   -0.797    0.023)    1.063
   3.513   (   1.655   -1.436    0.051)    2.192
   3.525   (   2.318   -1.760    0.046)    2.911
   3.843   (  -3.780    4.245   -0.103)    5.685
   3.860   (  -4.029    4.097   -0.059)    5.747
   4.252   (  -1.454    0.907   -0.208)    1.726
   4.288   (  -0.926    0.335    0.109)    0.991
   4.479   (   4.591   -4.751    0.107)    6.608
   4.549   (   1.967   -1.917   -1.932)    3.358
   4.705   (  -2.666    2.144    2.877)    4.471
   4.827   (  -5.211    4.638   -0.828)    7.025
   7.947   (  -3.122    2.904   -0.212)    4.270
   8.026   (  -2.114    2.276    0.103)    3.108
   8.103   (  -0.193    0.194    0.459)    0.535
   8.124   (  -0.464    1.056   -0.203)    1.171
   8.240   (  -1.289   -0.329    0.651)    1.481
   8.274   (   0.163    0.681    0.196)    0.727
   8.279   (  -0.885   -0.468    0.085)    1.005
   8.317   (  -2.280    1.891   -1.396)    3.274
   8.501   (   1.346   -2.768    0.277)    3.091
   8.509   (   1.456   -3.833    0.163)    4.104
   8.536   (   0.065   -0.167    0.549)    0.577
   8.560   (   2.090   -1.445   -0.349)    2.565
   8.586   (   2.228   -0.164    0.382)    2.267
   8.638   (   2.825    1.124    0.038)    3.040
   8.656   (   1.005   -0.378    0.237)    1.100
   8.761   (  -1.576    0.411   -0.639)    1.750
   8.836   (   0.415   -0.980    0.477)    1.166
   8.942   (  -1.126    1.801   -0.401)    2.162
   8.974   (   6.412   -7.960    0.014)   10.221
   9.008   (   2.374    0.476    0.116)    2.424
   9.019   (   2.151   -0.162    0.030)    2.158
   9.129   (   0.750   -0.945    0.024)    1.207
   9.135   (   0.854   -0.710   -0.046)    1.112
   9.176   (   2.983   -2.039   -0.180)    3.618
   9.294   (  -0.045   -0.220    0.263)    0.346
   9.426   (  -1.798    1.548   -3.377)    4.127
   9.719   (  -0.070    0.415    1.351)    1.415
   9.796   (  -2.279    1.727    1.430)    3.197
   9.833   (   1.028   -0.186   -0.025)    1.045
   9.864   (  -0.242   -1.934    0.041)    1.950
   9.922   (   0.257   -1.898   -0.919)    2.125
  10.133   (  -0.390    1.068    0.034)    1.138
======================= Grid point 3 (4/34) =======================
q-point: (-0.50  0.00  0.00)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 28
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.727   (   0.000   -0.000    0.000)    0.000
   0.769   (   0.000    0.000   -0.000)    0.000
   0.854   (   0.000    0.000   -0.000)    0.000
   0.860   (  -0.000   -0.000    0.000)    0.000
   0.914   (   0.000   -0.000    0.000)    0.000
   0.924   (   0.000   -0.000   -0.000)    0.000
   0.931   (   0.000    0.000    0.000)    0.000
   0.954   (   0.000   -0.000    0.000)    0.000
   0.981   (   0.000    0.000   -0.000)    0.000
   1.088   (   0.000   -0.000    0.000)    0.000
   1.128   (   0.000   -0.000   -0.000)    0.000
   1.150   (   0.000   -0.000    0.000)    0.000
   1.268   (   0.000   -0.000   -0.000)    0.000
   1.291   (  -0.000    0.000    0.000)    0.000
   1.342   (   0.000   -0.000   -0.000)    0.000
   1.381   (   0.000    0.000    0.000)    0.000
   1.585   (   0.000    0.000    0.000)    0.000
   1.595   (   0.000   -0.000    0.000)    0.000
   1.614   (   0.000   -0.000    0.000)    0.000
   1.628   (  -0.000   -0.000   -0.000)    0.000
   1.642   (   0.000   -0.000    0.000)    0.000
   1.651   (   0.000   -0.000    0.000)    0.000
   1.660   (   0.000   -0.000    0.000)    0.000
   1.720   (   0.000   -0.000    0.000)    0.000
   1.749   (  -0.000    0.000    0.000)    0.000
   1.762   (   0.000   -0.000   -0.000)    0.000
   1.778   (   0.000   -0.000    0.000)    0.000
   1.815   (   0.000   -0.000    0.000)    0.000
   1.830   (  -0.000    0.000    0.000)    0.000
   1.845   (   0.000   -0.000    0.000)    0.000
   1.947   (   0.000    0.000   -0.000)    0.000
   1.948   (   0.000   -0.000    0.000)    0.000
   2.116   (   0.000   -0.000    0.000)    0.000
   2.128   (   0.000   -0.000   -0.000)    0.000
   2.136   (   0.000   -0.000    0.000)    0.000
   2.146   (  -0.000    0.000    0.000)    0.000
   2.378   (   0.000   -0.000    0.000)    0.000
   2.392   (   0.000   -0.000    0.000)    0.000
   2.515   (   0.000   -0.000    0.000)    0.000
   2.563   (   0.000   -0.000    0.000)    0.000
   2.573   (  -0.000    0.000   -0.000)    0.000
   2.599   (   0.000   -0.000    0.000)    0.000
   2.668   (   0.000   -0.000   -0.000)    0.000
   2.690   (  -0.000    0.000    0.000)    0.000
   2.730   (   0.000   -0.000   -0.000)    0.000
   2.767   (   0.000   -0.000    0.000)    0.000
   2.825   (  -0.000    0.000    0.000)    0.000
   2.829   (   0.000   -0.000    0.000)    0.000
   2.922   (   0.000    0.000    0.000)    0.000
   2.937   (   0.000   -0.000   -0.000)    0.000
   2.965   (   0.000   -0.000    0.000)    0.000
   2.999   (   0.000   -0.000   -0.000)    0.000
   3.308   (   0.000   -0.000    0.000)    0.000
   3.355   (   0.000   -0.000    0.000)    0.000
   3.536   (   0.000   -0.000    0.000)    0.000
   3.560   (   0.000   -0.000    0.000)    0.000
   3.774   (   0.000   -0.000    0.000)    0.000
   3.786   (   0.000   -0.000    0.000)    0.000
   4.231   (   0.000   -0.000    0.000)    0.000
   4.277   (   0.000   -0.000    0.000)    0.000
   4.583   (   0.000   -0.000   -0.000)    0.000
   4.606   (   0.000   -0.000   -0.000)    0.000
   4.644   (   0.000   -0.000    0.000)    0.000
   4.714   (   0.000   -0.000   -0.000)    0.000
   7.898   (   0.000   -0.000    0.000)    0.000
   7.989   (   0.000   -0.000   -0.000)    0.000
   8.105   (  -0.000   -0.000    0.000)    0.000
   8.108   (   0.000   -0.000    0.000)    0.000
   8.233   (   0.000   -0.000    0.000)    0.000
   8.269   (   0.000   -0.000    0.000)    0.000
   8.277   (   0.000   -0.000    0.000)    0.000
   8.281   (   0.000   -0.000    0.000)    0.000
   8.523   (   0.000   -0.000    0.000)    0.000
   8.534   (   0.000   -0.000   -0.000)    0.000
   8.571   (   0.000   -0.000    0.000)    0.000
   8.587   (  -0.000    0.000   -0.000)    0.000
   8.634   (  -0.000   -0.000    0.000)    0.000
   8.636   (   0.000    0.000   -0.000)    0.000
   8.680   (   0.000    0.000    0.000)    0.000
   8.697   (  -0.000   -0.000    0.000)    0.000
   8.891   (   0.000   -0.000    0.000)    0.000
   8.892   (  -0.000    0.000   -0.000)    0.000
   9.011   (   0.000   -0.000    0.000)    0.000
   9.027   (   0.000   -0.000    0.000)    0.000
   9.140   (   0.000   -0.000    0.000)    0.000
   9.141   (   0.000   -0.000    0.000)    0.000
   9.184   (   0.000   -0.000   -0.000)    0.000
   9.185   (  -0.000    0.000    0.000)    0.000
   9.271   (   0.000   -0.000    0.000)    0.000
   9.396   (   0.000   -0.000    0.000)    0.000
   9.721   (   0.000   -0.000   -0.000)    0.000
   9.757   (  -0.000    0.000    0.000)    0.000
   9.843   (   0.000   -0.000    0.000)    0.000
   9.878   (   0.000   -0.000    0.000)    0.000
   9.944   (   0.000   -0.000    0.000)    0.000
  10.116   (   0.000   -0.000    0.000)    0.000
======================= Grid point 8 (5/34) =======================
q-point: ( 0.17  0.17  0.00)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 33
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.438   (  13.491    0.000    0.535)   13.502
   0.611   (  15.590    0.000    2.004)   15.718
   0.824   (  21.770    0.000    2.105)   21.871
   0.865   (   1.178    0.000    0.983)    1.534
   0.879   (   0.698    0.000   -0.066)    0.701
   0.890   (   6.909    0.000   -3.632)    7.806
   0.911   (   1.227    0.000   -0.085)    1.230
   0.911   (   0.493    0.000    0.190)    0.528
   0.940   (   6.608    0.000    2.476)    7.056
   0.962   (   3.991    0.000    0.271)    4.001
   1.078   (   3.751    0.000   -3.832)    5.363
   1.087   (   5.314    0.000   -1.935)    5.655
   1.146   (   5.124    0.000    0.097)    5.125
   1.242   (  -4.153   -0.000    3.253)    5.275
   1.376   (   3.398    0.000   -0.193)    3.403
   1.416   (   5.979    0.000    0.075)    5.980
   1.458   (   0.577    0.000    1.227)    1.356
   1.512   (   2.273    0.000   -0.595)    2.349
   1.542   (  -1.495   -0.000    0.139)    1.502
   1.579   (  -0.051   -0.000   -2.310)    2.310
   1.622   (  -0.011   -0.000    1.073)    1.073
   1.662   (  -0.397   -0.000   -2.242)    2.277
   1.674   (  -3.435   -0.000   -1.372)    3.699
   1.711   (   0.471    0.000    0.312)    0.565
   1.737   (  -4.475   -0.000    1.450)    4.704
   1.761   (   2.147    0.000   -4.848)    5.302
   1.829   (   5.626    0.000   -0.042)    5.626
   1.833   (   2.288    0.000    1.610)    2.798
   1.880   (   6.130    0.000   -0.616)    6.161
   1.971   (   5.408    0.000   -4.017)    6.737
   2.036   (  -1.431   -0.000    0.018)    1.431
   2.041   (  -0.211   -0.000    1.731)    1.744
   2.103   (  -3.862   -0.000   -0.171)    3.865
   2.115   (  -0.520   -0.000   -0.875)    1.018
   2.125   (   2.602    0.000    3.609)    4.449
   2.149   (   0.769    0.000    0.740)    1.067
   2.189   (   4.218    0.000    1.963)    4.653
   2.235   (   1.584    0.000    0.062)    1.585
   2.262   (   6.836    0.000   -0.054)    6.836
   2.270   (   4.115    0.000   -0.048)    4.116
   2.552   (   3.576    0.000    0.260)    3.585
   2.594   (   5.883    0.000    0.854)    5.945
   2.633   (  -1.262   -0.000    0.214)    1.280
   2.691   (   2.492    0.000    0.626)    2.570
   2.745   (   2.085    0.000   -0.760)    2.219
   2.771   (   0.620    0.000   -0.436)    0.758
   2.779   (   3.388    0.000    0.546)    3.431
   2.838   (  -3.573   -0.000    0.472)    3.604
   2.919   (  -0.866   -0.000   -0.308)    0.919
   2.975   (  -0.517   -0.000    0.504)    0.722
   2.983   (   0.653    0.000   -0.404)    0.768
   3.030   (   1.630    0.000   -0.747)    1.793
   3.283   (  -1.434   -0.000    0.093)    1.437
   3.304   (  -1.367   -0.000    0.268)    1.393
   3.491   (   3.391    0.000    0.321)    3.406
   3.494   (   3.455    0.000   -0.157)    3.459
   3.915   (  -6.476   -0.000    0.108)    6.477
   3.927   (  -6.581   -0.000   -0.433)    6.595
   4.305   (  -0.143   -0.000    0.841)    0.853
   4.325   (   0.761    0.000   -0.656)    1.005
   4.358   (   2.276    0.000    0.096)    2.278
   4.471   (   0.414    0.000   -2.872)    2.901
   4.735   (  -4.049   -0.000    4.006)    5.695
   4.900   (  -6.714   -0.000   -0.860)    6.769
   8.045   (  -3.412   -0.000    0.364)    3.431
   8.047   (  -3.753   -0.000   -0.881)    3.855
   8.081   (  -2.916   -0.000    0.760)    3.014
   8.115   (  -4.077   -0.000    0.183)    4.081
   8.216   (  -1.833   -0.000    0.383)    1.872
   8.300   (  -2.267   -0.000   -0.263)    2.283
   8.328   (   1.301    0.000   -0.314)    1.339
   8.369   (   3.152    0.000    0.026)    3.152
   8.377   (  -0.027   -0.000    0.208)    0.209
   8.411   (  -0.416   -0.000    0.226)    0.473
   8.525   (  -1.380   -0.000    0.305)    1.413
   8.544   (   1.950    0.000    0.047)    1.950
   8.589   (   1.422    0.000   -0.028)    1.422
   8.619   (   4.041    0.000   -0.414)    4.062
   8.726   (   5.203    0.000    0.660)    5.245
   8.773   (   9.916    0.000   -1.638)   10.050
   8.821   (   5.313    0.000    2.433)    5.844
   8.853   (  -3.255   -0.000    0.810)    3.354
   8.975   (  -2.333   -0.000   -0.679)    2.430
   9.025   (   2.458    0.000   -0.182)    2.464
   9.037   (   3.535    0.000    0.113)    3.537
   9.096   (   3.859    0.000   -0.911)    3.965
   9.136   (   2.861    0.000    0.026)    2.861
   9.136   (   3.144    0.000   -0.073)    3.145
   9.289   (   3.726    0.000   -0.333)    3.741
   9.532   (   2.334    0.000   -9.253)    9.543
   9.728   (  -0.750   -0.000    2.838)    2.936
   9.792   (  -0.450   -0.000   -0.429)    0.621
   9.821   (   0.250    0.000    1.684)    1.703
   9.849   (   0.918    0.000   -0.309)    0.969
   9.962   (  -1.709   -0.000    1.393)    2.204
  10.012   (  -5.429   -0.000    0.764)    5.483
======================= Grid point 9 (6/34) =======================
q-point: ( 0.33  0.17  0.00)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 54
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.669   (  10.570   -5.681   -0.038)   12.000
   0.750   (   8.596    3.700    1.053)    9.418
   0.863   (  -0.778    1.649   -0.320)    1.851
   0.877   (   0.274    0.016    0.887)    0.928
   0.905   (   0.688    0.168   -0.270)    0.758
   0.919   (   1.167    0.636   -0.715)    1.509
   0.934   (   4.856    2.706   -1.733)    5.823
   1.037   (   3.829    1.207   -1.574)    4.312
   1.050   (   4.856   -0.870   -1.676)    5.210
   1.064   (   4.349    0.484    1.148)    4.524
   1.155   (   5.771   -1.670   -0.416)    6.022
   1.180   (   4.862    1.666   -0.098)    5.140
   1.253   (   6.064   -0.395    0.105)    6.078
   1.334   (   6.952    1.873    1.658)    7.389
   1.355   (   5.487   -5.217    2.990)    8.140
   1.423   (  -0.789    4.694    1.165)    4.900
   1.515   (  -1.075    2.866    0.895)    3.189
   1.549   (   3.276   -0.390    0.789)    3.392
   1.582   (   3.421   -3.698    0.741)    5.092
   1.586   (   0.915   -2.339   -0.824)    2.643
   1.606   (  -0.957    0.708   -0.233)    1.213
   1.623   (   0.044   -0.754   -0.212)    0.784
   1.643   (  -1.405   -1.266   -1.410)    2.359
   1.685   (  -2.496   -0.818   -0.152)    2.631
   1.720   (  -0.049   -0.609   -0.400)    0.731
   1.827   (   2.735   -0.483   -1.360)    3.093
   1.837   (   1.671    2.381    0.293)    2.924
   1.864   (   3.612    3.486   -0.292)    5.028
   1.930   (  -3.126    4.301    0.407)    5.333
   1.964   (   2.620    0.177   -0.779)    2.739
   1.969   (  -3.729    1.176   -0.581)    3.953
   2.001   (  -4.059    2.400   -1.276)    4.884
   2.055   (   3.105    2.493   -0.484)    4.011
   2.134   (   2.943    1.259   -1.469)    3.522
   2.167   (   1.692    1.537    1.094)    2.534
   2.193   (  -0.901    1.231    1.035)    1.843
   2.312   (   6.396   -2.934   -0.415)    7.049
   2.328   (   5.224   -7.089    0.250)    8.810
   2.388   (   5.656   -3.887   -0.945)    6.928
   2.420   (   8.172   -7.380    0.815)   11.042
   2.578   (  -0.925   -0.063    1.784)    2.011
   2.599   (   1.942    2.973    1.040)    3.700
   2.657   (   1.987    2.356   -1.639)    3.491
   2.723   (   4.176   -0.423    0.998)    4.314
   2.759   (  -1.647   -0.112   -0.642)    1.771
   2.782   (   1.600    1.754   -0.115)    2.377
   2.838   (   0.893   -3.902   -0.597)    4.048
   2.868   (   1.582   -3.339    1.361)    3.938
   2.884   (  -0.917    2.274   -0.169)    2.458
   2.916   (  -0.964    3.610    0.363)    3.754
   3.016   (   0.266    0.748    0.141)    0.807
   3.042   (   0.772    1.349   -0.290)    1.581
   3.267   (   0.135   -1.043   -0.300)    1.094
   3.316   (   0.138   -2.393    0.173)    2.403
   3.543   (   3.184    0.370    0.170)    3.210
   3.555   (   3.499   -0.356   -0.003)    3.517
   3.796   (  -7.401    0.926    0.231)    7.462
   3.802   (  -8.098    0.737   -0.435)    8.143
   4.275   (   0.161    2.821    0.430)    2.858
   4.307   (   0.787    2.111   -0.290)    2.272
   4.452   (   2.650   -5.815    0.015)    6.391
   4.509   (   0.336   -3.943   -1.676)    4.298
   4.674   (  -4.626    0.286    3.114)    5.584
   4.772   (  -7.579    1.638   -1.363)    7.873
   7.943   (  -2.965    2.814   -0.060)    4.088
   8.013   (  -2.913    1.359   -0.307)    3.229
   8.045   (  -3.431   -3.122    0.578)    4.674
   8.075   (  -3.557   -1.947   -0.112)    4.056
   8.204   (  -1.346   -1.092    0.838)    1.925
   8.251   (  -2.985   -0.918   -1.063)    3.299
   8.324   (   2.200    2.789    0.395)    3.574
   8.348   (   1.553    3.726   -0.114)    4.038
   8.459   (   2.048   -4.235    0.328)    4.716
   8.468   (   0.700   -2.760   -0.252)    2.858
   8.516   (  -0.598   -1.447    0.380)    1.612
   8.546   (  -0.490   -1.494   -0.344)    1.609
   8.615   (   0.670    0.639    0.142)    0.937
   8.655   (  -0.353   -0.117   -0.226)    0.435
   8.760   (   4.707    2.682   -0.050)    5.418
   8.802   (  -0.190    3.207    0.061)    3.213
   8.850   (   1.799   -0.854    0.978)    2.218
   8.913   (  -0.541   -1.277    0.207)    1.403
   9.018   (   7.061    1.189   -0.439)    7.173
   9.068   (   3.986    3.224   -0.167)    5.130
   9.092   (   6.594   -1.647   -0.108)    6.798
   9.155   (   2.794    0.198    0.062)    2.802
   9.179   (   3.396    0.869   -0.106)    3.508
   9.194   (   2.928   -1.315    0.009)    3.210
   9.336   (   3.546    1.918    0.765)    4.104
   9.485   (   1.665    5.928   -3.925)    7.302
   9.725   (   0.077    0.034    1.083)    1.086
   9.793   (  -1.470    0.841    0.593)    1.794
   9.833   (   0.012   -1.560    0.120)    1.565
   9.854   (  -0.307    1.846    0.378)    1.909
   9.878   (  -1.273   -2.132   -0.777)    2.602
  10.046   (  -4.311   -6.245    0.292)    7.594
======================= Grid point 10 (7/34) =======================
q-point: (-0.50  0.17  0.00)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 54
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.794   (   0.206    3.400    0.809)    3.501
   0.805   (  -2.703    3.406    0.524)    4.379
   0.826   (   0.147    1.393   -0.035)    1.402
   0.859   (   0.881   -2.324   -0.415)    2.519
   0.914   (   0.292   -0.114    0.089)    0.326
   0.919   (   0.125   -0.065    0.050)    0.149
   0.996   (   7.358   -0.358   -2.053)    7.647
   1.013   (   0.983    5.933    0.413)    6.028
   1.030   (   3.144    4.895    0.615)    5.850
   1.128   (   1.847    2.201   -1.094)    3.074
   1.197   (   2.948    5.324   -0.292)    6.093
   1.228   (   6.025    2.698    0.313)    6.609
   1.298   (   5.273   -0.977   -0.238)    5.368
   1.309   (  -2.124    5.348   -0.488)    5.776
   1.408   (  -1.482    6.896    1.865)    7.296
   1.448   (   7.611   -0.270   -0.934)    7.673
   1.556   (  -4.264   -1.178   -0.029)    4.424
   1.573   (   3.590   -3.067    0.845)    4.796
   1.588   (  -0.104   -1.652   -0.176)    1.665
   1.608   (  -0.393   -0.366    0.231)    0.585
   1.625   (  -0.255   -0.274    1.136)    1.196
   1.634   (   0.204    0.118    0.216)    0.320
   1.682   (  -1.191    0.306   -1.479)    1.924
   1.712   (   0.106   -1.142    0.249)    1.173
   1.763   (  -1.679    2.346    0.520)    2.931
   1.781   (  -1.887    0.738   -1.244)    2.378
   1.812   (   1.950   -2.664    2.143)    3.936
   1.856   (   2.250    1.516    0.825)    2.836
   1.885   (   3.186    0.844   -1.069)    3.465
   1.898   (   1.727    3.060    0.649)    3.573
   1.958   (   4.168    2.004    0.105)    4.626
   1.962   (   0.230    2.039   -1.014)    2.288
   2.106   (  -1.135    1.208   -0.673)    1.789
   2.117   (   0.636   -0.256   -0.480)    0.837
   2.155   (   3.624    2.699   -0.823)    4.593
   2.182   (   2.553    2.629    0.378)    3.684
   2.386   (   2.023   -0.679   -0.314)    2.156
   2.408   (   0.483    0.819    0.338)    1.009
   2.520   (   0.797   -0.799    1.473)    1.855
   2.546   (  -1.589    0.990    0.631)    1.976
   2.606   (  -0.370    2.956   -0.320)    2.996
   2.617   (   1.554    0.984   -0.930)    2.062
   2.648   (   3.982   -5.110   -0.379)    6.490
   2.672   (  -4.927    2.635    0.097)    5.588
   2.773   (   2.100    2.068    0.034)    2.947
   2.799   (   1.085    2.094    0.170)    2.365
   2.831   (  -1.918    1.835    1.359)    2.982
   2.855   (   0.571    0.666   -1.014)    1.341
   2.896   (   0.148   -3.342   -1.384)    3.620
   2.923   (  -1.740   -0.948   -0.440)    2.030
   2.996   (   2.667    3.132    0.256)    4.122
   3.011   (   1.789    1.748    1.028)    2.704
   3.305   (   0.414   -0.685   -0.170)    0.818
   3.345   (  -0.664   -0.461    0.192)    0.831
   3.560   (   1.368    1.652    0.029)    2.145
   3.584   (   1.205    1.754   -0.164)    2.134
   3.715   (  -4.390   -3.363    0.311)    5.539
   3.720   (  -4.049   -4.194   -0.203)    5.833
   4.258   (   1.892    1.278    0.404)    2.319
   4.300   (   1.766    1.113   -0.256)    2.103
   4.553   (  -1.990   -1.617    0.466)    2.606
   4.570   (  -1.121   -3.294   -0.281)    3.491
   4.609   (  -3.584   -0.945   -0.074)    3.708
   4.676   (  -1.392   -3.475   -0.128)    3.746
   7.899   (   0.236   -0.050    0.081)    0.255
   7.975   (  -0.846   -0.729   -0.250)    1.145
   8.050   (  -2.701   -3.218    0.209)    4.206
   8.057   (  -3.195   -2.493   -0.096)    4.054
   8.205   (  -1.164   -1.448    0.017)    1.858
   8.244   (  -0.912   -2.415   -0.001)    2.582
   8.318   (   2.118    2.601    0.225)    3.362
   8.332   (   3.017    2.636   -0.095)    4.008
   8.492   (  -0.947   -1.866    0.302)    2.114
   8.504   (  -0.996   -1.689   -0.293)    1.983
   8.563   (   0.557   -2.055   -0.060)    2.130
   8.570   (  -2.487    1.038    0.104)    2.697
   8.603   (   0.460   -1.600    0.503)    1.739
   8.621   (  -2.178   -0.433   -0.466)    2.269
   8.743   (   1.378    5.691    0.114)    5.857
   8.792   (   3.645    1.686   -0.231)    4.023
   8.893   (   0.580   -0.430    0.553)    0.910
   8.905   (   0.275    0.613   -0.236)    0.712
   9.043   (   2.413    3.918   -0.253)    4.609
   9.069   (   3.108    3.361   -0.177)    4.581
   9.164   (   0.339    2.047   -0.082)    2.076
   9.181   (   2.392    1.882    0.034)    3.044
   9.204   (  -0.089    3.714   -0.057)    3.716
   9.213   (   1.210    0.698   -0.070)    1.399
   9.335   (   3.742    3.947   -0.231)    5.444
   9.452   (   3.957    2.515    0.743)    4.747
   9.726   (  -0.513    1.222   -0.019)    1.326
   9.758   (   0.862   -0.639   -0.508)    1.187
   9.836   (  -0.895   -0.120   -0.224)    0.930
   9.868   (   0.146   -2.065   -0.023)    2.071
   9.908   (  -0.946   -2.772    0.182)    2.934
  10.055   (  -3.965   -3.568    0.187)    5.338
======================= Grid point 11 (8/34) =======================
q-point: (-0.33  0.17  0.00)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 54
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.544   (  -9.993   11.070   -0.080)   14.914
   0.744   (   3.092    8.052    0.183)    8.627
   0.855   (   1.044   -0.254    0.198)    1.092
   0.873   (   0.709   -0.164   -0.404)    0.833
   0.904   (  -0.938    0.991    0.551)    1.472
   0.916   (  -0.423    0.595    0.109)    0.738
   0.947   (   2.468    6.166    0.207)    6.644
   1.004   (   0.734    4.138    1.501)    4.463
   1.045   (  -0.822    4.045    1.150)    4.285
   1.086   (   0.799    4.211   -2.541)    4.983
   1.160   (  -1.224    6.411   -2.240)    6.900
   1.170   (   2.925    3.955   -1.019)    5.023
   1.219   (  -2.169    6.664    2.174)    7.338
   1.357   (  -4.300    6.793   -0.034)    8.039
   1.365   (   3.416    4.195   -0.729)    5.459
   1.408   (   4.052   -1.764   -0.629)    4.464
   1.518   (  -0.201    3.623    0.456)    3.657
   1.545   (  -1.226    2.126   -0.311)    2.474
   1.586   (  -5.086    4.625    0.568)    6.898
   1.588   (  -2.243    0.293   -0.397)    2.297
   1.626   (   2.771   -1.712   -0.459)    3.289
   1.650   (   0.580   -2.493   -0.134)    2.563
   1.667   (  -0.645   -1.067    0.960)    1.573
   1.695   (   1.031   -2.644    0.516)    2.884
   1.731   (   0.116    0.189   -0.692)    0.726
   1.806   (   1.900    1.243    0.864)    2.429
   1.855   (   3.556    3.341    0.392)    4.895
   1.898   (  -0.337    0.717    0.581)    0.982
   1.928   (   2.842    0.027   -0.558)    2.896
   1.959   (   3.499    1.266   -0.522)    3.757
   1.965   (   2.148   -2.596    1.347)    3.629
   2.005   (   3.043   -0.493    0.950)    3.225
   2.041   (   0.457   -0.284    0.530)    0.755
   2.132   (   1.923    2.364   -0.458)    3.082
   2.157   (   2.349    2.786   -0.282)    3.655
   2.195   (   0.319   -0.044   -1.792)    1.820
   2.328   (  -8.141    8.761    0.103)   11.959
   2.352   (  -3.013    4.404    1.027)    5.434
   2.384   (  -2.359    6.418   -1.410)    6.982
   2.437   (  -8.851    9.202    0.365)   12.773
   2.553   (   0.682   -0.787    1.011)    1.451
   2.568   (   1.610    0.802    0.488)    1.864
   2.644   (   2.132    1.668   -1.063)    2.908
   2.706   (  -2.460    2.428    0.594)    3.507
   2.744   (  -0.920   -0.257    0.596)    1.126
   2.790   (   1.351    0.905    0.136)    1.632
   2.816   (  -1.232   -1.753   -1.095)    2.406
   2.836   (  -1.055    1.973   -0.039)    2.238
   2.901   (  -0.675   -0.643   -1.337)    1.630
   2.935   (   1.789   -0.975   -0.131)    2.042
   3.020   (   3.716    1.744   -0.132)    4.107
   3.035   (   0.303    0.228    0.807)    0.892
   3.282   (  -1.321    0.819    0.066)    1.555
   3.317   (  -2.155   -0.250   -0.062)    2.170
   3.535   (  -0.147    3.160    0.081)    3.165
   3.542   (  -0.671    3.516   -0.046)    3.579
   3.782   (   0.590   -7.950    0.170)    7.974
   3.800   (   0.493   -8.097   -0.094)    8.112
   4.290   (   3.344    0.378    0.381)    3.387
   4.323   (   3.033    0.804   -0.148)    3.141
   4.456   (  -5.692    2.732   -0.347)    6.323
   4.514   (  -4.016   -0.043    1.061)    4.154
   4.674   (   0.845   -4.499   -1.217)    4.736
   4.792   (   2.058   -7.304    0.338)    7.596
   7.949   (   3.000   -2.895    0.192)    4.173
   8.009   (   1.352   -2.992   -0.353)    3.302
   8.048   (  -2.954   -2.988   -0.022)    4.202
   8.066   (  -2.245   -3.408    0.125)    4.083
   8.217   (  -0.564   -2.050   -0.498)    2.184
   8.289   (   0.430   -3.740    0.471)    3.794
   8.320   (   2.838    2.000    0.435)    3.499
   8.349   (   3.905    2.150   -0.158)    4.461
   8.472   (  -4.891    2.143   -0.347)    5.351
   8.489   (  -3.776    1.615    0.671)    4.162
   8.513   (  -0.623   -1.549   -0.377)    1.711
   8.538   (  -1.608   -0.792   -0.133)    1.797
   8.601   (  -0.229    1.538   -0.086)    1.557
   8.659   (   0.890   -0.361    0.370)    1.029
   8.693   (   3.635    5.088   -0.134)    6.255
   8.820   (   2.446    0.297   -0.114)    2.466
   8.859   (  -0.773    2.035   -0.199)    2.186
   8.917   (  -2.655    0.065   -0.212)    2.664
   8.964   (  -2.726    6.656    0.125)    7.193
   9.043   (  -0.680    4.958   -0.280)    5.012
   9.054   (   2.291    4.268   -0.022)    4.844
   9.164   (  -0.784    2.739   -0.213)    2.857
   9.172   (   1.076    3.270    0.084)    3.444
   9.176   (  -0.525    2.905    0.320)    2.969
   9.329   (   1.081    2.571   -0.380)    2.815
   9.511   (   6.363    1.565    2.893)    7.163
   9.710   (  -0.112   -0.226   -1.133)    1.161
   9.792   (  -0.177   -0.795   -1.141)    1.402
   9.831   (   1.367   -0.520   -0.758)    1.648
   9.894   (   1.140   -0.242    0.395)    1.230
   9.920   (  -1.180   -0.956    0.513)    1.602
  10.039   (  -5.634   -3.536    0.223)    6.655
======================= Grid point 12 (9/34) =======================
q-point: (-0.17  0.17  0.00)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 33
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.262   (  -0.000   12.854    0.000)   12.854
   0.612   (  -0.000   15.406    0.000)   15.406
   0.817   (  -0.000   21.136    0.000)   21.136
   0.863   (  -0.000    5.058    0.000)    5.058
   0.876   (   0.000   -0.216   -0.000)    0.216
   0.880   (  -0.000    1.162    0.000)    1.162
   0.902   (  -0.000    1.020    0.000)    1.020
   0.906   (  -0.000    2.645    0.000)    2.645
   0.945   (  -0.000    6.045    0.000)    6.045
   0.953   (  -0.000    4.235    0.000)    4.235
   1.075   (  -0.000    3.951    0.000)    3.951
   1.107   (  -0.000    5.086    0.000)    5.086
   1.120   (  -0.000    3.126    0.000)    3.126
   1.270   (   0.000   -3.081   -0.000)    3.081
   1.392   (  -0.000    4.256    0.000)    4.256
   1.414   (  -0.000    6.004    0.000)    6.004
   1.467   (   0.000   -0.255   -0.000)    0.255
   1.510   (  -0.000    2.271    0.000)    2.271
   1.511   (   0.000   -2.153   -0.000)    2.153
   1.570   (   0.000   -0.246   -0.000)    0.246
   1.656   (  -0.000    1.528    0.000)    1.528
   1.660   (   0.000   -0.992   -0.000)    0.992
   1.705   (  -0.000    1.552    0.000)    1.552
   1.725   (   0.000   -3.950   -0.000)    3.950
   1.756   (  -0.000    0.113    0.000)    0.113
   1.795   (  -0.000    1.834    0.000)    1.834
   1.818   (  -0.000    0.308    0.000)    0.308
   1.853   (  -0.000    6.696    0.000)    6.696
   1.885   (  -0.000    4.263    0.000)    4.263
   1.979   (  -0.000    9.494    0.000)    9.494
   2.008   (   0.000   -2.183   -0.000)    2.183
   2.062   (   0.000   -1.930   -0.000)    1.930
   2.071   (   0.000   -4.410   -0.000)    4.410
   2.111   (  -0.000    2.171    0.000)    2.171
   2.121   (   0.000   -1.400   -0.000)    1.400
   2.140   (  -0.000    2.254    0.000)    2.254
   2.198   (  -0.000    2.598    0.000)    2.598
   2.229   (  -0.000    7.053    0.000)    7.053
   2.236   (  -0.000    5.279    0.000)    5.279
   2.263   (  -0.000    4.877    0.000)    4.877
   2.559   (  -0.000    2.975    0.000)    2.975
   2.582   (  -0.000    2.489    0.000)    2.489
   2.635   (   0.000   -1.254   -0.000)    1.254
   2.678   (  -0.000    2.464    0.000)    2.464
   2.704   (  -0.000    0.138    0.000)    0.138
   2.752   (  -0.000    2.073    0.000)    2.073
   2.790   (  -0.000    2.063    0.000)    2.063
   2.859   (   0.000   -2.985   -0.000)    2.985
   2.912   (   0.000   -1.229   -0.000)    1.229
   2.973   (   0.000   -0.719   -0.000)    0.719
   3.006   (  -0.000    1.669    0.000)    1.669
   3.023   (  -0.000    1.520    0.000)    1.520
   3.276   (   0.000   -1.023   -0.000)    1.023
   3.314   (   0.000   -1.160   -0.000)    1.160
   3.481   (  -0.000    2.990    0.000)    2.990
   3.484   (  -0.000    3.049    0.000)    3.049
   3.910   (   0.000   -7.011   -0.000)    7.011
   3.924   (   0.000   -6.816   -0.000)    6.816
   4.318   (  -0.000    0.811    0.000)    0.811
   4.349   (  -0.000    1.951    0.000)    1.951
   4.354   (  -0.000    1.696    0.000)    1.696
   4.477   (   0.000   -0.093   -0.000)    0.093
   4.737   (   0.000   -3.002   -0.000)    3.002
   4.913   (   0.000   -6.156   -0.000)    6.156
   8.045   (   0.000   -3.169   -0.000)    3.169
   8.058   (   0.000   -4.041   -0.000)    4.041
   8.073   (   0.000   -2.245   -0.000)    2.245
   8.099   (   0.000   -4.303   -0.000)    4.303
   8.244   (   0.000   -2.090   -0.000)    2.090
   8.337   (  -0.000    3.167    0.000)    3.167
   8.340   (  -0.000    1.491    0.000)    1.491
   8.373   (   0.000   -4.072   -0.000)    4.072
   8.384   (  -0.000    4.214    0.000)    4.214
   8.397   (   0.000   -0.725   -0.000)    0.725
   8.519   (  -0.000    3.797    0.000)    3.797
   8.531   (   0.000   -1.305   -0.000)    1.305
   8.580   (   0.000   -0.511   -0.000)    0.511
   8.629   (  -0.000    4.228    0.000)    4.228
   8.678   (  -0.000    4.089    0.000)    4.089
   8.726   (  -0.000    8.399    0.000)    8.399
   8.816   (  -0.000    4.523    0.000)    4.523
   8.865   (   0.000   -3.013   -0.000)    3.013
   8.970   (   0.000   -3.481   -0.000)    3.481
   9.001   (  -0.000    1.155    0.000)    1.155
   9.017   (  -0.000    2.807    0.000)    2.807
   9.088   (  -0.000    3.595    0.000)    3.595
   9.131   (  -0.000    2.861    0.000)    2.861
   9.136   (  -0.000    2.920    0.000)    2.920
   9.289   (  -0.000    3.242    0.000)    3.242
   9.562   (  -0.000    1.093    0.000)    1.093
   9.716   (   0.000   -0.712   -0.000)    0.712
   9.782   (   0.000   -0.314   -0.000)    0.314
   9.846   (  -0.000    1.148    0.000)    1.148
   9.888   (  -0.000    2.498    0.000)    2.498
   9.973   (  -0.000    0.093    0.000)    0.093
  10.001   (   0.000   -6.021   -0.000)    6.021
======================= Grid point 15 (10/34) =======================
q-point: ( 0.33  0.33  0.00)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 34
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.764   (   7.250    0.000    1.401)    7.384
   0.832   (   1.988    0.000   -1.071)    2.258
   0.876   (  -0.291   -0.000    0.369)    0.470
   0.876   (   0.181    0.000   -0.757)    0.778
   0.902   (  -1.046   -0.000    0.722)    1.271
   0.909   (  -0.322   -0.000   -0.563)    0.648
   1.081   (   4.188    0.000   -0.294)    4.199
   1.084   (   5.791    0.000   -1.122)    5.899
   1.118   (   2.691    0.000    0.520)    2.741
   1.159   (   1.986    0.000    0.268)    2.004
   1.219   (   9.502    0.000   -3.685)   10.192
   1.317   (   5.725    0.000    7.522)    9.453
   1.318   (   5.974    0.000   -2.938)    6.657
   1.409   (   7.030    0.000    0.871)    7.084
   1.468   (   3.075    0.000    1.102)    3.266
   1.502   (   1.747    0.000   -0.386)    1.789
   1.508   (  -0.377   -0.000    0.302)    0.483
   1.532   (  -1.100   -0.000   -1.327)    1.724
   1.565   (  -1.733   -0.000   -0.473)    1.797
   1.606   (   1.928    0.000    1.236)    2.290
   1.632   (   2.814    0.000   -1.422)    3.153
   1.638   (  -2.633   -0.000   -1.008)    2.820
   1.643   (   2.314    0.000    1.934)    3.016
   1.658   (   6.350    0.000    1.884)    6.624
   1.714   (  -0.544   -0.000    0.098)    0.553
   1.784   (  -3.107   -0.000   -2.189)    3.800
   1.849   (  -2.173   -0.000   -0.497)    2.229
   1.886   (  -5.530   -0.000    0.480)    5.550
   1.892   (  -4.296   -0.000   -0.557)    4.332
   1.903   (  -3.885   -0.000   -0.926)    3.994
   1.978   (  -1.069   -0.000   -0.479)    1.171
   2.005   (   0.656    0.000    0.607)    0.894
   2.196   (   8.883    0.000    0.513)    8.897
   2.223   (   5.938    0.000   -1.461)    6.116
   2.247   (   4.966    0.000    2.488)    5.554
   2.293   (   5.938    0.000    0.227)    5.942
   2.319   (   3.504    0.000   -1.089)    3.670
   2.405   (   9.938    0.000   -3.607)   10.572
   2.438   (   5.284    0.000    0.456)    5.304
   2.463   (   6.861    0.000   -0.154)    6.863
   2.562   (  -1.467   -0.000    3.344)    3.651
   2.661   (   1.476    0.000   -0.709)    1.638
   2.670   (  -1.888   -0.000    0.042)    1.889
   2.707   (  -3.646   -0.000    0.553)    3.688
   2.774   (   1.578    0.000    1.523)    2.193
   2.811   (   0.782    0.000   -0.864)    1.165
   2.841   (   3.145    0.000   -0.373)    3.167
   2.869   (   1.220    0.000   -1.598)    2.010
   2.875   (  -2.258   -0.000    2.200)    3.153
   2.908   (  -4.740   -0.000   -0.793)    4.806
   3.064   (   5.809    0.000    1.045)    5.903
   3.108   (   4.748    0.000   -1.234)    4.906
   3.270   (   1.275    0.000   -0.188)    1.289
   3.293   (   0.799    0.000    0.480)    0.932
   3.605   (   3.399    0.000    0.023)    3.399
   3.605   (   3.385    0.000    0.109)    3.387
   3.658   ( -10.530   -0.000   -0.578)   10.546
   3.666   ( -10.008   -0.000    0.416)   10.017
   4.316   (   1.110    0.000    1.251)    1.673
   4.352   (   1.524    0.000   -1.187)    1.932
   4.417   (   1.341    0.000   -0.086)    1.344
   4.474   (   0.403    0.000   -0.835)    0.928
   4.605   (  -5.381   -0.000    2.687)    6.015
   4.658   (  -8.162   -0.000   -1.722)    8.341
   7.947   (  -2.438   -0.000    0.395)    2.470
   7.947   (  -2.082   -0.000   -0.243)    2.097
   7.990   (  -2.895   -0.000   -0.284)    2.908
   7.992   (  -3.575   -0.000    0.159)    3.579
   8.182   (  -0.817   -0.000    0.796)    1.141
   8.201   (  -1.922   -0.000   -0.938)    2.139
   8.379   (   1.219    0.000    1.011)    1.584
   8.401   (   0.388    0.000   -0.871)    0.954
   8.467   (   3.491    0.000   -0.077)    3.492
   8.474   (   2.293    0.000   -0.077)    2.294
   8.495   (   0.082    0.000    0.414)    0.422
   8.515   (  -0.749   -0.000   -0.340)    0.822
   8.615   (  -1.672   -0.000   -0.055)    1.672
   8.627   (  -3.070   -0.000    0.194)    3.076
   8.807   (   0.593    0.000    0.220)    0.633
   8.826   (  -0.629   -0.000   -0.705)    0.945
   8.883   (   3.934    0.000    1.345)    4.157
   8.923   (   2.057    0.000   -0.215)    2.069
   9.147   (   4.270    0.000    0.301)    4.281
   9.160   (   6.292    0.000   -1.334)    6.432
   9.180   (   4.227    0.000    0.329)    4.240
   9.188   (   2.245    0.000   -0.340)    2.271
   9.231   (   3.118    0.000    0.589)    3.173
   9.236   (   2.929    0.000   -0.119)    2.931
   9.436   (   6.337    0.000    1.735)    6.571
   9.565   (   1.829    0.000   -3.096)    3.596
   9.732   (   0.742    0.000    0.679)    1.006
   9.770   (  -0.763   -0.000   -0.788)    1.097
   9.814   (  -2.670   -0.000   -1.529)    3.077
   9.836   (  -0.016   -0.000    1.739)    1.739
   9.878   (  -3.526   -0.000    1.186)    3.720
   9.903   (  -2.188   -0.000   -0.487)    2.242
======================= Grid point 16 (11/34) =======================
q-point: (-0.50  0.33  0.00)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 54
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.817   (  -2.849    5.781    0.106)    6.445
   0.830   (  -0.063    1.803    0.141)    1.809
   0.860   (   2.010    0.291   -0.020)    2.031
   0.866   (   2.278   -0.022    0.171)    2.284
   0.908   (  -0.634   -0.822   -0.287)    1.078
   0.914   (  -0.043   -0.684    0.083)    0.690
   1.080   (   1.366    2.237   -0.456)    2.660
   1.136   (   3.205    3.892    0.139)    5.044
   1.148   (   1.518    2.411    1.248)    3.111
   1.170   (   2.693    0.248   -1.077)    2.911
   1.333   (   5.260    3.971   -0.190)    6.594
   1.361   (   5.114    4.079    0.439)    6.557
   1.394   (   0.012    7.607   -1.405)    7.736
   1.403   (   6.363    3.035    0.378)    7.060
   1.449   (   0.145    0.862    1.055)    1.370
   1.486   (  -0.124   -1.046    1.170)    1.574
   1.551   (  -2.900    0.927   -0.074)    3.046
   1.569   (  -0.274   -2.729    0.637)    2.816
   1.577   (   1.737    0.120   -0.624)    1.849
   1.601   (  -2.167   -2.299   -1.149)    3.362
   1.619   (  -0.110    1.686   -1.039)    1.983
   1.636   (   3.528   -2.190   -0.236)    4.159
   1.687   (   1.058    1.089   -0.334)    1.555
   1.717   (  -0.047    1.634   -0.043)    1.635
   1.733   (  -3.477    0.574    0.972)    3.656
   1.753   (   0.588   -2.820    0.127)    2.884
   1.802   (  -2.758    0.970    0.608)    2.986
   1.810   (   1.545   -4.382    0.702)    4.699
   1.868   (  -2.172   -1.718    0.576)    2.828
   1.886   (  -2.485   -2.442   -0.005)    3.484
   1.964   (   0.113   -0.828   -1.583)    1.790
   2.015   (  -1.574   -1.644   -0.116)    2.279
   2.255   (   6.777    7.347    0.514)   10.008
   2.276   (   7.873    6.394   -0.250)   10.145
   2.290   (   6.854    4.436   -0.768)    8.200
   2.305   (   4.458    5.025    0.626)    6.747
   2.415   (   2.457   -0.528    0.874)    2.661
   2.419   (   0.259    1.437   -0.506)    1.545
   2.541   (  -0.692    3.711    0.226)    3.782
   2.557   (   1.598   -0.134    0.362)    1.643
   2.606   (   1.580   -1.502    0.132)    2.184
   2.622   (  -2.133   -1.024   -0.640)    2.451
   2.653   (   1.426   -0.651    0.225)    1.584
   2.668   (  -0.795    1.826   -0.532)    2.062
   2.796   (  -4.631    0.028    0.559)    4.664
   2.803   (  -0.412   -0.199    0.104)    0.470
   2.816   (  -3.805    0.870   -0.033)    3.904
   2.841   (   1.036   -2.008   -0.901)    2.432
   2.871   (   0.704    0.565   -0.297)    0.951
   2.894   (   0.211   -0.694    0.454)    0.856
   3.124   (   6.557    5.309    0.250)    8.441
   3.139   (   5.576    5.702   -0.114)    7.976
   3.303   (   0.825   -0.612   -0.235)    1.054
   3.327   (  -1.128   -0.129    0.248)    1.162
   3.546   (  -6.583   -5.145    0.003)    8.355
   3.548   (  -6.712   -6.659   -0.053)    9.455
   3.631   (   1.267    1.830    0.095)    2.228
   3.638   (   1.322    1.724    0.005)    2.172
   4.318   (   2.433    2.164    0.338)    3.273
   4.358   (   3.015    1.774   -0.032)    3.498
   4.492   (   0.068   -5.186   -0.756)    5.241
   4.496   (  -2.464   -1.166    0.212)    2.734
   4.524   (  -5.766   -0.174    0.294)    5.776
   4.581   (  -2.168   -5.079    0.008)    5.523
   7.908   (   0.660    0.319    0.093)    0.739
   7.949   (  -0.916   -0.766   -0.131)    1.201
   7.964   (  -1.755   -2.999    0.111)    3.477
   7.970   (  -3.085   -1.933   -0.085)    3.642
   8.174   (  -0.699   -0.514   -0.050)    0.869
   8.198   (  -0.518   -2.054    0.041)    2.119
   8.381   (   1.027    1.552    0.189)    1.871
   8.403   (   1.513    0.530   -0.297)    1.631
   8.474   (   1.096    0.804    0.188)    1.372
   8.485   (   0.483    0.748   -0.104)    0.896
   8.534   (  -0.479   -0.940   -0.004)    1.056
   8.549   (  -1.446   -0.265    0.032)    1.470
   8.583   (  -1.476   -1.149    0.122)    1.875
   8.584   (  -0.433   -1.630    0.019)    1.686
   8.798   (  -0.417    1.399   -0.421)    1.520
   8.822   (   0.204   -0.646    0.276)    0.732
   8.928   (   1.979    1.870    0.305)    2.740
   8.939   (   1.732    1.568    0.041)    2.336
   9.163   (   2.224    4.971   -0.353)    5.457
   9.177   (   3.204    2.722    0.060)    4.205
   9.210   (   1.098    2.611   -0.171)    2.838
   9.225   (   0.516    0.752   -0.090)    0.916
   9.251   (   1.502    1.867    0.073)    2.397
   9.262   (   1.205    1.648    0.081)    2.043
   9.467   (   2.093    7.276   -0.303)    7.577
   9.559   (   4.720    1.531    0.878)    5.039
   9.744   (  -0.499    2.229   -0.238)    2.296
   9.762   (   1.030   -0.459   -0.720)    1.338
   9.795   (  -1.943   -2.475   -0.583)    3.200
   9.826   (  -1.055   -1.465    0.348)    1.838
   9.865   (   0.233   -2.821    0.288)    2.845
   9.924   (  -3.760   -4.857    0.302)    6.150
======================= Grid point 17 (12/34) =======================
q-point: (-0.33  0.33  0.00)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 34
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.647   (  -0.000   11.488    0.000)   11.488
   0.807   (  -0.000    0.747    0.000)    0.747
   0.867   (  -0.000    0.923    0.000)    0.923
   0.887   (  -0.000    0.129    0.000)    0.129
   0.895   (  -0.000    0.300    0.000)    0.300
   0.918   (  -0.000    0.068    0.000)    0.068
   1.069   (  -0.000    1.338    0.000)    1.338
   1.077   (  -0.000    6.374    0.000)    6.374
   1.111   (  -0.000    5.884    0.000)    5.884
   1.156   (  -0.000    3.367    0.000)    3.367
   1.263   (  -0.000    8.139    0.000)    8.139
   1.292   (  -0.000    6.471    0.000)    6.471
   1.313   (  -0.000    4.920    0.000)    4.920
   1.389   (  -0.000    6.901    0.000)    6.901
   1.476   (  -0.000    0.651    0.000)    0.651
   1.477   (  -0.000    3.064    0.000)    3.064
   1.495   (  -0.000    1.498    0.000)    1.498
   1.547   (   0.000   -1.839   -0.000)    1.839
   1.569   (  -0.000    0.122    0.000)    0.122
   1.630   (  -0.000    3.238    0.000)    3.238
   1.631   (   0.000   -1.022   -0.000)    1.022
   1.641   (  -0.000    5.633    0.000)    5.633
   1.659   (   0.000   -2.824   -0.000)    2.824
   1.697   (   0.000   -1.747   -0.000)    1.747
   1.699   (  -0.000    0.857    0.000)    0.857
   1.814   (   0.000   -2.649   -0.000)    2.649
   1.861   (   0.000   -4.262   -0.000)    4.262
   1.877   (   0.000   -1.676   -0.000)    1.676
   1.881   (   0.000   -5.527   -0.000)    5.527
   1.921   (   0.000   -3.511   -0.000)    3.511
   1.976   (   0.000   -1.761   -0.000)    1.761
   2.020   (   0.000   -0.534   -0.000)    0.534
   2.204   (  -0.000    8.792    0.000)    8.792
   2.239   (  -0.000    5.438    0.000)    5.438
   2.271   (  -0.000    8.012    0.000)    8.012
   2.280   (  -0.000    6.217    0.000)    6.217
   2.351   (  -0.000    3.599    0.000)    3.599
   2.407   (  -0.000    7.031    0.000)    7.031
   2.461   (  -0.000    7.528    0.000)    7.528
   2.475   (  -0.000    7.174    0.000)    7.174
   2.512   (   0.000   -2.811   -0.000)    2.811
   2.654   (  -0.000    0.066    0.000)    0.066
   2.671   (  -0.000    4.621    0.000)    4.621
   2.684   (   0.000   -1.466   -0.000)    1.466
   2.744   (   0.000   -4.289   -0.000)    4.289
   2.749   (  -0.000    2.705    0.000)    2.705
   2.843   (  -0.000    2.482    0.000)    2.482
   2.860   (   0.000   -2.973   -0.000)    2.973
   2.878   (  -0.000    2.173    0.000)    2.173
   2.908   (   0.000   -3.616   -0.000)    3.616
   3.087   (  -0.000    4.807    0.000)    4.807
   3.114   (  -0.000    5.174    0.000)    5.174
   3.282   (  -0.000    1.354    0.000)    1.354
   3.288   (   0.000   -0.007   -0.000)    0.007
   3.592   (  -0.000    3.822    0.000)    3.822
   3.599   (  -0.000    4.001    0.000)    4.001
   3.642   (   0.000  -10.218   -0.000)   10.218
   3.656   (   0.000  -10.468   -0.000)   10.468
   4.329   (  -0.000    0.223    0.000)    0.223
   4.390   (  -0.000    0.953    0.000)    0.953
   4.410   (  -0.000    1.796    0.000)    1.796
   4.477   (  -0.000    0.100    0.000)    0.100
   4.596   (   0.000   -6.263   -0.000)    6.263
   4.686   (   0.000   -8.271   -0.000)    8.271
   7.954   (   0.000   -2.376   -0.000)    2.376
   7.956   (   0.000   -2.409   -0.000)    2.409
   7.982   (   0.000   -3.084   -0.000)    3.084
   7.988   (   0.000   -2.961   -0.000)    2.961
   8.184   (   0.000   -1.535   -0.000)    1.535
   8.237   (   0.000   -3.341   -0.000)    3.341
   8.374   (  -0.000    1.178    0.000)    1.178
   8.415   (  -0.000    0.835    0.000)    0.835
   8.474   (  -0.000    3.543    0.000)    3.543
   8.486   (   0.000   -0.813   -0.000)    0.813
   8.490   (  -0.000    2.397    0.000)    2.397
   8.503   (   0.000   -1.129   -0.000)    1.129
   8.606   (   0.000   -0.917   -0.000)    0.917
   8.638   (   0.000   -3.268   -0.000)    3.268
   8.771   (  -0.000    1.912    0.000)    1.912
   8.838   (   0.000   -0.955   -0.000)    0.955
   8.888   (  -0.000    3.928    0.000)    3.928
   8.925   (  -0.000    2.216    0.000)    2.216
   9.091   (  -0.000   10.735    0.000)   10.735
   9.108   (  -0.000    5.213    0.000)    5.213
   9.162   (  -0.000    4.664    0.000)    4.664
   9.185   (  -0.000    2.641    0.000)    2.641
   9.224   (  -0.000    2.987    0.000)    2.987
   9.236   (  -0.000    3.098    0.000)    3.098
   9.387   (  -0.000    4.323    0.000)    4.323
   9.597   (  -0.000    1.050    0.000)    1.050
   9.710   (  -0.000    0.931    0.000)    0.931
   9.773   (   0.000   -0.475   -0.000)    0.475
   9.830   (   0.000   -4.353   -0.000)    4.353
   9.844   (   0.000   -1.183   -0.000)    1.183
   9.918   (   0.000   -1.140   -0.000)    1.140
   9.937   (   0.000   -3.352   -0.000)    3.352
======================= Grid point 23 (13/34) =======================
q-point: (-0.50  0.50  0.00)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 20
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.860   (   0.000   -0.000   -0.000)    0.000
   0.862   (  -0.000    0.000    0.000)    0.000
   0.873   (   0.000   -0.000   -0.000)    0.000
   0.885   (   0.000   -0.000   -0.000)    0.000
   0.893   (   0.000   -0.000   -0.000)    0.000
   0.895   (   0.000   -0.000   -0.000)    0.000
   1.121   (   0.000   -0.000   -0.000)    0.000
   1.126   (  -0.000    0.000    0.000)    0.000
   1.205   (   0.000   -0.000   -0.000)    0.000
   1.206   (  -0.000    0.000    0.000)    0.000
   1.461   (  -0.000    0.000    0.000)    0.000
   1.463   (   0.000   -0.000   -0.000)    0.000
   1.465   (  -0.000    0.000    0.000)    0.000
   1.469   (   0.000   -0.000   -0.000)    0.000
   1.480   (   0.000   -0.000   -0.000)    0.000
   1.493   (   0.000   -0.000   -0.000)    0.000
   1.516   (   0.000   -0.000   -0.000)    0.000
   1.541   (   0.000   -0.000   -0.000)    0.000
   1.544   (   0.000   -0.000   -0.000)    0.000
   1.571   (  -0.000    0.000    0.000)    0.000
   1.592   (   0.000   -0.000   -0.000)    0.000
   1.615   (  -0.000    0.000    0.000)    0.000
   1.690   (   0.000   -0.000   -0.000)    0.000
   1.706   (   0.000   -0.000   -0.000)    0.000
   1.764   (  -0.000    0.000    0.000)    0.000
   1.768   (   0.000   -0.000   -0.000)    0.000
   1.775   (   0.000   -0.000   -0.000)    0.000
   1.783   (  -0.000    0.000    0.000)    0.000
   1.830   (   0.000   -0.000   -0.000)    0.000
   1.835   (  -0.000    0.000    0.000)    0.000
   1.970   (  -0.000    0.000    0.000)    0.000
   1.971   (   0.000   -0.000   -0.000)    0.000
   2.364   (   0.000   -0.000   -0.000)    0.000
   2.367   (   0.000   -0.000   -0.000)    0.000
   2.370   (   0.000   -0.000   -0.000)    0.000
   2.383   (   0.000   -0.000   -0.000)    0.000
   2.456   (   0.000   -0.000   -0.000)    0.000
   2.470   (   0.000   -0.000   -0.000)    0.000
   2.563   (   0.000   -0.000   -0.000)    0.000
   2.584   (  -0.000    0.000    0.000)    0.000
   2.602   (   0.000   -0.000   -0.000)    0.000
   2.621   (   0.000   -0.000   -0.000)    0.000
   2.666   (   0.000   -0.000   -0.000)    0.000
   2.679   (   0.000   -0.000   -0.000)    0.000
   2.742   (   0.000   -0.000   -0.000)    0.000
   2.747   (  -0.000    0.000    0.000)    0.000
   2.812   (  -0.000    0.000    0.000)    0.000
   2.815   (   0.000   -0.000   -0.000)    0.000
   2.892   (   0.000   -0.000   -0.000)    0.000
   2.893   (  -0.000    0.000    0.000)    0.000
   3.303   (   0.000   -0.000   -0.000)    0.000
   3.307   (   0.000   -0.000   -0.000)    0.000
   3.315   (   0.000   -0.000   -0.000)    0.000
   3.318   (  -0.000    0.000    0.000)    0.000
   3.356   (   0.000   -0.000   -0.000)    0.000
   3.357   (  -0.000    0.000    0.000)    0.000
   3.664   (   0.000   -0.000   -0.000)    0.000
   3.666   (   0.000   -0.000   -0.000)    0.000
   4.390   (   0.000   -0.000   -0.000)    0.000
   4.398   (   0.000   -0.000   -0.000)    0.000
   4.440   (   0.000   -0.000   -0.000)    0.000
   4.460   (   0.000   -0.000   -0.000)    0.000
   4.479   (   0.000   -0.000   -0.000)    0.000
   4.496   (  -0.000    0.000    0.000)    0.000
   7.924   (   0.000   -0.000   -0.000)    0.000
   7.925   (  -0.000    0.000    0.000)    0.000
   7.929   (   0.000   -0.000   -0.000)    0.000
   7.929   (   0.000   -0.000   -0.000)    0.000
   8.171   (  -0.000    0.000    0.000)    0.000
   8.172   (   0.000   -0.000   -0.000)    0.000
   8.399   (  -0.000    0.000    0.000)    0.000
   8.401   (   0.000   -0.000   -0.000)    0.000
   8.522   (   0.000   -0.000   -0.000)    0.000
   8.522   (   0.000   -0.000   -0.000)    0.000
   8.533   (   0.000   -0.000   -0.000)    0.000
   8.534   (  -0.000    0.000    0.000)    0.000
   8.541   (  -0.000    0.000    0.000)    0.000
   8.542   (   0.000   -0.000   -0.000)    0.000
   8.809   (   0.000   -0.000   -0.000)    0.000
   8.809   (  -0.000    0.000    0.000)    0.000
   8.965   (  -0.000    0.000    0.000)    0.000
   8.966   (   0.000   -0.000   -0.000)    0.000
   9.213   (   0.000   -0.000   -0.000)    0.000
   9.226   (   0.000   -0.000   -0.000)    0.000
   9.230   (   0.000   -0.000   -0.000)    0.000
   9.249   (   0.000   -0.000   -0.000)    0.000
   9.279   (   0.000   -0.000   -0.000)    0.000
   9.284   (   0.000   -0.000   -0.000)    0.000
   9.583   (   0.000   -0.000   -0.000)    0.000
   9.588   (  -0.000    0.000    0.000)    0.000
   9.756   (   0.000   -0.000   -0.000)    0.000
   9.763   (  -0.000    0.000    0.000)    0.000
   9.778   (   0.000   -0.000   -0.000)    0.000
   9.781   (   0.000   -0.000   -0.000)    0.000
   9.846   (   0.000   -0.000   -0.000)    0.000
   9.846   (  -0.000    0.000    0.000)    0.000
======================= Grid point 39 (14/34) =======================
q-point: ( 0.00  0.00  0.33)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 34
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.333   (  -1.182   -0.000   13.699)   13.750
   0.336   (   3.095    0.000   13.770)   14.114
   0.619   (  -8.151   -0.000   11.335)   13.961
   0.670   (  -0.256   -0.000   -8.111)    8.115
   0.720   (   5.705    0.000   11.995)   13.283
   0.835   (   0.932    0.000    1.009)    1.373
   0.841   (   1.585    0.000    1.161)    1.965
   0.886   (  -0.490   -0.000   -0.411)    0.640
   0.887   (  -0.022   -0.000   -0.390)    0.390
   0.914   (   0.500    0.000    0.375)    0.625
   0.917   (  -0.006   -0.000    0.407)    0.407
   0.970   (  -0.612   -0.000   -2.594)    2.665
   0.973   (  -1.124   -0.000   -2.621)    2.852
   1.285   (   0.660    0.000  -18.377)   18.388
   1.300   (  -0.148   -0.000   -0.154)    0.213
   1.306   (  -0.623   -0.000   -8.220)    8.244
   1.417   (  -0.126   -0.000    2.625)    2.628
   1.418   (  -0.635   -0.000    2.594)    2.670
   1.512   (  -1.200   -0.000    2.373)    2.659
   1.574   (   0.959    0.000   -2.085)    2.295
   1.582   (  -2.881   -0.000   -1.000)    3.050
   1.587   (   1.482    0.000   -0.334)    1.519
   1.664   (   1.057    0.000    0.179)    1.072
   1.671   (  -0.739   -0.000   -0.421)    0.851
   1.742   (   1.236    0.000   -0.373)    1.291
   1.749   (  -0.644   -0.000   -0.928)    1.130
   1.762   (  -0.537   -0.000    0.255)    0.594
   1.767   (   0.861    0.000   -0.136)    0.872
   1.878   (  -3.533    0.000   -0.004)    3.533
   1.878   (   3.478    0.000   -0.022)    3.478
   2.034   (   0.322    0.000    0.443)    0.548
   2.041   (  -1.168   -0.000   -0.023)    1.168
   2.048   (   3.628    0.000   -0.056)    3.629
   2.055   (  -2.143   -0.000   -0.598)    2.225
   2.158   (   0.618    0.000   -0.511)    0.802
   2.165   (  -0.035   -0.000   -0.729)    0.730
   2.173   (   0.296    0.000    0.783)    0.837
   2.177   (   0.021    0.000    0.692)    0.693
   2.314   (   0.867    0.000   10.944)   10.978
   2.452   (  -0.255   -0.000   -0.660)    0.708
   2.454   (  -0.489   -0.000   -0.007)    0.489
   2.459   (  -0.162   -0.000   -2.745)    2.750
   2.656   (   0.244    0.000   -0.076)    0.256
   2.657   (  -0.606   -0.000   -0.058)    0.609
   2.710   (   0.227    0.000    0.046)    0.232
   2.711   (  -0.237   -0.000    0.241)    0.338
   2.731   (  -0.421   -0.000    5.147)    5.164
   2.857   (   0.224    0.000   -5.482)    5.486
   2.937   (  -0.526   -0.000    0.081)    0.532
   2.938   (   0.696    0.000    0.034)    0.697
   2.976   (   0.585    0.000    0.048)    0.587
   2.978   (  -0.544   -0.000   -0.012)    0.544
   3.343   (  -0.063   -0.000    1.001)    1.002
   3.366   (  -0.148   -0.000   -1.034)    1.044
   3.434   (   0.183    0.000    0.035)    0.186
   3.435   (  -0.175   -0.000   -0.038)    0.179
   4.021   (  -0.091   -0.000    0.067)    0.114
   4.026   (   0.008    0.000   -0.336)    0.336
   4.302   (   0.577    0.000    0.020)    0.578
   4.304   (  -0.447   -0.000   -0.003)    0.447
   4.313   (  -0.184   -0.000    0.009)    0.184
   4.316   (   0.151    0.000   -0.050)    0.159
   5.017   (  -0.297   -0.000    0.306)    0.426
   5.024   (   0.001    0.000   -0.277)    0.277
   8.104   (   0.050    0.000    0.017)    0.053
   8.106   (  -0.062   -0.000   -0.123)    0.138
   8.189   (   1.146    0.000    0.087)    1.149
   8.191   (  -0.004   -0.000   -0.085)    0.085
   8.260   (   0.104    0.000    0.248)    0.269
   8.261   (  -2.394   -0.000    0.175)    2.401
   8.270   (   1.055    0.000   -0.142)    1.065
   8.271   (  -0.632   -0.000   -0.273)    0.688
   8.450   (  -0.147   -0.000    0.032)    0.150
   8.451   (   0.271    0.000    0.000)    0.271
   8.554   (  -1.010   -0.000    0.276)    1.047
   8.563   (   3.661    0.000   -0.637)    3.716
   8.587   (   0.424    0.000    0.112)    0.439
   8.588   (  -2.674   -0.000   -0.048)    2.674
   8.594   (  -0.425   -0.000   -0.054)    0.428
   8.595   (   0.157    0.000   -0.059)    0.168
   8.637   (  -1.674   -0.000    2.801)    3.264
   8.708   (   2.117    0.000   -3.796)    4.346
   9.001   (  -0.105   -0.000    0.057)    0.119
   9.002   (   0.093    0.000   -0.036)    0.099
   9.043   (  -3.272   -0.000    5.236)    6.174
   9.080   (   1.204    0.000   -0.105)    1.209
   9.081   (   0.382    0.000    0.058)    0.386
   9.084   (   0.277    0.000    0.010)    0.277
   9.087   (   3.439    0.000    0.308)    3.453
   9.157   (  -1.801   -0.000   -4.228)    4.595
   9.810   (   0.129    0.000   -0.014)    0.130
   9.810   (   0.446    0.000   -0.035)    0.448
   9.812   (  -0.447   -0.000    0.046)    0.450
   9.812   (  -0.510   -0.000    0.010)    0.510
  10.128   (   0.090    0.000    1.547)    1.549
  10.161   (   0.300    0.000   -1.365)    1.397
======================= Grid point 40 (15/34) =======================
q-point: ( 0.17  0.00  0.33)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 54
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.474   (   2.166   -6.823    8.669)   11.242
   0.484   (   6.119    1.101   13.645)   14.995
   0.689   (   2.839   -1.714   -7.176)    7.905
   0.731   (  10.345  -10.619   -6.249)   16.088
   0.875   (   0.298    0.196    0.294)    0.462
   0.887   (   0.814   -1.436    0.253)    1.670
   0.896   (   0.994   -0.264    0.093)    1.032
   0.904   (   0.767   -0.345   -0.012)    0.842
   0.927   (   0.929   -1.541    0.905)    2.014
   0.935   (   3.367   -0.945    2.470)    4.281
   0.993   (   2.287   -3.468   -3.822)    5.645
   1.019   (   5.753   -6.888   10.680)   13.950
   1.068   (   7.048   -6.745   -2.765)   10.140
   1.274   (   1.717   -0.855   -4.006)    4.441
   1.296   (   1.446   -3.715   -7.519)    8.510
   1.409   (   6.033   -6.153   -0.384)    8.625
   1.433   (   1.039   -0.044    1.599)    1.907
   1.479   (  -1.583    1.550    1.231)    2.535
   1.513   (   4.014   -2.878   -1.653)    5.208
   1.565   (  -0.165   -2.046   -1.948)    2.830
   1.583   (   1.371   -1.104   -1.475)    2.296
   1.621   (   1.130   -0.015   -0.129)    1.138
   1.668   (  -0.105   -0.407   -0.550)    0.692
   1.696   (   1.923   -1.031    0.732)    2.301
   1.734   (  -2.749    1.541    0.427)    3.180
   1.743   (  -1.512   -0.738   -0.597)    1.785
   1.782   (  -2.113   -0.091   -0.895)    2.296
   1.820   (   1.113    0.226    0.305)    1.176
   1.832   (  -0.196   -1.105    0.068)    1.124
   1.926   (   8.807   -9.354   -0.548)   12.859
   2.004   (  -1.249    2.768   -0.479)    3.074
   2.053   (  -0.384   -0.090   -0.780)    0.874
   2.098   (  -2.411    3.901   -0.447)    4.608
   2.100   (  -2.544    2.574    0.491)    3.652
   2.146   (   0.962    0.897   -0.670)    1.476
   2.150   (   4.346   -3.403   -0.419)    5.536
   2.187   (   1.877   -3.412   -0.056)    3.895
   2.211   (   5.170   -3.614   -0.232)    6.312
   2.296   (  -3.524    3.187    4.226)    6.359
   2.336   (  -1.400    0.962    2.711)    3.199
   2.516   (   2.605   -3.230    0.108)    4.151
   2.526   (   2.990   -2.544    0.217)    3.932
   2.643   (  -0.241    0.526   -0.320)    0.661
   2.696   (   0.058    0.842    0.427)    0.946
   2.704   (  -1.416    0.967    4.440)    4.760
   2.760   (   2.643   -2.050    0.057)    3.345
   2.798   (   4.050   -3.578   -0.348)    5.415
   2.830   (  -0.005    0.211   -4.663)    4.668
   2.914   (  -1.712    0.879   -0.049)    1.925
   2.956   (  -1.563    1.155   -0.084)    1.945
   2.993   (   2.527   -2.132   -0.688)    3.377
   3.005   (   1.356   -1.449    0.163)    1.991
   3.303   (  -1.876    2.066    0.926)    2.940
   3.338   (  -1.005    0.597   -0.260)    1.197
   3.461   (   1.905   -1.473   -0.051)    2.409
   3.464   (   2.013   -1.424    0.149)    2.471
   3.967   (  -3.288    3.521    0.234)    4.823
   3.973   (  -3.266    3.255   -0.324)    4.622
   4.286   (  -1.196    0.823   -0.014)    1.452
   4.307   (  -0.699    0.216    0.042)    0.733
   4.363   (   2.999   -3.114    0.235)    4.330
   4.400   (   4.374   -4.385   -2.414)    6.648
   4.907   (  -5.213    4.757    4.414)    8.324
   4.944   (  -4.572    3.879   -1.129)    6.101
   8.054   (  -3.461    3.321    0.185)    4.800
   8.079   (  -1.518    1.369   -0.273)    2.062
   8.139   (  -1.051    1.350    0.464)    1.773
   8.159   (  -0.956    2.667    0.002)    2.833
   8.261   (  -0.767   -0.784    0.382)    1.162
   8.277   (  -0.764   -1.784    0.151)    1.947
   8.303   (   0.496    0.055    1.455)    1.539
   8.344   (  -0.184   -0.033   -1.304)    1.317
   8.451   (   0.565   -0.773    0.716)    1.195
   8.460   (  -0.019   -1.403    0.406)    1.461
   8.480   (   3.234   -0.808   -0.341)    3.350
   8.558   (  -0.662    0.012    0.956)    1.163
   8.577   (  -0.202    0.327   -0.929)    1.006
   8.610   (   1.802   -0.006   -0.133)    1.807
   8.618   (  -0.513   -3.960    0.080)    3.993
   8.653   (   8.370   -2.163   -1.299)    8.742
   8.739   (   5.364   -4.614    0.615)    7.102
   8.926   (  -3.142    3.064    2.094)    4.863
   8.967   (   2.249   -2.241   -4.239)    5.296
   8.998   (   0.103    0.479   -0.097)    0.499
   9.003   (   0.068   -0.629   -0.100)    0.641
   9.018   (   3.534   -1.960   -1.637)    4.360
   9.099   (   1.157   -1.033    0.091)    1.553
   9.108   (   1.191   -1.101   -0.083)    1.624
   9.241   (   3.305   -3.761   -0.494)    5.031
   9.262   (   5.648   -4.893   -3.516)    8.259
   9.768   (  -1.190    1.105    0.521)    1.705
   9.814   (   1.422    0.454    0.023)    1.493
   9.834   (  -0.809   -2.860   -0.050)    2.973
   9.865   (   1.075   -2.673    0.014)    2.881
   9.985   (  -7.314    7.456    1.872)   10.611
  10.149   (   0.295    0.136    0.369)    0.492
======================= Grid point 41 (16/34) =======================
q-point: ( 0.33  0.00  0.33)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 56
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.595   (   7.580   -4.401    1.769)    8.942
   0.678   (   6.139   -4.136    6.012)    9.536
   0.744   (   3.221   -2.237   -6.297)    7.418
   0.846   (  -1.416    2.253    0.048)    2.661
   0.887   (   1.257   -0.514   -1.326)    1.898
   0.898   (   0.349   -1.149   -1.884)    2.234
   0.913   (  -0.135   -0.629   -0.219)    0.680
   0.927   (   0.202   -1.149   -1.283)    1.734
   1.016   (   4.356   -4.918    0.112)    6.571
   1.043   (   4.100   -3.325    2.153)    5.701
   1.136   (   1.605   -1.675   -2.483)    3.398
   1.150   (   4.216   -0.214    0.331)    4.234
   1.173   (   2.908   -5.680    1.276)    6.507
   1.231   (  -2.765    1.818   -0.133)    3.312
   1.397   (  -2.839    2.866   -0.603)    4.079
   1.453   (  -0.261    0.281    0.502)    0.632
   1.524   (   6.542   -7.869    3.380)   10.777
   1.562   (   3.034   -2.050   -0.182)    3.667
   1.593   (   2.471   -1.994    0.672)    3.245
   1.597   (   3.111   -3.474   -0.223)    4.668
   1.619   (  -0.017   -0.338    0.620)    0.706
   1.648   (  -2.252   -1.591    0.942)    2.914
   1.667   (   1.454   -1.481   -0.942)    2.279
   1.702   (  -0.515   -0.935    0.747)    1.303
   1.730   (   0.001    2.312   -0.031)    2.313
   1.742   (   1.935    0.672    0.390)    2.085
   1.774   (   0.317   -3.303   -1.640)    3.702
   1.794   (   2.345   -1.437   -1.456)    3.112
   1.895   (  -1.698    2.881    0.155)    3.348
   1.959   (  -0.685   -0.103    0.540)    0.878
   1.963   (  -3.336    3.616    0.635)    4.961
   1.994   (  -2.882    3.280    0.363)    4.381
   2.004   (  -2.876    2.463   -0.558)    3.828
   2.098   (   0.194   -1.352   -0.288)    1.396
   2.153   (  -0.560    1.382   -0.521)    1.579
   2.220   (  -2.156    1.882   -1.785)    3.373
   2.310   (   4.938   -4.682   -0.230)    6.809
   2.343   (   9.540   -9.552    0.088)   13.500
   2.367   (   3.670   -5.199    0.091)    6.364
   2.421   (   5.972   -5.907   -0.388)    8.409
   2.548   (   0.777    0.543   -0.715)    1.187
   2.567   (   0.715    0.204    1.051)    1.288
   2.663   (  -1.212    2.219    3.187)    4.068
   2.683   (   1.880   -2.189    0.979)    3.047
   2.729   (   1.717   -2.385   -0.033)    2.939
   2.773   (  -1.406    1.900   -2.394)    3.364
   2.815   (   1.782    1.115   -0.134)    2.106
   2.867   (  -0.875   -1.259   -0.914)    1.785
   2.897   (  -2.345    2.331   -0.230)    3.315
   2.926   (   1.784   -2.583   -0.202)    3.146
   3.010   (  -0.807    1.579   -1.268)    2.180
   3.034   (   0.113    0.265    1.785)    1.808
   3.288   (   0.502   -1.149    0.674)    1.424
   3.327   (   0.468   -0.551   -0.707)    1.011
   3.519   (   1.931   -1.550    0.300)    2.494
   3.525   (   2.128   -1.800   -0.065)    2.788
   3.844   (  -3.816    4.523    0.277)    5.925
   3.856   (  -3.948    3.797   -0.283)    5.485
   4.251   (  -1.308    0.895    0.165)    1.593
   4.288   (  -0.963    0.422   -0.108)    1.057
   4.479   (   4.365   -4.329   -0.149)    6.149
   4.515   (   3.587   -3.687   -0.279)    5.152
   4.784   (  -4.634    4.393    3.046)    7.075
   4.795   (  -5.023    4.052   -2.045)    6.770
   7.948   (  -3.107    2.956    0.234)    4.295
   8.018   (  -2.176    2.113   -0.553)    3.083
   8.116   (  -0.520    1.020    0.122)    1.151
   8.118   (  -0.334    0.654    0.075)    0.738
   8.263   (  -0.738   -0.689    0.888)    1.344
   8.277   (  -2.014   -0.741   -0.467)    2.196
   8.286   (  -1.139    1.269   -1.281)    2.133
   8.293   (  -0.298    1.765    1.842)    2.568
   8.507   (  -0.023   -2.254   -0.001)    2.254
   8.512   (   1.890   -2.862    0.116)    3.432
   8.549   (   0.152   -0.246    0.022)    0.290
   8.551   (   1.952   -1.640    0.176)    2.555
   8.591   (   2.161   -1.043   -0.266)    2.414
   8.637   (   2.854    0.836   -0.187)    2.979
   8.660   (   0.893   -0.483   -0.005)    1.016
   8.744   (  -0.490    0.515   -0.315)    0.778
   8.857   (  -0.318   -0.001    0.937)    0.989
   8.918   (  -0.963    1.358   -1.225)    2.067
   8.972   (   6.727   -7.786   -0.102)   10.290
   9.010   (   3.820    0.219   -0.001)    3.826
   9.017   (   0.632   -0.419   -0.095)    0.764
   9.129   (   0.730   -1.044   -0.009)    1.273
   9.133   (   1.056   -0.953   -0.098)    1.425
   9.168   (   3.705   -2.489   -0.247)    4.470
   9.297   (  -0.274   -0.131   -0.333)    0.451
   9.356   (   2.198   -1.830   -0.685)    2.941
   9.742   (  -0.760    0.599    0.689)    1.188
   9.802   (  -4.236    3.787   -1.507)    5.878
   9.833   (   1.080   -0.004    0.016)    1.080
   9.864   (  -0.319   -2.006   -0.071)    2.032
   9.926   (   0.546   -2.333    1.161)    2.663
  10.137   (  -0.510    1.177    0.190)    1.297
======================= Grid point 42 (17/34) =======================
q-point: (-0.50  0.00  0.33)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 54
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.740   (  -2.151    3.402    1.131)    4.181
   0.777   (   4.222   -1.436   -0.753)    4.523
   0.810   (   1.968   -1.102   -1.681)    2.813
   0.842   (   0.098   -5.033   -0.735)    5.087
   0.870   (  -0.254    0.009   -1.780)    1.798
   0.906   (  -1.621    2.920   -2.321)    4.067
   0.916   (  -0.650    0.469   -0.408)    0.899
   0.924   (   0.426    0.051   -0.374)    0.569
   1.034   (  -1.472    0.791    1.556)    2.284
   1.102   (   0.853   -1.981    0.580)    2.233
   1.127   (  -0.233    0.098   -0.085)    0.267
   1.158   (  -0.841    0.509    0.466)    1.088
   1.257   (   0.463    0.057   -0.454)    0.651
   1.297   (  -0.779    0.718    0.604)    1.220
   1.350   (   5.617   -3.900    0.552)    6.860
   1.377   (  -5.203    4.035   -0.403)    6.596
   1.590   (   0.386    0.065   -0.127)    0.412
   1.604   (  -1.212    0.228   -0.352)    1.283
   1.618   (   0.830    0.316   -0.343)    0.952
   1.641   (  -2.925   -0.923    1.315)    3.338
   1.654   (   1.258    3.116    0.057)    3.361
   1.671   (   0.139   -2.707    0.516)    2.759
   1.676   (   0.471   -0.481    1.767)    1.891
   1.712   (  -3.173    6.879    2.915)    8.117
   1.753   (   3.426   -2.033    0.095)    3.985
   1.766   (   0.925   -1.218   -0.392)    1.579
   1.780   (  -0.880   -1.178   -0.197)    1.483
   1.826   (  -1.539    1.150   -0.349)    1.953
   1.852   (  -1.419    2.315    2.372)    3.605
   1.905   (   4.040   -4.692    4.301)    7.539
   1.940   (  -0.147    0.099   -0.140)    0.225
   1.948   (   0.419   -1.631   -1.477)    2.239
   2.037   (   3.210   -3.351   -3.554)    5.846
   2.095   (  -3.206    2.601   -3.716)    5.554
   2.119   (   0.578   -0.747   -0.185)    0.962
   2.150   (  -0.961    1.696   -0.182)    1.958
   2.359   (   0.125   -0.039   -0.718)    0.730
   2.413   (  -0.286    0.511    0.831)    1.016
   2.541   (  -0.029    1.088    1.709)    2.026
   2.555   (  -1.298    1.889   -0.157)    2.297
   2.585   (   2.114   -2.419   -0.626)    3.272
   2.608   (  -1.017   -0.030    1.958)    2.207
   2.650   (   5.376   -6.193   -1.205)    8.289
   2.665   (  -4.437    5.227   -2.046)    7.155
   2.728   (   0.390   -0.214   -0.087)    0.453
   2.773   (  -0.045    0.095    0.237)    0.259
   2.823   (   2.133   -1.216    0.056)    2.456
   2.828   (  -1.848    1.205   -0.116)    2.210
   2.895   (   0.942   -1.762   -0.865)    2.178
   2.907   (  -2.304    1.894   -1.990)    3.585
   2.992   (  -1.241    2.182    1.873)    3.132
   3.032   (   1.317   -1.509    1.056)    2.264
   3.303   (  -0.184    0.144   -0.276)    0.361
   3.358   (   0.328   -0.244    0.174)    0.444
   3.545   (  -0.136    0.120    0.676)    0.700
   3.557   (  -0.077   -0.067   -0.363)    0.377
   3.772   (   0.201   -0.046   -0.115)    0.236
   3.787   (  -0.092    0.006    0.017)    0.094
   4.234   (   0.243    0.079    0.207)    0.329
   4.274   (  -0.151   -0.053   -0.186)    0.246
   4.596   (   1.953   -1.808    0.676)    2.745
   4.606   (   0.538   -0.384    0.229)    0.699
   4.635   (  -3.138    2.898   -0.753)    4.337
   4.721   (   0.501   -0.641    0.343)    0.883
   7.901   (   0.092   -0.059    0.168)    0.201
   7.979   (  -0.082   -0.044   -0.587)    0.595
   8.102   (  -0.118    0.261   -0.049)    0.291
   8.114   (   0.083   -0.144    0.189)    0.252
   8.241   (  -0.501    0.520    0.491)    0.873
   8.272   (   0.128    0.347    0.020)    0.370
   8.275   (  -0.144    0.206    0.085)    0.265
   8.285   (   0.567   -1.110    0.197)    1.262
   8.520   (   0.205   -0.112   -0.186)    0.299
   8.538   (  -0.148    0.102    0.293)    0.344
   8.573   (  -1.047    0.962    0.103)    1.426
   8.586   (   1.079   -1.389   -0.078)    1.761
   8.636   (   0.379    4.557    0.232)    4.579
   8.641   (   0.154   -2.791    0.148)    2.800
   8.680   (  -5.509   -1.283    0.167)    5.659
   8.690   (   4.697    0.158   -0.590)    4.736
   8.877   (  -0.721    0.910   -0.692)    1.352
   8.896   (   0.833   -0.919    0.067)    1.243
   9.013   (  -0.103   -0.319    0.128)    0.359
   9.025   (   0.056    0.277   -0.137)    0.314
   9.140   (  -0.022    0.263    0.010)    0.264
   9.141   (  -0.043   -0.284   -0.043)    0.291
   9.184   (   1.155   -0.832   -0.051)    1.424
   9.187   (  -1.331    0.776    0.127)    1.546
   9.266   (  -0.007    0.080   -0.284)    0.295
   9.398   (   1.147   -0.738    0.106)    1.368
   9.717   (  -0.905    1.017   -0.043)    1.362
   9.743   (   0.263   -0.519   -1.022)    1.177
   9.844   (  -0.015   -0.032    0.037)    0.051
   9.877   (  -0.018    0.003   -0.058)    0.061
   9.955   (   0.059   -0.135    0.602)    0.620
  10.119   (   0.037    0.044    0.202)    0.210
======================= Grid point 43 (18/34) =======================
q-point: (-0.33  0.00  0.33)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 56
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.600   (  -8.882    7.322    0.887)   11.545
   0.616   (  -8.134    4.456    4.487)   10.303
   0.803   (  -2.353    2.599   -4.632)    5.809
   0.855   (   1.080   -1.882   -0.682)    2.275
   0.877   (   0.304   -1.269    1.122)    1.721
   0.906   (   0.170    0.579   -0.880)    1.067
   0.920   (  -0.620   -0.016   -0.658)    0.905
   0.947   (   0.669    0.572   -5.806)    5.872
   1.020   (  -3.082    2.132    2.040)    4.267
   1.060   (  -5.103    5.211   -1.625)    7.472
   1.108   (  -0.968    0.714    2.987)    3.220
   1.121   (  -3.188    2.335    2.384)    4.615
   1.173   (  -5.278    5.493   -1.909)    7.853
   1.242   (   1.032   -0.588   -1.466)    1.887
   1.383   (   2.715   -2.874    0.887)    4.052
   1.424   (   0.432    0.941    2.769)    2.956
   1.481   (  -5.664    5.717    4.074)    9.020
   1.560   (  -2.391    1.822   -0.240)    3.015
   1.591   (  -2.976    3.243   -0.090)    4.403
   1.601   (  -0.486    0.591   -0.455)    0.890
   1.616   (  -1.745    0.738    0.626)    1.995
   1.660   (   3.064    0.516    1.491)    3.447
   1.692   (   3.733    0.733   -1.084)    3.956
   1.725   (  -0.751   -1.311    0.189)    1.523
   1.729   (  -2.163   -0.064    0.721)    2.281
   1.763   (  -0.046    0.644   -0.262)    0.697
   1.781   (   0.835    1.941   -0.821)    2.267
   1.808   (  -4.447    1.427   -4.823)    6.714
   1.888   (   3.186   -3.415    0.591)    4.708
   1.922   (  -2.057    1.882   -0.682)    2.870
   1.992   (   2.287   -2.380   -0.219)    3.308
   2.008   (   2.256   -3.638    0.162)    4.284
   2.049   (   1.317   -0.748   -0.511)    1.599
   2.103   (  -0.203    0.120   -1.577)    1.594
   2.142   (   0.672   -0.913   -0.407)    1.204
   2.176   (   3.077   -3.278    0.750)    4.558
   2.303   (  -4.989    5.572    0.413)    7.491
   2.343   (  -9.365    9.890    0.183)   13.622
   2.361   (  -3.587    4.086    0.168)    5.440
   2.428   (  -5.745    6.099   -0.596)    8.400
   2.534   (   0.014    0.852    0.408)    0.945
   2.578   (  -1.304   -0.064   -0.012)    1.306
   2.672   (  -0.471   -1.043    2.448)    2.702
   2.699   (  -1.319    1.180    0.795)    1.940
   2.725   (  -1.935    2.083    0.248)    2.854
   2.772   (   2.556   -1.814   -3.091)    4.402
   2.825   (  -2.761    0.006   -1.129)    2.983
   2.857   (   2.024   -0.464   -0.020)    2.077
   2.879   (  -0.130   -1.136    1.131)    1.608
   2.921   (  -0.425    1.242    0.072)    1.315
   2.980   (   2.127   -1.912    1.170)    3.090
   3.057   (  -0.722    0.462   -0.129)    0.866
   3.293   (   0.038    0.136    0.508)    0.527
   3.326   (  -1.155    1.505   -0.730)    2.032
   3.517   (  -1.891    1.721    0.319)    2.577
   3.525   (  -2.109    1.642    0.013)    2.673
   3.847   (   3.901   -4.197    0.204)    5.733
   3.856   (   3.905   -4.242   -0.372)    5.778
   4.255   (   1.661   -0.556   -0.043)    1.752
   4.286   (   0.803   -0.635    0.001)    1.024
   4.477   (  -4.538    4.432   -0.028)    6.343
   4.538   (  -3.318    3.307   -2.012)    5.099
   4.727   (   4.327   -3.398    3.693)    6.626
   4.828   (   4.887   -4.663   -0.853)    6.808
   7.951   (   3.141   -2.952    0.024)    4.311
   8.016   (   2.141   -2.371   -0.444)    3.225
   8.106   (   0.461   -0.502    0.578)    0.894
   8.125   (   0.443   -0.812   -0.135)    0.935
   8.248   (   1.288   -0.119    1.311)    1.842
   8.275   (   0.007   -0.561    0.052)    0.564
   8.276   (   1.045    0.690   -0.096)    1.256
   8.328   (   2.016   -1.896   -0.752)    2.868
   8.501   (  -1.063    3.740    0.302)    3.900
   8.509   (  -1.249    2.753    0.251)    3.034
   8.541   (   0.037    0.645    0.865)    1.080
   8.559   (  -3.084    1.422   -0.413)    3.421
   8.580   (  -2.021    0.256    0.042)    2.038
   8.636   (  -2.496   -1.086   -0.133)    2.725
   8.656   (  -0.722    0.526    0.231)    0.923
   8.757   (   0.838   -0.388   -0.945)    1.322
   8.844   (   0.315    0.180    1.215)    1.268
   8.929   (   1.301   -1.522   -1.412)    2.450
   8.973   (  -8.152    7.985   -0.094)   11.412
   9.008   (  -0.823    0.102    0.113)    0.837
   9.017   (  -2.734   -0.271   -0.063)    2.748
   9.128   (  -0.682    1.136    0.007)    1.325
   9.134   (  -1.100    0.593   -0.128)    1.256
   9.172   (  -3.155    2.359   -0.430)    3.963
   9.290   (   0.184    0.041   -0.023)    0.189
   9.405   (  -0.560    0.694   -4.015)    4.113
   9.731   (   1.632   -1.295    2.147)    2.991
   9.776   (   1.993   -2.203   -0.281)    2.985
   9.834   (  -1.145    0.095    0.007)    1.149
   9.863   (   0.308    1.996   -0.030)    2.019
   9.939   (  -0.011    1.660    0.221)    1.675
  10.137   (   0.491   -1.009    0.222)    1.144
======================= Grid point 44 (19/34) =======================
q-point: (-0.17  0.00  0.33)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 54
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.408   (  -2.085    8.467   10.434)   13.598
   0.452   ( -10.588    0.911   11.826)   15.900
   0.717   (  -4.216    1.200   -5.565)    7.084
   0.766   (  -9.787    8.420   -1.765)   13.031
   0.871   (  -2.527    6.639    4.437)    8.375
   0.884   (  -1.345    1.647    0.466)    2.177
   0.894   (  -1.481    0.241    0.197)    1.514
   0.899   (  -1.676    0.352    0.239)    1.729
   0.908   (  -1.504    1.939    1.402)    2.827
   0.922   (  -1.344    2.869    1.994)    3.743
   1.005   (  -2.900    1.922   -3.366)    4.841
   1.022   (  -3.642    2.702   -4.305)    6.253
   1.042   (  -4.859    5.374   -0.719)    7.281
   1.284   (   1.229   -1.042   -0.302)    1.640
   1.353   (  -1.040    4.113   -5.414)    6.878
   1.412   (  -1.964    1.201    2.146)    3.147
   1.424   (  -5.152    3.606   -0.820)    6.342
   1.479   (   1.686   -2.146   -0.341)    2.751
   1.522   (  -2.447    0.820   -1.622)    3.049
   1.585   (  -0.145    0.734   -0.411)    0.854
   1.605   (  -2.484    2.494   -3.632)    5.058
   1.616   (  -2.278    1.296   -3.893)    4.693
   1.675   (  -0.420    0.005   -0.588)    0.723
   1.706   (  -1.158    2.879   -0.314)    3.119
   1.742   (  -0.401   -0.956   -0.450)    1.130
   1.750   (   1.734    0.183   -0.470)    1.806
   1.768   (   3.964   -1.327   -0.342)    4.194
   1.817   (  -3.737    4.321    0.344)    5.723
   1.830   (   3.573   -2.044    0.667)    4.170
   1.928   (  -9.184    9.179   -0.993)   13.023
   1.987   (   1.571   -2.358    0.406)    2.862
   2.053   (   0.078   -1.569   -0.870)    1.796
   2.097   (   2.934   -1.223   -0.504)    3.218
   2.105   (   2.443   -2.156    0.522)    3.300
   2.137   (   0.604   -1.014   -0.008)    1.180
   2.145   (  -3.912    2.453    0.030)    4.618
   2.180   (  -2.001    1.098    0.756)    2.405
   2.205   (  -6.262    5.265   -0.026)    8.181
   2.276   (   1.428   -0.546    5.428)    5.640
   2.343   (   1.454   -2.068    2.548)    3.589
   2.514   (  -1.940    3.477    0.465)    4.009
   2.526   (  -2.502    2.871    0.001)    3.808
   2.641   (  -0.616   -0.566   -0.274)    0.880
   2.700   (   0.619   -0.220    0.172)    0.679
   2.711   (  -0.507   -0.963    4.693)    4.817
   2.745   (  -2.715    1.696   -0.258)    3.212
   2.799   (  -4.147    4.113   -0.800)    5.895
   2.835   (   2.153   -1.456   -3.936)    4.717
   2.913   (   1.383   -1.667    0.006)    2.166
   2.954   (   1.521   -1.202    0.029)    1.939
   2.993   (  -1.674    1.740   -0.812)    2.547
   3.009   (  -1.648    1.935   -0.103)    2.544
   3.316   (   1.832   -1.326   -0.100)    2.264
   3.323   (   0.758   -1.327    1.021)    1.838
   3.460   (  -1.771    1.534    0.037)    2.343
   3.465   (  -2.075    1.435    0.063)    2.524
   3.968   (   3.339   -3.409    0.148)    4.774
   3.975   (   3.093   -3.458   -0.452)    4.662
   4.288   (   1.591   -0.244   -0.116)    1.614
   4.307   (   0.581   -0.473    0.031)    0.750
   4.363   (  -2.976    2.987    0.186)    4.221
   4.414   (  -4.600    4.463   -3.864)    7.484
   4.873   (   5.755   -5.171    5.911)    9.736
   4.958   (   3.819   -3.566   -0.666)    5.267
   8.057   (   3.361   -3.190   -0.000)    4.634
   8.079   (   1.368   -1.755   -0.393)    2.260
   8.134   (   0.941   -1.534    0.956)    2.038
   8.159   (   1.670   -1.676    0.013)    2.366
   8.265   (  -0.545   -0.258    0.146)    0.621
   8.277   (   0.988    1.365    0.143)    1.691
   8.297   (   1.527    0.061    1.680)    2.271
   8.356   (  -2.245    1.946   -2.008)    3.586
   8.437   (   1.103   -0.343    2.219)    2.502
   8.456   (  -0.497    1.233    0.002)    1.330
   8.478   (  -2.641    1.323   -0.187)    2.960
   8.551   (   0.630   -0.271    0.896)    1.128
   8.582   (   0.495   -0.419   -0.722)    0.971
   8.610   (  -1.543    0.315   -0.106)    1.579
   8.618   (  -0.318    2.892    0.070)    2.911
   8.664   (  -8.029    3.076   -1.930)    8.812
   8.733   (  -5.755    4.672    1.088)    7.492
   8.920   (   3.376   -3.170    2.042)    5.062
   8.981   (   0.574   -1.146   -3.435)    3.666
   8.999   (  -0.182   -0.255   -0.214)    0.380
   9.003   (  -0.286    0.184    0.041)    0.343
   9.029   (  -5.168    4.737   -3.269)    7.735
   9.101   (  -1.349    0.929   -0.091)    1.640
   9.105   (  -1.111    1.161    0.089)    1.609
   9.250   (  -2.875    2.401   -0.811)    3.833
   9.290   (  -6.537    6.888   -7.656)   12.198
   9.773   (   1.170   -0.994    0.054)    1.536
   9.815   (  -1.679   -0.687    0.011)    1.814
   9.832   (   0.657    2.614    0.098)    2.697
   9.851   (   0.654    0.586    1.624)    1.846
   9.977   (   5.862   -5.639    2.578)    8.532
  10.147   (  -0.286    0.142    0.654)    0.728
======================= Grid point 46 (20/34) =======================
q-point: ( 0.17  0.17  0.33)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 33
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.567   (   6.835    0.000   11.395)   13.288
   0.686   (   3.720    0.000  -11.041)   11.651
   0.733   (  14.844    0.000    5.872)   15.963
   0.813   (  12.445    0.000   -4.203)   13.135
   0.871   (  -0.146   -0.000   -0.776)    0.789
   0.888   (   0.390    0.000    0.813)    0.902
   0.905   (   0.063    0.000   -0.117)    0.133
   0.915   (   0.600    0.000    0.058)    0.603
   0.984   (   3.643    0.000    1.600)    3.979
   1.010   (   4.823    0.000   -2.511)    5.438
   1.025   (   5.441    0.000    0.686)    5.484
   1.046   (   5.963    0.000   -1.615)    6.178
   1.200   (  12.750    0.000   11.070)   16.886
   1.268   (   5.059    0.000   -6.432)    8.183
   1.380   (   4.329    0.000    0.942)    4.430
   1.399   (   5.622    0.000   -1.498)    5.818
   1.484   (   0.081    0.000    0.582)    0.588
   1.521   (   0.135    0.000   -0.386)    0.409
   1.531   (   3.753    0.000    2.413)    4.462
   1.541   (   3.827    0.000   -3.427)    5.137
   1.583   (   1.844    0.000   -3.164)    3.662
   1.643   (   0.177    0.000    1.609)    1.619
   1.655   (  -2.092   -0.000    0.666)    2.196
   1.679   (  -2.484   -0.000   -0.023)    2.484
   1.702   (   0.322    0.000   -1.266)    1.307
   1.754   (  -5.709   -0.000    0.138)    5.711
   1.815   (   6.376    0.000   -0.852)    6.433
   1.832   (   3.014    0.000   -0.822)    3.124
   1.890   (   6.931    0.000    1.410)    7.073
   1.918   (   7.013    0.000   -0.862)    7.066
   2.031   (  -2.391   -0.000   -0.722)    2.497
   2.065   (  -0.131   -0.000    1.110)    1.118
   2.090   (  -4.277   -0.000   -0.892)    4.369
   2.094   (  -0.576   -0.000   -1.774)    1.865
   2.127   (   0.058    0.000   -0.808)    0.810
   2.152   (   2.292    0.000   -0.258)    2.307
   2.239   (   6.610    0.000    0.094)    6.610
   2.248   (   2.869    0.000    0.820)    2.984
   2.292   (  -0.924   -0.000    1.101)    1.438
   2.295   (   0.243    0.000    1.805)    1.821
   2.551   (   4.227    0.000    0.198)    4.232
   2.603   (   5.971    0.000   -0.578)    5.998
   2.696   (  -1.742   -0.000    4.922)    5.221
   2.722   (   1.157    0.000   -1.314)    1.750
   2.738   (   3.059    0.000    2.694)    4.076
   2.749   (   1.913    0.000   -1.431)    2.389
   2.779   (   2.335    0.000   -0.335)    2.359
   2.803   (  -1.626   -0.000   -3.386)    3.756
   2.928   (  -0.212   -0.000    1.185)    1.204
   2.970   (  -0.244   -0.000   -1.327)    1.349
   2.983   (   1.358    0.000    0.530)    1.458
   3.004   (   1.354    0.000   -0.773)    1.559
   3.294   (  -2.556   -0.000    0.388)    2.585
   3.306   (  -1.503   -0.000   -0.077)    1.505
   3.492   (   3.416    0.000   -0.138)    3.419
   3.498   (   3.490    0.000    0.232)    3.498
   3.918   (  -6.770   -0.000   -0.352)    6.779
   3.921   (  -6.215   -0.000    0.444)    6.231
   4.309   (   0.397    0.000   -0.815)    0.906
   4.326   (   0.345    0.000    0.905)    0.969
   4.370   (   2.454    0.000    1.342)    2.797
   4.393   (   3.086    0.000   -2.709)    4.106
   4.850   (  -7.174   -0.000    4.421)    8.427
   4.867   (  -7.663   -0.000   -2.462)    8.049
   8.037   (  -3.443   -0.000   -0.163)    3.447
   8.053   (  -3.171   -0.000    0.419)    3.198
   8.097   (  -3.926   -0.000    0.663)    3.982
   8.111   (  -4.219   -0.000   -0.639)    4.267
   8.241   (  -1.796   -0.000    1.790)    2.536
   8.270   (  -3.443   -0.000   -2.057)    4.011
   8.340   (   3.525    0.000    0.995)    3.662
   8.365   (   2.246    0.000   -0.379)    2.278
   8.387   (  -0.820   -0.000    0.633)    1.036
   8.404   (  -0.589   -0.000   -0.881)    1.060
   8.538   (  -0.873   -0.000    0.682)    1.108
   8.541   (  -0.383   -0.000   -0.420)    0.569
   8.593   (   3.128    0.000    0.585)    3.182
   8.600   (   4.279    0.000   -1.070)    4.411
   8.741   (   6.688    0.000   -1.249)    6.804
   8.742   (   5.778    0.000    0.828)    5.837
   8.900   (  -2.997   -0.000    3.140)    4.341
   8.910   (   7.926    0.000    5.701)    9.763
   8.935   (  -3.510   -0.000   -2.768)    4.470
   8.976   (   6.089    0.000   -5.954)    8.516
   9.040   (   4.004    0.000    0.346)    4.019
   9.049   (   5.021    0.000   -1.368)    5.204
   9.135   (   2.980    0.000    0.005)    2.980
   9.136   (   3.040    0.000    0.049)    3.040
   9.294   (   6.152    0.000    1.496)    6.332
   9.330   (   6.749    0.000   -4.731)    8.242
   9.780   (  -0.790   -0.000    1.279)    1.503
   9.782   (  -0.722   -0.000   -0.373)    0.812
   9.841   (  -0.093   -0.000   -0.476)    0.485
   9.848   (   1.031    0.000    0.627)    1.207
  10.003   (  -6.039   -0.000    1.059)    6.131
  10.027   (  -5.131   -0.000    0.127)    5.133
======================= Grid point 47 (21/34) =======================
q-point: ( 0.33  0.17  0.33)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 54
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.694   (   8.045   -0.835    1.547)    8.235
   0.751   (   3.484   -2.177   -1.418)    4.346
   0.857   (   2.241    2.288   -0.731)    3.285
   0.868   (   7.916    4.524    0.356)    9.125
   0.893   (  -0.565    0.233   -0.466)    0.769
   0.903   (   0.475   -0.499    0.317)    0.758
   0.922   (   0.455   -0.258   -0.271)    0.589
   0.991   (   8.106    4.436   -1.055)    9.300
   1.039   (   4.917   -1.894    1.066)    5.376
   1.089   (   4.738   -0.767    1.345)    4.985
   1.136   (   2.792   -0.297   -2.363)    3.670
   1.156   (   6.299   -5.319   -0.980)    8.303
   1.277   (   5.588    3.875    0.546)    6.822
   1.337   (   5.150    7.938    0.650)    9.484
   1.414   (  -0.547    3.028   -0.977)    3.228
   1.459   (   3.248   -3.535    1.119)    4.929
   1.521   (  -0.569    0.492    0.668)    1.005
   1.554   (   1.412   -2.695   -0.732)    3.130
   1.582   (   0.959   -2.637   -0.799)    2.917
   1.596   (   2.729   -1.622    0.362)    3.195
   1.617   (   1.720   -0.456    1.050)    2.066
   1.631   (  -2.159    0.666   -0.688)    2.362
   1.647   (   1.011    0.303    2.056)    2.312
   1.689   (  -0.249   -3.633    1.463)    3.924
   1.716   (   2.349   -2.765    1.106)    3.793
   1.755   (   2.519   -4.422   -3.341)    6.088
   1.827   (   2.186    3.012   -0.322)    3.736
   1.885   (   3.506    5.084    1.014)    6.258
   1.932   (   0.978   -1.331   -0.507)    1.728
   1.956   (   0.914    3.288    0.117)    3.414
   1.976   (  -3.608    2.267   -0.829)    4.341
   1.977   (  -4.754    2.615    1.807)    5.719
   2.044   (   1.792    4.552    0.070)    4.893
   2.117   (   3.457    1.421    0.000)    3.737
   2.171   (   0.206    3.473   -0.810)    3.572
   2.199   (  -0.167    1.285   -0.617)    1.435
   2.307   (   8.727   -9.361    0.030)   12.798
   2.352   (   4.249   -4.096    2.118)    6.270
   2.367   (   4.341   -2.159   -0.884)    4.928
   2.410   (   6.343   -6.314   -1.620)    9.095
   2.590   (   2.753    1.682   -0.692)    3.299
   2.631   (   0.902    2.992   -0.495)    3.164
   2.665   (  -2.413    1.364    3.588)    4.534
   2.732   (   2.497    0.911   -0.961)    2.827
   2.737   (   1.131    0.354   -0.721)    1.387
   2.775   (   1.298    0.573   -0.169)    1.428
   2.826   (   1.141   -2.521   -0.603)    2.832
   2.865   (   0.694   -2.458   -0.408)    2.587
   2.902   (   0.620    1.047    0.546)    1.334
   2.918   (  -1.331    3.144   -0.161)    3.418
   3.017   (   0.347    0.962   -0.246)    1.052
   3.036   (   0.825   -0.419    0.141)    0.936
   3.274   (   0.194   -1.346    0.844)    1.601
   3.309   (   0.159   -1.832   -0.739)    1.982
   3.548   (   3.313   -0.033    0.111)    3.315
   3.554   (   3.315    0.018   -0.044)    3.315
   3.794   (  -7.958    0.468   -0.238)    7.976
   3.802   (  -7.457    1.172    0.361)    7.557
   4.277   (   0.497    2.929   -0.317)    2.987
   4.308   (   0.543    2.232    0.357)    2.324
   4.460   (   2.634   -5.251    0.499)    5.895
   4.478   (   1.667   -5.332   -0.474)    5.606
   4.729   (  -7.747    1.572   -2.442)    8.274
   4.748   (  -6.280    0.938    2.763)    6.924
   7.945   (  -2.972    2.826    0.198)    4.106
   8.005   (  -2.782    1.330   -0.250)    3.094
   8.055   (  -3.971   -2.810    0.074)    4.865
   8.073   (  -3.320   -1.942   -0.013)    3.846
   8.222   (  -2.786   -0.838   -0.929)    3.054
   8.234   (  -1.505   -1.634    1.199)    2.524
   8.330   (   2.275    3.249   -0.026)    3.967
   8.346   (   1.143    3.488    0.045)    3.671
   8.456   (   1.248   -3.823   -0.419)    4.044
   8.470   (   1.425   -3.579    0.265)    3.861
   8.528   (  -1.044   -1.151    0.306)    1.584
   8.535   (  -0.251   -1.756   -0.327)    1.804
   8.625   (   0.893    0.708    0.535)    1.259
   8.643   (  -0.103   -0.196   -0.644)    0.681
   8.755   (   4.602    2.855   -0.253)    5.421
   8.801   (  -0.865    1.770   -0.047)    1.971
   8.885   (   1.504    0.673    0.886)    1.871
   8.908   (  -0.343   -0.174   -0.319)    0.500
   9.024   (   6.021    1.550    1.344)    6.361
   9.045   (   5.419    2.396   -1.774)    6.185
   9.092   (   6.214   -1.078    0.076)    6.308
   9.157   (   3.481   -0.378    0.134)    3.504
   9.177   (   3.472    0.719   -0.002)    3.546
   9.191   (   3.312   -1.084   -0.195)    3.490
   9.354   (   3.995    3.939   -0.468)    5.630
   9.407   (   5.065    0.523   -0.106)    5.093
   9.744   (  -0.669    1.026    0.421)    1.295
   9.792   (  -2.898    2.066   -0.821)    3.652
   9.827   (  -0.363   -2.176   -0.210)    2.216
   9.854   (  -0.399    2.156   -0.290)    2.212
   9.889   (  -0.775   -2.121    1.108)    2.515
  10.051   (  -4.522   -5.961    0.071)    7.483
======================= Grid point 48 (22/34) =======================
q-point: (-0.50  0.17  0.33)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 54
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.778   (  -2.598    3.202   -2.065)    4.612
   0.805   (  -0.984    3.341    0.112)    3.485
   0.827   (   1.166   -1.229    0.015)    1.694
   0.834   (   1.801    0.759   -1.232)    2.310
   0.915   (   0.648    0.097    0.271)    0.709
   0.920   (   0.252   -0.022   -0.143)    0.290
   0.960   (   6.668    2.914   -0.788)    7.319
   0.996   (   4.299    6.093   -0.301)    7.463
   1.075   (   1.747    3.601    1.521)    4.282
   1.123   (   2.715    0.411    0.832)    2.869
   1.201   (   2.087    6.376    0.654)    6.740
   1.219   (   5.017    3.095   -1.052)    5.988
   1.282   (   1.705    1.250   -0.517)    2.177
   1.317   (   0.924    2.128    0.510)    2.375
   1.416   (   1.324    4.615   -1.449)    5.016
   1.443   (   6.326    1.768    1.215)    6.680
   1.557   (  -1.835   -0.693    0.354)    1.993
   1.570   (  -0.019   -3.236   -1.271)    3.477
   1.585   (   0.163   -0.910   -0.271)    0.964
   1.607   (  -0.629   -1.273   -0.197)    1.434
   1.644   (  -3.791    0.118    0.747)    3.865
   1.655   (   1.095   -1.795    0.945)    2.305
   1.689   (   0.793   -1.611    0.360)    1.831
   1.725   (  -4.530    4.055    2.207)    6.468
   1.764   (   4.093   -4.191   -1.159)    5.972
   1.768   (  -3.867    2.332   -0.723)    4.573
   1.853   (   1.211    1.258    0.779)    1.912
   1.870   (   1.008    0.190    0.543)    1.160
   1.895   (   0.945    2.385    2.261)    3.420
   1.915   (   1.851   -1.402   -0.564)    2.389
   1.950   (   0.407   -0.766   -0.072)    0.870
   1.977   (   4.582    3.636    1.725)    6.099
   2.055   (   5.313    1.483   -0.686)    5.558
   2.084   (  -0.347    3.307   -3.043)    4.507
   2.143   (   3.327    2.020   -0.072)    3.893
   2.183   (   2.143    3.632   -0.165)    4.221
   2.379   (   1.089    1.303   -0.208)    1.711
   2.427   (   1.194   -0.075    0.703)    1.388
   2.563   (  -1.590    1.107    0.316)    1.963
   2.569   (   1.060   -1.879    2.296)    3.151
   2.593   (   0.723   -1.072   -1.864)    2.269
   2.595   (   2.367    0.718   -0.596)    2.544
   2.612   (   0.954   -2.448   -0.516)    2.677
   2.660   (  -4.765    4.477   -1.179)    6.644
   2.766   (   2.519    1.241   -0.374)    2.833
   2.799   (   1.330    1.074   -0.207)    1.722
   2.832   (  -2.669    1.998   -0.786)    3.425
   2.859   (   0.479   -0.106    0.541)    0.730
   2.881   (   0.516   -0.682    0.363)    0.929
   2.921   (   0.714    1.158    0.628)    1.499
   2.998   (   1.334    1.056   -0.301)    1.728
   3.034   (   1.035    1.002    0.531)    1.535
   3.301   (  -0.031   -0.097   -0.094)    0.139
   3.348   (  -0.242   -0.953   -0.001)    0.983
   3.570   (   1.243    1.624    0.757)    2.181
   3.578   (   1.334    1.656   -0.365)    2.158
   3.713   (  -4.226   -3.416   -0.309)    5.443
   3.721   (  -4.206   -4.038    0.161)    5.833
   4.263   (   2.037    1.142   -0.150)    2.340
   4.297   (   1.733    1.327    0.130)    2.187
   4.561   (  -1.437   -3.020    0.127)    3.346
   4.571   (  -3.425   -1.115    0.042)    3.603
   4.601   (  -1.526   -2.310   -0.211)    2.777
   4.681   (  -2.029   -3.052    0.354)    3.682
   7.902   (   0.221   -0.081    0.087)    0.251
   7.967   (  -0.634   -0.552   -0.221)    0.869
   8.050   (  -2.860   -2.872   -0.113)    4.055
   8.060   (  -3.104   -2.821    0.186)    4.198
   8.207   (  -1.381   -1.572    0.119)    2.095
   8.248   (  -1.018   -2.587    0.214)    2.788
   8.324   (   2.444    2.780    0.128)    3.703
   8.326   (   2.609    2.329   -0.254)    3.506
   8.490   (  -0.982   -1.663   -0.330)    1.960
   8.506   (  -0.910   -1.955    0.318)    2.179
   8.565   (  -0.482   -1.572    0.223)    1.660
   8.573   (  -1.120   -0.191    0.053)    1.137
   8.607   (  -1.831    0.366   -0.764)    2.017
   8.616   (   0.113   -1.531    0.583)    1.642
   8.742   (   0.662    5.174   -0.185)    5.220
   8.786   (   3.472    1.337   -0.085)    3.722
   8.898   (   0.640    1.206   -0.189)    1.378
   8.913   (   1.381    0.603    0.667)    1.648
   9.039   (   1.894    3.507    0.087)    3.987
   9.058   (   3.168    3.217   -0.580)    4.552
   9.165   (   0.518    2.151    0.189)    2.221
   9.180   (   2.221    1.859   -0.059)    2.896
   9.204   (   0.178    3.572    0.084)    3.577
   9.213   (   1.106    0.839    0.088)    1.390
   9.333   (   3.871    4.115    0.097)    5.651
   9.455   (   4.160    2.287   -0.549)    4.779
   9.721   (  -0.558    1.154   -0.121)    1.287
   9.740   (   0.714   -0.538   -0.631)    1.095
   9.833   (  -1.247   -0.230    0.051)    1.269
   9.871   (   0.801   -1.806    0.157)    1.982
   9.918   (  -1.371   -2.894    0.386)    3.226
  10.059   (  -3.860   -3.638    0.089)    5.305
======================= Grid point 49 (23/34) =======================
q-point: (-0.33  0.17  0.33)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 54
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.580   (  -6.509    8.577    3.899)   11.451
   0.730   (   0.627    4.287   -3.572)    5.615
   0.854   (   0.819   -0.408   -0.510)    1.048
   0.869   (   0.889    0.011    0.239)    0.920
   0.889   (   3.554   10.627   -2.294)   11.438
   0.904   (  -1.138    0.443   -0.016)    1.221
   0.915   (  -0.336    0.492   -0.207)    0.631
   1.022   (   2.967    4.073   -0.579)    5.072
   1.050   (  -2.199    5.239    0.617)    5.716
   1.090   (  -0.690    6.880   -1.914)    7.175
   1.120   (   0.092    1.697    2.229)    2.803
   1.145   (  -0.839    5.432   -1.257)    5.638
   1.257   (   1.550    7.210    2.142)    7.679
   1.355   (   7.135    5.299   -0.559)    8.905
   1.404   (   4.289   -1.562    0.656)    4.612
   1.419   (  -5.862    3.876    3.316)    7.771
   1.534   (  -2.901    1.581   -0.733)    3.384
   1.546   (  -0.807    4.807    2.041)    5.284
   1.589   (  -3.835    3.840   -0.087)    5.428
   1.600   (  -2.471    0.587    1.436)    2.917
   1.614   (   0.834   -0.526   -0.057)    0.988
   1.656   (   0.368   -2.831   -0.908)    2.996
   1.663   (   2.263   -3.572    0.427)    4.250
   1.720   (  -0.683   -0.786    1.039)    1.471
   1.725   (  -1.039   -1.078   -0.072)    1.500
   1.776   (  -3.592    3.810   -5.162)    7.352
   1.835   (   2.110    2.841   -1.031)    3.686
   1.893   (   4.933    4.792   -0.677)    6.910
   1.919   (   4.314   -1.791    0.356)    4.684
   1.956   (   1.284    0.934    0.197)    1.600
   1.975   (  -0.362   -2.458   -0.337)    2.508
   2.018   (   5.484    2.061   -0.979)    5.940
   2.029   (  -0.458   -2.167   -0.448)    2.260
   2.145   (   2.697    3.455    0.398)    4.401
   2.155   (   1.123    3.144    0.745)    3.421
   2.169   (   3.698   -1.404    0.493)    3.986
   2.335   ( -11.174   10.032    0.546)   15.027
   2.343   (  -0.550    4.640   -0.897)    4.757
   2.382   (  -3.644    5.134    0.203)    6.299
   2.418   (  -6.850    6.036   -1.443)    9.243
   2.588   (   1.514    1.288    0.148)    1.994
   2.601   (   3.518    1.896    1.694)    4.340
   2.649   (   0.177   -1.862    3.143)    3.657
   2.699   (  -1.273    0.479   -1.417)    1.965
   2.756   (  -0.187   -1.497   -2.945)    3.309
   2.765   (  -1.865    1.824    0.654)    2.689
   2.792   (   0.909    1.859    0.067)    2.070
   2.859   (  -2.698    1.069    0.830)    3.018
   2.892   (   1.314   -0.734    0.978)    1.795
   2.929   (   1.550   -0.149   -0.282)    1.583
   3.017   (   3.149    1.393   -0.171)    3.447
   3.043   (  -0.401    0.490   -0.155)    0.652
   3.288   (  -0.722   -0.164    0.307)    0.801
   3.311   (  -2.346    0.604   -0.287)    2.440
   3.538   (  -0.519    3.347    0.089)    3.388
   3.543   (  -0.611    3.375    0.107)    3.432
   3.785   (   0.707   -8.114    0.001)    8.145
   3.795   (   0.407   -7.920   -0.152)    7.932
   4.298   (   3.563    0.315    0.007)    3.577
   4.320   (   3.224    0.921   -0.015)    3.353
   4.451   (  -5.554    2.347    0.041)    6.029
   4.496   (  -5.226    1.332   -1.644)    5.638
   4.710   (   1.696   -5.871    3.260)    6.926
   4.783   (   1.712   -7.304   -1.265)    7.608
   7.952   (   2.990   -2.947   -0.046)    4.198
   8.002   (   1.493   -2.768   -0.043)    3.145
   8.052   (  -2.831   -3.349    0.232)    4.391
   8.066   (  -2.307   -3.314   -0.083)    4.038
   8.228   (  -0.222   -2.380    1.324)    2.733
   8.283   (  -0.186   -3.265   -1.051)    3.435
   8.330   (   3.145    1.850   -0.027)    3.649
   8.343   (   3.539    1.643   -0.059)    3.902
   8.466   (  -4.613    1.506   -0.089)    4.853
   8.496   (  -4.418    2.397   -0.180)    5.030
   8.518   (  -0.893   -1.192    0.739)    1.662
   8.534   (  -0.953   -1.405   -0.218)    1.712
   8.610   (  -0.223    1.294    0.958)    1.626
   8.646   (   0.174    0.745   -1.404)    1.599
   8.695   (   4.210    4.397    0.207)    6.090
   8.819   (   1.542   -0.464    0.037)    1.611
   8.874   (  -0.794    1.749    1.542)    2.463
   8.918   (   0.289    0.169   -0.816)    0.883
   8.970   (  -3.425    7.866    1.563)    8.720
   9.024   (   0.412    4.290   -1.492)    4.561
   9.056   (   1.104    4.772    0.132)    4.899
   9.159   (  -1.431    3.292   -0.186)    3.594
   9.173   (   0.558    3.195   -0.043)    3.244
   9.178   (   0.378    3.130   -0.122)    3.155
   9.332   (   1.630    3.012    0.927)    3.548
   9.451   (   2.042    3.952   -5.681)    7.216
   9.750   (   2.236   -1.270    3.035)    3.978
   9.773   (   1.609   -1.740   -0.534)    2.429
   9.817   (  -0.464   -0.398   -0.161)    0.633
   9.897   (   1.203    0.631   -0.161)    1.368
   9.933   (  -0.987   -1.786    0.350)    2.070
  10.046   (  -5.454   -3.663    0.182)    6.572
======================= Grid point 50 (24/34) =======================
q-point: (-0.17  0.17  0.33)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 54
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.436   (  -0.995    4.939   13.393)   14.309
   0.667   (  -0.423    6.737    0.099)    6.751
   0.756   (   1.486   10.346   -5.475)   11.799
   0.809   (  -0.119   12.103   -2.095)   12.284
   0.877   (   0.359   -0.204    0.087)    0.422
   0.884   (  -0.276   -0.542   -0.403)    0.730
   0.895   (  -0.087    1.052   -0.164)    1.068
   0.900   (  -0.132    0.599   -0.371)    0.716
   0.970   (  -0.743    3.127    1.272)    3.456
   1.019   (  -3.181    5.661   -3.426)    7.342
   1.048   (   1.657    5.256   -1.160)    5.632
   1.070   (   2.345    6.137    1.220)    6.682
   1.119   (   0.928   13.387    8.977)   16.145
   1.309   (  -1.582    1.388   -1.014)    2.336
   1.387   (   2.668    4.605   -0.008)    5.322
   1.416   (  -2.454    5.311   -1.368)    6.008
   1.477   (  -1.853   -0.250    0.121)    1.873
   1.483   (   0.971   -0.229   -1.426)    1.740
   1.515   (   1.729    3.486    0.854)    3.984
   1.592   (  -0.002    2.801   -4.879)    5.626
   1.598   (  -0.492    1.730   -0.878)    2.002
   1.633   (   0.728    1.539   -1.479)    2.255
   1.674   (  -0.090    0.468   -1.025)    1.130
   1.695   (  -1.799    0.696   -1.503)    2.445
   1.747   (  -0.438   -4.051    1.744)    4.432
   1.781   (   0.675   -4.083   -1.101)    4.282
   1.818   (   1.137    3.816    1.077)    4.125
   1.842   (  -2.249    5.202   -0.793)    5.722
   1.904   (   1.032    7.401    1.135)    7.558
   1.933   (   0.452    8.989   -1.712)    9.162
   2.019   (   1.956   -0.878    0.631)    2.235
   2.042   (  -2.843   -1.315   -1.411)    3.436
   2.073   (   1.465   -3.276   -0.195)    3.594
   2.084   (  -0.119   -1.946   -1.314)    2.351
   2.131   (  -0.456    0.712    0.698)    1.096
   2.141   (   1.612    0.572   -0.188)    1.721
   2.222   (  -0.393    5.778    1.350)    5.947
   2.238   (  -0.467    6.537   -0.151)    6.556
   2.288   (   2.864   -0.707    2.225)    3.695
   2.300   (  -3.120    0.243    1.746)    3.583
   2.570   (   0.383    4.660    1.093)    4.802
   2.597   (  -1.976    4.677   -0.252)    5.084
   2.669   (   1.159   -0.900    2.381)    2.797
   2.690   (   1.621   -0.740    2.814)    3.330
   2.705   (  -3.139    0.268    0.420)    3.178
   2.765   (   1.268    2.348    0.433)    2.703
   2.775   (  -0.773    2.907   -1.093)    3.200
   2.811   (   1.108   -2.367   -4.112)    4.873
   2.930   (   0.435   -0.806    1.380)    1.656
   2.961   (   0.520   -0.764   -1.306)    1.600
   3.005   (  -0.586    1.742   -0.083)    1.840
   3.008   (  -0.029    2.073   -0.618)    2.163
   3.292   (  -1.004   -1.572    1.219)    2.228
   3.312   (   1.026   -1.644   -0.472)    1.995
   3.482   (   0.115    3.025    0.051)    3.027
   3.483   (  -0.183    3.053   -0.046)    3.059
   3.912   (  -0.189   -6.905    0.208)    6.911
   3.919   (   0.145   -6.807   -0.398)    6.820
   4.329   (  -0.365    0.991    0.937)    1.411
   4.347   (  -1.658    1.450   -0.538)    2.268
   4.358   (   1.941    2.358    0.815)    3.161
   4.402   (  -0.049    2.600   -3.767)    4.578
   4.832   (   0.286   -6.694    5.062)    8.397
   4.899   (  -0.322   -6.616   -1.630)    6.821
   8.046   (  -1.317   -3.115    0.222)    3.389
   8.053   (   1.601   -3.163   -0.361)    3.563
   8.086   (  -0.370   -3.698    0.716)    3.785
   8.096   (   0.009   -4.203   -0.286)    4.213
   8.271   (   0.525   -2.037    2.128)    2.992
   8.315   (  -1.216   -0.825   -1.910)    2.410
   8.347   (   0.960    3.500    0.887)    3.736
   8.369   (  -2.075    1.964   -0.972)    3.019
   8.387   (   2.949   -0.515    0.616)    3.056
   8.396   (  -1.349   -0.789   -0.176)    1.573
   8.536   (  -0.379    2.228    1.200)    2.559
   8.540   (   0.439   -1.229    0.658)    1.462
   8.574   (  -0.121    0.860   -0.152)    0.881
   8.599   (   0.239    4.022   -2.051)    4.521
   8.697   (  -0.967    5.033    1.143)    5.251
   8.717   (   1.069    6.753   -0.766)    6.880
   8.863   (  -0.255    5.567    4.264)    7.017
   8.891   (  -0.279   -2.946    2.210)    3.693
   8.946   (   0.850   -3.272   -1.994)    3.925
   8.983   (   0.121    1.856   -3.218)    3.717
   9.020   (   0.359    3.173    0.263)    3.204
   9.041   (  -0.587    5.597   -2.926)    6.343
   9.133   (   0.025    2.901    0.157)    2.905
   9.136   (  -0.048    2.977   -0.107)    2.979
   9.289   (   0.210    4.480    0.438)    4.507
   9.354   (  -0.543    7.485   -7.722)   10.768
   9.778   (  -1.890   -0.593    0.858)    2.159
   9.788   (   1.612   -0.114   -0.036)    1.616
   9.870   (   0.802    0.336    1.418)    1.663
   9.887   (   0.688    2.070   -0.312)    2.203
  10.005   (  -2.247   -4.169    1.593)    4.996
  10.011   (   1.246   -5.653    0.614)    5.821
======================= Grid point 53 (25/34) =======================
q-point: ( 0.33  0.33  0.33)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 34
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.783   (   4.481    0.000   -2.941)    5.360
   0.802   (   5.106    0.000    2.149)    5.540
   0.863   (   0.047    0.000   -0.389)    0.391
   0.886   (  -0.334   -0.000    0.452)    0.562
   0.897   (  -0.411   -0.000   -0.480)    0.631
   0.915   (  -0.834   -0.000    0.366)    0.911
   1.068   (   4.481    0.000   -0.215)    4.487
   1.078   (   5.535    0.000    0.461)    5.554
   1.144   (   3.088    0.000    1.235)    3.326
   1.153   (   2.692    0.000   -0.868)    2.828
   1.211   (  10.551    0.000    2.927)   10.949
   1.225   (   8.752    0.000   -4.541)    9.860
   1.420   (   4.209    0.000    0.708)    4.268
   1.421   (   3.374    0.000   -1.088)    3.545
   1.470   (   1.416    0.000   -0.921)    1.689
   1.505   (  -1.108   -0.000    0.868)    1.408
   1.506   (   0.694    0.000   -0.431)    0.817
   1.514   (   1.066    0.000    1.747)    2.046
   1.583   (   4.130    0.000   -0.539)    4.165
   1.614   (   0.072    0.000   -0.951)    0.954
   1.619   (  -1.620   -0.000    1.908)    2.503
   1.629   (  -2.644   -0.000    0.708)    2.738
   1.666   (   2.384    0.000   -0.316)    2.405
   1.679   (   0.137    0.000   -1.232)    1.239
   1.715   (   0.927    0.000   -3.048)    3.185
   1.740   (   3.155    0.000    3.175)    4.476
   1.862   (  -2.716   -0.000    1.331)    3.024
   1.885   (  -3.484   -0.000    0.306)    3.497
   1.887   (  -4.465   -0.000   -0.457)    4.488
   1.899   (  -3.120   -0.000    0.380)    3.143
   1.966   (  -3.079   -0.000   -0.451)    3.112
   1.991   (   1.398    0.000   -1.108)    1.784
   2.204   (   5.465    0.000   -0.278)    5.472
   2.240   (   8.883    0.000    2.785)    9.310
   2.292   (   6.062    0.000   -1.958)    6.370
   2.298   (   6.254    0.000    0.480)    6.273
   2.327   (   5.096    0.000    4.420)    6.746
   2.337   (   7.846    0.000   -2.313)    8.180
   2.441   (   6.181    0.000   -1.402)    6.338
   2.443   (   5.649    0.000    0.089)    5.650
   2.628   (  -1.629   -0.000    1.914)    2.513
   2.636   (  -2.308   -0.000   -2.983)    3.772
   2.654   (   0.209    0.000    0.892)    0.916
   2.714   (  -2.651   -0.000   -0.428)    2.686
   2.774   (   1.636    0.000   -1.989)    2.575
   2.808   (   0.516    0.000    0.975)    1.103
   2.831   (   0.780    0.000   -0.367)    0.862
   2.840   (   1.407    0.000   -0.594)    1.527
   2.902   (  -2.812   -0.000    0.010)    2.812
   2.917   (  -1.855   -0.000    1.435)    2.345
   3.074   (   5.071    0.000   -1.629)    5.326
   3.091   (   5.683    0.000    1.333)    5.837
   3.271   (   1.207    0.000    0.215)    1.226
   3.295   (   0.953    0.000   -0.334)    1.010
   3.604   (   3.564    0.000   -0.053)    3.565
   3.610   (   3.278    0.000    0.119)    3.280
   3.651   ( -10.281   -0.000    0.001)   10.281
   3.673   ( -10.283   -0.000    0.162)   10.284
   4.324   (   1.327    0.000   -1.310)    1.865
   4.349   (   1.365    0.000    1.545)    2.061
   4.430   (   0.940    0.000    1.341)    1.637
   4.451   (   1.493    0.000   -1.137)    1.877
   4.615   (  -7.747   -0.000   -2.220)    8.059
   4.659   (  -6.793   -0.000    1.997)    7.080
   7.943   (  -2.135   -0.000   -0.161)    2.141
   7.954   (  -2.492   -0.000    0.240)    2.503
   7.985   (  -3.143   -0.000   -0.053)    3.143
   7.994   (  -3.303   -0.000    0.046)    3.304
   8.182   (  -1.365   -0.000   -0.771)    1.568
   8.202   (  -1.370   -0.000    0.963)    1.675
   8.379   (   0.777    0.000   -1.077)    1.328
   8.400   (   0.634    0.000    0.812)    1.030
   8.469   (   3.547    0.000    0.303)    3.560
   8.473   (   2.868    0.000   -0.086)    2.870
   8.502   (  -0.298   -0.000   -0.745)    0.802
   8.505   (  -0.807   -0.000    0.537)    0.969
   8.617   (  -2.320   -0.000    0.229)    2.332
   8.627   (  -2.238   -0.000   -0.208)    2.248
   8.801   (   0.264    0.000   -1.181)    1.210
   8.808   (   0.232    0.000    0.271)    0.357
   8.919   (   2.196    0.000   -0.738)    2.317
   8.927   (   2.591    0.000    1.873)    3.197
   9.138   (   5.412    0.000   -0.390)    5.426
   9.156   (   5.138    0.000    0.628)    5.176
   9.179   (   2.894    0.000   -0.397)    2.921
   9.187   (   3.647    0.000    0.277)    3.658
   9.232   (   2.997    0.000   -0.326)    3.014
   9.239   (   3.187    0.000    0.178)    3.192
   9.476   (   5.282    0.000   -4.029)    6.643
   9.491   (   5.516    0.000    3.431)    6.496
   9.761   (  -0.555   -0.000   -0.379)    0.672
   9.762   (  -0.684   -0.000    1.635)    1.772
   9.788   (  -2.091   -0.000   -0.454)    2.139
   9.859   (  -1.296   -0.000    0.013)    1.297
   9.882   (  -1.645   -0.000   -1.187)    2.029
   9.900   (  -3.824   -0.000    0.671)    3.882
======================= Grid point 55 (26/34) =======================
q-point: (-0.50  0.33  0.33)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 54
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.809   (  -0.953    4.529   -0.507)    4.655
   0.828   (  -1.370    3.290   -0.284)    3.575
   0.848   (   2.788    0.430   -0.517)    2.868
   0.873   (   2.021    0.422    0.088)    2.067
   0.905   (  -0.823   -0.804    0.122)    1.157
   0.916   (  -0.067   -0.778    0.037)    0.782
   1.081   (   2.486    2.130    0.462)    3.306
   1.129   (   1.644    2.703   -0.851)    3.276
   1.159   (   1.579    1.579    0.454)    2.279
   1.179   (   3.166    2.301    0.893)    4.014
   1.329   (   3.975    4.792   -0.326)    6.234
   1.350   (   4.238    4.336   -1.576)    6.265
   1.365   (   4.710    3.837   -0.035)    6.075
   1.398   (   2.817    3.993    0.060)    4.887
   1.492   (   1.281    1.948    1.922)    3.021
   1.532   (   2.205   -1.841   -0.106)    2.874
   1.547   (  -1.809    0.799   -0.301)    2.000
   1.561   (   0.981    0.642    0.089)    1.176
   1.576   (  -3.674    0.184    0.759)    3.756
   1.581   (   2.290   -0.826    0.091)    2.436
   1.605   (   0.307    0.879   -1.225)    1.539
   1.629   (   0.084   -2.359    1.516)    2.805
   1.664   (  -0.904   -0.953   -1.292)    1.842
   1.698   (  -2.388   -0.056   -1.252)    2.697
   1.742   (   1.004   -4.093   -0.679)    4.268
   1.756   (  -2.106    1.276   -0.002)    2.462
   1.823   (  -3.314   -0.414    0.793)    3.432
   1.826   (   0.257   -4.108   -0.166)    4.119
   1.878   (  -2.464   -1.790    0.532)    3.092
   1.884   (  -2.738   -1.599   -0.343)    3.189
   1.954   (   2.602   -0.059    0.923)    2.761
   2.005   (  -0.626   -0.551   -0.289)    0.883
   2.268   (   5.923    3.277    0.168)    6.771
   2.271   (   6.450    7.815    0.375)   10.140
   2.293   (   8.102    7.398    0.282)   10.975
   2.321   (   5.657    5.046    0.576)    7.602
   2.426   (   1.309    3.201    1.074)    3.621
   2.447   (   1.932    0.287    0.925)    2.161
   2.532   (   1.268   -3.289   -0.199)    3.531
   2.561   (  -3.133    0.792    0.023)    3.232
   2.586   (   0.733    0.045   -1.978)    2.110
   2.594   (   2.144    0.390   -1.233)    2.504
   2.651   (  -0.305    0.859   -0.594)    1.088
   2.658   (  -1.251    1.222    0.267)    1.769
   2.776   (  -4.415    0.782   -0.815)    4.557
   2.808   (   1.334   -0.521   -0.437)    1.497
   2.825   (  -1.894   -1.741    0.519)    2.624
   2.831   (  -0.352   -0.175    0.161)    0.425
   2.886   (  -0.602    0.744    1.187)    1.525
   2.906   (  -0.140   -1.145    0.157)    1.164
   3.125   (   6.640    5.219   -0.236)    8.449
   3.136   (   5.716    5.463   -0.006)    7.907
   3.301   (  -0.001    0.244    0.077)    0.256
   3.330   (  -0.306   -0.852   -0.086)    0.910
   3.546   (  -7.035   -5.268    0.008)    8.789
   3.550   (  -6.635   -6.580    0.141)    9.346
   3.633   (   1.671    1.997    0.017)    2.604
   3.638   (   1.090    1.688   -0.013)    2.010
   4.322   (   2.614    2.008   -0.153)    3.300
   4.361   (   3.072    2.139    0.223)    3.750
   4.484   (  -2.718   -2.473    0.140)    3.677
   4.494   (  -3.587   -1.143   -0.281)    3.776
   4.527   (  -0.528   -4.866    0.014)    4.894
   4.584   (  -3.897   -3.391    0.180)    5.169
   7.909   (   0.625    0.279   -0.007)    0.685
   7.947   (  -0.724   -0.690   -0.015)    1.000
   7.965   (  -1.909   -2.823   -0.038)    3.408
   7.970   (  -3.080   -2.096    0.116)    3.727
   8.175   (  -0.366   -0.869    0.091)    0.947
   8.198   (  -0.974   -1.764   -0.032)    2.015
   8.385   (   1.425    0.819   -0.072)    1.646
   8.397   (   1.323    1.310    0.068)    1.863
   8.472   (   0.872    1.068   -0.257)    1.403
   8.488   (   0.598    0.452    0.186)    0.772
   8.535   (  -0.770   -0.682    0.069)    1.030
   8.546   (  -1.200   -0.585   -0.174)    1.346
   8.584   (  -0.967   -1.828    0.040)    2.068
   8.588   (  -0.919   -1.036    0.140)    1.392
   8.788   (  -0.032    1.284   -0.195)    1.300
   8.811   (   0.048   -0.439   -0.768)    0.886
   8.939   (   1.696    1.893    0.345)    2.565
   8.956   (   1.482    1.334    0.878)    2.179
   9.155   (   2.613    5.073   -0.149)    5.708
   9.175   (   3.438    3.451   -0.149)    4.874
   9.209   (   0.551    2.279    0.172)    2.351
   9.224   (   0.793    0.721    0.050)    1.073
   9.252   (   1.543    1.647   -0.021)    2.257
   9.264   (   1.184    1.727    0.028)    2.094
   9.472   (   2.943    6.514    0.677)    7.180
   9.553   (   3.334    2.360   -1.382)    4.312
   9.738   (   0.450    1.149   -0.379)    1.290
   9.747   (   0.823    0.268    0.212)    0.891
   9.799   (  -1.840   -0.940    0.713)    2.185
   9.841   (   0.082   -3.094    0.846)    3.209
   9.860   (  -1.096   -1.891   -0.920)    2.371
   9.926   (  -3.770   -5.387   -0.154)    6.577
======================= Grid point 56 (27/34) =======================
q-point: (-0.33  0.33  0.33)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 56
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.679   (  -0.326    9.089    3.044)    9.591
   0.761   (   0.167    3.333   -3.989)    5.201
   0.867   (   0.713    0.660    0.158)    0.984
   0.877   (  -0.936    0.214   -0.667)    1.169
   0.905   (   0.451    0.378    0.623)    0.857
   0.915   (  -0.209    0.167   -0.327)    0.422
   1.073   (   1.993    5.129    0.218)    5.507
   1.077   (  -1.597    4.384   -0.108)    4.667
   1.124   (  -1.609    4.905    1.940)    5.514
   1.166   (   0.931    2.786   -0.309)    2.954
   1.219   (   2.271    7.431   -1.140)    7.853
   1.242   (  -0.689    8.910   -2.991)    9.424
   1.387   (  -2.305    4.504    3.321)    6.052
   1.410   (   1.989    3.646    0.708)    4.213
   1.469   (   2.781    0.800   -0.029)    2.894
   1.476   (  -4.357    0.017   -0.688)    4.411
   1.511   (  -1.587    2.360    1.976)    3.462
   1.552   (   1.179    1.646   -0.990)    2.253
   1.588   (   1.648    0.687    1.853)    2.573
   1.613   (   1.515   -1.722    0.247)    2.307
   1.629   (  -1.310    0.863   -1.171)    1.958
   1.644   (  -0.352    1.770   -0.396)    1.847
   1.674   (  -0.840   -0.020    0.439)    0.948
   1.687   (   0.515   -2.137   -0.617)    2.283
   1.701   (   1.491    1.139    1.803)    2.602
   1.771   (  -0.456    0.229   -3.556)    3.592
   1.865   (  -0.406   -2.571   -0.258)    2.616
   1.869   (  -0.368   -3.028   -0.681)    3.126
   1.885   (  -1.959   -4.388    0.553)    4.837
   1.899   (   0.831   -3.969   -0.897)    4.153
   1.986   (  -1.325   -0.646    1.117)    1.849
   2.012   (   2.427   -0.805   -0.926)    2.719
   2.227   (  -1.532    7.079    1.114)    7.328
   2.247   (  -0.817    6.359   -0.413)    6.425
   2.289   (   3.493    8.112    2.447)    9.165
   2.302   (   0.363    6.080    2.538)    6.598
   2.343   (  -3.960    7.736   -1.372)    8.798
   2.388   (   2.418    5.828   -4.131)    7.542
   2.411   (   0.141    5.467    1.022)    5.563
   2.451   (  -0.321    5.695   -2.249)    6.131
   2.582   (  -0.550   -2.010    4.221)    4.707
   2.646   (  -1.892   -1.845   -1.299)    2.945
   2.667   (   1.692    0.280   -0.034)    1.715
   2.690   (  -0.911    0.110   -0.714)    1.163
   2.730   (   2.396    0.169    0.347)    2.427
   2.748   (  -0.651    1.360   -0.577)    1.615
   2.845   (  -1.659    1.013    0.443)    1.994
   2.857   (   2.068    1.086   -0.435)    2.376
   2.894   (   1.316   -1.349    0.947)    2.109
   2.906   (  -1.671   -2.243   -0.206)    2.805
   3.092   (  -0.603    5.060    0.453)    5.116
   3.105   (   0.563    5.279   -0.711)    5.357
   3.285   (  -0.058    0.957    0.204)    0.981
   3.288   (  -0.002    0.274   -0.046)    0.278
   3.593   (   0.032    3.473    0.099)    3.475
   3.596   (  -0.065    3.560   -0.202)    3.567
   3.646   (  -0.278   -9.827    0.345)    9.837
   3.653   (   0.228  -10.019   -0.249)   10.025
   4.342   (   0.001    0.247    1.201)    1.226
   4.372   (  -1.153    0.495   -1.433)    1.905
   4.424   (   2.276    1.804    1.081)    3.099
   4.452   (  -1.241    1.082   -1.608)    2.302
   4.630   (   0.047   -7.154    2.342)    7.528
   4.671   (  -0.012   -8.066   -1.410)    8.189
   7.955   (  -2.615   -2.385    0.108)    3.541
   7.957   (   2.593   -2.436   -0.033)    3.558
   7.983   (   0.933   -3.044    0.134)    3.186
   7.986   (  -0.896   -2.992   -0.151)    3.126
   8.198   (   0.232   -2.030    1.171)    2.355
   8.224   (  -0.259   -2.933   -1.122)    3.151
   8.384   (  -0.744    1.107    0.873)    1.594
   8.404   (   0.960    0.968   -0.871)    1.618
   8.471   (   1.548    2.348    0.005)    2.812
   8.478   (  -2.268    2.056   -0.626)    3.125
   8.497   (  -0.107   -0.161    0.596)    0.627
   8.505   (   0.540   -0.466   -0.093)    0.719
   8.615   (   0.039   -1.213    0.721)    1.411
   8.631   (  -0.173   -2.370   -0.680)    2.472
   8.779   (   0.471    1.107    0.885)    1.494
   8.809   (  -0.195   -0.036   -1.895)    1.905
   8.911   (   0.072    3.435    1.739)    3.850
   8.936   (  -0.483    1.797   -0.088)    1.863
   9.090   (   0.889    8.942    0.387)    8.994
   9.104   (  -0.684    6.130   -0.560)    6.193
   9.167   (   1.117    4.394    0.462)    4.557
   9.179   (  -0.887    3.424   -0.527)    3.576
   9.230   (   0.084    3.073    0.426)    3.103
   9.236   (  -0.130    3.035   -0.083)    3.039
   9.415   (   0.491    4.848    2.884)    5.662
   9.509   (  -0.925    4.008   -5.703)    7.032
   9.748   (  -1.189   -0.895    1.775)    2.316
   9.776   (   1.476   -0.962   -0.742)    1.912
   9.819   (   2.954   -2.417    1.135)    3.982
   9.851   (  -2.911   -2.104   -0.895)    3.702
   9.922   (   2.098   -2.241    0.702)    3.149
   9.936   (  -1.977   -3.066   -0.325)    3.663
======================= Grid point 57 (28/34) =======================
q-point: (-0.17  0.33  0.33)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 54
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.591   (   4.342    7.596    4.663)    9.915
   0.710   (   1.166    3.824   -4.389)    5.937
   0.850   (  -1.694    0.725   -0.182)    1.851
   0.865   (  -1.244    3.434   -0.208)    3.658
   0.886   (  -1.091    3.643   -0.461)    3.830
   0.913   (   0.475    0.391   -0.112)    0.625
   0.920   (  -0.677    3.584   -1.027)    3.789
   1.002   (  -2.069    4.162    0.785)    4.714
   1.051   (   3.281    6.678    1.280)    7.550
   1.091   (  -0.423    7.901   -2.161)    8.203
   1.136   (   2.753    4.301   -2.011)    5.489
   1.162   (  -0.658    1.834   -0.965)    2.175
   1.252   (  -2.583    5.802    3.211)    7.116
   1.353   (  -7.853    4.587    0.026)    9.094
   1.414   (  -4.012   -1.445   -0.437)    4.287
   1.442   (   5.289    3.340    2.466)    6.724
   1.517   (   2.941    0.943    0.779)    3.185
   1.562   (   1.436    2.668    0.445)    3.063
   1.583   (   4.190    5.545    1.128)    7.041
   1.610   (   0.514   -0.225    0.898)    1.059
   1.633   (   1.476    0.688   -1.031)    1.927
   1.637   (  -1.751   -0.415    1.001)    2.059
   1.669   (  -1.657   -2.885    0.805)    3.423
   1.679   (   3.179    1.690   -0.165)    3.604
   1.733   (  -0.164   -0.552   -1.951)    2.034
   1.767   (   1.329    2.207   -2.409)    3.527
   1.833   (  -2.154    1.266   -0.898)    2.655
   1.874   (  -2.653    4.520    0.486)    5.264
   1.934   (  -3.206   -1.414   -0.478)    3.536
   1.955   (  -3.187   -1.753    0.183)    3.642
   1.970   (  -2.108   -0.110    0.367)    2.143
   1.998   (  -2.548    0.011    0.079)    2.549
   2.018   (  -2.637   -0.328   -0.067)    2.659
   2.146   (  -1.328    2.891    0.324)    3.198
   2.157   (  -2.626    3.185   -0.179)    4.132
   2.214   (  -2.159   -1.300   -1.069)    2.737
   2.330   (   8.602    7.476    0.626)   11.414
   2.335   (   3.537    7.009    0.035)    7.851
   2.386   (   5.879    5.620   -1.351)    8.244
   2.417   (   5.679    6.082   -0.657)    8.347
   2.571   (  -3.545    1.434    0.967)    3.945
   2.600   (  -2.008   -0.127    3.040)    3.646
   2.657   (  -3.156   -0.277    0.791)    3.266
   2.701   (   2.198    2.074    0.097)    3.024
   2.729   (   1.963   -1.089   -1.180)    2.536
   2.785   (  -0.701    1.356   -0.977)    1.812
   2.792   (  -0.115    1.065   -0.523)    1.192
   2.867   (   3.726    0.868    0.582)    3.870
   2.917   (  -0.932   -1.501   -0.479)    1.831
   2.929   (  -0.629    0.451   -0.394)    0.869
   3.018   (  -1.773    0.434   -0.425)    1.875
   3.030   (  -1.573    1.227    0.785)    2.144
   3.286   (   1.112    0.495    0.361)    1.269
   3.313   (   1.830   -0.115   -0.337)    1.864
   3.537   (   0.386    3.250    0.173)    3.278
   3.544   (   0.787    3.523    0.058)    3.611
   3.782   (  -0.861   -8.096    0.153)    8.143
   3.798   (  -0.293   -7.929   -0.228)    7.938
   4.290   (  -3.924    0.416    0.380)    3.964
   4.323   (  -2.821    0.845   -0.156)    2.949
   4.460   (   4.893    2.583   -0.310)    5.542
   4.480   (   5.582    1.330   -0.683)    5.779
   4.734   (  -1.384   -6.624    3.051)    7.423
   4.769   (  -1.942   -6.858   -1.831)    7.359
   7.949   (  -3.064   -2.898    0.146)    4.220
   8.008   (  -1.420   -2.822   -0.392)    3.183
   8.053   (   3.017   -3.304    0.209)    4.480
   8.064   (   2.168   -3.338    0.039)    3.980
   8.244   (   0.250   -3.027    1.514)    3.394
   8.266   (   0.166   -2.789   -1.261)    3.066
   8.322   (  -3.178    2.049    0.424)    3.805
   8.347   (  -3.859    1.943   -0.239)    4.327
   8.471   (   4.667    1.648   -0.511)    4.976
   8.485   (   3.819    1.168    0.559)    4.032
   8.526   (   0.990   -1.446    0.600)    1.852
   8.534   (   1.606   -0.618   -0.583)    1.817
   8.615   (   0.252    1.484    1.227)    1.942
   8.637   (  -0.166    0.383   -1.406)    1.467
   8.697   (  -4.323    4.595    0.090)    6.309
   8.821   (  -0.962   -0.371   -0.072)    1.034
   8.882   (   0.395    1.429    1.788)    2.323
   8.913   (  -0.519   -0.273   -1.462)    1.575
   8.976   (   2.837    8.424    1.886)    9.087
   9.026   (   0.597    4.153   -1.970)    4.635
   9.057   (  -1.697    4.896    0.098)    5.183
   9.160   (   3.064    3.622   -0.400)    4.761
   9.171   (  -1.130    3.325    0.047)    3.512
   9.174   (  -1.114    2.995    0.185)    3.200
   9.349   (  -1.755    3.496    1.401)    4.155
   9.405   (  -1.561    4.089   -3.975)    5.913
   9.743   (  -1.354   -0.960    1.322)    2.122
   9.805   (  -0.388   -1.731   -0.628)    1.882
   9.830   (  -2.272   -1.154   -1.102)    2.776
   9.890   (  -0.053   -0.339    0.283)    0.444
   9.926   (   0.430   -0.332    0.868)    1.024
  10.042   (   5.430   -3.943    0.404)    6.723
======================= Grid point 61 (29/34) =======================
q-point: (-0.50 -0.50  0.33)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 33
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.855   (  -0.810   -0.000   -0.376)    0.892
   0.855   (   0.834    0.000   -0.369)    0.912
   0.876   (  -1.120   -0.000    0.524)    1.237
   0.888   (   1.084    0.000   -0.493)    1.191
   0.893   (  -0.170   -0.000    0.384)    0.420
   0.897   (   0.110    0.000    0.013)    0.111
   1.119   (  -0.991   -0.000   -0.182)    1.008
   1.119   (   0.961    0.000   -0.318)    1.013
   1.211   (   0.739    0.000    0.518)    0.903
   1.216   (  -0.988   -0.000    0.365)    1.054
   1.453   (  -4.540   -0.000   -0.347)    4.553
   1.456   (   5.675    0.000   -0.648)    5.712
   1.471   (  -4.672   -0.000    0.269)    4.680
   1.473   (   3.072    0.000   -0.027)    3.072
   1.477   (  -0.751   -0.000    0.184)    0.773
   1.487   (   2.048    0.000   -0.404)    2.088
   1.511   (  -1.962   -0.000    0.993)    2.199
   1.535   (   2.161    0.000   -0.644)    2.255
   1.577   (  -1.802   -0.000    2.258)    2.889
   1.590   (  -4.011   -0.000    0.528)    4.045
   1.608   (   1.276    0.000    2.169)    2.516
   1.630   (   2.136    0.000   -3.856)    4.408
   1.655   (   2.759    0.000    3.241)    4.257
   1.672   (  -0.098   -0.000   -2.102)    2.105
   1.714   (   1.958    0.000   -3.477)    3.991
   1.733   (  -0.977   -0.000   -3.008)    3.163
   1.796   (  -0.386   -0.000    0.699)    0.799
   1.798   (  -0.969   -0.000    0.681)    1.184
   1.831   (   0.501    0.000    0.266)    0.568
   1.833   (  -1.708   -0.000    0.093)    1.710
   1.995   (   1.586    0.000    1.350)    2.083
   1.997   (  -0.735   -0.000    1.294)    1.488
   2.368   (   2.916    0.000    0.452)    2.951
   2.376   (   0.632    0.000    0.689)    0.935
   2.379   (  -2.595   -0.000   -0.454)    2.634
   2.381   (  -0.858   -0.000    0.514)    1.000
   2.477   (  -2.387   -0.000    1.012)    2.593
   2.483   (  -2.575   -0.000    2.036)    3.283
   2.542   (   2.999    0.000   -2.765)    4.079
   2.551   (   2.637    0.000   -1.731)    3.154
   2.616   (  -2.941   -0.000    0.830)    3.056
   2.626   (  -0.501   -0.000    1.808)    1.876
   2.647   (   2.667    0.000   -1.465)    3.043
   2.666   (   0.390    0.000   -1.555)    1.603
   2.741   (   3.290    0.000   -0.010)    3.290
   2.744   (  -4.097   -0.000   -0.252)    4.104
   2.812   (   1.241    0.000    0.070)    1.243
   2.815   (  -1.244   -0.000   -0.084)    1.247
   2.899   (   0.359    0.000    0.468)    0.590
   2.901   (  -0.252   -0.000    0.386)    0.461
   3.303   (   2.535    0.000    0.097)    2.537
   3.308   (  -2.778   -0.000   -0.365)    2.802
   3.312   (   0.787    0.000    0.423)    0.894
   3.320   (  -0.703   -0.000   -0.163)    0.722
   3.356   (  -1.689   -0.000    0.019)    1.689
   3.357   (   1.819    0.000   -0.064)    1.820
   3.666   (   0.029    0.000    0.093)    0.098
   3.666   (  -0.085   -0.000    0.029)    0.090
   4.390   (  -3.841   -0.000    0.085)    3.842
   4.394   (   3.069    0.000   -0.251)    3.079
   4.449   (  -0.563   -0.000    0.852)    1.021
   4.469   (   0.161    0.000   -0.895)    0.910
   4.472   (   4.637    0.000    0.906)    4.724
   4.489   (  -3.507   -0.000   -0.612)    3.560
   7.925   (  -1.052   -0.000    0.112)    1.058
   7.927   (   0.483    0.000    0.129)    0.500
   7.928   (   0.412    0.000   -0.131)    0.432
   7.929   (   0.146    0.000   -0.049)    0.154
   8.171   (  -0.642   -0.000    0.003)    0.642
   8.171   (   0.648    0.000   -0.028)    0.649
   8.401   (  -0.521   -0.000    0.089)    0.529
   8.401   (   0.592    0.000    0.030)    0.593
   8.522   (   1.323    0.000    0.086)    1.326
   8.525   (   0.185    0.000    0.250)    0.311
   8.527   (  -1.813   -0.000   -0.386)    1.853
   8.531   (  -0.007   -0.000   -0.287)    0.287
   8.545   (   2.084    0.000    0.199)    2.093
   8.545   (  -1.905   -0.000    0.149)    1.910
   8.800   (  -0.182   -0.000   -0.489)    0.522
   8.800   (   0.409    0.000   -0.488)    0.637
   8.976   (  -0.902   -0.000    0.584)    1.075
   8.976   (   0.491    0.000    0.558)    0.743
   9.216   (  -0.351   -0.000    0.318)    0.474
   9.225   (   0.666    0.000   -0.431)    0.793
   9.235   (  -0.229   -0.000    0.620)    0.661
   9.245   (   0.413    0.000   -0.333)    0.530
   9.278   (   0.329    0.000    0.033)    0.331
   9.281   (  -0.599   -0.000   -0.192)    0.629
   9.578   (  -1.899   -0.000   -0.360)    1.933
   9.578   (   1.646    0.000   -0.519)    1.726
   9.759   (   0.928    0.000    0.436)    1.025
   9.767   (  -0.055   -0.000    0.044)    0.071
   9.789   (   0.907    0.000    1.795)    2.011
   9.804   (  -0.770   -0.000    1.102)    1.344
   9.827   (  -0.558   -0.000   -1.259)    1.377
   9.830   (  -0.100   -0.000   -1.633)    1.636
======================= Grid point 62 (30/34) =======================
q-point: (-0.33 -0.50  0.33)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 54
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.808   (   1.176    4.846   -0.411)    5.003
   0.825   (   0.907    2.931   -0.133)    3.071
   0.848   (  -2.216    0.109   -0.489)    2.272
   0.871   (  -1.799    0.555    0.213)    1.895
   0.910   (   0.340   -0.499   -0.183)    0.631
   0.914   (   0.235   -0.682    0.135)    0.734
   1.091   (  -2.262    1.595    0.012)    2.768
   1.121   (  -1.193    2.080   -0.451)    2.440
   1.151   (  -3.029    3.585    1.072)    4.814
   1.187   (  -2.039    0.824    0.175)    2.206
   1.327   (  -5.668    3.428   -0.582)    6.649
   1.354   (  -3.080    5.223   -1.407)    6.225
   1.364   (  -2.925    5.095   -0.139)    5.877
   1.402   (  -3.889    2.715   -0.088)    4.744
   1.488   (  -2.679    0.084    1.893)    3.281
   1.496   (   0.027    2.656    2.150)    3.417
   1.546   (   2.544   -0.237   -0.422)    2.590
   1.560   (  -0.941   -3.438    0.026)    3.565
   1.569   (  -0.928    2.472   -0.350)    2.663
   1.612   (   0.599    0.507   -0.967)    1.246
   1.634   (  -1.288    0.506   -0.270)    1.410
   1.639   (   1.557   -2.052   -0.419)    2.610
   1.663   (   0.476   -1.123   -1.103)    1.645
   1.697   (  -2.000   -1.616   -1.382)    2.920
   1.727   (   0.703   -2.102    0.471)    2.267
   1.750   (   2.182   -0.914   -0.006)    2.366
   1.806   (   1.438   -1.843    0.732)    2.449
   1.822   (   2.243    0.407    1.245)    2.598
   1.869   (   3.325   -2.054    0.758)    3.982
   1.886   (   2.824   -2.538   -0.130)    3.799
   1.976   (  -1.318    0.490   -0.690)    1.566
   2.009   (  -0.397   -0.816   -0.352)    0.974
   2.262   (  -6.995    7.209    0.809)   10.078
   2.286   (  -6.896    3.334   -0.114)    7.661
   2.287   (  -6.253    7.831   -0.154)   10.022
   2.317   (  -6.516    4.221    0.986)    7.826
   2.424   (  -2.415   -0.493    1.530)    2.901
   2.439   (   1.129    3.558    0.716)    3.801
   2.535   (  -4.058   -1.537    0.099)    4.340
   2.551   (   0.916    2.674    0.352)    2.849
   2.590   (  -1.506   -1.402   -1.035)    2.303
   2.595   (   4.024    0.628   -2.560)    4.810
   2.650   (  -1.532   -1.087   -0.227)    1.892
   2.667   (   1.721    2.086   -0.454)    2.742
   2.775   (   2.899   -0.206   -0.650)    2.978
   2.798   (  -0.605   -0.797    0.136)    1.010
   2.828   (   3.003    0.804    0.332)    3.126
   2.842   (   0.156   -2.821   -0.634)    2.896
   2.891   (  -0.210   -0.240    1.117)    1.162
   2.898   (   0.490    0.468    0.351)    0.763
   3.121   (  -6.514    4.857    0.023)    8.125
   3.138   (  -6.019    6.019   -0.129)    8.513
   3.305   (  -0.033    0.196   -0.166)    0.259
   3.326   (   0.303   -0.862    0.170)    0.929
   3.546   (   7.075   -5.755   -0.001)    9.120
   3.551   (   6.816   -6.170    0.100)    9.195
   3.631   (  -1.528    2.014    0.110)    2.530
   3.638   (  -1.469    1.763   -0.006)    2.294
   4.316   (  -3.136    1.682    0.188)    3.563
   4.361   (  -2.246    2.365    0.190)    3.267
   4.489   (   3.751   -0.152   -0.208)    3.760
   4.498   (   2.194   -2.115   -0.559)    3.099
   4.522   (   0.084   -6.156    0.390)    6.169
   4.584   (   4.273   -3.322    0.187)    5.415
   7.908   (  -0.645    0.305    0.086)    0.719
   7.949   (   0.862   -0.790   -0.149)    1.179
   7.963   (   1.745   -2.902    0.072)    3.387
   7.972   (   3.117   -1.973    0.034)    3.690
   8.176   (   0.060   -1.224    0.041)    1.226
   8.198   (   1.308   -1.377    0.009)    1.899
   8.381   (  -1.772    1.079    0.137)    2.079
   8.404   (  -1.026    1.021   -0.250)    1.469
   8.470   (  -1.146    1.265   -0.092)    1.709
   8.488   (  -0.419    0.367    0.106)    0.567
   8.535   (   0.739   -0.851    0.071)    1.129
   8.546   (   1.522   -0.304   -0.148)    1.559
   8.583   (   1.173   -1.145    0.121)    1.643
   8.587   (   0.413   -1.777    0.200)    1.835
   8.798   (   0.103    1.298   -0.845)    1.552
   8.803   (   0.357   -0.482   -0.259)    0.653
   8.935   (  -2.770    1.122    0.602)    3.049
   8.953   (  -1.311    2.023    0.961)    2.595
   9.161   (  -2.743    5.139   -0.520)    5.848
   9.174   (  -2.675    2.970   -0.063)    3.998
   9.213   (  -0.458    3.088    0.000)    3.122
   9.226   (  -0.736    0.654   -0.050)    0.986
   9.250   (  -1.808    1.404    0.060)    2.290
   9.263   (  -1.175    1.527    0.108)    1.930
   9.480   (  -4.687    4.495    0.464)    6.511
   9.535   (  -1.065    5.022   -0.592)    5.168
   9.738   (  -0.636    1.249   -0.466)    1.478
   9.761   (  -0.446    0.030   -0.619)    0.764
   9.818   (   0.894   -1.001   -0.654)    1.492
   9.827   (   1.636   -1.812    1.798)    3.032
   9.856   (  -0.402   -3.579   -0.500)    3.636
   9.921   (   4.026   -5.263    0.154)    6.628
======================= Grid point 63 (31/34) =======================
q-point: (-0.17 -0.50  0.33)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 54
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.767   (   4.317    5.419   -1.155)    7.024
   0.796   (  -0.855    3.593    0.332)    3.708
   0.819   (  -0.502    1.344   -0.291)    1.464
   0.849   (  -1.878   -3.685   -1.196)    4.306
   0.912   (  -0.078    0.366    0.228)    0.438
   0.919   (  -0.010    0.242   -0.001)    0.243
   0.975   (  -5.353    3.913   -1.867)    6.888
   1.001   (  -4.276    5.511   -0.458)    6.990
   1.073   (  -2.955    1.627    1.882)    3.863
   1.145   (  -1.766    1.654   -0.400)    2.453
   1.200   (  -3.747    4.320    0.298)    5.726
   1.224   (  -2.662    5.040   -0.723)    5.746
   1.279   (  -2.342    1.022   -0.723)    2.656
   1.318   (  -2.478    1.197    0.133)    2.755
   1.391   (   0.360    7.276    0.643)    7.313
   1.455   (  -7.641   -0.868    0.025)    7.690
   1.559   (   3.671   -1.308   -0.111)    3.899
   1.569   (  -0.242   -1.043   -0.331)    1.121
   1.585   (   0.030   -1.763   -0.410)    1.811
   1.601   (  -0.055   -2.017    0.255)    2.033
   1.634   (  -1.926   -2.727    1.988)    3.885
   1.668   (   1.036    0.977    1.834)    2.322
   1.686   (   0.236   -0.945   -0.313)    1.023
   1.705   (  -1.914   -1.971   -0.098)    2.750
   1.756   (   4.233    4.662   -0.094)    6.298
   1.777   (  -2.834   -4.552   -0.631)    5.399
   1.842   (   2.384    4.273    2.225)    5.375
   1.858   (  -1.428   -1.785    1.198)    2.581
   1.892   (  -4.009    3.239    0.080)    5.155
   1.922   (   0.281    0.394    1.678)    1.746
   1.958   (  -0.929    2.661   -0.782)    2.925
   1.982   (  -0.759    1.601    1.790)    2.518
   2.052   (   1.655    6.420   -3.414)    7.458
   2.110   (  -4.546   -1.912   -2.115)    5.366
   2.159   (  -3.697    2.273   -1.523)    4.599
   2.174   (  -3.006    3.355    0.766)    4.569
   2.384   (  -1.403    1.475   -0.580)    2.117
   2.419   (  -1.165    0.073    1.104)    1.606
   2.526   (  -2.748   -3.324    2.024)    4.764
   2.549   (   2.112    1.727    1.002)    2.907
   2.604   (  -1.192   -0.693   -0.691)    1.542
   2.618   (  -2.194   -1.310   -1.006)    2.746
   2.640   (   5.816    5.443   -0.822)    8.008
   2.646   (  -0.049   -1.407   -1.464)    2.031
   2.765   (  -2.433    1.378   -0.339)    2.816
   2.795   (  -0.400    1.127   -0.018)    1.196
   2.821   (   2.443    2.603    0.239)    3.578
   2.865   (  -1.659   -0.096   -0.048)    1.662
   2.905   (  -0.943   -1.231   -1.579)    2.213
   2.929   (   0.062   -1.770    0.662)    1.891
   2.984   (  -3.514    2.517    0.267)    4.331
   3.027   (   0.292    1.558    1.203)    1.990
   3.303   (  -0.199   -0.250   -0.261)    0.413
   3.346   (   0.618   -0.680    0.187)    0.937
   3.568   (  -1.558    1.559    0.588)    2.281
   3.583   (  -1.315    1.648   -0.331)    2.134
   3.710   (   4.574   -3.244   -0.055)    5.608
   3.722   (   4.112   -4.170    0.015)    5.857
   4.256   (  -1.896    1.163    0.263)    2.240
   4.301   (  -1.806    1.313   -0.135)    2.237
   4.557   (   4.298    0.105    0.728)    4.361
   4.569   (   2.425   -1.969   -0.404)    3.149
   4.605   (  -1.427   -5.641   -0.259)    5.825
   4.682   (   2.895   -2.034    0.231)    3.546
   7.900   (  -0.118    0.000    0.167)    0.204
   7.971   (   0.656   -0.621   -0.468)    1.017
   8.048   (   2.596   -3.167    0.067)    4.096
   8.060   (   3.245   -2.589    0.120)    4.153
   8.207   (   0.533   -2.164    0.136)    2.233
   8.248   (   1.803   -1.881    0.212)    2.614
   8.317   (  -2.380    2.396    0.208)    3.383
   8.330   (  -2.707    2.715   -0.204)    3.839
   8.487   (   1.303   -1.587   -0.065)    2.054
   8.509   (   0.469   -2.192    0.062)    2.242
   8.567   (   0.337   -1.613    0.155)    1.655
   8.571   (   1.714    0.174    0.183)    1.733
   8.596   (  -0.253   -0.714   -0.013)    0.758
   8.625   (   1.759   -0.684   -0.150)    1.894
   8.740   (  -1.009    5.396   -0.071)    5.490
   8.790   (  -3.298    1.073   -0.315)    3.482
   8.891   (  -1.895    0.000    0.318)    1.922
   8.914   (  -0.196    1.274    0.468)    1.372
   9.046   (  -1.969    3.555   -0.023)    4.064
   9.059   (  -3.241    3.453   -0.892)    4.819
   9.167   (  -0.090    2.458    0.110)    2.462
   9.179   (  -2.616    1.625   -0.027)    3.080
   9.205   (  -0.259    3.553    0.027)    3.562
   9.214   (  -0.952    0.793    0.018)    1.239
   9.338   (  -5.171    3.432   -0.137)    6.208
   9.441   (  -1.175    4.298    0.197)    4.461
   9.720   (  -0.840   -0.277   -0.233)    0.915
   9.751   (  -0.413   -0.002   -1.047)    1.125
   9.836   (   0.900   -0.099   -0.164)    0.920
   9.872   (  -0.606   -1.625    0.124)    1.739
   9.915   (   1.454   -3.037    0.569)    3.415
  10.056   (   3.956   -3.651    0.276)    5.390
======================= Grid point 68 (32/34) =======================
q-point: (-0.33 -0.33  0.33)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 34
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.748   (  -6.818   -0.000    0.158)    6.820
   0.835   (  -1.826   -0.000   -0.608)    1.925
   0.866   (   0.177    0.000   -0.613)    0.638
   0.889   (   0.059    0.000    0.268)    0.274
   0.893   (   0.607    0.000   -0.082)    0.612
   0.917   (   0.496    0.000    0.132)    0.513
   1.075   (  -2.908   -0.000   -0.691)    2.989
   1.099   (  -4.814   -0.000   -0.463)    4.836
   1.127   (  -3.898   -0.000    1.365)    4.130
   1.156   (  -3.678   -0.000   -0.051)    3.679
   1.188   (  -8.683   -0.000   -2.764)    9.112
   1.297   (  -6.814   -0.000   -3.873)    7.837
   1.336   (  -5.496   -0.000    6.128)    8.232
   1.413   (  -4.987   -0.000    0.158)    4.990
   1.471   (  -3.047   -0.000    1.759)    3.518
   1.478   (  -0.545   -0.000   -1.491)    1.587
   1.522   (  -4.985   -0.000    1.688)    5.263
   1.549   (   1.402    0.000   -1.041)    1.746
   1.573   (  -1.458   -0.000   -1.642)    2.196
   1.586   (  -2.583   -0.000    1.657)    3.069
   1.624   (   1.388    0.000    0.449)    1.459
   1.635   (  -4.830   -0.000    0.008)    4.830
   1.660   (   1.998    0.000    0.960)    2.217
   1.668   (   1.920    0.000    1.109)    2.217
   1.696   (   0.930    0.000   -1.505)    1.770
   1.790   (   1.935    0.000   -1.247)    2.301
   1.872   (   2.426    0.000    1.085)    2.658
   1.877   (   5.978    0.000   -0.425)    5.993
   1.901   (   3.531    0.000    0.196)    3.537
   1.912   (   0.725    0.000   -0.829)    1.101
   1.970   (   2.376    0.000   -1.375)    2.745
   1.981   (  -1.368   -0.000   -0.040)    1.368
   2.211   (  -5.413   -0.000   -0.662)    5.454
   2.233   (  -8.774   -0.000    2.749)    9.195
   2.256   (  -6.179   -0.000    1.225)    6.299
   2.304   (  -5.333   -0.000    1.284)    5.485
   2.324   (  -5.852   -0.000   -1.174)    5.968
   2.417   (  -6.862   -0.000   -3.755)    7.822
   2.427   (  -5.744   -0.000   -0.253)    5.749
   2.448   (  -8.053   -0.000   -0.318)    8.059
   2.560   (   2.084    0.000    3.484)    4.060
   2.650   (   0.014    0.000   -1.133)    1.133
   2.683   (  -0.087   -0.000    1.754)    1.757
   2.690   (   4.230    0.000   -1.447)    4.471
   2.757   (  -1.665   -0.000   -0.195)    1.676
   2.812   (  -1.077   -0.000   -0.165)    1.089
   2.838   (   1.509    0.000   -1.090)    1.862
   2.845   (  -1.398   -0.000   -0.247)    1.420
   2.895   (   0.026    0.000    0.795)    0.796
   2.926   (   2.720    0.000    0.518)    2.769
   3.054   (  -5.264   -0.000    0.179)    5.267
   3.114   (  -4.947   -0.000   -0.662)    4.991
   3.280   (  -0.934   -0.000   -0.622)    1.122
   3.282   (  -1.171   -0.000    0.794)    1.415
   3.603   (  -3.649   -0.000    0.011)    3.649
   3.608   (  -3.395   -0.000    0.186)    3.400
   3.657   (  10.089    0.000   -0.434)   10.098
   3.670   (  10.620    0.000    0.435)   10.629
   4.306   (  -1.188   -0.000    0.290)    1.223
   4.366   (  -1.738   -0.000    0.006)    1.738
   4.429   (  -1.617   -0.000    0.926)    1.863
   4.467   (  -0.115   -0.000   -1.686)    1.689
   4.579   (   6.078    0.000    0.689)    6.116
   4.679   (   7.808    0.000    0.097)    7.808
   7.942   (   2.299    0.000   -0.044)    2.300
   7.954   (   2.299    0.000    0.275)    2.316
   7.988   (   3.452    0.000   -0.198)    3.457
   7.994   (   2.928    0.000    0.066)    2.929
   8.173   (   0.857    0.000    0.027)    0.857
   8.213   (   2.043    0.000    0.024)    2.044
   8.366   (  -1.412   -0.000   -0.044)    1.412
   8.410   (  -0.362   -0.000   -0.082)    0.371
   8.470   (  -3.273   -0.000    0.178)    3.278
   8.475   (  -3.034   -0.000   -0.120)    3.036
   8.490   (   0.028    0.000    0.166)    0.168
   8.515   (   1.083    0.000   -0.295)    1.123
   8.620   (   1.610    0.000    0.391)    1.657
   8.622   (   3.097    0.000   -0.230)    3.105
   8.793   (  -0.565   -0.000   -0.513)    0.763
   8.821   (   0.797    0.000   -0.825)    1.147
   8.891   (  -3.880   -0.000    1.514)    4.165
   8.938   (  -2.448   -0.000    0.694)    2.545
   9.141   (  -4.391   -0.000   -0.364)    4.406
   9.168   (  -5.049   -0.000   -0.302)    5.058
   9.179   (  -5.381   -0.000   -0.241)    5.387
   9.190   (  -2.629   -0.000   -0.060)    2.630
   9.224   (  -2.741   -0.000    0.239)    2.752
   9.239   (  -3.023   -0.000    0.124)    3.026
   9.425   (  -6.025   -0.000    0.835)    6.083
   9.563   (  -2.009   -0.000   -2.732)    3.391
   9.745   (  -0.209   -0.000    1.144)    1.163
   9.785   (   0.495    0.000   -0.096)    0.505
   9.800   (   0.249    0.000   -1.398)    1.420
   9.837   (   3.698    0.000    1.061)    3.847
   9.869   (   1.389    0.000    0.367)    1.437
   9.906   (   3.047    0.000   -0.041)    3.047
======================= Grid point 69 (33/34) =======================
q-point: (-0.17 -0.33  0.33)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 54
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.669   (  -9.392   -5.468    0.482)   10.878
   0.761   (  -7.665    3.679    1.505)    8.634
   0.863   (   0.521    0.712   -0.069)    0.885
   0.865   (   0.216    2.293   -1.103)    2.554
   0.906   (  -1.197    0.421   -0.536)    1.378
   0.914   (  -2.179    1.213   -0.901)    2.652
   0.923   (  -3.135    1.534   -1.274)    3.716
   1.025   (  -4.356    3.955   -2.412)    6.359
   1.063   (  -3.713   -0.877    0.131)    3.818
   1.077   (  -6.483   -3.500    0.452)    7.381
   1.118   (  -3.548   -1.276   -1.265)    3.977
   1.174   (  -7.045    0.282   -0.938)    7.113
   1.246   (  -7.176    0.524    1.153)    7.287
   1.349   (  -5.312    5.229   -0.385)    7.464
   1.383   (  -4.002   -3.923    4.238)    7.027
   1.410   (  -1.119    2.414    2.016)    3.339
   1.512   (  -0.370    0.673    1.375)    1.575
   1.542   (  -1.156   -1.103   -0.412)    1.650
   1.574   (  -2.257   -3.469   -0.065)    4.139
   1.596   (   0.845   -0.660   -0.733)    1.299
   1.606   (   1.562    0.005    0.995)    1.853
   1.636   (  -0.022   -0.160    0.114)    0.198
   1.662   (  -1.155    0.726    0.075)    1.366
   1.708   (   0.310   -2.287    1.353)    2.675
   1.718   (   1.968   -0.495   -0.356)    2.060
   1.795   (  -2.642   -1.105   -3.280)    4.354
   1.828   (  -3.777    1.818   -0.414)    4.212
   1.902   (  -1.190    1.188    1.998)    2.611
   1.913   (   1.146    4.194   -1.280)    4.532
   1.964   (  -3.089    1.644   -0.536)    3.540
   1.969   (   2.589    0.396   -0.518)    2.670
   2.019   (   2.767   -0.999   -0.812)    3.052
   2.050   (  -0.884    3.836    0.012)    3.937
   2.132   (  -2.970    1.109   -1.493)    3.504
   2.166   (  -0.377    4.674   -0.885)    4.772
   2.174   (  -0.718    2.257    1.439)    2.772
   2.313   (  -9.934  -10.321   -0.247)   14.327
   2.339   (  -4.878   -1.357    1.546)    5.294
   2.377   (  -3.968   -1.700   -1.068)    4.447
   2.412   (  -5.967   -7.651   -0.891)    9.743
   2.581   (  -2.440    2.359    0.240)    3.402
   2.591   (   0.024    0.667    2.070)    2.175
   2.696   (  -0.272    1.345    1.551)    2.071
   2.714   (  -3.175   -0.625    0.448)    3.267
   2.744   (   3.645    0.660   -2.000)    4.210
   2.780   (  -3.686    1.315   -0.307)    3.926
   2.824   (  -1.543   -3.372   -0.885)    3.812
   2.863   (  -1.163   -2.853    0.267)    3.092
   2.894   (   0.398    2.633    0.663)    2.744
   2.915   (   1.101    2.490    0.302)    2.739
   3.014   (  -1.341    3.582   -0.068)    3.825
   3.042   (  -0.164   -1.525   -0.191)    1.545
   3.283   (  -0.029   -0.685    0.812)    1.063
   3.302   (  -0.226   -2.830   -0.833)    2.959
   3.544   (  -3.378    0.039    0.262)    3.388
   3.555   (  -3.373   -0.120   -0.027)    3.376
   3.792   (   7.659    0.614   -0.071)    7.683
   3.807   (   7.882    1.149   -0.009)    7.965
   4.271   (  -0.210    2.435    0.119)    2.447
   4.312   (  -0.841    2.564    0.062)    2.699
   4.456   (  -2.891   -5.403    0.331)    6.136
   4.505   (  -0.798   -5.022   -1.948)    5.445
   4.670   (   5.927    0.884    2.544)    6.510
   4.783   (   7.186    1.584   -0.492)    7.375
   7.946   (   3.055    2.733    0.137)    4.101
   8.008   (   2.916    1.588   -0.526)    3.362
   8.046   (   3.455   -2.861    0.616)    4.528
   8.075   (   3.420   -2.142   -0.119)    4.037
   8.201   (   1.740   -1.079    0.600)    2.134
   8.258   (   2.425   -1.176   -0.564)    2.753
   8.323   (  -1.594    2.598    0.381)    3.072
   8.349   (  -1.510    3.668   -0.072)    3.967
   8.453   (  -1.959   -3.617   -0.160)    4.116
   8.472   (  -1.009   -3.199    0.082)    3.356
   8.517   (   0.249   -1.735    0.464)    1.813
   8.545   (   0.852   -1.301   -0.448)    1.619
   8.620   (  -0.958    0.703    0.534)    1.303
   8.649   (   0.296   -0.189   -0.727)    0.807
   8.754   (  -4.345    2.380   -0.280)    4.962
   8.802   (   0.589    2.826   -0.021)    2.887
   8.858   (  -1.957   -0.295    1.515)    2.493
   8.917   (  -0.168   -0.605    0.297)    0.694
   9.022   (  -6.834    1.149    0.119)    6.931
   9.055   (  -4.237    2.960   -1.206)    5.307
   9.094   (  -6.500   -1.393   -0.026)    6.648
   9.156   (  -3.134   -0.011    0.187)    3.140
   9.180   (  -3.430    0.780   -0.082)    3.519
   9.190   (  -2.981   -1.285   -0.202)    3.253
   9.332   (  -3.168    2.344    0.446)    3.966
   9.477   (  -2.959    3.687   -4.135)    6.281
   9.731   (   0.875    1.894    1.486)    2.561
   9.781   (   1.629    1.946   -0.241)    2.549
   9.829   (  -0.270   -2.590   -0.174)    2.610
   9.851   (   0.074    1.439    0.011)    1.441
   9.896   (   1.651   -1.908    0.471)    2.566
  10.047   (   4.346   -6.331    0.363)    7.688
======================= Grid point 75 (34/34) =======================
q-point: (-0.17 -0.17  0.33)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.25e-05 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 
Number of triplets: 33
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.475   ( -11.279   -0.000    5.594)   12.590
   0.665   ( -13.310   -0.000    5.887)   14.554
   0.828   (  -6.789   -0.000   -8.631)   10.981
   0.840   ( -11.897   -0.000   -1.050)   11.943
   0.859   (  -0.575   -0.000    0.087)    0.582
   0.894   (  -0.176   -0.000    0.176)    0.248
   0.907   (  -0.053   -0.000   -0.194)    0.201
   0.913   (  -0.509   -0.000    0.219)    0.554
   0.968   (  -5.005   -0.000    0.636)    5.045
   0.999   ( -12.921   -0.000    9.043)   15.771
   1.045   (  -2.469   -0.000   -2.019)    3.189
   1.068   (  -5.403   -0.000   -3.714)    6.556
   1.080   (  -7.575   -0.000   -2.154)    7.875
   1.299   (   0.003    0.000    3.219)    3.219
   1.383   (  -4.259   -0.000    0.463)    4.284
   1.413   (  -5.287   -0.000   -0.345)    5.299
   1.472   (   0.517    0.000    2.279)    2.337
   1.510   (   1.621    0.000   -1.966)    2.548
   1.522   (  -2.396   -0.000    0.415)    2.432
   1.588   (  -0.861   -0.000   -2.001)    2.178
   1.634   (  -1.755   -0.000   -5.044)    5.341
   1.652   (  -0.897   -0.000    1.452)    1.706
   1.685   (   2.540    0.000   -1.919)    3.184
   1.698   (  -2.048   -0.000   -1.429)    2.498
   1.705   (   0.331    0.000   -1.544)    1.579
   1.749   (   3.719    0.000   -1.205)    3.909
   1.803   (  -3.833   -0.000    0.188)    3.838
   1.821   (  -3.264   -0.000   -0.095)    3.265
   1.904   (  -7.891   -0.000    1.054)    7.961
   1.943   (  -9.612   -0.000   -4.131)   10.462
   2.020   (   1.988    0.000    0.011)    1.988
   2.048   (   1.989    0.000    1.473)    2.475
   2.072   (   3.086    0.000    0.522)    3.130
   2.094   (  -0.235   -0.000   -0.901)    0.931
   2.125   (   1.140    0.000   -0.958)    1.489
   2.139   (  -1.518   -0.000    0.954)    1.793
   2.239   (  -5.827   -0.000    1.261)    5.962
   2.260   (  -5.852   -0.000    0.221)    5.856
   2.278   (  -4.383   -0.000    2.149)    4.882
   2.285   (   3.879    0.000    1.844)    4.295
   2.567   (  -3.735   -0.000    1.974)    4.225
   2.571   (  -4.854   -0.000   -1.386)    5.048
   2.664   (  -0.683   -0.000    3.397)    3.465
   2.716   (  -0.926   -0.000    1.761)    1.990
   2.744   (  -2.524   -0.000   -0.150)    2.528
   2.767   (  -2.726   -0.000   -0.151)    2.731
   2.778   (  -2.158   -0.000   -0.313)    2.181
   2.802   (   3.689    0.000   -2.573)    4.497
   2.937   (   0.640    0.000    1.373)    1.515
   2.957   (   0.338    0.000   -1.231)    1.276
   2.994   (  -0.634   -0.000    0.483)    0.797
   3.011   (  -2.130   -0.000   -1.944)    2.884
   3.298   (   1.824    0.000    0.830)    2.004
   3.298   (   1.992    0.000   -0.184)    2.001
   3.488   (  -3.363   -0.000    0.109)    3.364
   3.498   (  -3.490   -0.000    0.149)    3.493
   3.914   (   6.725    0.000    0.038)    6.725
   3.930   (   6.312    0.000   -0.271)    6.317
   4.297   (   0.061    0.000    0.149)    0.161
   4.334   (  -0.794   -0.000    0.118)    0.803
   4.362   (  -2.718   -0.000    0.624)    2.788
   4.427   (  -2.207   -0.000   -4.194)    4.740
   4.785   (   7.043    0.000    5.406)    8.878
   4.901   (   6.681    0.000   -0.881)    6.739
   8.038   (   3.490    0.000   -0.218)    3.497
   8.061   (   3.636    0.000   -0.249)    3.645
   8.086   (   3.312    0.000    1.589)    3.674
   8.108   (   3.946    0.000   -0.421)    3.968
   8.228   (   2.675    0.000    1.548)    3.090
   8.279   (   1.410    0.000   -1.685)    2.197
   8.351   (  -0.293   -0.000    1.119)    1.157
   8.361   (  -3.677   -0.000   -0.798)    3.763
   8.382   (  -0.233   -0.000    0.838)    0.869
   8.400   (   0.608    0.000   -0.657)    0.895
   8.529   (   1.434    0.000    0.570)    1.543
   8.544   (  -1.634   -0.000    0.045)    1.634
   8.589   (  -2.139   -0.000    0.036)    2.139
   8.611   (  -3.766   -0.000   -0.961)    3.887
   8.723   (  -5.538   -0.000    0.407)    5.553
   8.764   (  -7.953   -0.000   -1.332)    8.064
   8.854   (  -6.930   -0.000    4.472)    8.248
   8.874   (   3.400    0.000    2.477)    4.206
   8.960   (   2.161    0.000   -2.037)    2.970
   9.013   (  -2.470   -0.000   -2.005)    3.181
   9.037   (  -3.739   -0.000    0.227)    3.746
   9.070   (  -5.307   -0.000   -2.853)    6.026
   9.135   (  -2.835   -0.000   -0.009)    2.835
   9.137   (  -3.145   -0.000    0.019)    3.145
   9.295   (  -3.876   -0.000    0.263)    3.885
   9.405   (  -7.751   -0.000  -10.353)   12.933
   9.776   (   1.101    0.000    0.679)    1.294
   9.795   (   0.205    0.000   -0.236)    0.313
   9.822   (   1.050    0.000    1.684)    1.985
   9.853   (  -1.348   -0.000    0.010)    1.348
   9.996   (   3.547    0.000    3.156)    4.748
  10.007   (   6.054    0.000    0.158)    6.056
=================== End of collection of collisions ===================
----------- Thermal conductivity (W/m-k) with tetrahedron method -----------
#  T(K)        xx         yy         zz         yz         xz         xy        #ipm
    0.0      0.000      0.000      0.000      0.000      0.000      0.000 3/10368
   10.0      6.223      4.969      3.898      0.000      0.095      0.000 3/10368
   20.0      2.033      1.742      1.142      0.000      0.033      0.000 3/10368
   30.0      1.276      1.108      0.654      0.000      0.018      0.000 3/10368
   40.0      0.969      0.846      0.463      0.000      0.012      0.000 3/10368
   50.0      0.795      0.697      0.361      0.000      0.009      0.000 3/10368
   60.0      0.681      0.598      0.297      0.000      0.007      0.000 3/10368
   70.0      0.599      0.527      0.254      0.000      0.006      0.000 3/10368
   80.0      0.536      0.473      0.222      0.000      0.006      0.000 3/10368
   90.0      0.488      0.431      0.198      0.000      0.005      0.000 3/10368
  100.0      0.448      0.396      0.179      0.000      0.005      0.000 3/10368
  110.0      0.415      0.368      0.163      0.000      0.004      0.000 3/10368
  120.0      0.387      0.343      0.150      0.000      0.004      0.000 3/10368
  130.0      0.362      0.322      0.139      0.000      0.004      0.000 3/10368
  140.0      0.341      0.303      0.130      0.000      0.004      0.000 3/10368
  150.0      0.322      0.287      0.122      0.000      0.003      0.000 3/10368
  160.0      0.305      0.272      0.115      0.000      0.003      0.000 3/10368
  170.0      0.290      0.259      0.108      0.000      0.003      0.000 3/10368
  180.0      0.276      0.247      0.103      0.000      0.003      0.000 3/10368
  190.0      0.264      0.236      0.098      0.000      0.003      0.000 3/10368
  200.0      0.253      0.226      0.093      0.000      0.003      0.000 3/10368
  210.0      0.242      0.217      0.089      0.000      0.003      0.000 3/10368
  220.0      0.232      0.208      0.085      0.000      0.003      0.000 3/10368
  230.0      0.223      0.200      0.082      0.000      0.003      0.000 3/10368
  240.0      0.215      0.193      0.078      0.000      0.002      0.000 3/10368
  250.0      0.207      0.186      0.075      0.000      0.002      0.000 3/10368
  260.0      0.200      0.180      0.073      0.000      0.002      0.000 3/10368
  270.0      0.194      0.174      0.070      0.000      0.002      0.000 3/10368
  280.0      0.187      0.168      0.068      0.000      0.002      0.000 3/10368
  290.0      0.181      0.163      0.065      0.000      0.002      0.000 3/10368
  300.0      0.176      0.158      0.063      0.000      0.002      0.000 3/10368
  310.0      0.171      0.153      0.061      0.000      0.002      0.000 3/10368
  320.0      0.166      0.149      0.060      0.000      0.002      0.000 3/10368
  330.0      0.161      0.145      0.058      0.000      0.002      0.000 3/10368
  340.0      0.157      0.141      0.056      0.000      0.002      0.000 3/10368
  350.0      0.152      0.137      0.055      0.000      0.002      0.000 3/10368
  360.0      0.149      0.134      0.053      0.000      0.002      0.000 3/10368
  370.0      0.145      0.130      0.052      0.000      0.002      0.000 3/10368
  380.0      0.141      0.127      0.050      0.000      0.002      0.000 3/10368
  390.0      0.138      0.124      0.049      0.000      0.002      0.000 3/10368
  400.0      0.135      0.121      0.048      0.000      0.002      0.000 3/10368
  410.0      0.131      0.118      0.047      0.000      0.002      0.000 3/10368
  420.0      0.128      0.116      0.046      0.000      0.002      0.000 3/10368
  430.0      0.126      0.113      0.045      0.000      0.001      0.000 3/10368
  440.0      0.123      0.111      0.044      0.000      0.001      0.000 3/10368
  450.0      0.120      0.108      0.043      0.000      0.001      0.000 3/10368
  460.0      0.118      0.106      0.042      0.000      0.001      0.000 3/10368
  470.0      0.115      0.104      0.041      0.000      0.001      0.000 3/10368
  480.0      0.113      0.102      0.040      0.000      0.001      0.000 3/10368
  490.0      0.111      0.100      0.039      0.000      0.001      0.000 3/10368
  500.0      0.109      0.098      0.039      0.000      0.001      0.000 3/10368
  510.0      0.107      0.096      0.038      0.000      0.001      0.000 3/10368
  520.0      0.105      0.094      0.037      0.000      0.001      0.000 3/10368
  530.0      0.103      0.093      0.036      0.000      0.001      0.000 3/10368
  540.0      0.101      0.091      0.036      0.000      0.001      0.000 3/10368
  550.0      0.099      0.089      0.035      0.000      0.001      0.000 3/10368
  560.0      0.098      0.088      0.034      0.000      0.001      0.000 3/10368
  570.0      0.096      0.086      0.034      0.000      0.001      0.000 3/10368
  580.0      0.094      0.085      0.033      0.000      0.001      0.000 3/10368
  590.0      0.093      0.084      0.033      0.000      0.001      0.000 3/10368
  600.0      0.091      0.082      0.032      0.000      0.001      0.000 3/10368
  610.0      0.090      0.081      0.032      0.000      0.001      0.000 3/10368
  620.0      0.088      0.080      0.031      0.000      0.001      0.000 3/10368
  630.0      0.087      0.079      0.031      0.000      0.001      0.000 3/10368
  640.0      0.086      0.077      0.030      0.000      0.001      0.000 3/10368
  650.0      0.084      0.076      0.030      0.000      0.001      0.000 3/10368
  660.0      0.083      0.075      0.029      0.000      0.001      0.000 3/10368
  670.0      0.082      0.074      0.029      0.000      0.001      0.000 3/10368
  680.0      0.081      0.073      0.028      0.000      0.001      0.000 3/10368
  690.0      0.080      0.072      0.028      0.000      0.001      0.000 3/10368
  700.0      0.079      0.071      0.028      0.000      0.001      0.000 3/10368
  710.0      0.077      0.070      0.027      0.000      0.001      0.000 3/10368
  720.0      0.076      0.069      0.027      0.000      0.001      0.000 3/10368
  730.0      0.075      0.068      0.027      0.000      0.001      0.000 3/10368
  740.0      0.074      0.067      0.026      0.000      0.001      0.000 3/10368
  750.0      0.073      0.066      0.026      0.000      0.001      0.000 3/10368
  760.0      0.072      0.065      0.026      0.000      0.001      0.000 3/10368
  770.0      0.072      0.065      0.025      0.000      0.001      0.000 3/10368
  780.0      0.071      0.064      0.025      0.000      0.001      0.000 3/10368
  790.0      0.070      0.063      0.025      0.000      0.001      0.000 3/10368
  800.0      0.069      0.062      0.024      0.000      0.001      0.000 3/10368
  810.0      0.068      0.061      0.024      0.000      0.001      0.000 3/10368
  820.0      0.067      0.061      0.024      0.000      0.001      0.000 3/10368
  830.0      0.067      0.060      0.023      0.000      0.001      0.000 3/10368
  840.0      0.066      0.059      0.023      0.000      0.001      0.000 3/10368
  850.0      0.065      0.059      0.023      0.000      0.001      0.000 3/10368
  860.0      0.064      0.058      0.023      0.000      0.001      0.000 3/10368
  870.0      0.064      0.057      0.022      0.000      0.001      0.000 3/10368
  880.0      0.063      0.057      0.022      0.000      0.001      0.000 3/10368
  890.0      0.062      0.056      0.022      0.000      0.001      0.000 3/10368
  900.0      0.061      0.055      0.022      0.000      0.001      0.000 3/10368
  910.0      0.061      0.055      0.021      0.000      0.001      0.000 3/10368
  920.0      0.060      0.054      0.021      0.000      0.001      0.000 3/10368
  930.0      0.059      0.054      0.021      0.000      0.001      0.000 3/10368
  940.0      0.059      0.053      0.021      0.000      0.001      0.000 3/10368
  950.0      0.058      0.053      0.020      0.000      0.001      0.000 3/10368
  960.0      0.058      0.052      0.020      0.000      0.001      0.000 3/10368
  970.0      0.057      0.052      0.020      0.000      0.001      0.000 3/10368
  980.0      0.057      0.051      0.020      0.000      0.001      0.000 3/10368
  990.0      0.056      0.051      0.020      0.000      0.001      0.000 3/10368
 1000.0      0.055      0.050      0.019      0.000      0.001      0.000 3/10368

Thermal conductivity related properties were written into 
"kappa-m663.hdf5".
Summary of calculation was written in "phono3py.yaml".
-------------------------[time 2026-01-08 15:07:37]-------------------------
                 _
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  / _ \ '_ \ / _` |
 |  __/ | | | (_| |
  \___|_| |_|\__,_|

