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

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

-------------------------[time 2026-01-08 06:06:34]-------------------------
Compiled with OpenMP support (max 128 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 2 1]
  Primitive matrix:
    [1. 0. 0.]
    [0. 1. 0.]
    [0. 0. 1.]
Spacegroup: P3_1 (144)
Number of symmetry operations in supercell: 12
------------------------------ primitive cell ------------------------------
Lattice vectors:
  a    8.095745262323787    0.000000000000000    0.000000000000000
  b   -4.047872631161893    7.011121059739913    0.000000000000000
  c    0.000000000000000    0.000000000000000   10.244913120000000
Atomic positions (fractional):
   *1 F   0.93738290564045  0.05733031602775  0.69335198270406  18.998
    2 F   0.11994741038730  0.06261709435955  0.36001864937073  18.998
    3 F   0.94266968397225  0.88005258961269  0.02668531603740  18.998
   *4 F   0.20376553509964  0.02500312092258  0.84077492620791  18.998
    5 F   0.82123758582294  0.79623446490036  0.50744159287457  18.998
    6 F   0.97499687907742  0.17876241417706  0.17410825954124  18.998
   *7 F   0.79922895066530  0.50864582504296  0.09907038366336  18.998
    8 F   0.70941687437766  0.20077104933470  0.76573705033003  18.998
    9 F   0.49135417495704  0.29058312562234  0.43240371699670  18.998
  *10 F   0.27800175827333  0.47441373676426  0.63571917769979  18.998
   11 F   0.19641197849094  0.72199824172667  0.30238584436645  18.998
   12 F   0.52558626323574  0.80358802150906  0.96905251103312  18.998
  *13 F   0.67792059309566  0.74162068804983  0.24383644650580  18.998
   14 F   0.25837931195017  0.93629990504584  0.57716977983913  18.998
   15 F   0.06370009495416  0.32207940690434  0.91050311317247  18.998
  *16 F   0.65497030026493  0.12951355028247  0.27303257724496  18.998
   17 F   0.87048644971753  0.52545674998246  0.60636591057829  18.998
   18 F   0.47454325001754  0.34502969973507  0.93969924391163  18.998
  *19 F   0.94430432758456  0.27306547007628  0.47359955519050  18.998
   20 F   0.72693452992372  0.67123885750828  0.80693288852384  18.998
   21 F   0.32876114249172  0.05569567241544  0.14026622185717  18.998
  *22 F   0.53611193266048  0.88129483266869  0.45638238265556  18.998
   23 F   0.11870516733131  0.65481709999179  0.78971571598890  18.998
   24 F   0.34518290000821  0.46388806733952  0.12304904932223  18.998
  *25 K   0.68598043589244  0.16732258183230  0.02038415982043  39.098
   26 K   0.83267741816770  0.51865785406015  0.35371749315377  39.098
   27 K   0.48134214593985  0.31401956410756  0.68705082648710  39.098
  *28 K   0.51415683549726  0.83242398771195  0.70925308414568  39.098
   29 K   0.16757601228805  0.68173284778531  0.04258641747902  39.098
   30 K   0.31826715221469  0.48584316450274  0.37591975081235  39.098
  *31 Tl  0.64341875002750  0.63609662717836  0.02998611679204 204.383
   32 Tl  0.36390337282164  0.00732212284914  0.36331945012537 204.383
   33 Tl  0.99267787715086  0.35658124997250  0.69665278345871 204.383
  *34 Tl  0.82596039404974  0.00577021847292  0.36027582736989 204.383
   35 Tl  0.99422978152708  0.82019017557683  0.69360916070322 204.383
   36 Tl  0.17980982442317  0.17403960595025  0.02694249403656 204.383
-------------------------------- unit cell ---------------------------------
Lattice vectors:
  a    8.095745262323787    0.000000000000000    0.000000000000000
  b   -4.047872631161893    7.011121059739913    0.000000000000000
  c    0.000000000000000    0.000000000000000   10.244913120000000
Atomic positions (fractional):
   *1 F   0.93738290564045  0.05733031602775  0.69335198270406  18.998 > 1
    2 F   0.11994741038730  0.06261709435955  0.36001864937073  18.998 > 2
    3 F   0.94266968397225  0.88005258961269  0.02668531603740  18.998 > 3
   *4 F   0.20376553509964  0.02500312092258  0.84077492620791  18.998 > 4
    5 F   0.82123758582294  0.79623446490036  0.50744159287457  18.998 > 5
    6 F   0.97499687907742  0.17876241417706  0.17410825954124  18.998 > 6
   *7 F   0.79922895066530  0.50864582504296  0.09907038366336  18.998 > 7
    8 F   0.70941687437766  0.20077104933470  0.76573705033003  18.998 > 8
    9 F   0.49135417495704  0.29058312562234  0.43240371699670  18.998 > 9
  *10 F   0.27800175827333  0.47441373676426  0.63571917769979  18.998 > 10
   11 F   0.19641197849094  0.72199824172667  0.30238584436645  18.998 > 11
   12 F   0.52558626323574  0.80358802150906  0.96905251103312  18.998 > 12
  *13 F   0.67792059309566  0.74162068804983  0.24383644650580  18.998 > 13
   14 F   0.25837931195017  0.93629990504584  0.57716977983913  18.998 > 14
   15 F   0.06370009495416  0.32207940690434  0.91050311317247  18.998 > 15
  *16 F   0.65497030026493  0.12951355028247  0.27303257724496  18.998 > 16
   17 F   0.87048644971753  0.52545674998246  0.60636591057829  18.998 > 17
   18 F   0.47454325001754  0.34502969973507  0.93969924391163  18.998 > 18
  *19 F   0.94430432758456  0.27306547007628  0.47359955519050  18.998 > 19
   20 F   0.72693452992372  0.67123885750828  0.80693288852384  18.998 > 20
   21 F   0.32876114249172  0.05569567241544  0.14026622185717  18.998 > 21
  *22 F   0.53611193266048  0.88129483266869  0.45638238265556  18.998 > 22
   23 F   0.11870516733131  0.65481709999179  0.78971571598890  18.998 > 23
   24 F   0.34518290000821  0.46388806733952  0.12304904932223  18.998 > 24
  *25 K   0.68598043589244  0.16732258183230  0.02038415982043  39.098 > 25
   26 K   0.83267741816770  0.51865785406015  0.35371749315377  39.098 > 26
   27 K   0.48134214593985  0.31401956410756  0.68705082648710  39.098 > 27
  *28 K   0.51415683549726  0.83242398771195  0.70925308414568  39.098 > 28
   29 K   0.16757601228805  0.68173284778531  0.04258641747902  39.098 > 29
   30 K   0.31826715221469  0.48584316450274  0.37591975081235  39.098 > 30
  *31 Tl  0.64341875002750  0.63609662717836  0.02998611679204 204.383 > 31
   32 Tl  0.36390337282164  0.00732212284914  0.36331945012537 204.383 > 32
   33 Tl  0.99267787715086  0.35658124997250  0.69665278345871 204.383 > 33
  *34 Tl  0.82596039404974  0.00577021847292  0.36027582736989 204.383 > 34
   35 Tl  0.99422978152708  0.82019017557683  0.69360916070322 204.383 > 35
   36 Tl  0.17980982442317  0.17403960595025  0.02694249403656 204.383 > 36
-------------------------------- super cell --------------------------------
Lattice vectors:
  a   16.191490524647573    0.000000000000000    0.000000000000000
  b   -8.095745262323787   14.022242119479825    0.000000000000000
  c    0.000000000000000    0.000000000000000   10.244913120000000
Atomic positions (fractional):
   *1 F   0.46869145282022  0.02866515801388  0.69335198270406  18.998 > 1
    2 F   0.96869145282022  0.02866515801388  0.69335198270406  18.998 > 1
    3 F   0.46869145282022  0.52866515801388  0.69335198270406  18.998 > 1
    4 F   0.96869145282022  0.52866515801388  0.69335198270406  18.998 > 1
    5 F   0.05997370519365  0.03130854717978  0.36001864937073  18.998 > 2
    6 F   0.55997370519365  0.03130854717978  0.36001864937073  18.998 > 2
    7 F   0.05997370519365  0.53130854717978  0.36001864937073  18.998 > 2
    8 F   0.55997370519365  0.53130854717978  0.36001864937073  18.998 > 2
    9 F   0.47133484198612  0.44002629480635  0.02668531603740  18.998 > 3
   10 F   0.97133484198612  0.44002629480635  0.02668531603740  18.998 > 3
   11 F   0.47133484198612  0.94002629480635  0.02668531603740  18.998 > 3
   12 F   0.97133484198612  0.94002629480635  0.02668531603740  18.998 > 3
  *13 F   0.10188276754982  0.01250156046129  0.84077492620791  18.998 > 4
   14 F   0.60188276754982  0.01250156046129  0.84077492620791  18.998 > 4
   15 F   0.10188276754982  0.51250156046129  0.84077492620791  18.998 > 4
   16 F   0.60188276754982  0.51250156046129  0.84077492620791  18.998 > 4
   17 F   0.41061879291147  0.39811723245018  0.50744159287457  18.998 > 5
   18 F   0.91061879291147  0.39811723245018  0.50744159287457  18.998 > 5
   19 F   0.41061879291147  0.89811723245018  0.50744159287457  18.998 > 5
   20 F   0.91061879291147  0.89811723245018  0.50744159287457  18.998 > 5
   21 F   0.48749843953871  0.08938120708853  0.17410825954124  18.998 > 6
   22 F   0.98749843953871  0.08938120708853  0.17410825954124  18.998 > 6
   23 F   0.48749843953871  0.58938120708853  0.17410825954124  18.998 > 6
   24 F   0.98749843953871  0.58938120708853  0.17410825954124  18.998 > 6
  *25 F   0.39961447533265  0.25432291252148  0.09907038366336  18.998 > 7
   26 F   0.89961447533265  0.25432291252148  0.09907038366336  18.998 > 7
   27 F   0.39961447533265  0.75432291252148  0.09907038366336  18.998 > 7
   28 F   0.89961447533265  0.75432291252148  0.09907038366336  18.998 > 7
   29 F   0.35470843718883  0.10038552466735  0.76573705033003  18.998 > 8
   30 F   0.85470843718883  0.10038552466735  0.76573705033003  18.998 > 8
   31 F   0.35470843718883  0.60038552466735  0.76573705033003  18.998 > 8
   32 F   0.85470843718883  0.60038552466735  0.76573705033003  18.998 > 8
   33 F   0.24567708747852  0.14529156281117  0.43240371699670  18.998 > 9
   34 F   0.74567708747852  0.14529156281117  0.43240371699670  18.998 > 9
   35 F   0.24567708747852  0.64529156281117  0.43240371699670  18.998 > 9
   36 F   0.74567708747852  0.64529156281117  0.43240371699670  18.998 > 9
  *37 F   0.13900087913666  0.23720686838213  0.63571917769979  18.998 > 10
   38 F   0.63900087913666  0.23720686838213  0.63571917769979  18.998 > 10
   39 F   0.13900087913666  0.73720686838213  0.63571917769979  18.998 > 10
   40 F   0.63900087913666  0.73720686838213  0.63571917769979  18.998 > 10
   41 F   0.09820598924547  0.36099912086334  0.30238584436645  18.998 > 11
   42 F   0.59820598924547  0.36099912086334  0.30238584436645  18.998 > 11
   43 F   0.09820598924547  0.86099912086334  0.30238584436645  18.998 > 11
   44 F   0.59820598924547  0.86099912086334  0.30238584436645  18.998 > 11
   45 F   0.26279313161787  0.40179401075453  0.96905251103312  18.998 > 12
   46 F   0.76279313161787  0.40179401075453  0.96905251103312  18.998 > 12
   47 F   0.26279313161787  0.90179401075453  0.96905251103312  18.998 > 12
   48 F   0.76279313161787  0.90179401075453  0.96905251103312  18.998 > 12
  *49 F   0.33896029654783  0.37081034402491  0.24383644650580  18.998 > 13
   50 F   0.83896029654783  0.37081034402491  0.24383644650580  18.998 > 13
   51 F   0.33896029654783  0.87081034402491  0.24383644650580  18.998 > 13
   52 F   0.83896029654783  0.87081034402491  0.24383644650580  18.998 > 13
   53 F   0.12918965597509  0.46814995252292  0.57716977983913  18.998 > 14
   54 F   0.62918965597509  0.46814995252292  0.57716977983913  18.998 > 14
   55 F   0.12918965597509  0.96814995252292  0.57716977983913  18.998 > 14
   56 F   0.62918965597509  0.96814995252292  0.57716977983913  18.998 > 14
   57 F   0.03185004747708  0.16103970345217  0.91050311317247  18.998 > 15
   58 F   0.53185004747708  0.16103970345217  0.91050311317247  18.998 > 15
   59 F   0.03185004747708  0.66103970345217  0.91050311317247  18.998 > 15
   60 F   0.53185004747708  0.66103970345217  0.91050311317247  18.998 > 15
  *61 F   0.32748515013246  0.06475677514123  0.27303257724496  18.998 > 16
   62 F   0.82748515013246  0.06475677514123  0.27303257724496  18.998 > 16
   63 F   0.32748515013246  0.56475677514123  0.27303257724496  18.998 > 16
   64 F   0.82748515013246  0.56475677514123  0.27303257724496  18.998 > 16
   65 F   0.43524322485877  0.26272837499123  0.60636591057829  18.998 > 17
   66 F   0.93524322485877  0.26272837499123  0.60636591057829  18.998 > 17
   67 F   0.43524322485877  0.76272837499123  0.60636591057829  18.998 > 17
   68 F   0.93524322485877  0.76272837499123  0.60636591057829  18.998 > 17
   69 F   0.23727162500877  0.17251484986754  0.93969924391163  18.998 > 18
   70 F   0.73727162500877  0.17251484986754  0.93969924391163  18.998 > 18
   71 F   0.23727162500877  0.67251484986754  0.93969924391163  18.998 > 18
   72 F   0.73727162500877  0.67251484986754  0.93969924391163  18.998 > 18
  *73 F   0.47215216379228  0.13653273503814  0.47359955519050  18.998 > 19
   74 F   0.97215216379228  0.13653273503814  0.47359955519050  18.998 > 19
   75 F   0.47215216379228  0.63653273503814  0.47359955519050  18.998 > 19
   76 F   0.97215216379228  0.63653273503814  0.47359955519050  18.998 > 19
   77 F   0.36346726496186  0.33561942875414  0.80693288852384  18.998 > 20
   78 F   0.86346726496186  0.33561942875414  0.80693288852384  18.998 > 20
   79 F   0.36346726496186  0.83561942875414  0.80693288852384  18.998 > 20
   80 F   0.86346726496186  0.83561942875414  0.80693288852384  18.998 > 20
   81 F   0.16438057124586  0.02784783620772  0.14026622185717  18.998 > 21
   82 F   0.66438057124586  0.02784783620772  0.14026622185717  18.998 > 21
   83 F   0.16438057124586  0.52784783620772  0.14026622185717  18.998 > 21
   84 F   0.66438057124586  0.52784783620772  0.14026622185717  18.998 > 21
  *85 F   0.26805596633024  0.44064741633435  0.45638238265556  18.998 > 22
   86 F   0.76805596633024  0.44064741633435  0.45638238265556  18.998 > 22
   87 F   0.26805596633024  0.94064741633435  0.45638238265556  18.998 > 22
   88 F   0.76805596633024  0.94064741633435  0.45638238265556  18.998 > 22
   89 F   0.05935258366565  0.32740854999589  0.78971571598890  18.998 > 23
   90 F   0.55935258366565  0.32740854999589  0.78971571598890  18.998 > 23
   91 F   0.05935258366565  0.82740854999589  0.78971571598890  18.998 > 23
   92 F   0.55935258366565  0.82740854999589  0.78971571598890  18.998 > 23
   93 F   0.17259145000411  0.23194403366976  0.12304904932223  18.998 > 24
   94 F   0.67259145000411  0.23194403366976  0.12304904932223  18.998 > 24
   95 F   0.17259145000411  0.73194403366976  0.12304904932223  18.998 > 24
   96 F   0.67259145000411  0.73194403366976  0.12304904932223  18.998 > 24
  *97 K   0.34299021794622  0.08366129091615  0.02038415982043  39.098 > 25
   98 K   0.84299021794622  0.08366129091615  0.02038415982043  39.098 > 25
   99 K   0.34299021794622  0.58366129091615  0.02038415982043  39.098 > 25
  100 K   0.84299021794622  0.58366129091615  0.02038415982043  39.098 > 25
  101 K   0.41633870908385  0.25932892703007  0.35371749315377  39.098 > 26
  102 K   0.91633870908385  0.25932892703007  0.35371749315377  39.098 > 26
  103 K   0.41633870908385  0.75932892703007  0.35371749315377  39.098 > 26
  104 K   0.91633870908385  0.75932892703007  0.35371749315377  39.098 > 26
  105 K   0.24067107296993  0.15700978205378  0.68705082648710  39.098 > 27
  106 K   0.74067107296993  0.15700978205378  0.68705082648710  39.098 > 27
  107 K   0.24067107296993  0.65700978205378  0.68705082648710  39.098 > 27
  108 K   0.74067107296993  0.65700978205378  0.68705082648710  39.098 > 27
 *109 K   0.25707841774863  0.41621199385598  0.70925308414568  39.098 > 28
  110 K   0.75707841774863  0.41621199385598  0.70925308414568  39.098 > 28
  111 K   0.25707841774863  0.91621199385598  0.70925308414568  39.098 > 28
  112 K   0.75707841774863  0.91621199385598  0.70925308414568  39.098 > 28
  113 K   0.08378800614402  0.34086642389266  0.04258641747902  39.098 > 29
  114 K   0.58378800614402  0.34086642389266  0.04258641747902  39.098 > 29
  115 K   0.08378800614402  0.84086642389266  0.04258641747902  39.098 > 29
  116 K   0.58378800614402  0.84086642389266  0.04258641747902  39.098 > 29
  117 K   0.15913357610734  0.24292158225137  0.37591975081235  39.098 > 30
  118 K   0.65913357610734  0.24292158225137  0.37591975081235  39.098 > 30
  119 K   0.15913357610734  0.74292158225137  0.37591975081235  39.098 > 30
  120 K   0.65913357610734  0.74292158225137  0.37591975081235  39.098 > 30
 *121 Tl  0.32170937501375  0.31804831358918  0.02998611679204 204.383 > 31
  122 Tl  0.82170937501375  0.31804831358918  0.02998611679204 204.383 > 31
  123 Tl  0.32170937501375  0.81804831358918  0.02998611679204 204.383 > 31
  124 Tl  0.82170937501375  0.81804831358918  0.02998611679204 204.383 > 31
  125 Tl  0.18195168641082  0.00366106142457  0.36331945012537 204.383 > 32
  126 Tl  0.68195168641082  0.00366106142457  0.36331945012537 204.383 > 32
  127 Tl  0.18195168641082  0.50366106142457  0.36331945012537 204.383 > 32
  128 Tl  0.68195168641082  0.50366106142457  0.36331945012537 204.383 > 32
  129 Tl  0.49633893857543  0.17829062498625  0.69665278345871 204.383 > 33
  130 Tl  0.99633893857543  0.17829062498625  0.69665278345871 204.383 > 33
  131 Tl  0.49633893857543  0.67829062498625  0.69665278345871 204.383 > 33
  132 Tl  0.99633893857543  0.67829062498625  0.69665278345871 204.383 > 33
 *133 Tl  0.41298019702487  0.00288510923646  0.36027582736989 204.383 > 34
  134 Tl  0.91298019702487  0.00288510923646  0.36027582736989 204.383 > 34
  135 Tl  0.41298019702487  0.50288510923646  0.36027582736989 204.383 > 34
  136 Tl  0.91298019702487  0.50288510923646  0.36027582736989 204.383 > 34
  137 Tl  0.49711489076354  0.41009508778841  0.69360916070322 204.383 > 35
  138 Tl  0.99711489076354  0.41009508778841  0.69360916070322 204.383 > 35
  139 Tl  0.49711489076354  0.91009508778841  0.69360916070322 204.383 > 35
  140 Tl  0.99711489076354  0.91009508778841  0.69360916070322 204.383 > 35
  141 Tl  0.08990491221159  0.08701980297513  0.02694249403656 204.383 > 36
  142 Tl  0.58990491221159  0.08701980297513  0.02694249403656 204.383 > 36
  143 Tl  0.08990491221159  0.58701980297513  0.02694249403656 204.383 > 36
  144 Tl  0.58990491221159  0.58701980297513  0.02694249403656 204.383 > 36
----------------------------------------------------------------------------
NAC parameters were read from "phonopy_mlp_eval_fc2_dataset.yaml.xz".
--------------------------- Dielectric constant ----------------------------
            2.7319366    0.0000022    0.0000000
           -0.0000022    2.7319366    0.0000000
            0.0000000    0.0000000    2.6907460
-------------------------- Born effective charges --------------------------
    1 F    -0.9995224    0.5734092   -0.0412328
            0.5529957   -1.6314867    0.0017428
           -0.0406745   -0.0240393   -0.7083352
    2 F    -1.9612432    0.0022541    0.0221257
           -0.0181594   -0.6697658    0.0348373
           -0.0004814    0.0472448   -0.7083352
    3 F    -0.9857480   -0.5450431    0.0191071
           -0.5654565   -1.6452611   -0.0365800
            0.0411559   -0.0232055   -0.7083352
    4 F    -0.8140111   -0.0732573    0.0348022
           -0.0622312   -1.2148707   -0.5183159
            0.0155145   -0.6116361   -1.6614083
    5 F    -1.0559875    0.2019363   -0.4662759
            0.2129625   -0.9728943    0.2290184
           -0.5374496    0.2923821   -1.6614083
    6 F    -1.1733240   -0.1452182    0.4314737
           -0.1341921   -0.8555578    0.2892976
            0.5219351    0.3192540   -1.6614083
    7 F    -1.2135487    0.1557415   -0.1453131
            0.2191200   -1.0588581    0.0514864
           -0.1529342    0.0602842   -0.9037028
    8 F    -1.2598506   -0.1923876    0.1172451
           -0.1290091   -1.0125563    0.1001016
            0.1286748    0.1023028   -0.9037028
    9 F    -0.9352110   -0.0584216    0.0280680
            0.0049569   -1.3371959   -0.1515881
            0.0242595   -0.1625870   -0.9037028
   10 F    -1.2629873   -0.1577732    0.1392170
           -0.2122068   -0.9897332    0.0358884
            0.1379895    0.0638631   -0.8887412
   11 F    -0.8978407    0.0013893   -0.0385282
           -0.0530443   -1.3548798   -0.1385096
           -0.0136877   -0.1514339   -0.8887412
   12 F    -1.2182527    0.2380343   -0.1006888
            0.1836007   -1.0344678    0.1026212
           -0.1243018    0.0875709   -0.8887412
   13 F    -0.7363149   -0.0587219    0.0205445
           -0.0533527   -1.2974640   -0.5419148
           -0.0087826   -0.6226348   -1.5998607
   14 F    -1.2057064   -0.2176506    0.4590397
           -0.2122814   -0.8280725    0.2887494
            0.5436088    0.3037114   -1.5998607
   15 F    -1.1086470    0.2683187   -0.4795842
            0.2736879   -0.9251319    0.2531654
           -0.5348262    0.3189233   -1.5998607
   16 F    -1.8325529   -0.0052981    0.0188481
            0.0030104   -0.8006042    0.1447381
            0.0593183    0.1320126   -0.9369072
   17 F    -1.0595820    0.4432646   -0.1347709
            0.4515731   -1.5735752   -0.0560461
           -0.1439854   -0.0146352   -0.9369072
   18 F    -1.0576008   -0.4504292    0.1159228
           -0.4421208   -1.5755563   -0.0886919
            0.0846671   -0.1173774   -0.9369072
   19 F    -0.7665307    0.0901111    0.0169221
            0.0589781   -1.2862169   -0.5017703
            0.0247570   -0.5480323   -1.5693338
   20 F    -1.0917378   -0.2467365    0.4260847
           -0.2778695   -0.9610098    0.2655402
            0.4622314    0.2954563   -1.5693338
   21 F    -1.2208529    0.2033249   -0.4430069
            0.1721919   -0.8318947    0.2362301
           -0.4869884    0.2525760   -1.5693338
   22 F    -1.7488259   -0.0116989    0.0171822
            0.0115366   -0.8076786    0.1431574
            0.0009358    0.1414296   -0.9544517
   23 F    -1.0430357    0.3959516   -0.1325691
            0.4191870   -1.5134688   -0.0566985
           -0.1229495   -0.0699044   -0.9544517
   24 F    -1.0428952   -0.4191059    0.1153869
           -0.3958704   -1.5136094   -0.0864590
            0.1220137   -0.0715252   -0.9544517
   25 K     1.2444025   -0.1528991   -0.1192948
           -0.0910064    1.2048634   -0.0346152
           -0.0292748   -0.0377178    1.2438539
   26 K     1.1091341    0.0129091    0.0896250
            0.0748018    1.3401319   -0.0860047
            0.0473020   -0.0064939    1.2438539
   27 K     1.3203623    0.0471509    0.0296697
            0.1090436    1.1289036    0.1206199
           -0.0180272    0.0442116    1.2438539
   28 K     1.2556910    0.1662711    0.1447972
            0.0973893    1.2091841   -0.0507959
            0.0652114   -0.0424266    1.2195814
   29 K     1.3349792   -0.0516123   -0.0284080
           -0.1204941    1.1298960    0.1507960
            0.0041368    0.0776880    1.2195814
   30 K     1.1066425   -0.0113361   -0.1163891
           -0.0802180    1.3582326   -0.1000001
           -0.0693482   -0.0352615    1.2195814
   31 Tl    3.0647860    0.5110859   -0.1417872
            0.5834126    3.6097154    0.0915720
           -0.0374481    0.0638645    3.2781545
   32 Tl    3.9474148   -0.0738267   -0.0084101
           -0.0015000    2.7270866   -0.1685773
           -0.0365842   -0.0643633    3.2781545
   33 Tl    2.9995513   -0.5457493    0.1501973
           -0.4734226    3.6749502    0.0770053
            0.0740324    0.0004988    3.2781545
   34 Tl    3.8293939    0.0592881   -0.0467415
           -0.0113872    3.0431700   -0.0024508
            0.0607992    0.0366875    3.4811512
   35 Tl    3.2604676   -0.3170825    0.0254933
           -0.3877579    3.6120962   -0.0392539
           -0.0621719    0.0343099    3.4811512
   36 Tl    3.2189843    0.3638074    0.0212483
            0.2931321    3.6535796    0.0417048
            0.0013727   -0.0709974    3.4811512
----------------------------------------------------------------------------
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: 432/432
Permutation basis: 23760/23760
Construct permutation basis matrix.
Finding block diagonal structure in projector.
Using scipy connected_components.
Rank of projector: 7848
Number of blocks in projector: 3504
Finding block diagonal structure in projector.
Using scipy connected_components.
Number of blocks in projector (Sum rule): 3
--- Eigsh_solver_block: 1 / 3 ---
Block_size: 3504
Use submatrix version of eigh solver.
(1) Block: 500 / 3504
  (2) Block: 250 / 500
  (2)   235 eigenvectors found.
  (2) Block: 500 / 500
  (2)   220 eigenvectors found.
  (2) Complementary block size: 45
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   6 eigenvectors found.
(1)   461 eigenvectors found.
(1) Block: 1000 / 3504
  (2) Block: 250 / 500
  (2)   222 eigenvectors found.
  (2) Block: 500 / 500
  (2)   224 eigenvectors found.
  (2) Complementary block size: 54
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   8 eigenvectors found.
(1)   454 eigenvectors found.
(1) Block: 1500 / 3504
  (2) Block: 250 / 500
  (2)   222 eigenvectors found.
  (2) Block: 500 / 500
  (2)   224 eigenvectors found.
  (2) Complementary block size: 54
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   12 eigenvectors found.
(1)   458 eigenvectors found.
(1) Block: 2000 / 3504
  (2) Block: 250 / 500
  (2)   218 eigenvectors found.
  (2) Block: 500 / 500
  (2)   219 eigenvectors found.
  (2) Complementary block size: 63
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   24 eigenvectors found.
(1)   461 eigenvectors found.
(1) Block: 2500 / 3504
  (2) Block: 250 / 500
  (2)   224 eigenvectors found.
  (2) Block: 500 / 500
  (2)   220 eigenvectors found.
  (2) Complementary block size: 56
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   25 eigenvectors found.
(1)   469 eigenvectors found.
(1) Block: 3000 / 3504
  (2) Block: 250 / 500
  (2)   224 eigenvectors found.
  (2) Block: 500 / 500
  (2)   224 eigenvectors found.
  (2) Complementary block size: 52
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   25 eigenvectors found.
(1)   473 eigenvectors found.
(1) Block: 3504 / 3504
  (2) Block: 250 / 504
  (2)   227 eigenvectors found.
  (2) Block: 504 / 504
  (2)   239 eigenvectors found.
  (2) Complementary block size: 38
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   15 eigenvectors found.
(1)   481 eigenvectors found.
(1) Complementary block size: 247
(1) Compute compressed projector.
(1) Use standard solver.
(1)   200 eigenvectors found.
--- Eigsh_solver_block: 2 / 3 ---
Block_size: 3456
Use submatrix version of eigh solver.
(1) Block: 500 / 3456
  (2) Block: 250 / 500
  (2)   224 eigenvectors found.
  (2) Block: 500 / 500
  (2)   222 eigenvectors found.
  (2) Complementary block size: 54
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   6 eigenvectors found.
(1)   452 eigenvectors found.
(1) Block: 1000 / 3456
  (2) Block: 250 / 500
  (2)   218 eigenvectors found.
  (2) Block: 500 / 500
  (2)   222 eigenvectors found.
  (2) Complementary block size: 60
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   12 eigenvectors found.
(1)   452 eigenvectors found.
(1) Block: 1500 / 3456
  (2) Block: 250 / 500
  (2)   218 eigenvectors found.
  (2) Block: 500 / 500
  (2)   218 eigenvectors found.
  (2) Complementary block size: 64
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   20 eigenvectors found.
(1)   456 eigenvectors found.
(1) Block: 2000 / 3456
  (2) Block: 250 / 500
  (2)   222 eigenvectors found.
  (2) Block: 500 / 500
  (2)   210 eigenvectors found.
  (2) Complementary block size: 68
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   28 eigenvectors found.
(1)   460 eigenvectors found.
(1) Block: 2500 / 3456
  (2) Block: 250 / 500
  (2)   216 eigenvectors found.
  (2) Block: 500 / 500
  (2)   218 eigenvectors found.
  (2) Complementary block size: 66
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   22 eigenvectors found.
(1)   456 eigenvectors found.
(1) Block: 3000 / 3456
  (2) Block: 250 / 500
  (2)   222 eigenvectors found.
  (2) Block: 500 / 500
  (2)   226 eigenvectors found.
  (2) Complementary block size: 52
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   24 eigenvectors found.
(1)   472 eigenvectors found.
(1) Block: 3456 / 3456
(1)   436 eigenvectors found.
(1) Complementary block size: 272
(1) Compute compressed projector.
(1) Use standard solver.
(1)   224 eigenvectors found.
--- Eigsh_solver_block: 3 / 3 ---
Block_size: 888
Use submatrix version of eigh solver.
(1) Block: 500 / 888
  (2) Block: 250 / 500
  (2)   238 eigenvectors found.
  (2) Block: 500 / 500
  (2)   239 eigenvectors found.
  (2) Complementary block size: 23
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   11 eigenvectors found.
(1)   488 eigenvectors found.
(1) Block: 888 / 888
(1)   379 eigenvectors found.
(1) Complementary block size: 21
(1) Compute compressed projector.
(1) Use standard solver.
(1)   9 eigenvectors found.
Tree of FC basis block matrices:
- (7848, 7741), data: False
|-- (888, 876), data: False
  |-- (888, 9), data: (888, 21) @ (21, 9)
  |-- (388, 379), data: True
  |-- (500, 488), data: False
    |-- (500, 11), data: (500, 23) @ (23, 11)
    |-- (250, 239), data: True
    |-- (250, 238), data: True
|-- (3456, 3408), data: False
  |-- (3456, 224), data: (3456, 272) @ (272, 224)
  |-- (456, 436), data: True
  |-- (500, 472), data: False
    |-- (500, 24), data: (500, 52) @ (52, 24)
    |-- (250, 226), data: True
    |-- (250, 222), data: True
  |-- (500, 456), data: False
    |-- (500, 22), data: (500, 66) @ (66, 22)
    |-- (250, 218), data: True
    |-- (250, 216), data: True
  |-- (500, 460), data: False
    |-- (500, 28), data: (500, 68) @ (68, 28)
    |-- (250, 210), data: True
    |-- (250, 222), data: True
  |-- (500, 456), data: False
    |-- (500, 20), data: (500, 64) @ (64, 20)
    |-- (250, 218), data: True
    |-- (250, 218), data: True
  |-- (500, 452), data: False
    |-- (500, 12), data: (500, 60) @ (60, 12)
    |-- (250, 222), data: True
    |-- (250, 218), data: True
  |-- (500, 452), data: False
    |-- (500, 6), data: (500, 54) @ (54, 6)
    |-- (250, 222), data: True
    |-- (250, 224), data: True
|-- (3504, 3457), data: False
  |-- (3504, 200), data: (3504, 247) @ (247, 200)
  |-- (504, 481), data: False
    |-- (504, 15), data: (504, 38) @ (38, 15)
    |-- (254, 239), data: True
    |-- (250, 227), data: True
  |-- (500, 473), data: False
    |-- (500, 25), data: (500, 52) @ (52, 25)
    |-- (250, 224), data: True
    |-- (250, 224), data: True
  |-- (500, 469), data: False
    |-- (500, 25), data: (500, 56) @ (56, 25)
    |-- (250, 220), data: True
    |-- (250, 224), data: True
  |-- (500, 461), data: False
    |-- (500, 24), data: (500, 63) @ (63, 24)
    |-- (250, 219), data: True
    |-- (250, 218), data: True
  |-- (500, 458), data: False
    |-- (500, 12), data: (500, 54) @ (54, 12)
    |-- (250, 224), data: True
    |-- (250, 222), data: True
  |-- (500, 454), data: False
    |-- (500, 8), data: (500, 54) @ (54, 8)
    |-- (250, 224), data: True
    |-- (250, 222), data: True
  |-- (500, 461), data: False
    |-- (500, 6), data: (500, 45) @ (45, 6)
    |-- (250, 220), data: True
    |-- (250, 235), data: True
-----
Solver_atoms: 1 -- 144 / 144
Time (Solver_compr_matrix_reshape): 0.024
Solver_block: 100 / 1440
 - Time: 2.624
Solver_block: 200 / 1440
 - Time: 2.340
Solver_block: 300 / 1440
 - Time: 2.332
Solver_block: 400 / 1440
 - Time: 2.339
Solver_block: 500 / 1440
 - Time: 2.342
Solver_block: 600 / 1440
 - Time: 2.331
Solver_block: 700 / 1440
 - Time: 2.343
Solver_block: 800 / 1440
 - Time: 2.335
Solver_block: 900 / 1440
 - Time: 2.341
Solver_block: 1000 / 1440
 - Time: 2.331
Solver_block: 1100 / 1440
 - Time: 2.340
Solver_block: 1200 / 1440
 - Time: 2.334
Solver_block: 1300 / 1440
 - Time: 2.337
Solver_block: 1400 / 1440
 - Time: 2.336
Solver_block: 1440 / 1440
 - Time: 1.093
Solver: Calculate X.T @ X and X.T @ y
 (disp @ compr @ eigvecs).T @ (disp @ compr @ eigvecs): 35.151
--------------------------------- Symfc end --------------------------------
Max drift of force constants: -0.00000000 (xx) -0.00000000 (xx) 
Permutation basis: 432/432
Permutation basis: 23760/23760
Construct permutation basis matrix.
Finding block diagonal structure in projector.
Using scipy connected_components.
Rank of projector: 7848
Number of blocks in projector: 3504
Finding block diagonal structure in projector.
Using scipy connected_components.
Number of blocks in projector (Sum rule): 3
--- Eigsh_solver_block: 1 / 3 ---
Block_size: 3504
Use submatrix version of eigh solver.
(1) Block: 500 / 3504
  (2) Block: 250 / 500
  (2)   235 eigenvectors found.
  (2) Block: 500 / 500
  (2)   220 eigenvectors found.
  (2) Complementary block size: 45
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   6 eigenvectors found.
(1)   461 eigenvectors found.
(1) Block: 1000 / 3504
  (2) Block: 250 / 500
  (2)   222 eigenvectors found.
  (2) Block: 500 / 500
  (2)   224 eigenvectors found.
  (2) Complementary block size: 54
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   8 eigenvectors found.
(1)   454 eigenvectors found.
(1) Block: 1500 / 3504
  (2) Block: 250 / 500
  (2)   222 eigenvectors found.
  (2) Block: 500 / 500
  (2)   224 eigenvectors found.
  (2) Complementary block size: 54
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   12 eigenvectors found.
(1)   458 eigenvectors found.
(1) Block: 2000 / 3504
  (2) Block: 250 / 500
  (2)   218 eigenvectors found.
  (2) Block: 500 / 500
  (2)   219 eigenvectors found.
  (2) Complementary block size: 63
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   24 eigenvectors found.
(1)   461 eigenvectors found.
(1) Block: 2500 / 3504
  (2) Block: 250 / 500
  (2)   224 eigenvectors found.
  (2) Block: 500 / 500
  (2)   220 eigenvectors found.
  (2) Complementary block size: 56
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   25 eigenvectors found.
(1)   469 eigenvectors found.
(1) Block: 3000 / 3504
  (2) Block: 250 / 500
  (2)   224 eigenvectors found.
  (2) Block: 500 / 500
  (2)   224 eigenvectors found.
  (2) Complementary block size: 52
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   25 eigenvectors found.
(1)   473 eigenvectors found.
(1) Block: 3504 / 3504
  (2) Block: 250 / 504
  (2)   227 eigenvectors found.
  (2) Block: 504 / 504
  (2)   239 eigenvectors found.
  (2) Complementary block size: 38
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   15 eigenvectors found.
(1)   481 eigenvectors found.
(1) Complementary block size: 247
(1) Compute compressed projector.
(1) Use standard solver.
(1)   200 eigenvectors found.
--- Eigsh_solver_block: 2 / 3 ---
Block_size: 3456
Use submatrix version of eigh solver.
(1) Block: 500 / 3456
  (2) Block: 250 / 500
  (2)   224 eigenvectors found.
  (2) Block: 500 / 500
  (2)   222 eigenvectors found.
  (2) Complementary block size: 54
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   6 eigenvectors found.
(1)   452 eigenvectors found.
(1) Block: 1000 / 3456
  (2) Block: 250 / 500
  (2)   218 eigenvectors found.
  (2) Block: 500 / 500
  (2)   222 eigenvectors found.
  (2) Complementary block size: 60
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   12 eigenvectors found.
(1)   452 eigenvectors found.
(1) Block: 1500 / 3456
  (2) Block: 250 / 500
  (2)   218 eigenvectors found.
  (2) Block: 500 / 500
  (2)   218 eigenvectors found.
  (2) Complementary block size: 64
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   20 eigenvectors found.
(1)   456 eigenvectors found.
(1) Block: 2000 / 3456
  (2) Block: 250 / 500
  (2)   222 eigenvectors found.
  (2) Block: 500 / 500
  (2)   210 eigenvectors found.
  (2) Complementary block size: 68
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   28 eigenvectors found.
(1)   460 eigenvectors found.
(1) Block: 2500 / 3456
  (2) Block: 250 / 500
  (2)   216 eigenvectors found.
  (2) Block: 500 / 500
  (2)   218 eigenvectors found.
  (2) Complementary block size: 66
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   22 eigenvectors found.
(1)   456 eigenvectors found.
(1) Block: 3000 / 3456
  (2) Block: 250 / 500
  (2)   222 eigenvectors found.
  (2) Block: 500 / 500
  (2)   226 eigenvectors found.
  (2) Complementary block size: 52
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   24 eigenvectors found.
(1)   472 eigenvectors found.
(1) Block: 3456 / 3456
(1)   436 eigenvectors found.
(1) Complementary block size: 272
(1) Compute compressed projector.
(1) Use standard solver.
(1)   224 eigenvectors found.
--- Eigsh_solver_block: 3 / 3 ---
Block_size: 888
Use submatrix version of eigh solver.
(1) Block: 500 / 888
  (2) Block: 250 / 500
  (2)   238 eigenvectors found.
  (2) Block: 500 / 500
  (2)   239 eigenvectors found.
  (2) Complementary block size: 23
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   11 eigenvectors found.
(1)   488 eigenvectors found.
(1) Block: 888 / 888
(1)   379 eigenvectors found.
(1) Complementary block size: 21
(1) Compute compressed projector.
(1) Use standard solver.
(1)   9 eigenvectors found.
Tree of FC basis block matrices:
- (7848, 7741), data: False
|-- (888, 876), data: False
  |-- (888, 9), data: (888, 21) @ (21, 9)
  |-- (388, 379), data: True
  |-- (500, 488), data: False
    |-- (500, 11), data: (500, 23) @ (23, 11)
    |-- (250, 239), data: True
    |-- (250, 238), data: True
|-- (3456, 3408), data: False
  |-- (3456, 224), data: (3456, 272) @ (272, 224)
  |-- (456, 436), data: True
  |-- (500, 472), data: False
    |-- (500, 24), data: (500, 52) @ (52, 24)
    |-- (250, 226), data: True
    |-- (250, 222), data: True
  |-- (500, 456), data: False
    |-- (500, 22), data: (500, 66) @ (66, 22)
    |-- (250, 218), data: True
    |-- (250, 216), data: True
  |-- (500, 460), data: False
    |-- (500, 28), data: (500, 68) @ (68, 28)
    |-- (250, 210), data: True
    |-- (250, 222), data: True
  |-- (500, 456), data: False
    |-- (500, 20), data: (500, 64) @ (64, 20)
    |-- (250, 218), data: True
    |-- (250, 218), data: True
  |-- (500, 452), data: False
    |-- (500, 12), data: (500, 60) @ (60, 12)
    |-- (250, 222), data: True
    |-- (250, 218), data: True
  |-- (500, 452), data: False
    |-- (500, 6), data: (500, 54) @ (54, 6)
    |-- (250, 222), data: True
    |-- (250, 224), data: True
|-- (3504, 3457), data: False
  |-- (3504, 200), data: (3504, 247) @ (247, 200)
  |-- (504, 481), data: False
    |-- (504, 15), data: (504, 38) @ (38, 15)
    |-- (254, 239), data: True
    |-- (250, 227), data: True
  |-- (500, 473), data: False
    |-- (500, 25), data: (500, 52) @ (52, 25)
    |-- (250, 224), data: True
    |-- (250, 224), data: True
  |-- (500, 469), data: False
    |-- (500, 25), data: (500, 56) @ (56, 25)
    |-- (250, 220), data: True
    |-- (250, 224), data: True
  |-- (500, 461), data: False
    |-- (500, 24), data: (500, 63) @ (63, 24)
    |-- (250, 219), data: True
    |-- (250, 218), data: True
  |-- (500, 458), data: False
    |-- (500, 12), data: (500, 54) @ (54, 12)
    |-- (250, 224), data: True
    |-- (250, 222), data: True
  |-- (500, 454), data: False
    |-- (500, 8), data: (500, 54) @ (54, 8)
    |-- (250, 224), data: True
    |-- (250, 222), data: True
  |-- (500, 461), data: False
    |-- (500, 6), data: (500, 45) @ (45, 6)
    |-- (250, 220), data: True
    |-- (250, 235), data: True
Max drift after symmetrization by symfc projector: -0.00000000 (xx) -0.00000000 (xx) 
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 06:08:28]-------------------------
                 _
   ___ _ __   __| |
  / _ \ '_ \ / _` |
 |  __/ | | | (_| |
  \___|_| |_|\__,_|


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

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

-------------------------[time 2026-01-08 06:08:29]-------------------------
Compiled with OpenMP support (max 128 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 2 1]
Primitive matrix:
  [1. 0. 0.]
  [0. 1. 0.]
  [0. 0. 1.]
Spacegroup: P3_1 (144)
------------------------------ primitive cell ------------------------------
Lattice vectors:
  a    8.095745262323787    0.000000000000000    0.000000000000000
  b   -4.047872631161893    7.011121059739913    0.000000000000000
  c    0.000000000000000    0.000000000000000   10.244913120000000
Atomic positions (fractional):
    1 F   0.93738290564045  0.05733031602775  0.69335198270406  18.998
    2 F   0.11994741038730  0.06261709435955  0.36001864937073  18.998
    3 F   0.94266968397225  0.88005258961269  0.02668531603740  18.998
    4 F   0.20376553509964  0.02500312092258  0.84077492620791  18.998
    5 F   0.82123758582294  0.79623446490036  0.50744159287457  18.998
    6 F   0.97499687907742  0.17876241417706  0.17410825954124  18.998
    7 F   0.79922895066530  0.50864582504296  0.09907038366336  18.998
    8 F   0.70941687437766  0.20077104933470  0.76573705033003  18.998
    9 F   0.49135417495704  0.29058312562234  0.43240371699670  18.998
   10 F   0.27800175827333  0.47441373676426  0.63571917769979  18.998
   11 F   0.19641197849094  0.72199824172667  0.30238584436645  18.998
   12 F   0.52558626323574  0.80358802150906  0.96905251103312  18.998
   13 F   0.67792059309566  0.74162068804983  0.24383644650580  18.998
   14 F   0.25837931195017  0.93629990504584  0.57716977983913  18.998
   15 F   0.06370009495416  0.32207940690434  0.91050311317247  18.998
   16 F   0.65497030026493  0.12951355028247  0.27303257724496  18.998
   17 F   0.87048644971753  0.52545674998246  0.60636591057829  18.998
   18 F   0.47454325001754  0.34502969973507  0.93969924391163  18.998
   19 F   0.94430432758456  0.27306547007628  0.47359955519050  18.998
   20 F   0.72693452992372  0.67123885750828  0.80693288852384  18.998
   21 F   0.32876114249172  0.05569567241544  0.14026622185717  18.998
   22 F   0.53611193266048  0.88129483266869  0.45638238265556  18.998
   23 F   0.11870516733131  0.65481709999179  0.78971571598890  18.998
   24 F   0.34518290000821  0.46388806733952  0.12304904932223  18.998
   25 K   0.68598043589244  0.16732258183230  0.02038415982043  39.098
   26 K   0.83267741816770  0.51865785406015  0.35371749315377  39.098
   27 K   0.48134214593985  0.31401956410756  0.68705082648710  39.098
   28 K   0.51415683549726  0.83242398771195  0.70925308414568  39.098
   29 K   0.16757601228805  0.68173284778531  0.04258641747902  39.098
   30 K   0.31826715221469  0.48584316450274  0.37591975081235  39.098
   31 Tl  0.64341875002750  0.63609662717836  0.02998611679204 204.383
   32 Tl  0.36390337282164  0.00732212284914  0.36331945012537 204.383
   33 Tl  0.99267787715086  0.35658124997250  0.69665278345871 204.383
   34 Tl  0.82596039404974  0.00577021847292  0.36027582736989 204.383
   35 Tl  0.99422978152708  0.82019017557683  0.69360916070322 204.383
   36 Tl  0.17980982442317  0.17403960595025  0.02694249403656 204.383
-------------------------------- supercell ---------------------------------
Lattice vectors:
  a   16.191490524647573    0.000000000000000    0.000000000000000
  b   -8.095745262323787   14.022242119479825    0.000000000000000
  c    0.000000000000000    0.000000000000000   10.244913120000000
Atomic positions (fractional):
    1 F   0.46869145282022  0.02866515801388  0.69335198270406  18.998 > 1
    2 F   0.96869145282022  0.02866515801388  0.69335198270406  18.998 > 1
    3 F   0.46869145282022  0.52866515801388  0.69335198270406  18.998 > 1
    4 F   0.96869145282022  0.52866515801388  0.69335198270406  18.998 > 1
    5 F   0.05997370519365  0.03130854717978  0.36001864937073  18.998 > 5
    6 F   0.55997370519365  0.03130854717978  0.36001864937073  18.998 > 5
    7 F   0.05997370519365  0.53130854717978  0.36001864937073  18.998 > 5
    8 F   0.55997370519365  0.53130854717978  0.36001864937073  18.998 > 5
    9 F   0.47133484198612  0.44002629480635  0.02668531603740  18.998 > 9
   10 F   0.97133484198612  0.44002629480635  0.02668531603740  18.998 > 9
   11 F   0.47133484198612  0.94002629480635  0.02668531603740  18.998 > 9
   12 F   0.97133484198612  0.94002629480635  0.02668531603740  18.998 > 9
   13 F   0.10188276754982  0.01250156046129  0.84077492620791  18.998 > 13
   14 F   0.60188276754982  0.01250156046129  0.84077492620791  18.998 > 13
   15 F   0.10188276754982  0.51250156046129  0.84077492620791  18.998 > 13
   16 F   0.60188276754982  0.51250156046129  0.84077492620791  18.998 > 13
   17 F   0.41061879291147  0.39811723245018  0.50744159287457  18.998 > 17
   18 F   0.91061879291147  0.39811723245018  0.50744159287457  18.998 > 17
   19 F   0.41061879291147  0.89811723245018  0.50744159287457  18.998 > 17
   20 F   0.91061879291147  0.89811723245018  0.50744159287457  18.998 > 17
   21 F   0.48749843953871  0.08938120708853  0.17410825954124  18.998 > 21
   22 F   0.98749843953871  0.08938120708853  0.17410825954124  18.998 > 21
   23 F   0.48749843953871  0.58938120708853  0.17410825954124  18.998 > 21
   24 F   0.98749843953871  0.58938120708853  0.17410825954124  18.998 > 21
   25 F   0.39961447533265  0.25432291252148  0.09907038366336  18.998 > 25
   26 F   0.89961447533265  0.25432291252148  0.09907038366336  18.998 > 25
   27 F   0.39961447533265  0.75432291252148  0.09907038366336  18.998 > 25
   28 F   0.89961447533265  0.75432291252148  0.09907038366336  18.998 > 25
   29 F   0.35470843718883  0.10038552466735  0.76573705033003  18.998 > 29
   30 F   0.85470843718883  0.10038552466735  0.76573705033003  18.998 > 29
   31 F   0.35470843718883  0.60038552466735  0.76573705033003  18.998 > 29
   32 F   0.85470843718883  0.60038552466735  0.76573705033003  18.998 > 29
   33 F   0.24567708747852  0.14529156281117  0.43240371699670  18.998 > 33
   34 F   0.74567708747852  0.14529156281117  0.43240371699670  18.998 > 33
   35 F   0.24567708747852  0.64529156281117  0.43240371699670  18.998 > 33
   36 F   0.74567708747852  0.64529156281117  0.43240371699670  18.998 > 33
   37 F   0.13900087913666  0.23720686838213  0.63571917769979  18.998 > 37
   38 F   0.63900087913666  0.23720686838213  0.63571917769979  18.998 > 37
   39 F   0.13900087913666  0.73720686838213  0.63571917769979  18.998 > 37
   40 F   0.63900087913666  0.73720686838213  0.63571917769979  18.998 > 37
   41 F   0.09820598924547  0.36099912086334  0.30238584436645  18.998 > 41
   42 F   0.59820598924547  0.36099912086334  0.30238584436645  18.998 > 41
   43 F   0.09820598924547  0.86099912086334  0.30238584436645  18.998 > 41
   44 F   0.59820598924547  0.86099912086334  0.30238584436645  18.998 > 41
   45 F   0.26279313161787  0.40179401075453  0.96905251103312  18.998 > 45
   46 F   0.76279313161787  0.40179401075453  0.96905251103312  18.998 > 45
   47 F   0.26279313161787  0.90179401075453  0.96905251103312  18.998 > 45
   48 F   0.76279313161787  0.90179401075453  0.96905251103312  18.998 > 45
   49 F   0.33896029654783  0.37081034402491  0.24383644650580  18.998 > 49
   50 F   0.83896029654783  0.37081034402491  0.24383644650580  18.998 > 49
   51 F   0.33896029654783  0.87081034402491  0.24383644650580  18.998 > 49
   52 F   0.83896029654783  0.87081034402491  0.24383644650580  18.998 > 49
   53 F   0.12918965597509  0.46814995252292  0.57716977983913  18.998 > 53
   54 F   0.62918965597509  0.46814995252292  0.57716977983913  18.998 > 53
   55 F   0.12918965597509  0.96814995252292  0.57716977983913  18.998 > 53
   56 F   0.62918965597509  0.96814995252292  0.57716977983913  18.998 > 53
   57 F   0.03185004747708  0.16103970345217  0.91050311317247  18.998 > 57
   58 F   0.53185004747708  0.16103970345217  0.91050311317247  18.998 > 57
   59 F   0.03185004747708  0.66103970345217  0.91050311317247  18.998 > 57
   60 F   0.53185004747708  0.66103970345217  0.91050311317247  18.998 > 57
   61 F   0.32748515013246  0.06475677514123  0.27303257724496  18.998 > 61
   62 F   0.82748515013246  0.06475677514123  0.27303257724496  18.998 > 61
   63 F   0.32748515013246  0.56475677514123  0.27303257724496  18.998 > 61
   64 F   0.82748515013246  0.56475677514123  0.27303257724496  18.998 > 61
   65 F   0.43524322485877  0.26272837499123  0.60636591057829  18.998 > 65
   66 F   0.93524322485877  0.26272837499123  0.60636591057829  18.998 > 65
   67 F   0.43524322485877  0.76272837499123  0.60636591057829  18.998 > 65
   68 F   0.93524322485877  0.76272837499123  0.60636591057829  18.998 > 65
   69 F   0.23727162500877  0.17251484986754  0.93969924391163  18.998 > 69
   70 F   0.73727162500877  0.17251484986754  0.93969924391163  18.998 > 69
   71 F   0.23727162500877  0.67251484986754  0.93969924391163  18.998 > 69
   72 F   0.73727162500877  0.67251484986754  0.93969924391163  18.998 > 69
   73 F   0.47215216379228  0.13653273503814  0.47359955519050  18.998 > 73
   74 F   0.97215216379228  0.13653273503814  0.47359955519050  18.998 > 73
   75 F   0.47215216379228  0.63653273503814  0.47359955519050  18.998 > 73
   76 F   0.97215216379228  0.63653273503814  0.47359955519050  18.998 > 73
   77 F   0.36346726496186  0.33561942875414  0.80693288852384  18.998 > 77
   78 F   0.86346726496186  0.33561942875414  0.80693288852384  18.998 > 77
   79 F   0.36346726496186  0.83561942875414  0.80693288852384  18.998 > 77
   80 F   0.86346726496186  0.83561942875414  0.80693288852384  18.998 > 77
   81 F   0.16438057124586  0.02784783620772  0.14026622185717  18.998 > 81
   82 F   0.66438057124586  0.02784783620772  0.14026622185717  18.998 > 81
   83 F   0.16438057124586  0.52784783620772  0.14026622185717  18.998 > 81
   84 F   0.66438057124586  0.52784783620772  0.14026622185717  18.998 > 81
   85 F   0.26805596633024  0.44064741633435  0.45638238265556  18.998 > 85
   86 F   0.76805596633024  0.44064741633435  0.45638238265556  18.998 > 85
   87 F   0.26805596633024  0.94064741633435  0.45638238265556  18.998 > 85
   88 F   0.76805596633024  0.94064741633435  0.45638238265556  18.998 > 85
   89 F   0.05935258366565  0.32740854999589  0.78971571598890  18.998 > 89
   90 F   0.55935258366565  0.32740854999589  0.78971571598890  18.998 > 89
   91 F   0.05935258366565  0.82740854999589  0.78971571598890  18.998 > 89
   92 F   0.55935258366565  0.82740854999589  0.78971571598890  18.998 > 89
   93 F   0.17259145000411  0.23194403366976  0.12304904932223  18.998 > 93
   94 F   0.67259145000411  0.23194403366976  0.12304904932223  18.998 > 93
   95 F   0.17259145000411  0.73194403366976  0.12304904932223  18.998 > 93
   96 F   0.67259145000411  0.73194403366976  0.12304904932223  18.998 > 93
   97 K   0.34299021794622  0.08366129091615  0.02038415982043  39.098 > 97
   98 K   0.84299021794622  0.08366129091615  0.02038415982043  39.098 > 97
   99 K   0.34299021794622  0.58366129091615  0.02038415982043  39.098 > 97
  100 K   0.84299021794622  0.58366129091615  0.02038415982043  39.098 > 97
  101 K   0.41633870908385  0.25932892703007  0.35371749315377  39.098 > 101
  102 K   0.91633870908385  0.25932892703007  0.35371749315377  39.098 > 101
  103 K   0.41633870908385  0.75932892703007  0.35371749315377  39.098 > 101
  104 K   0.91633870908385  0.75932892703007  0.35371749315377  39.098 > 101
  105 K   0.24067107296993  0.15700978205378  0.68705082648710  39.098 > 105
  106 K   0.74067107296993  0.15700978205378  0.68705082648710  39.098 > 105
  107 K   0.24067107296993  0.65700978205378  0.68705082648710  39.098 > 105
  108 K   0.74067107296993  0.65700978205378  0.68705082648710  39.098 > 105
  109 K   0.25707841774863  0.41621199385598  0.70925308414568  39.098 > 109
  110 K   0.75707841774863  0.41621199385598  0.70925308414568  39.098 > 109
  111 K   0.25707841774863  0.91621199385598  0.70925308414568  39.098 > 109
  112 K   0.75707841774863  0.91621199385598  0.70925308414568  39.098 > 109
  113 K   0.08378800614402  0.34086642389266  0.04258641747902  39.098 > 113
  114 K   0.58378800614402  0.34086642389266  0.04258641747902  39.098 > 113
  115 K   0.08378800614402  0.84086642389266  0.04258641747902  39.098 > 113
  116 K   0.58378800614402  0.84086642389266  0.04258641747902  39.098 > 113
  117 K   0.15913357610734  0.24292158225137  0.37591975081235  39.098 > 117
  118 K   0.65913357610734  0.24292158225137  0.37591975081235  39.098 > 117
  119 K   0.15913357610734  0.74292158225137  0.37591975081235  39.098 > 117
  120 K   0.65913357610734  0.74292158225137  0.37591975081235  39.098 > 117
  121 Tl  0.32170937501375  0.31804831358918  0.02998611679204 204.383 > 121
  122 Tl  0.82170937501375  0.31804831358918  0.02998611679204 204.383 > 121
  123 Tl  0.32170937501375  0.81804831358918  0.02998611679204 204.383 > 121
  124 Tl  0.82170937501375  0.81804831358918  0.02998611679204 204.383 > 121
  125 Tl  0.18195168641082  0.00366106142457  0.36331945012537 204.383 > 125
  126 Tl  0.68195168641082  0.00366106142457  0.36331945012537 204.383 > 125
  127 Tl  0.18195168641082  0.50366106142457  0.36331945012537 204.383 > 125
  128 Tl  0.68195168641082  0.50366106142457  0.36331945012537 204.383 > 125
  129 Tl  0.49633893857543  0.17829062498625  0.69665278345871 204.383 > 129
  130 Tl  0.99633893857543  0.17829062498625  0.69665278345871 204.383 > 129
  131 Tl  0.49633893857543  0.67829062498625  0.69665278345871 204.383 > 129
  132 Tl  0.99633893857543  0.67829062498625  0.69665278345871 204.383 > 129
  133 Tl  0.41298019702487  0.00288510923646  0.36027582736989 204.383 > 133
  134 Tl  0.91298019702487  0.00288510923646  0.36027582736989 204.383 > 133
  135 Tl  0.41298019702487  0.50288510923646  0.36027582736989 204.383 > 133
  136 Tl  0.91298019702487  0.50288510923646  0.36027582736989 204.383 > 133
  137 Tl  0.49711489076354  0.41009508778841  0.69360916070322 204.383 > 137
  138 Tl  0.99711489076354  0.41009508778841  0.69360916070322 204.383 > 137
  139 Tl  0.49711489076354  0.91009508778841  0.69360916070322 204.383 > 137
  140 Tl  0.99711489076354  0.91009508778841  0.69360916070322 204.383 > 137
  141 Tl  0.08990491221159  0.08701980297513  0.02694249403656 204.383 > 141
  142 Tl  0.58990491221159  0.08701980297513  0.02694249403656 204.383 > 141
  143 Tl  0.08990491221159  0.58701980297513  0.02694249403656 204.383 > 141
  144 Tl  0.58990491221159  0.58701980297513  0.02694249403656 204.383 > 141
----------------------------------------------------------------------------
NAC parameters were read from "phono3py_mlp_eval_fc3_disp.yaml.xz".
--------------------------- Dielectric constant ----------------------------
            2.7319366    0.0000022    0.0000000
           -0.0000022    2.7319366    0.0000000
            0.0000000    0.0000000    2.6907460
-------------------------- Born effective charges --------------------------
    1 F    -0.9995224    0.5734092   -0.0412328
            0.5529957   -1.6314867    0.0017428
           -0.0406745   -0.0240393   -0.7083352
    2 F    -1.9612432    0.0022541    0.0221257
           -0.0181594   -0.6697658    0.0348373
           -0.0004814    0.0472448   -0.7083352
    3 F    -0.9857480   -0.5450431    0.0191071
           -0.5654565   -1.6452611   -0.0365800
            0.0411559   -0.0232055   -0.7083352
    4 F    -0.8140111   -0.0732573    0.0348022
           -0.0622312   -1.2148707   -0.5183159
            0.0155145   -0.6116361   -1.6614083
    5 F    -1.0559875    0.2019363   -0.4662759
            0.2129625   -0.9728943    0.2290184
           -0.5374496    0.2923821   -1.6614083
    6 F    -1.1733240   -0.1452182    0.4314737
           -0.1341921   -0.8555578    0.2892976
            0.5219351    0.3192540   -1.6614083
    7 F    -1.2135487    0.1557415   -0.1453131
            0.2191200   -1.0588581    0.0514864
           -0.1529342    0.0602842   -0.9037028
    8 F    -1.2598506   -0.1923876    0.1172451
           -0.1290091   -1.0125563    0.1001016
            0.1286748    0.1023028   -0.9037028
    9 F    -0.9352110   -0.0584216    0.0280680
            0.0049569   -1.3371959   -0.1515881
            0.0242595   -0.1625870   -0.9037028
   10 F    -1.2629873   -0.1577732    0.1392170
           -0.2122068   -0.9897332    0.0358884
            0.1379895    0.0638631   -0.8887412
   11 F    -0.8978407    0.0013893   -0.0385282
           -0.0530443   -1.3548798   -0.1385096
           -0.0136877   -0.1514339   -0.8887412
   12 F    -1.2182527    0.2380343   -0.1006888
            0.1836007   -1.0344678    0.1026212
           -0.1243018    0.0875709   -0.8887412
   13 F    -0.7363149   -0.0587219    0.0205445
           -0.0533527   -1.2974640   -0.5419148
           -0.0087826   -0.6226348   -1.5998607
   14 F    -1.2057064   -0.2176506    0.4590397
           -0.2122814   -0.8280725    0.2887494
            0.5436088    0.3037114   -1.5998607
   15 F    -1.1086470    0.2683187   -0.4795842
            0.2736879   -0.9251319    0.2531654
           -0.5348262    0.3189233   -1.5998607
   16 F    -1.8325529   -0.0052981    0.0188481
            0.0030104   -0.8006042    0.1447381
            0.0593183    0.1320126   -0.9369072
   17 F    -1.0595820    0.4432646   -0.1347709
            0.4515731   -1.5735752   -0.0560461
           -0.1439854   -0.0146352   -0.9369072
   18 F    -1.0576008   -0.4504292    0.1159228
           -0.4421208   -1.5755563   -0.0886919
            0.0846671   -0.1173774   -0.9369072
   19 F    -0.7665307    0.0901111    0.0169221
            0.0589781   -1.2862169   -0.5017703
            0.0247570   -0.5480323   -1.5693338
   20 F    -1.0917378   -0.2467365    0.4260847
           -0.2778695   -0.9610098    0.2655402
            0.4622314    0.2954563   -1.5693338
   21 F    -1.2208529    0.2033249   -0.4430069
            0.1721919   -0.8318947    0.2362301
           -0.4869884    0.2525760   -1.5693338
   22 F    -1.7488259   -0.0116989    0.0171822
            0.0115366   -0.8076786    0.1431574
            0.0009358    0.1414296   -0.9544517
   23 F    -1.0430357    0.3959516   -0.1325691
            0.4191870   -1.5134688   -0.0566985
           -0.1229495   -0.0699044   -0.9544517
   24 F    -1.0428952   -0.4191059    0.1153869
           -0.3958704   -1.5136094   -0.0864590
            0.1220137   -0.0715252   -0.9544517
   25 K     1.2444025   -0.1528991   -0.1192948
           -0.0910064    1.2048634   -0.0346152
           -0.0292748   -0.0377178    1.2438539
   26 K     1.1091341    0.0129091    0.0896250
            0.0748018    1.3401319   -0.0860047
            0.0473020   -0.0064939    1.2438539
   27 K     1.3203623    0.0471509    0.0296697
            0.1090436    1.1289036    0.1206199
           -0.0180272    0.0442116    1.2438539
   28 K     1.2556910    0.1662711    0.1447972
            0.0973893    1.2091841   -0.0507959
            0.0652114   -0.0424266    1.2195814
   29 K     1.3349792   -0.0516123   -0.0284080
           -0.1204941    1.1298960    0.1507960
            0.0041368    0.0776880    1.2195814
   30 K     1.1066425   -0.0113361   -0.1163891
           -0.0802180    1.3582326   -0.1000001
           -0.0693482   -0.0352615    1.2195814
   31 Tl    3.0647860    0.5110859   -0.1417872
            0.5834126    3.6097154    0.0915720
           -0.0374481    0.0638645    3.2781545
   32 Tl    3.9474148   -0.0738267   -0.0084101
           -0.0015000    2.7270866   -0.1685773
           -0.0365842   -0.0643633    3.2781545
   33 Tl    2.9995513   -0.5457493    0.1501973
           -0.4734226    3.6749502    0.0770053
            0.0740324    0.0004988    3.2781545
   34 Tl    3.8293939    0.0592881   -0.0467415
           -0.0113872    3.0431700   -0.0024508
            0.0607992    0.0366875    3.4811512
   35 Tl    3.2604676   -0.3170825    0.0254933
           -0.3877579    3.6120962   -0.0392539
           -0.0621719    0.0343099    3.4811512
   36 Tl    3.2189843    0.3638074    0.0212483
            0.2931321    3.6535796    0.0417048
            0.0013727   -0.0709974    3.4811512
----------------------------------------------------------------------------
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]
    [-0.0050  0.0087  0.0000]
    [ 0.0050 -0.0087  0.0000]
    [ 0.0000  0.0000  0.0100]
    [ 0.0000  0.0000 -0.0100]
Computing fc3[ 13, x, x ] using numpy.linalg.pinv.
Displacements (in Angstrom):
    [ 0.0100  0.0000  0.0000]
    [-0.0100  0.0000  0.0000]
    [-0.0050  0.0087  0.0000]
    [ 0.0050 -0.0087  0.0000]
    [ 0.0000  0.0000  0.0100]
    [ 0.0000  0.0000 -0.0100]
Computing fc3[ 25, x, x ] using numpy.linalg.pinv.
Displacements (in Angstrom):
    [ 0.0100  0.0000  0.0000]
    [-0.0100  0.0000  0.0000]
    [-0.0050  0.0087  0.0000]
    [ 0.0050 -0.0087  0.0000]
    [ 0.0000  0.0000  0.0100]
    [ 0.0000  0.0000 -0.0100]
Computing fc3[ 37, x, x ] using numpy.linalg.pinv.
Displacements (in Angstrom):
    [ 0.0100  0.0000  0.0000]
    [-0.0100  0.0000  0.0000]
    [-0.0050  0.0087  0.0000]
    [ 0.0050 -0.0087  0.0000]
    [ 0.0000  0.0000  0.0100]
    [ 0.0000  0.0000 -0.0100]
Computing fc3[ 49, x, x ] using numpy.linalg.pinv.
Displacements (in Angstrom):
    [ 0.0100  0.0000  0.0000]
    [-0.0100  0.0000  0.0000]
    [-0.0050  0.0087  0.0000]
    [ 0.0050 -0.0087  0.0000]
    [ 0.0000  0.0000  0.0100]
    [ 0.0000  0.0000 -0.0100]
Computing fc3[ 61, x, x ] using numpy.linalg.pinv.
Displacements (in Angstrom):
    [ 0.0100  0.0000  0.0000]
    [-0.0100  0.0000  0.0000]
    [-0.0050  0.0087  0.0000]
    [ 0.0050 -0.0087  0.0000]
    [ 0.0000  0.0000  0.0100]
    [ 0.0000  0.0000 -0.0100]
Computing fc3[ 73, x, x ] using numpy.linalg.pinv.
Displacements (in Angstrom):
    [ 0.0100  0.0000  0.0000]
    [-0.0100  0.0000  0.0000]
    [-0.0050  0.0087  0.0000]
    [ 0.0050 -0.0087  0.0000]
    [ 0.0000  0.0000  0.0100]
    [ 0.0000  0.0000 -0.0100]
Computing fc3[ 85, x, x ] using numpy.linalg.pinv.
Displacements (in Angstrom):
    [ 0.0100  0.0000  0.0000]
    [-0.0100  0.0000  0.0000]
    [-0.0050  0.0087  0.0000]
    [ 0.0050 -0.0087  0.0000]
    [ 0.0000  0.0000  0.0100]
    [ 0.0000  0.0000 -0.0100]
Computing fc3[ 97, x, x ] using numpy.linalg.pinv.
Displacements (in Angstrom):
    [ 0.0100  0.0000  0.0000]
    [-0.0100  0.0000  0.0000]
    [-0.0050  0.0087  0.0000]
    [ 0.0050 -0.0087  0.0000]
    [ 0.0000  0.0000  0.0100]
    [ 0.0000  0.0000 -0.0100]
Computing fc3[ 109, x, x ] using numpy.linalg.pinv.
Displacements (in Angstrom):
    [ 0.0100  0.0000  0.0000]
    [-0.0100  0.0000  0.0000]
    [-0.0050  0.0087  0.0000]
    [ 0.0050 -0.0087  0.0000]
    [ 0.0000  0.0000  0.0100]
    [ 0.0000  0.0000 -0.0100]
Computing fc3[ 121, x, x ] using numpy.linalg.pinv.
Displacements (in Angstrom):
    [ 0.0100  0.0000  0.0000]
    [-0.0100  0.0000  0.0000]
    [-0.0050  0.0087  0.0000]
    [ 0.0050 -0.0087  0.0000]
    [ 0.0000  0.0000  0.0100]
    [ 0.0000  0.0000 -0.0100]
Computing fc3[ 133, x, x ] using numpy.linalg.pinv.
Displacements (in Angstrom):
    [ 0.0100  0.0000  0.0000]
    [-0.0100  0.0000  0.0000]
    [-0.0050  0.0087  0.0000]
    [ 0.0050 -0.0087  0.0000]
    [ 0.0000  0.0000  0.0100]
    [ 0.0000  0.0000 -0.0100]
Expanding fc3.
Symmetrizing fc3 by traditional approach (N=3).
Symmetrizing fc2 by traditional approach (N=3).
Max drift of fc3: -0.00000188 (xxx) -0.00000188 (xxx) -0.00000188 (xxx)
fc3 was written into "fc3.hdf5".
Max drift of fc2: 0.00000151 (yx) 0.00000151 (yx) 
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 06:09:49]-------------------------
                 _
   ___ _ __   __| |
  / _ \ '_ \ / _` |
 |  __/ | | | (_| |
  \___|_| |_|\__,_|


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

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

-------------------------[time 2026-01-08 06:09:50]-------------------------
Compiled with OpenMP support (max 128 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 2 1]
Primitive matrix:
  [1. 0. 0.]
  [0. 1. 0.]
  [0. 0. 1.]
Spacegroup: P3_1 (144)
------------------------------ primitive cell ------------------------------
Lattice vectors:
  a    8.095745262323787    0.000000000000000    0.000000000000000
  b   -4.047872631161893    7.011121059739913    0.000000000000000
  c    0.000000000000000    0.000000000000000   10.244913120000000
Atomic positions (fractional):
    1 F   0.93738290564045  0.05733031602775  0.69335198270406  18.998
    2 F   0.11994741038730  0.06261709435955  0.36001864937073  18.998
    3 F   0.94266968397225  0.88005258961269  0.02668531603740  18.998
    4 F   0.20376553509964  0.02500312092258  0.84077492620791  18.998
    5 F   0.82123758582294  0.79623446490036  0.50744159287457  18.998
    6 F   0.97499687907742  0.17876241417706  0.17410825954124  18.998
    7 F   0.79922895066530  0.50864582504296  0.09907038366336  18.998
    8 F   0.70941687437766  0.20077104933470  0.76573705033003  18.998
    9 F   0.49135417495704  0.29058312562234  0.43240371699670  18.998
   10 F   0.27800175827333  0.47441373676426  0.63571917769979  18.998
   11 F   0.19641197849094  0.72199824172667  0.30238584436645  18.998
   12 F   0.52558626323574  0.80358802150906  0.96905251103312  18.998
   13 F   0.67792059309566  0.74162068804983  0.24383644650580  18.998
   14 F   0.25837931195017  0.93629990504584  0.57716977983913  18.998
   15 F   0.06370009495416  0.32207940690434  0.91050311317247  18.998
   16 F   0.65497030026493  0.12951355028247  0.27303257724496  18.998
   17 F   0.87048644971753  0.52545674998246  0.60636591057829  18.998
   18 F   0.47454325001754  0.34502969973507  0.93969924391163  18.998
   19 F   0.94430432758456  0.27306547007628  0.47359955519050  18.998
   20 F   0.72693452992372  0.67123885750828  0.80693288852384  18.998
   21 F   0.32876114249172  0.05569567241544  0.14026622185717  18.998
   22 F   0.53611193266048  0.88129483266869  0.45638238265556  18.998
   23 F   0.11870516733131  0.65481709999179  0.78971571598890  18.998
   24 F   0.34518290000821  0.46388806733952  0.12304904932223  18.998
   25 K   0.68598043589244  0.16732258183230  0.02038415982043  39.098
   26 K   0.83267741816770  0.51865785406015  0.35371749315377  39.098
   27 K   0.48134214593985  0.31401956410756  0.68705082648710  39.098
   28 K   0.51415683549726  0.83242398771195  0.70925308414568  39.098
   29 K   0.16757601228805  0.68173284778531  0.04258641747902  39.098
   30 K   0.31826715221469  0.48584316450274  0.37591975081235  39.098
   31 Tl  0.64341875002750  0.63609662717836  0.02998611679204 204.383
   32 Tl  0.36390337282164  0.00732212284914  0.36331945012537 204.383
   33 Tl  0.99267787715086  0.35658124997250  0.69665278345871 204.383
   34 Tl  0.82596039404974  0.00577021847292  0.36027582736989 204.383
   35 Tl  0.99422978152708  0.82019017557683  0.69360916070322 204.383
   36 Tl  0.17980982442317  0.17403960595025  0.02694249403656 204.383
-------------------------------- supercell ---------------------------------
Lattice vectors:
  a   16.191490524647573    0.000000000000000    0.000000000000000
  b   -8.095745262323787   14.022242119479825    0.000000000000000
  c    0.000000000000000    0.000000000000000   10.244913120000000
Atomic positions (fractional):
    1 F   0.46869145282022  0.02866515801388  0.69335198270406  18.998 > 1
    2 F   0.96869145282022  0.02866515801388  0.69335198270406  18.998 > 1
    3 F   0.46869145282022  0.52866515801388  0.69335198270406  18.998 > 1
    4 F   0.96869145282022  0.52866515801388  0.69335198270406  18.998 > 1
    5 F   0.05997370519365  0.03130854717978  0.36001864937073  18.998 > 5
    6 F   0.55997370519365  0.03130854717978  0.36001864937073  18.998 > 5
    7 F   0.05997370519365  0.53130854717978  0.36001864937073  18.998 > 5
    8 F   0.55997370519365  0.53130854717978  0.36001864937073  18.998 > 5
    9 F   0.47133484198612  0.44002629480635  0.02668531603740  18.998 > 9
   10 F   0.97133484198612  0.44002629480635  0.02668531603740  18.998 > 9
   11 F   0.47133484198612  0.94002629480635  0.02668531603740  18.998 > 9
   12 F   0.97133484198612  0.94002629480635  0.02668531603740  18.998 > 9
   13 F   0.10188276754982  0.01250156046129  0.84077492620791  18.998 > 13
   14 F   0.60188276754982  0.01250156046129  0.84077492620791  18.998 > 13
   15 F   0.10188276754982  0.51250156046129  0.84077492620791  18.998 > 13
   16 F   0.60188276754982  0.51250156046129  0.84077492620791  18.998 > 13
   17 F   0.41061879291147  0.39811723245018  0.50744159287457  18.998 > 17
   18 F   0.91061879291147  0.39811723245018  0.50744159287457  18.998 > 17
   19 F   0.41061879291147  0.89811723245018  0.50744159287457  18.998 > 17
   20 F   0.91061879291147  0.89811723245018  0.50744159287457  18.998 > 17
   21 F   0.48749843953871  0.08938120708853  0.17410825954124  18.998 > 21
   22 F   0.98749843953871  0.08938120708853  0.17410825954124  18.998 > 21
   23 F   0.48749843953871  0.58938120708853  0.17410825954124  18.998 > 21
   24 F   0.98749843953871  0.58938120708853  0.17410825954124  18.998 > 21
   25 F   0.39961447533265  0.25432291252148  0.09907038366336  18.998 > 25
   26 F   0.89961447533265  0.25432291252148  0.09907038366336  18.998 > 25
   27 F   0.39961447533265  0.75432291252148  0.09907038366336  18.998 > 25
   28 F   0.89961447533265  0.75432291252148  0.09907038366336  18.998 > 25
   29 F   0.35470843718883  0.10038552466735  0.76573705033003  18.998 > 29
   30 F   0.85470843718883  0.10038552466735  0.76573705033003  18.998 > 29
   31 F   0.35470843718883  0.60038552466735  0.76573705033003  18.998 > 29
   32 F   0.85470843718883  0.60038552466735  0.76573705033003  18.998 > 29
   33 F   0.24567708747852  0.14529156281117  0.43240371699670  18.998 > 33
   34 F   0.74567708747852  0.14529156281117  0.43240371699670  18.998 > 33
   35 F   0.24567708747852  0.64529156281117  0.43240371699670  18.998 > 33
   36 F   0.74567708747852  0.64529156281117  0.43240371699670  18.998 > 33
   37 F   0.13900087913666  0.23720686838213  0.63571917769979  18.998 > 37
   38 F   0.63900087913666  0.23720686838213  0.63571917769979  18.998 > 37
   39 F   0.13900087913666  0.73720686838213  0.63571917769979  18.998 > 37
   40 F   0.63900087913666  0.73720686838213  0.63571917769979  18.998 > 37
   41 F   0.09820598924547  0.36099912086334  0.30238584436645  18.998 > 41
   42 F   0.59820598924547  0.36099912086334  0.30238584436645  18.998 > 41
   43 F   0.09820598924547  0.86099912086334  0.30238584436645  18.998 > 41
   44 F   0.59820598924547  0.86099912086334  0.30238584436645  18.998 > 41
   45 F   0.26279313161787  0.40179401075453  0.96905251103312  18.998 > 45
   46 F   0.76279313161787  0.40179401075453  0.96905251103312  18.998 > 45
   47 F   0.26279313161787  0.90179401075453  0.96905251103312  18.998 > 45
   48 F   0.76279313161787  0.90179401075453  0.96905251103312  18.998 > 45
   49 F   0.33896029654783  0.37081034402491  0.24383644650580  18.998 > 49
   50 F   0.83896029654783  0.37081034402491  0.24383644650580  18.998 > 49
   51 F   0.33896029654783  0.87081034402491  0.24383644650580  18.998 > 49
   52 F   0.83896029654783  0.87081034402491  0.24383644650580  18.998 > 49
   53 F   0.12918965597509  0.46814995252292  0.57716977983913  18.998 > 53
   54 F   0.62918965597509  0.46814995252292  0.57716977983913  18.998 > 53
   55 F   0.12918965597509  0.96814995252292  0.57716977983913  18.998 > 53
   56 F   0.62918965597509  0.96814995252292  0.57716977983913  18.998 > 53
   57 F   0.03185004747708  0.16103970345217  0.91050311317247  18.998 > 57
   58 F   0.53185004747708  0.16103970345217  0.91050311317247  18.998 > 57
   59 F   0.03185004747708  0.66103970345217  0.91050311317247  18.998 > 57
   60 F   0.53185004747708  0.66103970345217  0.91050311317247  18.998 > 57
   61 F   0.32748515013246  0.06475677514123  0.27303257724496  18.998 > 61
   62 F   0.82748515013246  0.06475677514123  0.27303257724496  18.998 > 61
   63 F   0.32748515013246  0.56475677514123  0.27303257724496  18.998 > 61
   64 F   0.82748515013246  0.56475677514123  0.27303257724496  18.998 > 61
   65 F   0.43524322485877  0.26272837499123  0.60636591057829  18.998 > 65
   66 F   0.93524322485877  0.26272837499123  0.60636591057829  18.998 > 65
   67 F   0.43524322485877  0.76272837499123  0.60636591057829  18.998 > 65
   68 F   0.93524322485877  0.76272837499123  0.60636591057829  18.998 > 65
   69 F   0.23727162500877  0.17251484986754  0.93969924391163  18.998 > 69
   70 F   0.73727162500877  0.17251484986754  0.93969924391163  18.998 > 69
   71 F   0.23727162500877  0.67251484986754  0.93969924391163  18.998 > 69
   72 F   0.73727162500877  0.67251484986754  0.93969924391163  18.998 > 69
   73 F   0.47215216379228  0.13653273503814  0.47359955519050  18.998 > 73
   74 F   0.97215216379228  0.13653273503814  0.47359955519050  18.998 > 73
   75 F   0.47215216379228  0.63653273503814  0.47359955519050  18.998 > 73
   76 F   0.97215216379228  0.63653273503814  0.47359955519050  18.998 > 73
   77 F   0.36346726496186  0.33561942875414  0.80693288852384  18.998 > 77
   78 F   0.86346726496186  0.33561942875414  0.80693288852384  18.998 > 77
   79 F   0.36346726496186  0.83561942875414  0.80693288852384  18.998 > 77
   80 F   0.86346726496186  0.83561942875414  0.80693288852384  18.998 > 77
   81 F   0.16438057124586  0.02784783620772  0.14026622185717  18.998 > 81
   82 F   0.66438057124586  0.02784783620772  0.14026622185717  18.998 > 81
   83 F   0.16438057124586  0.52784783620772  0.14026622185717  18.998 > 81
   84 F   0.66438057124586  0.52784783620772  0.14026622185717  18.998 > 81
   85 F   0.26805596633024  0.44064741633435  0.45638238265556  18.998 > 85
   86 F   0.76805596633024  0.44064741633435  0.45638238265556  18.998 > 85
   87 F   0.26805596633024  0.94064741633435  0.45638238265556  18.998 > 85
   88 F   0.76805596633024  0.94064741633435  0.45638238265556  18.998 > 85
   89 F   0.05935258366565  0.32740854999589  0.78971571598890  18.998 > 89
   90 F   0.55935258366565  0.32740854999589  0.78971571598890  18.998 > 89
   91 F   0.05935258366565  0.82740854999589  0.78971571598890  18.998 > 89
   92 F   0.55935258366565  0.82740854999589  0.78971571598890  18.998 > 89
   93 F   0.17259145000411  0.23194403366976  0.12304904932223  18.998 > 93
   94 F   0.67259145000411  0.23194403366976  0.12304904932223  18.998 > 93
   95 F   0.17259145000411  0.73194403366976  0.12304904932223  18.998 > 93
   96 F   0.67259145000411  0.73194403366976  0.12304904932223  18.998 > 93
   97 K   0.34299021794622  0.08366129091615  0.02038415982043  39.098 > 97
   98 K   0.84299021794622  0.08366129091615  0.02038415982043  39.098 > 97
   99 K   0.34299021794622  0.58366129091615  0.02038415982043  39.098 > 97
  100 K   0.84299021794622  0.58366129091615  0.02038415982043  39.098 > 97
  101 K   0.41633870908385  0.25932892703007  0.35371749315377  39.098 > 101
  102 K   0.91633870908385  0.25932892703007  0.35371749315377  39.098 > 101
  103 K   0.41633870908385  0.75932892703007  0.35371749315377  39.098 > 101
  104 K   0.91633870908385  0.75932892703007  0.35371749315377  39.098 > 101
  105 K   0.24067107296993  0.15700978205378  0.68705082648710  39.098 > 105
  106 K   0.74067107296993  0.15700978205378  0.68705082648710  39.098 > 105
  107 K   0.24067107296993  0.65700978205378  0.68705082648710  39.098 > 105
  108 K   0.74067107296993  0.65700978205378  0.68705082648710  39.098 > 105
  109 K   0.25707841774863  0.41621199385598  0.70925308414568  39.098 > 109
  110 K   0.75707841774863  0.41621199385598  0.70925308414568  39.098 > 109
  111 K   0.25707841774863  0.91621199385598  0.70925308414568  39.098 > 109
  112 K   0.75707841774863  0.91621199385598  0.70925308414568  39.098 > 109
  113 K   0.08378800614402  0.34086642389266  0.04258641747902  39.098 > 113
  114 K   0.58378800614402  0.34086642389266  0.04258641747902  39.098 > 113
  115 K   0.08378800614402  0.84086642389266  0.04258641747902  39.098 > 113
  116 K   0.58378800614402  0.84086642389266  0.04258641747902  39.098 > 113
  117 K   0.15913357610734  0.24292158225137  0.37591975081235  39.098 > 117
  118 K   0.65913357610734  0.24292158225137  0.37591975081235  39.098 > 117
  119 K   0.15913357610734  0.74292158225137  0.37591975081235  39.098 > 117
  120 K   0.65913357610734  0.74292158225137  0.37591975081235  39.098 > 117
  121 Tl  0.32170937501375  0.31804831358918  0.02998611679204 204.383 > 121
  122 Tl  0.82170937501375  0.31804831358918  0.02998611679204 204.383 > 121
  123 Tl  0.32170937501375  0.81804831358918  0.02998611679204 204.383 > 121
  124 Tl  0.82170937501375  0.81804831358918  0.02998611679204 204.383 > 121
  125 Tl  0.18195168641082  0.00366106142457  0.36331945012537 204.383 > 125
  126 Tl  0.68195168641082  0.00366106142457  0.36331945012537 204.383 > 125
  127 Tl  0.18195168641082  0.50366106142457  0.36331945012537 204.383 > 125
  128 Tl  0.68195168641082  0.50366106142457  0.36331945012537 204.383 > 125
  129 Tl  0.49633893857543  0.17829062498625  0.69665278345871 204.383 > 129
  130 Tl  0.99633893857543  0.17829062498625  0.69665278345871 204.383 > 129
  131 Tl  0.49633893857543  0.67829062498625  0.69665278345871 204.383 > 129
  132 Tl  0.99633893857543  0.67829062498625  0.69665278345871 204.383 > 129
  133 Tl  0.41298019702487  0.00288510923646  0.36027582736989 204.383 > 133
  134 Tl  0.91298019702487  0.00288510923646  0.36027582736989 204.383 > 133
  135 Tl  0.41298019702487  0.50288510923646  0.36027582736989 204.383 > 133
  136 Tl  0.91298019702487  0.50288510923646  0.36027582736989 204.383 > 133
  137 Tl  0.49711489076354  0.41009508778841  0.69360916070322 204.383 > 137
  138 Tl  0.99711489076354  0.41009508778841  0.69360916070322 204.383 > 137
  139 Tl  0.49711489076354  0.91009508778841  0.69360916070322 204.383 > 137
  140 Tl  0.99711489076354  0.91009508778841  0.69360916070322 204.383 > 137
  141 Tl  0.08990491221159  0.08701980297513  0.02694249403656 204.383 > 141
  142 Tl  0.58990491221159  0.08701980297513  0.02694249403656 204.383 > 141
  143 Tl  0.08990491221159  0.58701980297513  0.02694249403656 204.383 > 141
  144 Tl  0.58990491221159  0.58701980297513  0.02694249403656 204.383 > 141
----------------------------------------------------------------------------
NAC parameters were read from "phono3py.yaml".
--------------------------- Dielectric constant ----------------------------
            2.7319366    0.0000022    0.0000000
           -0.0000022    2.7319366    0.0000000
            0.0000000    0.0000000    2.6907460
-------------------------- Born effective charges --------------------------
    1 F    -0.9995224    0.5734092   -0.0412328
            0.5529957   -1.6314867    0.0017428
           -0.0406745   -0.0240393   -0.7083352
    2 F    -1.9612432    0.0022541    0.0221257
           -0.0181594   -0.6697658    0.0348373
           -0.0004814    0.0472448   -0.7083352
    3 F    -0.9857480   -0.5450431    0.0191071
           -0.5654565   -1.6452611   -0.0365800
            0.0411559   -0.0232055   -0.7083352
    4 F    -0.8140111   -0.0732573    0.0348022
           -0.0622312   -1.2148707   -0.5183159
            0.0155145   -0.6116361   -1.6614083
    5 F    -1.0559875    0.2019363   -0.4662759
            0.2129625   -0.9728943    0.2290184
           -0.5374496    0.2923821   -1.6614083
    6 F    -1.1733240   -0.1452182    0.4314737
           -0.1341921   -0.8555578    0.2892976
            0.5219351    0.3192540   -1.6614083
    7 F    -1.2135487    0.1557415   -0.1453131
            0.2191200   -1.0588581    0.0514864
           -0.1529342    0.0602842   -0.9037028
    8 F    -1.2598506   -0.1923876    0.1172451
           -0.1290091   -1.0125563    0.1001016
            0.1286748    0.1023028   -0.9037028
    9 F    -0.9352110   -0.0584216    0.0280680
            0.0049569   -1.3371959   -0.1515881
            0.0242595   -0.1625870   -0.9037028
   10 F    -1.2629873   -0.1577732    0.1392170
           -0.2122068   -0.9897332    0.0358884
            0.1379895    0.0638631   -0.8887412
   11 F    -0.8978407    0.0013893   -0.0385282
           -0.0530443   -1.3548798   -0.1385096
           -0.0136877   -0.1514339   -0.8887412
   12 F    -1.2182527    0.2380343   -0.1006888
            0.1836007   -1.0344678    0.1026212
           -0.1243018    0.0875709   -0.8887412
   13 F    -0.7363149   -0.0587219    0.0205445
           -0.0533527   -1.2974640   -0.5419148
           -0.0087826   -0.6226348   -1.5998607
   14 F    -1.2057064   -0.2176506    0.4590397
           -0.2122814   -0.8280725    0.2887494
            0.5436088    0.3037114   -1.5998607
   15 F    -1.1086470    0.2683187   -0.4795842
            0.2736879   -0.9251319    0.2531654
           -0.5348262    0.3189233   -1.5998607
   16 F    -1.8325529   -0.0052981    0.0188481
            0.0030104   -0.8006042    0.1447381
            0.0593183    0.1320126   -0.9369072
   17 F    -1.0595820    0.4432646   -0.1347709
            0.4515731   -1.5735752   -0.0560461
           -0.1439854   -0.0146352   -0.9369072
   18 F    -1.0576008   -0.4504292    0.1159228
           -0.4421208   -1.5755563   -0.0886919
            0.0846671   -0.1173774   -0.9369072
   19 F    -0.7665307    0.0901111    0.0169221
            0.0589781   -1.2862169   -0.5017703
            0.0247570   -0.5480323   -1.5693338
   20 F    -1.0917378   -0.2467365    0.4260847
           -0.2778695   -0.9610098    0.2655402
            0.4622314    0.2954563   -1.5693338
   21 F    -1.2208529    0.2033249   -0.4430069
            0.1721919   -0.8318947    0.2362301
           -0.4869884    0.2525760   -1.5693338
   22 F    -1.7488259   -0.0116989    0.0171822
            0.0115366   -0.8076786    0.1431574
            0.0009358    0.1414296   -0.9544517
   23 F    -1.0430357    0.3959516   -0.1325691
            0.4191870   -1.5134688   -0.0566985
           -0.1229495   -0.0699044   -0.9544517
   24 F    -1.0428952   -0.4191059    0.1153869
           -0.3958704   -1.5136094   -0.0864590
            0.1220137   -0.0715252   -0.9544517
   25 K     1.2444025   -0.1528991   -0.1192948
           -0.0910064    1.2048634   -0.0346152
           -0.0292748   -0.0377178    1.2438539
   26 K     1.1091341    0.0129091    0.0896250
            0.0748018    1.3401319   -0.0860047
            0.0473020   -0.0064939    1.2438539
   27 K     1.3203623    0.0471509    0.0296697
            0.1090436    1.1289036    0.1206199
           -0.0180272    0.0442116    1.2438539
   28 K     1.2556910    0.1662711    0.1447972
            0.0973893    1.2091841   -0.0507959
            0.0652114   -0.0424266    1.2195814
   29 K     1.3349792   -0.0516123   -0.0284080
           -0.1204941    1.1298960    0.1507960
            0.0041368    0.0776880    1.2195814
   30 K     1.1066425   -0.0113361   -0.1163891
           -0.0802180    1.3582326   -0.1000001
           -0.0693482   -0.0352615    1.2195814
   31 Tl    3.0647860    0.5110859   -0.1417872
            0.5834126    3.6097154    0.0915720
           -0.0374481    0.0638645    3.2781545
   32 Tl    3.9474148   -0.0738267   -0.0084101
           -0.0015000    2.7270866   -0.1685773
           -0.0365842   -0.0643633    3.2781545
   33 Tl    2.9995513   -0.5457493    0.1501973
           -0.4734226    3.6749502    0.0770053
            0.0740324    0.0004988    3.2781545
   34 Tl    3.8293939    0.0592881   -0.0467415
           -0.0113872    3.0431700   -0.0024508
            0.0607992    0.0366875    3.4811512
   35 Tl    3.2604676   -0.3170825    0.0254933
           -0.3877579    3.6120962   -0.0392539
           -0.0621719    0.0343099    3.4811512
   36 Tl    3.2189843    0.3638074    0.0212483
            0.2931321    3.6535796    0.0417048
            0.0013727   -0.0709974    3.4811512
----------------------------------------------------------------------------
fc3 was read from "fc3.hdf5".
fc2 was read from "fc2.hdf5".
----------------------------- Force constants ------------------------------
Max drift of fc3: -0.00000188 (xxx) -0.00000188 (xxx) -0.00000188 (xxx)
Max drift of fc2: -0.00000000 (xx) -0.00000000 (xx) 
--------------------------- 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 ... [ 7 7 5 ]
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: 0.50, Number of G-points: 293, Lambda: 0.09
Running harmonic phonon calculations...
-------------------- Lattice thermal conductivity (RTA) --------------------
======================= Grid point 0 (1/43) =======================
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 43
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
   1.069   (   0.000   -0.000   -0.000)    0.000
   1.301   (   0.000   -0.000    0.000)    0.000
   1.301   (   0.000    0.000    0.000)    0.000
   1.606   (   0.000    0.000   -0.000)    0.000
   1.733   (   0.000    0.000   -0.000)    0.000
   1.733   (   0.000    0.000    0.000)    0.000
   1.797   (   0.000   -0.000    0.000)    0.000
   1.926   (   0.000    0.000    0.000)    0.000
   1.936   (   0.000    0.000    0.000)    0.000
   1.936   (   0.000    0.000    0.000)    0.000
   2.091   (  -0.000    0.000    0.000)    0.000
   2.091   (   0.000    0.000    0.000)    0.000
   2.211   (   0.000    0.000    0.000)    0.000
   2.487   (   0.000    0.000    0.000)    0.000
   2.487   (   0.000    0.000    0.000)    0.000
   2.535   (   0.000    0.000    0.000)    0.000
   2.554   (   0.000    0.000    0.000)    0.000
   2.554   (   0.000    0.000    0.000)    0.000
   2.818   (   0.000    0.000    0.000)    0.000
   2.858   (   0.000    0.000    0.000)    0.000
   2.858   (   0.000    0.000    0.000)    0.000
   2.905   (  -0.000    0.000    0.000)    0.000
   3.066   (   0.000    0.000    0.000)    0.000
   3.066   (   0.000    0.000    0.000)    0.000
   3.072   (   0.000    0.000   -0.000)    0.000
   3.189   (   0.000   -0.000    0.000)    0.000
   3.326   (   0.000    0.000    0.000)    0.000
   3.326   (   0.000    0.000    0.000)    0.000
   3.492   (   0.000    0.000    0.000)    0.000
   3.610   (   0.000    0.000    0.000)    0.000
   3.610   (   0.000    0.000    0.000)    0.000
   3.848   (   0.000    0.000    0.000)    0.000
   3.848   (   0.000    0.000   -0.000)    0.000
   3.882   (   0.000    0.000   -0.000)    0.000
   4.098   (   0.000    0.000    0.000)    0.000
   4.098   (   0.000    0.000    0.000)    0.000
   4.275   (   0.000   -0.000    0.000)    0.000
   4.275   (   0.000    0.000    0.000)    0.000
   4.338   (   0.000   -0.000    0.000)    0.000
   4.402   (   0.000    0.000    0.000)    0.000
   4.506   (   0.000    0.000   -0.000)    0.000
   4.506   (   0.000    0.000    0.000)    0.000
   4.845   (  -0.000    0.000    0.000)    0.000
   4.845   (   0.000   -0.000    0.000)    0.000
   4.866   (   0.000    0.000    0.000)    0.000
   5.076   (   0.000    0.000    0.000)    0.000
   5.084   (   0.000    0.000   -0.000)    0.000
   5.084   (  -0.000    0.000   -0.000)    0.000
   5.187   (   0.000    0.000    0.000)    0.000
   5.532   (   0.000    0.000   -0.000)    0.000
   5.532   (   0.000    0.000    0.000)    0.000
   5.577   (   0.000    0.000   -0.000)    0.000
   5.577   (   0.000    0.000   -0.000)    0.000
   5.656   (   0.000   -0.000    0.000)    0.000
   5.777   (   0.000    0.000    0.000)    0.000
   5.777   (   0.000    0.000    0.000)    0.000
   5.781   (   0.000    0.000    0.000)    0.000
   5.945   (  -0.000    0.000    0.000)    0.000
   6.000   (  -0.000    0.000    0.000)    0.000
   6.000   (  -0.000    0.000    0.000)    0.000
   6.142   (   0.000   -0.000   -0.000)    0.000
   6.308   (   0.000    0.000    0.000)    0.000
   6.308   (   0.000    0.000    0.000)    0.000
   6.544   (   0.000    0.000    0.000)    0.000
   6.544   (   0.000    0.000   -0.000)    0.000
   6.589   (   0.000    0.000    0.000)    0.000
   6.832   (   0.000    0.000   -0.000)    0.000
   6.863   (   0.000    0.000    0.000)    0.000
   6.863   (   0.000    0.000   -0.000)    0.000
   6.937   (   0.000    0.000    0.000)    0.000
   7.090   (   0.000    0.000   -0.000)    0.000
   7.090   (   0.000    0.000    0.000)    0.000
   7.166   (   0.000   -0.000    0.000)    0.000
   7.579   (   0.000    0.000   -0.000)    0.000
   7.624   (  -0.000    0.000    0.000)    0.000
   7.624   (  -0.000    0.000    0.000)    0.000
   7.806   (   0.000   -0.000    0.000)    0.000
   7.806   (   0.000   -0.000    0.000)    0.000
   7.836   (   0.000    0.000   -0.000)    0.000
   8.503   (   0.000    0.000   -0.000)    0.000
   8.503   (   0.000    0.000    0.000)    0.000
   8.536   (   0.000    0.000   -0.000)    0.000
   8.854   (   0.000    0.000    0.000)    0.000
   8.854   (   0.000    0.000    0.000)    0.000
   9.785   (   0.000    0.000    0.000)    0.000
   9.785   (   0.000    0.000   -0.000)    0.000
  10.070   (   0.000    0.000   -0.000)    0.000
  10.600   (   0.000    0.000    0.000)    0.000
  10.600   (  -0.000    0.000    0.000)    0.000
  10.609   (   0.000    0.000    0.000)    0.000
  11.296   (   0.000    0.000   -0.000)    0.000
  11.296   (   0.000    0.000    0.000)    0.000
  11.537   (   0.000    0.000    0.000)    0.000
  11.537   (   0.000    0.000    0.000)    0.000
  11.547   (   0.000    0.000   -0.000)    0.000
  11.580   (   0.000    0.000   -0.000)    0.000
  12.084   (   0.000    0.000    0.000)    0.000
  12.845   (   0.000    0.000    0.000)    0.000
  12.845   (   0.000    0.000   -0.000)    0.000
  13.225   (   0.000    0.000   -0.000)    0.000
  13.328   (   0.000    0.000    0.000)    0.000
  13.328   (   0.000    0.000    0.000)    0.000
  14.014   (  -0.000    0.000   -0.000)    0.000
  14.036   (   0.000    0.000   -0.000)    0.000
  14.036   (   0.000    0.000    0.000)    0.000
======================= Grid point 1 (2/43) =======================
q-point: ( 0.14  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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.344   (  15.361    7.518    2.486)   17.282
   0.410   (  15.760   10.504    1.647)   19.011
   0.775   (  29.084   16.702   -1.519)   33.573
   1.101   (   2.675    1.518    0.260)    3.086
   1.319   (   0.678    0.606   -2.200)    2.381
   1.399   (   7.410    4.106    1.460)    8.596
   1.575   (  -1.205   -0.815   -0.835)    1.677
   1.683   (  -3.431   -2.151    0.735)    4.116
   1.709   (  -2.316   -0.755   -0.221)    2.446
   1.810   (   1.459    0.809   -0.043)    1.669
   1.923   (   1.020    1.741    1.530)    2.533
   1.960   (   2.268   -0.667    1.698)    2.911
   2.066   (   3.969    1.588   -3.602)    5.590
   2.109   (   2.103    3.024    0.071)    3.684
   2.139   (   4.152    1.761   -0.260)    4.518
   2.187   (  -0.749   -0.382    0.426)    0.942
   2.427   (  -2.399   -1.939   -0.438)    3.116
   2.443   (  -3.094   -2.188    0.557)    3.831
   2.522   (  -0.905    1.406    0.227)    1.687
   2.610   (  -0.938   -0.375   -1.161)    1.539
   2.657   (   1.349   -1.558   -2.614)    3.329
   2.736   (   1.667    2.604    2.482)    3.964
   2.842   (  -0.498   -0.510    2.380)    2.484
   2.935   (   1.931    1.156    1.285)    2.591
   2.972   (   1.980    1.117   -0.534)    2.335
   3.083   (   2.657    0.873   -1.073)    2.996
   3.127   (   2.694    1.496    0.760)    3.175
   3.191   (   1.869    0.775   -0.785)    2.170
   3.220   (   2.222    2.205    1.486)    3.465
   3.325   (   0.385   -0.680   -5.133)    5.192
   3.378   (   1.869    2.225    3.815)    4.796
   3.503   (   0.715    0.036   -1.032)    1.256
   3.629   (   1.799    0.207    4.729)    5.064
   3.654   (   2.310    2.113   -4.956)    5.862
   3.822   (  -2.610   -1.269   -0.762)    3.000
   3.863   (  -0.911   -0.483    2.402)    2.614
   3.906   (   0.563    0.083   -2.447)    2.512
   4.090   (  -0.478   -0.496   -1.007)    1.220
   4.195   (  -3.175   -1.194    6.987)    7.767
   4.261   (  -0.268   -1.286   -3.652)    3.881
   4.301   (  -3.293   -2.363    1.105)    4.201
   4.378   (  -0.544    0.307    0.372)    0.727
   4.435   (  -3.558    1.488   -4.559)    5.972
   4.506   (   3.558   -1.831    0.537)    4.038
   4.576   (   2.079    2.193    1.740)    3.487
   4.808   (  -3.137   -1.433   -0.373)    3.469
   4.847   (  -1.691   -0.630    1.461)    2.322
   4.865   (  -0.721   -1.282    0.365)    1.515
   5.055   (  -1.081   -0.074    2.590)    2.807
   5.083   (  -0.986   -1.248   -3.046)    3.436
   5.167   (   1.642    0.765   -0.102)    1.814
   5.201   (   2.462    1.637   -0.880)    3.085
   5.490   (  -3.716   -1.532    0.879)    4.114
   5.522   (  -1.577   -1.712   -0.912)    2.500
   5.584   (  -0.547   -0.035    0.064)    0.552
   5.610   (  -2.447   -1.209    0.949)    2.889
   5.692   (  -1.516   -1.025   -1.824)    2.584
   5.727   (  -2.775   -1.629   -0.274)    3.229
   5.768   (  -1.513   -0.721   -0.376)    1.718
   5.846   (  -1.544   -0.761    0.247)    1.739
   5.960   (   0.596    0.459    0.113)    0.761
   6.000   (   0.852   -0.114   -0.128)    0.869
   6.053   (   2.072    1.329    2.497)    3.506
   6.149   (   0.552    0.402   -1.727)    1.857
   6.325   (   0.716    0.788   -1.512)    1.849
   6.384   (  -1.639   -1.041    1.306)    2.340
   6.484   (  -2.827   -2.081    0.916)    3.628
   6.601   (  -0.980   -0.461   -0.738)    1.311
   6.652   (   0.094    0.408   -0.746)    0.855
   6.792   (  -1.959   -1.757   -0.501)    2.679
   6.825   (  -1.631   -0.557   -0.258)    1.743
   6.944   (   0.454   -0.227    1.147)    1.254
   7.032   (   0.859    2.438    1.125)    2.819
   7.092   (   1.240   -1.499   -1.100)    2.235
   7.183   (   1.558    1.549    0.866)    2.361
   7.308   (   5.400    3.514   -1.538)    6.623
   7.567   (  -0.783   -0.088   -0.078)    0.792
   7.643   (   1.894    0.130    1.042)    2.166
   7.773   (   0.977    0.784    2.732)    3.006
   7.822   (   1.410    0.916   -2.726)    3.203
   7.884   (   3.858    2.058   -0.714)    4.430
   8.008   (   1.293    0.831    0.830)    1.747
   8.481   (  -1.005   -0.662   -3.145)    3.367
   8.574   (   2.772    1.380   -0.209)    3.104
   8.679   (   4.816    3.166   -0.483)    5.784
   8.833   (  -1.456   -0.861    0.684)    1.824
   9.317   (  -4.842   -2.873   -3.404)    6.579
   9.637   (  -8.793   -4.968    4.315)   10.982
   9.781   (  -2.022   -1.082   -1.329)    2.650
  10.193   (   5.733    3.538    2.767)    7.283
  10.536   (  -3.269   -2.902    0.079)    4.372
  10.610   (  -1.317   -0.272    2.326)    2.686
  10.838   (  -0.496   -0.351   -3.337)    3.392
  11.197   (  -8.039   -4.348    1.411)    9.248
  11.285   (  -2.385   -2.002   -2.142)    3.779
  11.448   (  -6.567   -2.800    0.509)    7.157
  11.528   (  -1.093   -2.189   -0.072)    2.447
  11.557   (  -1.137    1.174    0.887)    1.860
  11.832   (  -5.448   -3.776   -0.342)    6.637
  12.194   (   5.801    3.153   -0.483)    6.620
  12.898   (   2.805    2.386    1.158)    3.860
  12.956   (   6.981    3.430   -0.492)    7.794
  13.222   (   0.119    0.021    0.026)    0.124
  13.377   (   3.580    2.074   -1.353)    4.353
  13.715   (  -0.160   -0.129    1.169)    1.187
  14.024   (   0.301    0.498    0.031)    0.582
  14.066   (   2.884    1.397   -0.003)    3.205
  14.489   (  -0.519   -0.306    0.645)    0.882
======================= Grid point 2 (3/43) =======================
q-point: ( 0.29  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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.661   (  12.407    4.488    3.485)   13.646
   0.768   (  13.088    8.998    0.912)   15.908
   1.075   (   1.754    1.127   -0.155)    2.091
   1.288   (   2.690    1.562    1.160)    3.320
   1.385   (   8.173    5.330   -2.770)   10.143
   1.500   (  -0.025   -0.456   -0.350)    0.575
   1.594   (  -1.334   -0.473   -1.130)    1.811
   1.610   (  -2.201   -0.476   -1.428)    2.667
   1.725   (   4.023    3.917    1.439)    5.796
   1.854   (   1.991    1.384    1.631)    2.922
   1.951   (   2.242   -0.111   -0.628)    2.331
   2.013   (   6.752   -0.115    1.119)    6.845
   2.074   (  -1.459    0.688   -0.418)    1.666
   2.161   (  -0.885    2.092    0.271)    2.287
   2.236   (   5.606    1.563    0.690)    5.860
   2.280   (   4.561    2.519   -2.469)    5.766
   2.386   (  -0.226   -0.274   -0.685)    0.772
   2.433   (   4.060    1.299   -2.366)    4.875
   2.501   (  -3.920    3.818    0.593)    5.504
   2.615   (   5.897   -0.576    0.012)    5.926
   2.689   (   1.675   -0.172   -2.279)    2.834
   2.789   (   1.187    0.758    2.395)    2.778
   2.871   (   2.927    2.295    1.654)    4.071
   2.960   (  -0.604    0.310   -1.710)    1.840
   3.007   (   2.451    1.344    5.091)    5.808
   3.135   (   2.048   -0.267   -0.855)    2.235
   3.173   (   3.021    0.194    1.300)    3.295
   3.239   (   2.091   -0.117    1.349)    2.491
   3.301   (   0.582    3.931   -0.284)    3.984
   3.337   (   1.470    0.322   -4.931)    5.155
   3.442   (   0.738    3.789    1.447)    4.122
   3.524   (   2.643   -1.405    0.197)    2.999
   3.642   (  -0.798   -1.108    3.600)    3.850
   3.711   (   1.699    1.565   -5.866)    6.304
   3.747   (  -3.213   -1.305    0.645)    3.527
   3.841   (  -1.895   -1.371    1.921)    3.026
   3.912   (   0.183   -0.699   -2.370)    2.478
   4.010   (  -7.350   -3.556    1.006)    8.226
   4.137   (  -0.337    0.594   -1.490)    1.639
   4.190   (  -3.847   -2.205   -0.072)    4.435
   4.274   (   0.980   -0.714    4.248)    4.417
   4.382   (  -1.295    2.813   -0.989)    3.250
   4.396   (  -0.136   -0.343    0.240)    0.440
   4.554   (   3.159   -1.723   -2.261)    4.250
   4.648   (   1.984    2.953    2.237)    4.203
   4.724   (  -3.764   -1.793   -0.631)    4.217
   4.805   (  -1.236   -2.039    3.706)    4.407
   4.847   (   1.060    0.070   -3.121)    3.297
   5.031   (  -1.126   -0.404    1.926)    2.267
   5.065   (  -0.449    0.013    0.164)    0.478
   5.187   (   1.052   -0.034   -1.739)    2.033
   5.275   (   1.867    1.492   -1.967)    3.095
   5.380   (  -5.876   -2.328    1.439)    6.483
   5.446   (  -3.542   -3.819   -2.824)    5.925
   5.517   (  -3.553   -1.848    1.782)    4.384
   5.573   (  -2.990   -1.052    0.880)    3.289
   5.638   (  -1.566   -0.829   -4.610)    4.939
   5.677   (  -1.672   -0.603    1.450)    2.294
   5.734   (  -0.839   -0.809    0.713)    1.366
   5.821   (  -0.659    0.242    0.628)    0.942
   5.981   (   1.165    1.134    0.358)    1.665
   6.032   (   2.452    0.381   -0.635)    2.561
   6.097   (   0.825    0.762    1.485)    1.862
   6.175   (   1.661    0.978   -0.110)    1.931
   6.297   (  -3.602   -1.819   -1.205)    4.212
   6.352   (  -0.920   -0.508   -0.839)    1.345
   6.421   (  -1.820   -1.339    1.492)    2.707
   6.544   (  -3.072   -3.863   -1.332)    5.112
   6.632   (  -1.432    1.037   -0.286)    1.791
   6.780   (   0.260   -1.236   -0.703)    1.445
   6.790   (  -1.080    1.456    0.395)    1.855
   6.991   (   3.038    2.178    1.308)    3.960
   7.042   (  -0.434   -1.521    2.217)    2.723
   7.106   (   0.970    0.208   -1.407)    1.721
   7.253   (   4.324    2.341   -1.103)    5.039
   7.420   (   2.203    3.100   -0.365)    3.821
   7.569   (   0.212    1.602    1.336)    2.097
   7.678   (   2.491   -1.601    3.523)    4.603
   7.801   (   1.267    1.062    1.463)    2.207
   7.869   (   2.095    1.408   -1.322)    2.850
   7.947   (   0.816    0.316    0.945)    1.288
   8.137   (  10.771    5.629   -5.658)   13.406
   8.447   (  -2.342   -1.662   -4.609)    5.430
   8.628   (   1.180    0.226   -2.777)    3.026
   8.746   (  -0.185   -0.589    2.587)    2.660
   8.842   (   1.569    3.559    0.194)    3.894
   9.185   (  -4.102   -3.054    1.248)    5.264
   9.474   (  -5.208   -3.837    1.023)    6.549
   9.713   (  -3.684   -1.278   -1.553)    4.197
  10.242   (  -3.124    0.097    2.522)    4.017
  10.449   (  -3.523   -3.141    0.126)    4.721
  10.565   (  -1.068   -2.150    5.784)    6.263
  10.771   (  -3.928   -3.850   -3.964)    6.780
  11.023   (  -6.385   -0.638    0.286)    6.424
  11.192   (  -3.072   -4.485   -2.831)    6.130
  11.333   (  -4.071   -0.158    0.113)    4.076
  11.503   (  -0.233   -0.271    1.467)    1.510
  11.555   (  -0.730    1.604    0.256)    1.781
  11.721   (  -2.851   -3.818   -0.393)    4.781
  12.311   (   4.177    2.095   -0.632)    4.716
  12.972   (   2.452    2.108    0.882)    3.352
  13.106   (   5.276    2.800   -0.366)    5.984
  13.233   (   0.867    0.256    0.005)    0.904
  13.472   (   4.075    2.356   -1.794)    5.037
  13.708   (  -0.437   -0.392    1.765)    1.860
  14.032   (   0.077    0.520    0.067)    0.530
  14.152   (   4.092    2.109   -0.218)    4.608
  14.472   (  -0.876   -0.544    0.947)    1.400
======================= Grid point 3 (4/43) =======================
q-point: ( 0.43  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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.806   (   1.949   -0.154    1.619)    2.539
   1.046   (   9.697    6.044    0.267)   11.430
   1.174   (   6.084    2.579    0.955)    6.677
   1.248   (  -4.728   -1.580    0.133)    4.986
   1.430   (  -4.044   -0.400   -0.421)    4.085
   1.520   (   1.317   -0.857    0.929)    1.825
   1.561   (  -0.420   -0.404   -2.447)    2.516
   1.608   (   3.556   -1.201   -2.412)    4.461
   1.705   (  -5.597    1.684    0.453)    5.862
   1.868   (  -1.202   -0.718    2.182)    2.593
   1.989   (   1.915   -0.423    0.086)    1.963
   2.066   (   1.672   -0.306    1.213)    2.088
   2.147   (  -0.499    3.504   -1.913)    4.023
   2.165   (   2.071   -1.020    0.040)    2.309
   2.314   (   2.009    1.548    0.534)    2.592
   2.351   (   0.005   -0.136    0.719)    0.732
   2.404   (  -1.291    1.046    0.059)    1.663
   2.485   (   1.448   -1.284   -1.306)    2.335
   2.594   (   7.928    4.526   -1.060)    9.190
   2.679   (  -0.119    0.814   -1.526)    1.734
   2.794   (   6.285    1.321   -0.543)    6.445
   2.877   (   6.213    3.728   -0.350)    7.254
   2.936   (   1.662    4.323    0.993)    4.737
   2.974   (   2.513    2.099   -1.163)    3.475
   3.052   (   1.315   -0.883    2.665)    3.100
   3.140   (  -3.291   -5.671    0.928)    6.622
   3.201   (   1.645    0.393    2.594)    3.097
   3.259   (   1.374   -0.031    0.785)    1.583
   3.320   (  -0.113    0.940   -3.827)    3.942
   3.369   (   0.709    2.281   -0.160)    2.394
   3.436   (  -5.129   -0.367    1.536)    5.366
   3.540   (   1.268   -1.089    1.370)    2.161
   3.600   (  -3.018   -2.676    0.866)    4.126
   3.663   (  -1.362   -1.400   -1.360)    2.380
   3.697   (  -4.192   -2.877    0.960)    5.175
   3.795   (   0.799    1.029   -2.381)    2.714
   3.836   (  -3.478    0.516   -1.727)    3.917
   3.983   (   1.573    1.668   -0.103)    2.295
   4.106   (  -1.144   -1.016   -0.618)    1.650
   4.183   (   1.102    0.011    1.716)    2.039
   4.269   (  -0.794   -0.351    1.571)    1.794
   4.354   (  -0.580   -0.543   -0.448)    0.912
   4.460   (   3.049    2.934    1.991)    4.676
   4.566   (  -0.497   -2.300   -2.193)    3.217
   4.623   (  -1.892   -1.764    0.234)    2.598
   4.693   (  -1.121    1.322   -2.547)    3.081
   4.823   (   4.054   -0.011    3.614)    5.431
   4.897   (   1.889    0.715   -1.313)    2.409
   4.997   (  -3.105    1.368    1.803)    3.843
   5.066   (   1.292   -0.687   -0.081)    1.466
   5.181   (  -1.134   -1.545   -2.396)    3.068
   5.257   (  -3.486   -0.895    3.159)    4.789
   5.317   (   1.628   -0.165   -3.260)    3.648
   5.365   (  -2.058    0.083   -2.044)    2.902
   5.420   (  -3.799   -2.392    1.949)    4.894
   5.540   (  -0.316   -0.208   -0.575)    0.688
   5.597   (  -1.005   -1.457   -0.737)    1.917
   5.665   (  -0.411    0.516    0.880)    1.100
   5.725   (   0.131   -0.238    0.462)    0.536
   5.827   (   0.318    0.655    0.274)    0.778
   6.008   (   0.432    0.475    0.171)    0.665
   6.086   (   1.579    1.005   -1.104)    2.173
   6.116   (   1.721    1.360    0.313)    2.216
   6.188   (  -2.482   -1.567    2.196)    3.666
   6.224   (  -0.638   -0.592   -2.318)    2.475
   6.331   (   0.244   -0.201    2.593)    2.612
   6.383   (  -2.196   -1.090   -3.023)    3.892
   6.460   (  -1.296   -2.128    0.225)    2.502
   6.631   (  -0.213    1.107    0.322)    1.173
   6.760   (  -0.244   -1.278   -0.582)    1.426
   6.814   (   0.174    2.448    0.395)    2.486
   7.001   (  -0.394   -2.632    1.110)    2.884
   7.053   (   0.865    0.841   -0.430)    1.281
   7.129   (   0.660    1.180    0.268)    1.379
   7.367   (   5.626    0.293   -3.139)    6.449
   7.443   (  -2.415    2.502    1.934)    3.979
   7.598   (   0.748    2.024    1.239)    2.488
   7.686   (   0.674   -2.312    2.207)    3.267
   7.835   (   0.906    0.883    0.792)    1.492
   7.906   (   0.667    0.658   -0.065)    0.939
   7.954   (   0.193    0.238    0.449)    0.543
   8.351   (  -0.905   -3.510   -4.178)    5.531
   8.436   (   9.373    4.793   -4.567)   11.475
   8.625   (  -0.122    2.217   -1.704)    2.799
   8.735   (  -0.492   -1.364    2.200)    2.635
   8.853   (  -3.759    1.663    1.019)    4.235
   9.165   (   2.816   -0.661    3.947)    4.894
   9.321   (  -6.422   -4.279   -1.494)    7.860
   9.667   (  -0.687    0.018   -1.137)    1.329
  10.175   (  -1.692    1.550    2.596)    3.465
  10.316   (  -5.946   -3.855   -2.190)    7.417
  10.562   (   1.787   -1.688    3.811)    4.535
  10.693   (  -1.062   -1.578   -1.384)    2.352
  10.953   (  -2.492    1.055   -0.262)    2.719
  11.120   (  -1.097   -2.007   -1.471)    2.719
  11.290   (  -1.201    0.359    0.085)    1.256
  11.506   (   0.255    0.174    0.780)    0.839
  11.563   (  -0.184    1.436    0.025)    1.448
  11.653   (  -1.049   -2.416   -0.286)    2.649
  12.378   (   1.558    0.772   -0.275)    1.761
  13.017   (   0.877    0.750    0.306)    1.193
  13.184   (   1.470    0.939   -0.268)    1.764
  13.251   (   0.655    0.124    0.131)    0.679
  13.549   (   2.029    1.183   -1.087)    2.588
  13.693   (  -0.512   -0.403    1.103)    1.281
  14.037   (   0.016    0.222    0.027)    0.224
  14.228   (   2.025    1.118   -0.220)    2.324
  14.452   (  -0.605   -0.391    0.531)    0.895
======================= Grid point 8 (5/43) =======================
q-point: ( 0.14  0.14  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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.556   (   5.193   11.845   -0.566)   12.946
   0.704   (   9.519   15.336   -1.143)   18.086
   1.056   (   1.787    2.779    0.616)    3.361
   1.258   (   7.598   13.613    2.144)   15.737
   1.333   (   1.177    0.571    0.364)    1.358
   1.488   (   1.530    3.139   -0.945)    3.618
   1.608   (   1.175    1.279    0.373)    1.776
   1.630   (  -0.427   -0.702   -0.169)    0.839
   1.701   (   3.678    3.926   -2.661)    6.001
   1.838   (   0.430    0.479   -0.829)    1.049
   1.929   (   0.841    2.306    6.222)    6.689
   1.993   (  -3.228    0.767   -2.811)    4.349
   2.094   (   1.643    0.937   -1.175)    2.227
   2.154   (   2.620    2.340    0.344)    3.529
   2.206   (   1.913    3.612   -1.823)    4.475
   2.252   (   3.270    6.035    0.643)    6.894
   2.379   (  -1.052   -1.304    1.272)    2.104
   2.431   (   0.070    2.117   -0.244)    2.132
   2.499   (   3.003   -2.137   -0.243)    3.693
   2.618   (   1.084    0.195   -0.099)    1.106
   2.686   (  -3.624    4.609    0.371)    5.875
   2.760   (   2.301   -0.033    1.319)    2.653
   2.852   (   1.449    1.787   -1.973)    3.031
   2.964   (   0.834    1.431   -0.839)    1.857
   2.998   (   0.589   -0.296   -1.114)    1.294
   3.099   (  -0.830    1.626    1.950)    2.672
   3.161   (   0.770    2.778    0.082)    2.884
   3.212   (   0.994    1.340    0.788)    1.846
   3.302   (   3.487    3.947   -3.690)    6.430
   3.370   (  -1.456    2.944   -0.332)    3.301
   3.395   (   5.272   -0.057    4.524)    6.947
   3.521   (  -0.648    2.334   -1.907)    3.083
   3.635   (  -0.561   -0.148    2.114)    2.192
   3.698   (   1.040    1.174   -1.928)    2.485
   3.770   (  -1.019   -2.932    0.111)    3.107
   3.859   (  -0.514   -1.021    0.018)    1.143
   3.907   (  -0.233    0.742    0.278)    0.826
   4.085   (  -2.456   -0.426    2.453)    3.497
   4.120   (  -0.456   -5.027   -4.514)    6.771
   4.214   (  -1.348   -4.254    2.582)    5.155
   4.265   (  -3.124   -1.428    0.240)    3.443
   4.380   (   1.869   -2.149   -0.830)    2.967
   4.399   (   1.053    0.337    1.930)    2.224
   4.539   (  -1.617    3.795   -4.135)    5.841
   4.624   (   2.628    1.539    3.799)    4.869
   4.758   (  -1.377   -3.283    0.360)    3.578
   4.806   (  -1.667   -1.641   -1.176)    2.618
   4.839   (  -1.582   -1.199   -0.351)    2.016
   5.027   (  -1.144   -2.425   -3.856)    4.696
   5.081   (   0.392    0.657    1.542)    1.722
   5.186   (   0.216    1.148    2.096)    2.399
   5.249   (   1.704    2.506   -0.978)    3.184
   5.413   (  -2.285   -5.462   -2.544)    6.444
   5.479   (  -3.494   -3.487    3.153)    5.857
   5.544   (  -1.559   -2.686    1.359)    3.390
   5.596   (  -0.029   -1.487   -1.328)    1.994
   5.647   (  -1.288   -3.132    0.785)    3.477
   5.684   (  -0.880   -1.247   -0.300)    1.555
   5.745   (  -0.815   -1.149   -0.431)    1.473
   5.822   (  -0.252   -1.298   -0.525)    1.423
   5.978   (   1.082    0.880   -0.967)    1.697
   6.013   (  -0.113    2.084    0.992)    2.310
   6.089   (   0.844    1.050    0.237)    1.368
   6.163   (   0.978    1.507   -1.493)    2.336
   6.318   (  -0.888   -1.884    4.893)    5.318
   6.363   (  -0.484   -1.220   -2.621)    2.932
   6.454   (  -1.117   -1.126   -2.647)    3.086
   6.556   (  -2.300   -2.000    0.331)    3.066
   6.632   (  -0.544   -2.554    0.611)    2.682
   6.778   (  -0.901   -2.124    0.563)    2.375
   6.811   (   1.154    1.635    1.409)    2.447
   6.957   (   0.981    1.276    0.453)    1.673
   7.046   (   0.012    0.058   -2.475)    2.475
   7.093   (  -0.437    1.329   -1.212)    1.851
   7.256   (   1.623    2.902    0.811)    3.423
   7.364   (   3.165    2.907    3.476)    5.527
   7.566   (   0.942   -0.216    2.983)    3.136
   7.677   (  -0.397    3.281   -1.403)    3.591
   7.811   (   1.271    2.216   -1.566)    2.996
   7.845   (   1.371    1.650   -0.255)    2.160
   7.938   (   0.839    1.946    0.500)    2.177
   8.074   (   3.963    7.009   -1.054)    8.120
   8.458   (  -1.203   -1.729   -1.429)    2.545
   8.624   (   1.061    2.885    2.173)    3.764
   8.771   (   0.990    3.806   -1.763)    4.309
   8.803   (   2.131   -0.975    1.502)    2.784
   9.238   (  -3.086   -4.737    3.165)    6.479
   9.487   (  -4.171   -6.609   -4.481)    9.009
   9.737   (  -1.656   -3.831   -1.896)    4.584
  10.250   (   1.359   -0.203    2.925)    3.232
  10.467   (  -3.956   -3.701    0.332)    5.428
  10.583   (  -1.307   -1.686   -0.539)    2.201
  10.798   (  -2.920   -3.216    1.883)    4.734
  11.095   (  -1.035   -7.839   -3.264)    8.554
  11.187   (  -5.313   -3.108   -3.336)    7.001
  11.361   (  -1.411   -6.117    3.287)    7.086
  11.493   (  -0.696   -0.712    1.096)    1.480
  11.526   (   0.345   -1.536    0.060)    1.576
  11.753   (  -3.749   -4.028   -0.561)    5.531
  12.308   (   3.320    6.333    0.083)    7.151
  12.953   (   2.734    3.373    0.383)    4.359
  13.071   (   3.002    5.874    0.043)    6.597
  13.229   (   0.229    0.718   -0.275)    0.802
  13.443   (   2.269    3.918    0.751)    4.590
  13.707   (  -0.435   -0.563   -1.125)    1.331
  14.065   (   2.061    1.572   -0.392)    2.621
  14.099   (   0.930    3.302    0.579)    3.479
  14.475   (  -0.659   -1.094    0.179)    1.290
======================= Grid point 9 (6/43) =======================
q-point: ( 0.29  0.14  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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.695   (   3.704   -2.439    0.258)    4.442
   0.994   (   7.669   10.437   -0.742)   12.973
   1.112   (   3.521    4.779   -1.445)    6.110
   1.306   (  -0.545    0.927   -0.519)    1.194
   1.459   (   4.303    0.504    4.621)    6.335
   1.500   (  -0.966    0.985    1.679)    2.173
   1.549   (  -4.064   -2.848   -0.411)    4.979
   1.632   (  -2.274    1.808   -4.333)    5.217
   1.797   (  -1.569   -3.470    3.781)    5.366
   1.887   (   0.199    5.784   -0.005)    5.788
   1.948   (   1.506    0.386   -2.099)    2.612
   2.057   (   4.850    4.203   -1.297)    6.548
   2.102   (  -0.526    1.568    1.241)    2.067
   2.228   (   1.795    1.942   -1.170)    2.892
   2.261   (   1.853    1.151   -1.058)    2.425
   2.345   (   2.433    3.992    0.898)    4.760
   2.434   (   1.915    2.498    2.527)    4.036
   2.468   (   1.727    4.855   -3.841)    6.427
   2.581   (  -2.552    1.501    1.261)    3.218
   2.634   (   7.713    4.416   -1.328)    8.987
   2.717   (   1.846    3.118   -1.535)    3.936
   2.807   (   4.602    2.225    2.539)    5.708
   2.928   (   2.701    2.846   -0.753)    3.995
   2.976   (  -0.100    0.202   -0.648)    0.686
   3.011   (   2.221   -0.022    2.060)    3.029
   3.114   (   1.474   -0.092    0.631)    1.606
   3.193   (  -0.593    1.886   -1.386)    2.414
   3.245   (   1.007    1.204    1.660)    2.284
   3.343   (  -0.608   -0.644   -2.229)    2.398
   3.385   (  -0.805    1.651   -0.319)    1.864
   3.459   (   2.872   -2.379    4.558)    5.889
   3.532   (  -1.947    0.945   -1.508)    2.638
   3.609   (  -0.012   -0.510   -1.431)    1.519
   3.686   (  -4.149   -3.301    0.343)    5.313
   3.720   (  -0.944   -2.402   -0.938)    2.746
   3.806   (  -2.508   -0.584   -0.093)    2.577
   3.913   (  -1.450    0.428    0.272)    1.536
   4.017   (  -3.843    1.774   -1.807)    4.603
   4.051   (   1.738   -7.535   -2.060)    8.003
   4.177   (  -0.342    0.745    1.264)    1.507
   4.244   (   1.321   -2.376    2.148)    3.465
   4.364   (  -0.420   -0.948   -0.902)    1.374
   4.450   (   2.181    2.660    4.384)    5.572
   4.549   (  -1.135    0.512   -1.330)    1.822
   4.642   (  -0.714   -0.114    1.052)    1.277
   4.717   (   0.903   -4.544    3.539)    5.830
   4.773   (  -1.702    3.592   -1.228)    4.160
   4.841   (   2.969   -0.913   -3.844)    4.942
   5.004   (   1.512   -0.829   -3.746)    4.124
   5.093   (  -1.234    1.627    3.216)    3.809
   5.184   (  -1.420   -0.951   -0.756)    1.868
   5.288   (   0.822   -0.371   -0.773)    1.188
   5.305   (  -2.951   -4.665   -2.236)    5.956
   5.369   (  -2.767   -3.342    0.071)    4.339
   5.474   (  -3.371   -2.803    1.558)    4.653
   5.559   (  -1.584    0.234   -2.869)    3.286
   5.610   (  -0.848   -0.585    0.455)    1.126
   5.681   (  -0.226   -0.053    0.944)    0.972
   5.729   (  -0.486    0.675    1.578)    1.784
   5.811   (   0.674   -1.530    0.089)    1.674
   6.007   (   0.563    1.011    1.604)    1.978
   6.056   (   2.280    1.711   -0.380)    2.876
   6.105   (   1.295    0.502    0.163)    1.399
   6.201   (   0.368    1.918   -0.914)    2.156
   6.255   (  -2.956   -1.973    1.116)    3.725
   6.340   (  -1.007   -0.917   -0.343)    1.404
   6.417   (  -1.888   -0.625   -1.663)    2.593
   6.492   (  -3.493    0.410   -1.099)    3.684
   6.605   (   0.880   -2.894   -0.536)    3.072
   6.765   (   0.580   -0.146    0.373)    0.705
   6.856   (   0.084    3.725    2.587)    4.536
   6.969   (  -0.284   -2.450    0.054)    2.467
   7.048   (   0.868    1.890   -2.060)    2.928
   7.115   (   1.439   -0.264    0.624)    1.591
   7.288   (   1.613   -0.334   -3.181)    3.582
   7.452   (   3.360    0.965    4.307)    5.547
   7.596   (   1.254    0.679    6.901)    7.047
   7.688   (  -1.227    1.989    0.096)    2.339
   7.849   (   0.156    2.972   -0.467)    3.012
   7.892   (   1.660    0.644   -1.988)    2.668
   7.953   (   0.121    0.084   -0.023)    0.149
   8.275   (   7.433    8.082   -3.839)   11.632
   8.412   (  -0.718   -0.559   -3.549)    3.664
   8.646   (  -0.738    0.298   -0.924)    1.220
   8.739   (  -1.373    0.348    5.107)    5.300
   8.920   (   3.558    2.685    1.301)    4.643
   9.128   (  -3.730   -3.837    3.387)    6.332
   9.382   (  -4.067   -1.714   -4.237)    6.118
   9.656   (  -0.841   -4.975   -5.828)    7.709
  10.221   (  -1.297   -2.249    2.402)    3.536
  10.379   (  -3.962   -3.459    0.229)    5.265
  10.499   (  -2.343   -3.601    4.162)    5.982
  10.720   (  -2.357    0.106   -0.047)    2.360
  11.006   (  -2.809   -3.628   -1.517)    4.832
  11.099   (  -0.803   -2.785   -3.934)    4.887
  11.297   (  -0.438   -3.519    0.874)    3.652
  11.493   (   0.393   -0.455    2.355)    2.431
  11.531   (   2.612   -1.918    0.213)    3.247
  11.648   (  -3.327   -3.230   -0.498)    4.663
  12.408   (   0.716    5.891   -0.180)    5.937
  13.028   (   1.209    3.387    0.379)    3.616
  13.160   (   2.342    1.750   -0.051)    2.924
  13.243   (   0.453    0.706   -0.343)    0.906
  13.519   (   2.505    1.963    0.778)    3.276
  13.692   (  -0.363   -0.918   -1.093)    1.473
  14.085   (  -1.914    3.602    0.023)    4.079
  14.187   (   4.295    1.921    0.105)    4.706
  14.444   (  -0.718   -2.324    0.649)    2.518
======================= Grid point 10 (7/43) =======================
q-point: ( 0.43  0.14  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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.699   (   5.609   -8.483   -1.478)   10.277
   1.157   (  -1.347    2.201   -1.357)    2.916
   1.193   (  -0.143    3.296   -1.524)    3.634
   1.319   (  -2.835    3.700   -1.468)    4.887
   1.390   (  -3.342   -1.573   -1.018)    3.831
   1.516   (   2.327    0.266    3.593)    4.289
   1.562   (   1.869    0.395    4.286)    4.692
   1.596   (   0.633    0.512   -0.196)    0.837
   1.738   (  -3.382    0.019    2.449)    4.175
   1.875   (  -2.565    1.830   -3.957)    5.058
   2.005   (   1.328    1.702    0.231)    2.172
   2.067   (  -0.279    1.207    0.424)    1.309
   2.151   (   0.188   -1.033   -0.574)    1.197
   2.236   (  -2.219    3.312   -0.570)    4.027
   2.303   (   1.999   -1.940   -0.900)    2.927
   2.364   (  -1.761   -0.047   -0.500)    1.832
   2.439   (  -3.892    4.114   -1.573)    5.878
   2.517   (   0.294    3.891    0.525)    3.937
   2.593   (   0.711   -2.019    3.938)    4.483
   2.736   (  -2.159    2.283    0.987)    3.293
   2.840   (   3.714    1.619   -1.846)    4.452
   2.877   (  -0.024   -0.650    0.016)    0.651
   2.928   (  -3.631   -6.500    2.105)    7.738
   3.017   (   0.923    2.000   -1.616)    2.732
   3.079   (  -0.612    1.906   -1.973)    2.811
   3.145   (   3.223    7.407   -1.081)    8.150
   3.182   (   0.480   -2.778   -1.141)    3.042
   3.264   (   0.249   -0.743    2.221)    2.355
   3.322   (  -0.854    0.629   -2.276)    2.510
   3.391   (  -0.493   -1.126    2.291)    2.600
   3.404   (  -1.677   -2.535    4.348)    5.305
   3.490   (   0.645   -1.729   -2.706)    3.275
   3.586   (   2.014    1.747   -2.500)    3.655
   3.638   (   0.529   -0.702    1.223)    1.506
   3.683   (  -0.085    0.379   -2.027)    2.064
   3.791   (   0.279   -1.916    1.020)    2.188
   3.854   (  -3.284   -0.254    0.529)    3.336
   3.989   (  -1.311   -1.299   -0.336)    1.876
   4.073   (   2.786    1.051   -0.506)    3.020
   4.188   (   1.040   -0.401    0.081)    1.118
   4.236   (   0.449   -1.853   -1.222)    2.265
   4.359   (  -0.015   -0.520   -0.142)    0.539
   4.490   (  -2.128   -1.134    2.884)    3.759
   4.534   (   3.094    1.243    4.177)    5.344
   4.628   (  -0.415    0.072   -0.949)    1.038
   4.703   (  -1.182    0.831   -0.333)    1.483
   4.810   (   2.336   -0.338    0.824)    2.500
   4.875   (   2.159   -2.207   -2.753)    4.137
   5.013   (  -5.014   -0.270   -5.247)    7.263
   5.080   (   1.562    1.553    3.249)    3.925
   5.150   (   2.332   -0.614   -1.252)    2.717
   5.240   (  -1.950   -0.959   -0.903)    2.353
   5.296   (   2.774   -1.927    0.234)    3.386
   5.342   (   0.707   -1.458    0.767)    1.793
   5.406   (  -1.241    0.245   -1.126)    1.693
   5.554   (  -0.395    1.688   -1.077)    2.041
   5.608   (   0.182    1.442    0.489)    1.534
   5.667   (  -1.012    0.053    0.487)    1.124
   5.734   (  -0.167    0.989    1.366)    1.695
   5.807   (   0.849   -2.490    0.313)    2.649
   6.015   (  -0.315    0.611    2.325)    2.424
   6.085   (   0.451   -1.009    2.182)    2.446
   6.147   (  -3.072   -0.503   -1.062)    3.289
   6.169   (   1.012    2.472   -1.210)    2.933
   6.240   (  -0.108    1.317   -1.575)    2.056
   6.340   (   1.537   -0.368    0.669)    1.716
   6.374   (  -1.289    0.222    0.558)    1.422
   6.477   (  -0.475    3.686   -2.031)    4.235
   6.590   (   0.877   -3.438   -1.918)    4.033
   6.784   (  -0.285    1.890    0.429)    1.958
   6.837   (  -3.619    0.297    2.596)    4.464
   6.980   (   3.292    0.150    0.470)    3.328
   7.074   (  -0.572    1.540   -2.437)    2.939
   7.119   (  -0.305   -1.865    0.943)    2.112
   7.315   (   3.855   -4.558   -4.107)    7.246
   7.476   (  -2.252    0.413    4.365)    4.929
   7.590   (  -1.100   -0.615    5.493)    5.635
   7.708   (   1.428    1.718    1.452)    2.664
   7.864   (  -1.697    1.717   -1.763)    2.989
   7.904   (   0.208   -0.468   -1.362)    1.455
   7.952   (   0.087   -0.475   -1.596)    1.668
   8.353   (  -0.041    3.070   -1.768)    3.543
   8.525   (   3.711    3.956   -1.767)    5.705
   8.621   (  -2.817   -3.033    3.878)    5.672
   8.734   (  -0.378    1.594    4.925)    5.190
   8.861   (  -6.654   -1.259   -0.371)    6.782
   9.126   (   6.892   -2.838    2.431)    7.840
   9.321   (  -2.438    4.597   -5.643)    7.676
   9.633   (   1.736   -3.618   -4.843)    6.289
  10.188   (  -4.916   -1.295   -0.435)    5.102
  10.266   (   1.933    1.284    0.402)    2.356
  10.513   (   5.426   -3.449    2.420)    6.870
  10.722   (  -0.477    3.819    2.144)    4.405
  10.922   (  -1.732   -3.429   -2.589)    4.633
  11.095   (   2.451   -1.233   -0.948)    2.903
  11.265   (   0.201   -2.415   -0.491)    2.472
  11.491   (   0.273   -0.841    2.048)    2.231
  11.551   (  -0.422   -1.811   -0.530)    1.934
  11.604   (   3.023   -1.687    0.376)    3.483
  12.447   (  -2.440    4.427    0.050)    5.056
  13.054   (  -1.819    2.712   -0.101)    3.268
  13.187   (   0.362   -0.807    0.125)    0.893
  13.255   (   0.140    0.260   -0.362)    0.467
  13.555   (   0.248   -0.471    2.429)    2.487
  13.683   (   0.379   -0.472   -2.679)    2.747
  14.083   (  -2.282    3.575    0.004)    4.241
  14.244   (  -0.340    0.674    0.328)    0.822
  14.419   (   1.586   -2.642    0.164)    3.086
======================= Grid point 12 (8/43) =======================
q-point: (-0.43  0.14  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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.716   (   1.396   -5.734   -2.612)    6.454
   0.982   ( -13.179   -0.767   -1.179)   13.254
   1.132   (  -7.758   -1.359   -2.285)    8.200
   1.297   (   0.449    1.547   -0.254)    1.630
   1.417   (   1.095    0.064    2.900)    3.101
   1.512   (  -0.975   -0.827    1.961)    2.341
   1.581   (   0.892   -0.052    2.733)    2.875
   1.652   (  -3.516    2.246   -0.791)    4.247
   1.721   (   3.780    3.234    1.988)    5.358
   1.887   (  -0.459    1.467   -5.026)    5.256
   1.987   (  -2.076   -2.010    0.788)    2.995
   2.055   (  -3.858   -1.402    0.596)    4.148
   2.114   (  -2.356    0.614   -0.702)    2.534
   2.209   (  -3.975    0.652    0.720)    4.092
   2.269   (  -1.683   -1.398   -2.298)    3.172
   2.351   (  -3.124    0.436   -0.330)    3.172
   2.396   (  -3.257    0.134   -0.186)    3.265
   2.497   (  -4.797   -1.809    0.102)    5.127
   2.535   (  -4.738    2.468    4.055)    6.707
   2.682   (  -3.860   -2.262    0.498)    4.501
   2.748   (  -6.507   -0.169    2.809)    7.090
   2.780   (  -0.858   -3.774   -0.381)    3.889
   2.922   (  -1.618    0.820   -3.009)    3.513
   2.954   (  -2.241    0.246    1.063)    2.493
   3.035   (  -2.728   -2.850   -6.172)    7.325
   3.139   (  -0.394   -3.098    3.187)    4.462
   3.228   (  -0.546    1.273   -2.195)    2.596
   3.245   (  -2.960   -3.427    1.264)    4.701
   3.311   (   0.700    3.091   -1.571)    3.537
   3.383   (  -1.259    2.583    2.277)    3.666
   3.426   (   0.238   -1.166   -0.045)    1.191
   3.539   (   2.454    0.035   -0.542)    2.513
   3.622   (   1.343   -0.504   -1.235)    1.893
   3.682   (   1.798    1.099   -0.640)    2.203
   3.743   (   0.779   -1.557    1.577)    2.349
   3.821   (   1.941    1.815    1.991)    3.320
   3.880   (   9.862    7.126   -1.663)   12.280
   3.945   (  -1.172   -1.586   -0.109)    1.975
   4.103   (   0.456   -1.425    0.179)    1.507
   4.195   (  -1.229    1.009    0.360)    1.630
   4.233   (   2.658   -3.082   -1.122)    4.222
   4.353   (   0.768   -0.293   -1.266)    1.509
   4.436   (  -3.172    0.528    1.340)    3.484
   4.592   (   0.332   -0.469    2.809)    2.867
   4.634   (   0.674   -0.653    2.632)    2.794
   4.697   (   1.074    0.927    0.472)    1.495
   4.803   (   0.109   -0.514   -3.323)    3.364
   4.851   (  -2.171   -3.163    0.423)    3.859
   4.981   (   2.189    0.130   -6.992)    7.328
   5.096   (  -1.628    1.291    2.369)    3.151
   5.197   (   1.243   -0.004    1.806)    2.192
   5.275   (   1.702    0.454   -1.788)    2.510
   5.296   (   3.215   -0.242   -1.502)    3.557
   5.387   (   5.233    0.327    3.665)    6.397
   5.461   (   4.670    1.884   -0.879)    5.112
   5.566   (  -0.143    1.523   -0.111)    1.534
   5.624   (   0.129   -0.645    0.065)    0.662
   5.661   (   0.494    1.190    0.438)    1.362
   5.736   (  -0.373    0.409    0.257)    0.610
   5.801   (   1.020   -0.863   -0.294)    1.368
   6.004   (  -1.666    0.240    0.846)    1.884
   6.058   (  -1.802   -1.154    1.400)    2.558
   6.096   (  -0.444   -0.455   -0.051)    0.638
   6.206   (  -1.988    0.328   -2.861)    3.499
   6.254   (   2.718    1.477    1.832)    3.595
   6.354   (   0.502    0.279   -0.267)    0.633
   6.405   (   2.003    1.468    0.320)    2.504
   6.530   (   1.872    1.711   -1.271)    2.837
   6.584   (   1.845   -0.757   -0.876)    2.178
   6.748   (  -0.728   -1.406    1.184)    1.977
   6.832   (  -1.213    3.171    1.422)    3.681
   7.011   (  -0.995   -3.009   -1.066)    3.344
   7.057   (  -1.202    0.706   -1.019)    1.726
   7.095   (   0.560   -0.592   -0.826)    1.160
   7.305   (  -0.591   -3.213   -0.803)    3.364
   7.419   (  -2.921    0.133    3.425)    4.503
   7.573   (  -1.077    0.479    3.900)    4.075
   7.727   (  -0.909   -0.384   -0.728)    1.227
   7.840   (  -2.162    1.756   -3.212)    4.252
   7.890   (  -1.665   -0.855   -0.248)    1.887
   7.951   (   0.114    0.033   -1.857)    1.861
   8.315   ( -14.028   -5.699    3.908)   15.638
   8.410   (   1.930    0.924    1.206)    2.456
   8.641   (   1.166    2.110    2.998)    3.847
   8.778   (   1.333    1.299    3.282)    3.774
   8.814   (  -1.190    1.234   -1.714)    2.424
   9.166   (   1.639   -0.705   -0.713)    1.921
   9.407   (   3.437    1.983   -3.508)    5.297
   9.641   (   4.647   -1.405   -3.999)    6.290
  10.175   (   3.833    2.091    0.135)    4.368
  10.374   (   5.450    1.624    0.849)    5.749
  10.561   (   2.759   -2.321   -1.084)    3.765
  10.749   (   0.852    1.036    2.834)    3.136
  10.938   (   4.839    2.444   -1.938)    5.757
  11.144   (   3.843   -1.512   -2.215)    4.686
  11.266   (   2.441   -0.309    1.533)    2.899
  11.488   (   0.308   -0.657    1.699)    1.847
  11.521   (  -0.049   -1.591   -0.570)    1.691
  11.671   (   4.797   -0.471    0.011)    4.820
  12.411   (  -5.335    2.194    0.321)    5.778
  13.021   (  -3.776    0.872   -0.319)    3.888
  13.160   (  -2.509   -1.052    0.431)    2.755
  13.248   (  -0.860   -0.284   -0.481)    1.026
  13.519   (  -2.936   -1.181    2.407)    3.976
  13.694   (   1.000   -0.250   -2.691)    2.882
  14.078   (  -2.386    3.504   -0.183)    4.243
  14.190   (  -3.626   -2.644    0.594)    4.527
  14.445   (   2.358   -0.581   -0.270)    2.443
======================= Grid point 17 (9/43) =======================
q-point: ( 0.29  0.29  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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.582   (  -3.308   -5.317   -2.843)    6.877
   1.168   (   3.929    6.594   -1.409)    7.804
   1.245   (   0.574    3.853   -3.198)    5.040
   1.313   (   0.531   -0.307   -2.543)    2.616
   1.441   (   5.032    0.528    4.102)    6.514
   1.501   (  -3.005    0.178    2.147)    3.698
   1.551   (  -2.109   -0.622    3.758)    4.354
   1.621   (  -1.403   -2.260   -0.962)    2.829
   1.727   (   0.223   -1.285    2.452)    2.777
   1.921   (   2.065    0.718   -1.152)    2.471
   2.027   (   0.727    3.621   -2.054)    4.226
   2.108   (  -0.601   -1.435   -0.146)    1.563
   2.117   (   0.549    1.606   -0.220)    1.711
   2.217   (  -0.629   -1.254    0.807)    1.619
   2.309   (   0.758    2.606   -1.784)    3.248
   2.371   (   1.136   -0.915   -2.347)    2.763
   2.474   (  -1.862    0.013    1.734)    2.544
   2.576   (   3.398    3.737    2.237)    5.524
   2.629   (   4.204    3.711    0.651)    5.645
   2.722   (  -0.490    3.668   -0.260)    3.710
   2.786   (   0.322    0.321    1.485)    1.553
   2.888   (   2.895    4.801   -0.402)    5.621
   2.936   (   2.435   -0.576    1.136)    2.748
   3.006   (  -2.019    4.341   -4.011)    6.246
   3.078   (   2.679    0.877   -0.320)    2.837
   3.131   (   0.131    1.618    1.852)    2.463
   3.235   (  -1.465    2.454   -5.964)    6.613
   3.246   (   1.437   -1.630    4.974)    5.428
   3.306   (  -1.805    0.364    0.495)    1.907
   3.384   (  -1.817   -0.775   -0.652)    2.080
   3.393   (   0.670   -4.454   -0.331)    4.516
   3.506   (   1.076   -2.233   -1.578)    2.939
   3.606   (   0.249   -1.043   -0.831)    1.356
   3.643   (  -7.040   -0.307   -1.761)    7.264
   3.669   (   0.582   -3.000    4.745)    5.644
   3.753   (  -0.866   -5.293   -2.398)    5.875
   3.854   (   1.060   -0.174    0.093)    1.078
   3.995   (   2.854    2.621    1.868)    4.302
   4.096   (  -1.720    2.552   -0.893)    3.204
   4.165   (  -1.250   -2.162   -1.682)    3.011
   4.212   (   0.283   -1.074   -0.340)    1.162
   4.342   (   0.084   -0.228    0.623)    0.669
   4.482   (   1.082    0.411    2.108)    2.405
   4.554   (  -1.880    0.153    3.551)    4.020
   4.606   (  -0.484   -3.274    1.714)    3.727
   4.735   (   1.694    4.725    0.913)    5.102
   4.798   (   0.351   -0.326   -4.455)    4.480
   4.840   (  -1.315   -0.363    0.249)    1.387
   5.024   (   4.081    2.957   -4.690)    6.884
   5.104   (  -1.159   -1.529    4.025)    4.459
   5.133   (  -3.863   -3.122   -4.191)    6.499
   5.231   (   1.030   -0.282   -1.675)    1.986
   5.275   (  -0.243   -1.336    0.733)    1.543
   5.314   (  -2.398   -2.231    0.100)    3.277
   5.420   (  -0.082   -1.223   -0.647)    1.386
   5.575   (   0.020    0.381   -1.037)    1.105
   5.617   (  -0.448    0.367   -0.051)    0.582
   5.680   (   1.022    0.807    1.395)    1.909
   5.748   (  -0.293    0.400    1.942)    2.004
   5.766   (  -0.524   -1.925    0.174)    2.002
   6.028   (   0.308    0.840    3.449)    3.563
   6.065   (   0.022   -0.268    2.646)    2.660
   6.149   (   2.563    3.038   -2.182)    4.534
   6.219   (   0.149   -0.353   -1.298)    1.353
   6.252   (   0.139    1.471   -2.049)    2.526
   6.301   (  -2.728   -3.016    0.249)    4.074
   6.391   (   0.071   -0.990    2.333)    2.536
   6.523   (  -0.452    1.338   -3.364)    3.649
   6.558   (  -0.100   -1.632   -3.197)    3.590
   6.794   (   2.004    3.479    1.826)    4.411
   6.881   (   2.374   -1.313    2.619)    3.771
   6.948   (  -3.823   -0.860    2.291)    4.539
   7.086   (   0.090    1.057   -2.226)    2.466
   7.111   (   1.651    1.255   -2.489)    3.240
   7.245   (  -1.802   -2.784   -2.959)    4.445
   7.479   (   1.243    1.365    4.775)    5.120
   7.605   (   1.223    0.429    6.733)    6.857
   7.703   (  -1.612   -0.665    3.249)    3.687
   7.888   (   1.467    0.885   -2.326)    2.889
   7.906   (  -0.370    0.617   -0.896)    1.149
   7.944   (  -0.140   -0.523   -3.198)    3.243
   8.408   (   1.549    2.533   -5.024)    5.836
   8.485   (   0.820    5.978    0.143)    6.036
   8.623   (  -0.323   -1.369    1.639)    2.160
   8.768   (   0.853    3.363    9.279)    9.907
   8.899   (   6.511   -3.263    1.639)    7.465
   9.040   (  -8.370   -4.566    1.169)    9.606
   9.414   (   0.358    1.875   -3.601)    4.076
   9.556   (  -0.939   -2.639  -11.533)   11.868
  10.203   (   3.821    2.352    0.886)    4.574
  10.311   (  -1.710   -3.697    1.778)    4.445
  10.417   (  -5.457   -4.159    2.654)    7.357
  10.770   (   0.330    3.499    2.573)    4.356
  10.900   (   0.579   -4.274   -2.887)    5.190
  11.053   (  -2.554   -2.335   -4.049)    5.326
  11.242   (  -0.059   -0.978    1.342)    1.662
  11.502   (   0.700    0.806    2.102)    2.357
  11.517   (   0.637    0.717   -0.275)    0.998
  11.581   (  -2.472   -3.180    0.544)    4.064
  12.499   (   1.353    2.425   -0.033)    2.777
  13.099   (   1.948    3.095   -0.251)    3.665
  13.165   (  -0.606   -1.022    0.425)    1.262
  13.257   (   0.154    0.474   -0.671)    0.836
  13.547   (   0.425    0.712    3.392)    3.492
  13.677   (  -0.306   -0.455   -3.624)    3.665
  14.134   (   0.662    0.959   -0.151)    1.175
  14.256   (   2.591    4.532    0.478)    5.242
  14.376   (  -2.351   -4.002    0.305)    4.651
======================= Grid point 55 (10/43) =======================
q-point: ( 0.00  0.00  0.20)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 43
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.321   (   0.000   -0.000   16.664)   16.664
   0.341   (   0.000    0.000   16.763)   16.763
   0.726   (  -0.000    0.000   32.949)   32.949
   1.083   (   0.000    0.000   -1.343)    1.343
   1.166   (   0.000   -0.000   -9.324)    9.324
   1.332   (   0.000   -0.000   -0.738)    0.738
   1.568   (   0.000    0.000   -6.994)    6.994
   1.661   (   0.000    0.000   -4.557)    4.557
   1.716   (   0.000    0.000   -1.787)    1.787
   1.724   (  -0.000    0.000   -1.914)    1.914
   1.899   (   0.000    0.000   -3.927)    3.927
   1.942   (   0.000    0.000    0.470)    0.470
   2.064   (   0.000    0.000    3.571)    3.571
   2.071   (  -0.000    0.000    1.749)    1.749
   2.151   (   0.000    0.000    0.680)    0.680
   2.223   (   0.000    0.000    1.121)    1.121
   2.386   (   0.000    0.000   -4.239)    4.239
   2.503   (   0.000    0.000   -2.893)    2.893
   2.589   (   0.000    0.000    1.246)    1.246
   2.608   (   0.000    0.000    5.651)    5.651
   2.682   (   0.000   -0.000    3.704)    3.704
   2.742   (   0.000    0.000   -5.217)    5.217
   2.839   (   0.000    0.000    0.420)    0.420
   2.943   (   0.000    0.000    1.951)    1.951
   3.048   (   0.000    0.000    0.374)    0.374
   3.055   (   0.000    0.000   -1.466)    1.466
   3.056   (   0.000    0.000    0.189)    0.189
   3.169   (   0.000    0.000   -1.775)    1.775
   3.228   (   0.000    0.000   -2.854)    2.854
   3.308   (   0.000    0.000    3.681)    3.681
   3.434   (   0.000    0.000   -4.739)    4.739
   3.515   (   0.000    0.000    3.351)    3.351
   3.574   (  -0.000    0.000   -0.158)    0.158
   3.664   (   0.000    0.000   -8.420)    8.420
   3.795   (   0.000    0.000    8.609)    8.609
   3.916   (   0.000    0.000   -9.531)    9.531
   3.952   (  -0.000   -0.000    5.227)    5.227
   3.986   (   0.000    0.000    0.082)    0.082
   4.109   (   0.000    0.000   -4.358)    4.358
   4.221   (   0.000    0.000    5.473)    5.473
   4.317   (   0.000    0.000   -3.549)    3.549
   4.379   (   0.000   -0.000    0.610)    0.610
   4.536   (   0.000    0.000    6.817)    6.817
   4.557   (   0.000    0.000    5.952)    5.952
   4.636   (  -0.000    0.000    7.056)    7.056
   4.821   (   0.000    0.000    0.028)    0.028
   4.833   (   0.000   -0.000   -1.102)    1.102
   4.951   (   0.000    0.000   -2.213)    2.213
   5.043   (   0.000    0.000    1.380)    1.380
   5.087   (   0.000    0.000   -3.277)    3.277
   5.211   (   0.000    0.000    4.949)    4.949
   5.256   (   0.000   -0.000    4.610)    4.610
   5.414   (   0.000    0.000   -7.954)    7.954
   5.451   (   0.000    0.000   -9.017)    9.017
   5.568   (   0.000    0.000    0.162)    0.162
   5.585   (   0.000    0.000   -7.375)    7.375
   5.634   (   0.000    0.000    2.749)    2.749
   5.733   (   0.000    0.000   -1.274)    1.274
   5.734   (   0.000    0.000   -3.981)    3.981
   5.767   (   0.000    0.000    0.050)    0.050
   6.028   (  -0.000    0.000    3.703)    3.703
   6.059   (   0.000    0.000    3.562)    3.562
   6.067   (   0.000    0.000    4.182)    4.182
   6.192   (   0.000    0.000   -4.466)    4.466
   6.392   (   0.000    0.000    0.760)    0.760
   6.424   (   0.000    0.000   -0.304)    0.304
   6.537   (   0.000    0.000    0.652)    0.652
   6.542   (   0.000    0.000   -0.616)    0.616
   6.583   (  -0.000   -0.000   -1.563)    1.563
   6.869   (   0.000    0.000    0.950)    0.950
   6.895   (   0.000    0.000    2.056)    2.056
   6.914   (   0.000    0.000   -1.455)    1.455
   7.012   (   0.000    0.000   -2.313)    2.313
   7.139   (   0.000    0.000   -0.608)    0.608
   7.161   (   0.000    0.000    2.526)    2.526
   7.279   (  -0.000    0.000    2.767)    2.767
   7.552   (   0.000    0.000   -3.627)    3.627
   7.572   (   0.000    0.000   -0.145)    0.145
   7.704   (  -0.000    0.000    4.047)    4.047
   7.722   (   0.000   -0.000   -4.222)    4.222
   7.878   (   0.000    0.000    2.700)    2.700
   7.924   (   0.000    0.000    7.628)    7.628
   8.430   (  -0.000    0.000   -5.354)    5.354
   8.521   (   0.000    0.000   -1.058)    1.058
   8.698   (  -0.000   -0.000   -5.081)    5.081
   9.009   (   0.000   -0.000    6.226)    6.226
   9.327   (  -0.000    0.000   -4.908)    4.908
   9.509   (   0.000    0.000  -13.251)   13.251
  10.037   (   0.000    0.000   12.283)   12.283
  10.559   (   0.000    0.000    0.770)    0.770
  10.685   (  -0.000    0.000    6.510)    6.510
  10.700   (  -0.000    0.000   10.168)   10.168
  11.104   (   0.000    0.000   -5.855)    5.855
  11.288   (   0.000   -0.000   -0.242)    0.242
  11.290   (   0.000    0.000   -0.670)    0.670
  11.495   (   0.000    0.000   -2.193)    2.193
  11.572   (   0.000    0.000    1.469)    1.469
  11.579   (   0.000    0.000   -0.342)    0.342
  11.854   (   0.000    0.000  -13.353)   13.353
  12.330   (   0.000    0.000    9.964)    9.964
  12.764   (   0.000    0.000   -4.901)    4.901
  12.900   (   0.000    0.000    2.183)    2.183
  13.329   (   0.000    0.000    0.157)    0.157
  13.339   (   0.000    0.000    0.942)    0.942
  13.416   (   0.000    0.000   -0.828)    0.828
  13.978   (  -0.000    0.000   -2.891)    2.891
  14.037   (   0.000    0.000    1.420)    1.420
  14.080   (   0.000    0.000    1.431)    1.431
======================= Grid point 56 (11/43) =======================
q-point: ( 0.14  0.00  0.20)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.532   (  12.760    6.092   11.119)   17.988
   0.575   (  13.814    6.554   12.141)   19.524
   0.920   (  10.520    9.003   11.659)   18.102
   1.152   (   6.550    5.690    4.608)    9.824
   1.218   (   3.502    0.439   -6.161)    7.100
   1.414   (   8.196    3.600   -0.057)    8.951
   1.532   (  -2.616   -1.573   -2.785)    4.132
   1.631   (  -2.036   -1.587   -4.098)    4.843
   1.699   (  -0.461   -1.250   -2.132)    2.514
   1.753   (   3.342    2.084   -2.464)    4.646
   1.894   (  -2.200    1.850   -3.667)    4.659
   1.979   (   2.684    1.225   -2.129)    3.638
   2.062   (   3.325   -1.756    1.644)    4.104
   2.121   (  -0.162    4.609    1.132)    4.749
   2.170   (   1.413   -0.748    2.295)    2.796
   2.225   (   2.360    0.076    3.462)    4.191
   2.401   (   0.797   -0.367   -1.207)    1.492
   2.473   (  -5.825   -2.558    1.620)    6.565
   2.542   (   0.619    2.265   -2.160)    3.191
   2.592   (  -2.591   -1.886    1.230)    3.433
   2.633   (  -0.248   -2.271    0.108)    2.287
   2.775   (   0.635    3.933    2.133)    4.519
   2.837   (   2.137   -2.484   -0.916)    3.402
   2.976   (   3.136    1.222    0.151)    3.369
   3.003   (  -0.978   -1.774    1.148)    2.328
   3.060   (  -0.077    0.878   -0.368)    0.955
   3.116   (   4.665    1.150   -3.937)    6.212
   3.190   (   0.394    1.589    2.209)    2.749
   3.233   (   0.814    2.436   -0.850)    2.706
   3.321   (   0.239    1.008    2.829)    3.013
   3.446   (   0.461   -0.147   -1.736)    1.802
   3.495   (   0.254   -0.850    1.577)    1.810
   3.561   (   1.292    0.716    1.651)    2.216
   3.688   (   1.556    1.744   -7.750)    8.095
   3.829   (   2.178   -0.095    8.015)    8.306
   3.871   (  -2.453   -2.486    1.479)    3.793
   3.916   (  -1.897    1.400   -2.460)    3.407
   4.006   (   2.516    0.410   -1.698)    3.063
   4.202   (  -1.438    6.301   -4.134)    7.672
   4.235   (   0.178   -4.646    1.632)    4.928
   4.311   (  -1.545   -0.981   -1.950)    2.675
   4.359   (   0.198   -1.150   -0.674)    1.348
   4.489   (   0.281   -1.473    7.125)    7.281
   4.556   (  -1.039   -1.432    4.709)    5.030
   4.662   (   0.421    2.636    4.859)    5.544
   4.786   (  -3.692   -1.377   -2.021)    4.429
   4.821   (  -0.424   -0.348    0.234)    0.596
   4.902   (  -1.213   -1.736    2.570)    3.331
   5.044   (   0.434   -1.765   -1.547)    2.387
   5.081   (  -0.450    0.237   -1.477)    1.562
   5.194   (  -1.473    0.076    2.081)    2.551
   5.246   (  -0.020   -0.824    4.384)    4.461
   5.399   (  -2.445   -1.606   -7.855)    8.382
   5.455   (  -0.836    0.499   -7.714)    7.775
   5.550   (  -1.476   -0.889   -1.016)    2.000
   5.581   (  -0.192   -0.638   -5.510)    5.550
   5.631   (  -1.690    0.255    0.285)    1.733
   5.708   (  -1.900   -0.364   -0.770)    2.083
   5.729   (  -0.182   -1.741   -1.921)    2.599
   5.783   (   1.089    1.064   -2.263)    2.728
   6.011   (  -0.044   -0.529    3.702)    3.740
   6.052   (  -0.402    0.136    4.032)    4.055
   6.093   (   1.112    1.008    1.834)    2.370
   6.190   (   0.026   -0.610   -2.392)    2.469
   6.287   (  -3.486   -0.325    2.920)    4.559
   6.406   (  -2.362   -3.853   -1.936)    4.917
   6.515   (  -2.477   -0.901   -0.514)    2.686
   6.554   (   1.191   -0.879   -0.599)    1.597
   6.628   (   0.598    2.750   -0.634)    2.885
   6.805   (  -3.037   -0.511    1.339)    3.358
   6.837   (  -1.693   -2.437    1.371)    3.269
   6.968   (  -0.378    3.034   -1.260)    3.306
   7.043   (   1.950   -2.484   -0.869)    3.275
   7.087   (   2.404   -1.001    2.650)    3.716
   7.205   (   1.666    1.675    0.368)    2.391
   7.326   (   0.561    6.079    2.970)    6.789
   7.555   (  -0.763    0.867   -0.689)    1.345
   7.642   (   4.989    1.486   -2.247)    5.670
   7.743   (   4.019   -2.702   -4.517)    6.623
   7.780   (   1.873    4.041   -0.690)    4.508
   7.911   (   2.587    0.958    0.284)    2.773
   7.951   (   2.227    1.469    5.293)    5.927
   8.412   (   0.296    0.534   -7.104)    7.130
   8.627   (   0.824    0.080    2.099)    2.256
   8.710   (   5.992    1.351   -0.370)    6.154
   8.953   (  -2.938   -0.873    9.909)   10.373
   9.244   (  -5.943   -1.116   -4.753)    7.692
   9.591   (   2.780    0.153   -9.129)    9.544
   9.891   ( -11.594   -7.282   11.289)   17.745
  10.303   (  -8.809   -4.550    4.537)   10.904
  10.575   (  -5.551   -3.216    4.568)    7.876
  10.717   (  -0.261    0.973    8.086)    8.148
  10.906   (  -7.146   -2.622    4.035)    8.615
  11.185   (  -6.004   -8.892   -1.436)   10.825
  11.267   (  -2.133   -2.483   -0.198)    3.280
  11.414   (  -7.297    0.323   -3.725)    8.199
  11.521   (  -2.115    0.117    0.178)    2.126
  11.581   (   0.379   -0.925    0.574)    1.153
  11.780   (  -3.709   -3.462   -5.202)    7.267
  12.326   (   2.482    1.214   11.258)   11.592
  12.859   (   4.250    4.214   -4.416)    7.438
  12.976   (   5.818    2.786    1.720)    6.676
  13.242   (  -0.737   -0.827    1.726)    2.051
  13.359   (   2.388    2.280   -0.237)    3.310
  13.668   (   5.234    1.451   -4.992)    7.377
  14.025   (   0.701    0.767   -0.822)    1.326
  14.067   (   2.829    1.639    0.620)    3.327
  14.277   (   9.627    5.815  -11.592)   16.151
======================= Grid point 57 (12/43) =======================
q-point: ( 0.29  0.00  0.20)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.815   (  13.098    0.997    6.804)   14.794
   0.849   (   8.485    6.855   10.115)   14.876
   1.056   (   3.639    2.114   -1.375)    4.428
   1.249   (   1.081    1.435   -4.950)    5.266
   1.382   (   2.603    7.387   -0.331)    7.839
   1.482   (   0.219   -0.797    0.865)    1.196
   1.555   (  -3.288   -0.965   -2.688)    4.355
   1.590   (  -0.433   -0.816   -0.661)    1.136
   1.770   (   6.318    3.974    2.928)    8.018
   1.865   (   6.160    0.532   -0.098)    6.184
   1.892   (   3.537    2.679   -2.368)    5.030
   2.037   (   1.669    1.637   -3.446)    4.164
   2.102   (   2.885   -0.296    1.503)    3.266
   2.166   (   1.179    0.894    2.691)    3.071
   2.226   (   4.236    2.073   -0.516)    4.744
   2.262   (   2.502   -0.569    1.175)    2.823
   2.371   (  -0.705    0.981   -0.224)    1.229
   2.440   (  -0.209    1.767    1.931)    2.626
   2.518   (  -1.547    2.872    0.551)    3.309
   2.618   (   4.903   -0.861   -0.175)    4.981
   2.648   (   1.112   -0.510   -1.436)    1.887
   2.803   (   0.224    3.927   -0.349)    3.948
   2.864   (   2.350   -1.089   -1.485)    2.986
   2.959   (  -1.022   -0.272   -1.307)    1.681
   3.057   (   1.943   -1.499   -0.241)    2.466
   3.097   (   5.410   -0.265    1.250)    5.559
   3.192   (   0.294    0.671   -3.809)    3.879
   3.216   (   3.448   -1.512   -2.773)    4.676
   3.298   (   1.089    6.128   -0.219)    6.228
   3.352   (   1.028    3.537    4.223)    5.604
   3.439   (   0.254   -0.095    3.450)    3.461
   3.544   (   2.658    1.770   -0.143)    3.196
   3.587   (   1.282    0.925   -3.941)    4.246
   3.730   (   0.162   -0.027    0.717)    0.736
   3.790   (  -2.855   -3.232    4.284)    6.079
   3.870   (  -0.276   -0.864    1.385)    1.656
   3.901   (   0.433    0.863   -0.909)    1.326
   4.036   (  -3.285   -3.083    2.722)    5.264
   4.102   (  -2.174   -2.378    0.869)    3.337
   4.182   (  -2.998    1.691   -1.296)    3.678
   4.314   (   0.904    0.605   -2.337)    2.578
   4.364   (   0.004   -0.200    0.807)    0.832
   4.496   (  -2.218    2.387    8.872)    9.452
   4.527   (   1.785   -3.229   -0.363)    3.707
   4.673   (  -1.299    1.570   -0.183)    2.046
   4.714   (  -3.987    0.286    0.166)    4.001
   4.794   (  -0.801   -1.855   -1.058)    2.281
   4.892   (   1.551   -1.236    4.215)    4.658
   5.002   (  -1.170   -3.181   -2.416)    4.163
   5.084   (   0.903   -0.689   -2.829)    3.049
   5.159   (  -2.993   -0.971   -2.220)    3.851
   5.241   (   0.782   -0.413   -1.422)    1.675
   5.339   (  -0.954   -1.428   -1.583)    2.336
   5.414   (  -3.671   -1.000   -3.949)    5.484
   5.496   (  -2.841   -2.477   -1.375)    4.013
   5.543   (  -2.373   -1.353   -1.741)    3.239
   5.598   (  -2.417    0.634   -0.415)    2.533
   5.692   (   0.371    0.006    0.299)    0.477
   5.712   (  -0.143   -0.189   -0.975)    1.004
   5.805   (   0.589    0.965   -2.072)    2.361
   6.014   (  -0.567    0.960    2.532)    2.766
   6.056   (   0.393    0.608    2.850)    2.940
   6.116   (   1.440    0.215    0.078)    1.458
   6.190   (  -0.230   -0.941   -1.973)    2.198
   6.251   (  -1.041    1.028    1.674)    2.223
   6.336   (  -1.597   -2.422   -2.431)    3.785
   6.440   (  -4.005   -1.180   -0.240)    4.182
   6.520   (  -1.252   -4.730   -1.067)    5.007
   6.654   (  -0.181    2.269    3.027)    3.787
   6.780   (  -0.583    0.551   -1.054)    1.325
   6.800   (  -0.709   -0.374    1.418)    1.629
   6.989   (   0.653    1.053   -1.960)    2.319
   7.027   (  -0.116   -2.743   -1.176)    2.987
   7.145   (   1.988    1.057    3.259)    3.962
   7.254   (   2.896    0.453    0.770)    3.031
   7.416   (   1.309    6.356   -0.012)    6.490
   7.577   (   0.039    4.200    0.459)    4.225
   7.746   (   4.693    0.013    0.429)    4.712
   7.784   (   2.810    0.486   -2.408)    3.733
   7.843   (   2.670    1.084   -0.376)    2.906
   7.946   (   0.732    1.247   -0.307)    1.479
   8.043   (   6.425    1.684   -2.559)    7.117
   8.430   (  -0.186   -0.724   -1.381)    1.570
   8.588   (  -0.544   -1.186    1.224)    1.789
   8.814   (   0.467    0.896    3.451)    3.595
   8.930   (  -1.556    3.608    8.867)    9.699
   9.196   (   1.184    1.476   -0.497)    1.956
   9.496   (  -5.123   -7.203    0.541)    8.856
   9.706   (  -3.324   -4.775    1.648)    6.047
  10.221   (  -2.804   -0.006   -8.187)    8.653
  10.428   (  -6.384   -4.371    2.508)    8.133
  10.666   (  -7.745    1.980    2.838)    8.483
  10.775   (  -3.058   -6.088    4.347)    8.082
  11.009   (  -2.728   -4.285   -1.395)    5.268
  11.164   (  -4.908   -4.838   -1.110)    6.981
  11.313   (  -3.312    0.676   -1.459)    3.681
  11.507   (  -1.779    2.611   -0.871)    3.277
  11.579   (  -0.042    0.008    1.493)    1.494
  11.693   (  -1.799   -3.822   -2.102)    4.719
  12.400   (   3.247    1.797    8.618)    9.384
  12.950   (   2.279    2.126   -3.173)    4.448
  13.113   (   5.031    2.951    0.923)    5.905
  13.245   (   1.033   -0.062    1.129)    1.531
  13.441   (   3.220    2.970   -1.206)    4.544
  13.715   (   1.276   -1.019   -0.979)    1.904
  14.037   (  -0.020    0.719    0.130)    0.731
  14.151   (   3.924    2.050    0.500)    4.456
  14.404   (   2.120    1.486   -6.559)    7.051
======================= Grid point 58 (13/43) =======================
q-point: ( 0.43  0.00  0.20)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.872   (  -0.629   -2.904    4.409)    5.317
   1.067   (   8.754    3.124    1.308)    9.387
   1.223   (   4.094    1.011    3.746)    5.641
   1.246   (   1.989   -0.481   -0.375)    2.080
   1.367   (  -4.688   -2.265   -3.615)    6.338
   1.462   (  -1.917    4.314   -3.981)    6.175
   1.549   (  -0.637    0.900   -1.077)    1.541
   1.611   (   3.711    3.066    1.159)    4.951
   1.746   (  -3.800    0.574    3.580)    5.252
   1.893   (  -1.432   -4.038    0.449)    4.308
   1.983   (   1.190    0.025   -0.716)    1.389
   2.100   (   2.744    0.689   -0.788)    2.937
   2.139   (  -1.253    1.405    1.884)    2.664
   2.175   (   1.872    0.074    1.302)    2.282
   2.299   (   1.718   -0.314   -2.122)    2.749
   2.351   (   1.168   -0.348    1.076)    1.626
   2.387   (  -0.373   -0.992   -2.576)    2.785
   2.485   (   4.949    3.742    0.692)    6.243
   2.567   (   1.114    4.134   -0.362)    4.297
   2.658   (   2.332    0.972   -0.555)    2.587
   2.749   (   5.338    2.313   -3.132)    6.608
   2.870   (   0.399    0.820   -2.686)    2.837
   2.902   (   4.944    4.240   -1.559)    6.697
   2.967   (   1.440   -0.807   -4.149)    4.466
   3.053   (   0.433   -1.911    3.032)    3.610
   3.150   (  -0.383   -1.624    2.036)    2.632
   3.202   (  -0.227   -2.853   -5.339)    6.058
   3.243   (   1.847    0.717    0.930)    2.189
   3.333   (   0.563    1.634    0.571)    1.820
   3.394   (   1.770    1.245    1.428)    2.593
   3.498   (  -0.830    4.137    7.050)    8.216
   3.551   (  -2.648   -0.888   -0.919)    2.940
   3.598   (  -6.471   -3.522    3.979)    8.373
   3.676   (   1.320    0.085   -3.091)    3.362
   3.738   (  -0.008   -1.974    2.588)    3.255
   3.793   (  -1.174   -1.811   -0.414)    2.197
   3.889   (  -1.942   -0.474    7.636)    7.893
   3.965   (   1.951    1.866    0.519)    2.749
   4.126   (   1.204   -0.940    1.851)    2.400
   4.200   (   2.117    1.512   -3.415)    4.293
   4.292   (  -2.856   -3.909    1.740)    5.144
   4.341   (  -1.201    0.542    1.048)    1.683
   4.481   (  -1.414    2.918    0.325)    3.259
   4.543   (  -1.238    1.567    0.326)    2.024
   4.627   (  -2.378   -1.404    0.660)    2.839
   4.686   (   1.282    1.360    0.643)    1.977
   4.793   (  -0.216   -1.218   -7.159)    7.265
   4.882   (  -0.566   -1.912    0.255)    2.010
   4.975   (   1.020   -0.592    1.519)    1.923
   5.075   (   0.505   -1.718   -3.745)    4.151
   5.149   (   2.973   -0.211   -1.340)    3.268
   5.251   (  -0.465    0.013   -3.754)    3.783
   5.302   (  -5.422    0.322    0.457)    5.451
   5.355   (   3.423   -3.368   -0.074)    4.802
   5.418   (  -2.555   -0.967   -0.319)    2.750
   5.512   (  -1.034    0.726   -0.823)    1.508
   5.564   (  -0.928   -0.316   -1.050)    1.436
   5.693   (   0.160   -0.535    0.436)    0.708
   5.715   (  -0.942    1.093    0.704)    1.606
   5.828   (   0.464    0.845   -1.621)    1.886
   6.007   (  -1.582    2.024    0.611)    2.641
   6.069   (  -0.171    1.456    0.044)    1.466
   6.145   (   0.889    0.244    1.580)    1.829
   6.188   (   1.512   -0.967    0.320)    1.823
   6.242   (   0.020   -1.174    0.977)    1.528
   6.290   (  -2.132   -1.013   -4.125)    4.753
   6.386   (  -0.665    0.832    1.352)    1.722
   6.456   (  -0.255   -3.683   -0.379)    3.711
   6.665   (   0.169   -0.795    3.013)    3.121
   6.770   (  -0.217   -0.182   -0.079)    0.294
   6.815   (  -0.805    4.205   -0.173)    4.285
   6.958   (  -1.514   -3.267   -3.436)    4.977
   7.031   (   1.596   -0.536   -0.987)    1.951
   7.168   (  -0.377    0.994    1.943)    2.215
   7.320   (   4.626   -1.554   -1.441)    5.089
   7.472   (  -1.405    4.856    0.099)    5.056
   7.609   (  -1.764    4.355    0.901)    4.784
   7.757   (  -2.363   -1.774    3.477)    4.563
   7.832   (   0.868   -0.437   -0.737)    1.220
   7.892   (   2.075   -0.449   -0.947)    2.325
   7.969   (   0.525   -0.151    1.682)    1.769
   8.225   (   8.181    3.315   -8.782)   12.451
   8.428   (   5.284    0.721    3.180)    6.209
   8.606   (   1.198    2.889    0.347)    3.146
   8.771   (  -4.415   -0.113    1.323)    4.610
   8.936   (  -3.004    2.841    7.247)    8.343
   9.241   (  -1.585    1.640    2.582)    3.445
   9.354   (  -1.115   -7.536    4.535)    8.866
   9.651   (   2.974   -3.686    0.181)    4.740
  10.150   (  -4.292   -2.110   -9.218)   10.385
  10.291   (  -2.476   -1.551    2.789)    4.039
  10.549   (  -5.473    0.128   -2.367)    5.965
  10.693   (  -1.085   -2.103    0.211)    2.375
  10.978   (  -0.708   -1.080    2.761)    3.048
  11.069   (  -0.910    0.202   -3.700)    3.816
  11.288   (   0.129   -0.995   -0.184)    1.020
  11.500   (  -1.783    1.873   -1.325)    2.906
  11.582   (   0.063    0.038    1.287)    1.289
  11.643   (  -0.356   -1.741   -0.492)    1.844
  12.459   (   1.545    1.008    7.709)    7.927
  12.987   (   0.495    0.397   -3.307)    3.368
  13.194   (   1.764    1.229    1.018)    2.379
  13.262   (   0.678   -0.239    1.026)    1.253
  13.517   (   1.694    2.794   -1.954)    3.807
  13.708   (   0.050   -2.261    0.278)    2.279
  14.041   (  -0.138    0.380    0.225)    0.462
  14.226   (   2.003    1.286    0.265)    2.395
  14.421   (  -0.404   -0.062   -3.418)    3.442
======================= Grid point 59 (14/43) =======================
q-point: (-0.43  0.00  0.20)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.834   (  -1.530   -1.220    4.630)    5.026
   1.067   (  -7.660   -7.343    2.350)   10.868
   1.156   (  -5.562   -3.605   -2.287)    7.011
   1.249   (   3.764    0.564    1.261)    4.010
   1.405   (   2.160    1.168   -1.698)    2.986
   1.488   (  -2.409    4.959   -1.730)    5.779
   1.561   (   0.780    2.964   -1.510)    3.417
   1.692   (   1.682   -0.906    2.406)    3.072
   1.726   (   0.850    0.389    3.192)    3.326
   1.821   (  -0.628   -3.376   -1.680)    3.823
   1.975   (  -1.719    0.306   -1.747)    2.470
   2.081   (  -2.985   -0.060    1.511)    3.346
   2.141   (   0.466   -0.005   -0.676)    0.821
   2.210   (   1.749   -1.534    1.988)    3.060
   2.308   (  -2.896   -2.356   -1.014)    3.868
   2.320   (   0.161   -0.161    0.255)    0.342
   2.399   (   3.652   -1.610   -0.788)    4.068
   2.521   (  -4.628    1.687    1.396)    5.119
   2.590   (  -3.227    0.330   -0.588)    3.296
   2.686   (   1.297    0.663   -1.491)    2.085
   2.777   (  -5.380   -2.256   -1.583)    6.045
   2.831   (  -2.721   -2.882   -4.553)    6.037
   2.901   (  -4.447   -1.766   -6.236)    7.860
   2.980   (  -1.356   -2.318    1.520)    3.086
   3.020   (  -5.180   -5.160    1.715)    7.510
   3.126   (   3.465    2.035    0.894)    4.116
   3.156   (  -0.933    0.800    0.986)    1.576
   3.274   (  -2.444   -0.199   -0.947)    2.628
   3.348   (  -0.253    1.197   -1.940)    2.293
   3.401   (  -3.933   -0.803    1.530)    4.296
   3.444   (   3.951    0.192    2.841)    4.870
   3.538   (   0.929    0.030   -0.254)    0.963
   3.570   (   0.009    1.994    4.010)    4.478
   3.671   (   4.181   -0.992   -0.401)    4.316
   3.772   (   2.299    0.346    0.616)    2.405
   3.845   (   1.971    1.774    0.348)    2.674
   3.881   (   1.129   -1.019    6.550)    6.725
   4.027   (   1.436    0.382    5.999)    6.180
   4.119   (   0.371    1.352   -1.490)    2.046
   4.207   (  -1.332   -2.545    2.792)    4.006
   4.231   (   0.846   -0.559   -0.485)    1.124
   4.347   (   0.159    1.231    0.033)    1.242
   4.428   (  -4.088    0.260   -2.307)    4.701
   4.563   (   0.084    3.325   -2.565)    4.200
   4.632   (   1.587    0.302    1.393)    2.133
   4.679   (  -4.383    1.345   -6.148)    7.669
   4.766   (   1.790    0.154    1.103)    2.108
   4.917   (   2.413   -1.261    1.036)    2.914
   4.961   (   1.543   -3.872    1.236)    4.348
   5.114   (   2.574    1.246   -0.439)    2.893
   5.172   (  -2.489   -1.411   -2.792)    3.997
   5.209   (   2.049    1.278   -0.255)    2.428
   5.310   (   2.083    3.703   -6.450)    7.724
   5.374   (   0.794   -2.700   -0.249)    2.826
   5.427   (   3.452    0.917    2.174)    4.181
   5.509   (  -0.107    1.134   -2.701)    2.932
   5.578   (   1.892    0.912    0.131)    2.104
   5.687   (  -0.643    0.304    1.068)    1.283
   5.704   (  -0.599    0.500    0.408)    0.881
   5.823   (  -1.365   -0.303   -1.160)    1.817
   5.999   (  -0.888    1.089    0.131)    1.411
   6.097   (   0.755    1.873    0.399)    2.058
   6.135   (  -2.303   -2.246    1.151)    3.416
   6.162   (  -0.040   -0.920   -0.465)    1.032
   6.232   (  -0.914   -0.158   -1.784)    2.011
   6.313   (   4.699    0.192    0.852)    4.780
   6.412   (   0.632    1.773    0.387)    1.922
   6.461   (   2.774    1.323    0.258)    3.084
   6.647   (   0.356   -2.273    1.796)    2.919
   6.771   (  -0.677    0.312   -1.525)    1.697
   6.822   (  -1.624    2.135    2.014)    3.354
   6.932   (   0.703   -0.291   -3.839)    3.914
   7.043   (   0.578   -1.229   -0.696)    1.527
   7.153   (  -0.700   -1.571    1.252)    2.128
   7.367   (   1.627   -1.612   -2.747)    3.577
   7.471   (  -3.124    3.219    2.617)    5.193
   7.564   (  -6.997    0.496    0.043)    7.014
   7.682   (  -1.823   -0.584    1.280)    2.302
   7.807   (  -1.457   -1.992   -1.958)    3.151
   7.898   (   0.018   -1.906    0.004)    1.907
   7.950   (  -0.701   -1.629   -0.276)    1.795
   8.380   (   3.756    6.322   -3.598)    8.186
   8.532   (  -0.074   -3.821    4.651)    6.020
   8.671   (   0.555    1.998    2.565)    3.299
   8.698   (  -2.784    0.928   -1.706)    3.394
   8.901   (   2.505    0.492    7.140)    7.582
   9.144   (  -5.310   -0.128    2.174)    5.739
   9.390   (   5.490    0.983    4.569)    7.209
   9.674   (   2.816   -4.216   -0.851)    5.141
  10.098   (   3.407   -1.912   -6.477)    7.564
  10.340   (   3.573    3.933    0.718)    5.362
  10.474   (  -3.470    2.173   -1.907)    4.516
  10.704   (   2.647    2.198   -0.829)    3.539
  10.961   (   1.343   -0.996    0.018)    1.672
  11.124   (   3.625    3.232   -1.001)    4.959
  11.290   (   1.745   -1.782    0.255)    2.507
  11.484   (  -1.360    0.889   -1.249)    2.050
  11.573   (  -0.299   -0.962    0.737)    1.248
  11.652   (   1.032    1.736   -0.306)    2.043
  12.468   (  -1.014   -0.225    8.030)    8.097
  12.978   (  -1.161   -0.969   -3.527)    3.837
  13.199   (  -1.607   -0.853    0.864)    2.014
  13.259   (  -0.388   -0.500    1.069)    1.242
  13.547   (  -1.447    2.092   -1.517)    2.961
  13.678   (   0.053   -3.186   -0.096)    3.188
  14.040   (  -0.126   -0.159    0.160)    0.259
  14.232   (  -1.866   -0.605    0.445)    2.011
  14.405   (  -0.812   -0.300   -3.720)    3.819
======================= Grid point 60 (15/43) =======================
q-point: (-0.29  0.00  0.20)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.734   (  -8.439   -2.651    9.245)   12.795
   0.805   ( -10.783  -10.047    4.979)   15.556
   1.059   (  -1.729   -1.878   -1.583)    3.003
   1.273   (  -3.825    1.197   -0.055)    4.008
   1.428   (  -2.785   -0.108   -3.291)    4.313
   1.469   (  -0.307    1.567    0.522)    1.680
   1.598   (  -0.844    0.294   -1.031)    1.365
   1.642   (  -1.646   -5.915    1.927)    6.435
   1.700   (  -0.572   -4.971   -1.342)    5.180
   1.810   (  -1.713    0.128   -1.964)    2.609
   1.901   (  -8.772   -0.344   -3.117)    9.316
   2.049   (   0.141   -1.455    0.680)    1.612
   2.120   (  -4.695   -0.305    3.356)    5.779
   2.163   (  -0.356   -2.408    2.011)    3.158
   2.210   (  -3.412   -3.175   -1.509)    4.899
   2.322   (  -0.460   -0.321    2.117)    2.190
   2.394   (  -0.205    1.582    0.607)    1.707
   2.475   (   0.830   -2.194   -0.135)    2.350
   2.532   (  -2.424   -2.317    3.646)    4.954
   2.606   (  -5.228   -0.849   -0.951)    5.381
   2.696   (  -6.274    0.599   -3.314)    7.121
   2.749   (   1.619    0.024    0.451)    1.681
   2.831   (  -1.314   -2.627   -2.054)    3.584
   2.920   (  -0.116   -2.277   -2.967)    3.742
   2.983   (   0.721   -0.420   -0.524)    0.985
   3.123   (  -1.252    1.075    1.496)    2.227
   3.161   (  -1.288   -0.748   -0.558)    1.590
   3.261   (  -1.811    1.614   -0.411)    2.461
   3.300   (  -3.180   -4.391   -1.314)    5.578
   3.364   (  -1.378    1.341   -0.932)    2.137
   3.448   (  -1.654   -1.309    3.115)    3.762
   3.530   (  -0.010   -2.334    1.051)    2.560
   3.591   (   0.308    0.340   -1.319)    1.396
   3.724   (  -1.713    0.006   -3.320)    3.735
   3.795   (   2.483    0.123    3.097)    3.972
   3.895   (   0.763   -0.084    8.119)    8.155
   3.918   (   1.871    1.237   -4.004)    4.589
   4.019   (   0.099    0.099    4.046)    4.049
   4.105   (  -2.479   -0.882   -2.896)    3.913
   4.246   (   1.921    3.514    2.894)    4.941
   4.270   (   4.407    0.165    3.498)    5.629
   4.365   (   3.016   -0.186   -2.450)    3.891
   4.405   (   0.453    0.260    0.245)    0.577
   4.578   (  -1.671    3.666   -2.549)    4.767
   4.616   (  -1.603    0.113    2.507)    2.978
   4.702   (   2.995    1.363   -1.051)    3.454
   4.800   (   1.359    1.091    2.601)    3.131
   4.884   (  -1.597   -1.908    0.169)    2.494
   5.003   (   4.552   -2.854    0.930)    5.453
   5.106   (  -0.832    0.955    0.626)    1.413
   5.200   (   0.197    1.058   -0.535)    1.202
   5.277   (   4.078    1.297   -2.977)    5.213
   5.353   (   0.029   -1.195    1.796)    2.158
   5.396   (   2.357    2.666   -9.577)   10.217
   5.494   (   1.839    2.964   -0.393)    3.511
   5.541   (   2.987   -0.525   -1.118)    3.232
   5.627   (   1.134    2.418   -1.681)    3.156
   5.688   (   0.643   -0.124   -2.249)    2.343
   5.709   (   0.855    0.279    1.964)    2.160
   5.792   (  -1.081   -0.449   -2.102)    2.406
   6.001   (   0.264   -0.172    2.539)    2.559
   6.074   (  -1.390   -0.791    2.846)    3.265
   6.100   (  -1.804   -0.306    0.697)    1.958
   6.174   (   1.422    0.782   -2.506)    2.985
   6.239   (   0.792    0.688   -0.743)    1.286
   6.384   (   2.822    0.083   -1.915)    3.411
   6.452   (   2.465    1.276    4.675)    5.437
   6.537   (   2.146    2.078   -1.900)    3.540
   6.649   (   0.223    0.676    1.233)    1.424
   6.753   (   0.634   -0.518   -2.578)    2.704
   6.827   (   0.012    1.169    2.582)    2.834
   6.940   (  -0.453    0.235   -2.461)    2.513
   7.038   (   0.847   -0.842    1.246)    1.726
   7.123   (  -0.045   -3.237    0.335)    3.255
   7.292   (  -6.406   -1.757    1.477)    6.805
   7.433   (  -4.258    1.370    1.404)    4.688
   7.507   (  -0.486    2.878   -3.183)    4.318
   7.664   (  -0.101   -0.989    0.931)    1.362
   7.752   (  -2.218   -2.290   -3.081)    4.433
   7.872   (  -0.769   -1.464   -0.471)    1.719
   7.921   (  -1.137   -1.046   -0.688)    1.691
   8.237   ( -13.099   -6.430    3.169)   14.933
   8.557   (   1.659   -2.637   -1.422)    3.425
   8.601   (  -3.239    0.432   -1.150)    3.464
   8.763   (   3.417    2.445    3.782)    5.653
   8.925   (  -3.940   -1.540    8.979)    9.925
   9.184   (   7.113    8.164    1.572)   10.942
   9.446   (   2.198   -3.375   -2.552)    4.768
   9.754   (   8.084    0.687    2.718)    8.556
  10.152   (   1.322    1.474   -6.908)    7.187
  10.473   (   6.367    5.961    4.476)    9.804
  10.509   (   3.570    2.821    0.953)    4.649
  10.824   (   5.887    5.806   -0.001)    8.268
  11.009   (   4.857   -1.297   -0.652)    5.069
  11.244   (   6.346    2.356    0.356)    6.778
  11.314   (   1.572    1.054   -0.718)    2.024
  11.482   (   0.671    0.730   -0.461)    1.093
  11.560   (  -0.433   -0.168    0.654)    0.802
  11.703   (   2.350    2.288   -2.040)    3.862
  12.421   (  -3.201   -1.328    9.425)   10.042
  12.925   (  -3.056   -2.034   -3.794)    5.279
  13.119   (  -5.238   -2.708    0.707)    5.939
  13.244   (  -0.568   -0.603    1.006)    1.303
  13.502   (  -4.426   -0.165    0.878)    4.516
  13.655   (   0.525   -2.516   -2.922)    3.892
  14.034   (  -0.151   -0.565   -0.061)    0.588
  14.158   (  -4.403   -1.809    0.694)    4.810
  14.379   (  -2.060   -0.957   -6.765)    7.136
======================= Grid point 61 (16/43) =======================
q-point: (-0.14  0.00  0.20)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.489   ( -11.846   -6.905    9.847)   16.881
   0.547   (  -8.680   -6.776   14.729)   18.390
   0.940   ( -12.899   -5.330    9.576)   16.926
   1.141   (  -6.601   -2.230    5.090)    8.629
   1.266   (  -8.059   -5.940   -6.334)   11.847
   1.395   (  -4.788   -3.987    1.434)    6.394
   1.547   (   1.074    0.928   -3.731)    3.992
   1.627   (   2.273    0.810   -3.326)    4.109
   1.693   (   0.983   -0.911   -2.414)    2.760
   1.747   (  -1.136   -0.604   -2.537)    2.845
   1.868   (   0.280    3.225   -3.461)    4.738
   1.996   (  -3.138   -1.867    0.858)    3.750
   2.070   (  -2.231   -3.376   -0.651)    4.098
   2.121   (  -1.039    2.327   -1.072)    2.765
   2.178   (  -0.487   -1.165    2.776)    3.050
   2.237   (  -4.393   -3.933    5.170)    7.842
   2.404   (  -0.919   -0.891   -1.849)    2.249
   2.477   (   4.558    3.129    2.751)    6.175
   2.524   (  -0.727    0.130   -1.495)    1.668
   2.617   (   3.044    0.757    0.552)    3.185
   2.672   (   2.012    0.052   -2.957)    3.576
   2.725   (  -3.914    1.755    2.682)    5.059
   2.818   (   2.808   -2.295    1.526)    3.934
   2.920   (   1.113   -0.025   -1.277)    1.694
   3.002   (   0.973    0.730   -0.081)    1.219
   3.084   (  -2.767   -0.612   -0.419)    2.865
   3.145   (  -0.860   -2.416    0.403)    2.596
   3.178   (  -4.190   -1.587   -0.614)    4.522
   3.238   (  -2.093    1.207    0.737)    2.526
   3.322   (  -1.910   -0.733    0.531)    2.113
   3.440   (   0.615   -0.049   -0.502)    0.796
   3.508   (  -0.411   -0.988    1.483)    1.829
   3.565   (  -1.299   -1.056    1.942)    2.564
   3.690   (  -1.689   -0.052   -8.093)    8.267
   3.825   (  -0.209   -1.295    6.320)    6.455
   3.884   (   2.147   -0.296    3.560)    4.168
   3.940   (  -2.469    3.129   -4.532)    6.035
   4.001   (   0.007   -3.357   -0.404)    3.381
   4.104   (   0.643    3.039   -1.321)    3.375
   4.271   (  -0.634   -0.128   -2.418)    2.503
   4.339   (   0.351    1.448    2.276)    2.721
   4.400   (  -0.558   -2.594   -3.044)    4.038
   4.446   (   4.883   -0.297    5.231)    7.162
   4.583   (  -0.282    0.599    5.120)    5.163
   4.618   (   0.595    2.281    4.431)    5.019
   4.789   (   3.182    2.227   -1.842)    4.298
   4.835   (   0.173    0.077    2.490)    2.498
   4.868   (   3.293    1.454    0.723)    3.672
   5.035   (   1.189   -1.024   -0.576)    1.671
   5.101   (  -0.984   -0.451   -1.553)    1.893
   5.204   (  -0.073    0.889    2.982)    3.113
   5.270   (  -1.389   -1.664    4.803)    5.269
   5.402   (   2.587    1.118   -6.986)    7.533
   5.446   (   0.593    1.473   -9.371)    9.505
   5.549   (   1.489    1.191   -2.637)    3.254
   5.578   (   1.125   -0.005   -2.093)    2.376
   5.651   (  -0.712    0.890   -2.026)    2.325
   5.705   (   1.137    0.552   -2.203)    2.540
   5.739   (   1.899   -0.235   -0.464)    1.969
   5.770   (  -1.275   -0.203   -2.663)    2.959
   6.008   (   0.990   -0.003    3.955)    4.077
   6.063   (  -0.209    0.720    3.740)    3.814
   6.070   (  -0.664   -0.481    2.435)    2.569
   6.199   (   0.207   -0.284   -2.517)    2.541
   6.275   (   2.685    2.640    0.957)    3.885
   6.437   (   3.438   -0.770   -0.329)    3.538
   6.500   (   1.216    1.287    2.700)    3.229
   6.558   (  -0.366   -0.600   -2.911)    2.995
   6.636   (  -2.546    0.487   -1.459)    2.975
   6.800   (   2.391    2.242    0.882)    3.394
   6.857   (   2.927    0.218    1.800)    3.443
   6.934   (  -1.133    2.034   -1.377)    2.705
   7.043   (   0.183   -2.236    0.579)    2.317
   7.095   (   1.397   -2.626    1.403)    3.289
   7.191   (  -3.356    0.096    0.513)    3.396
   7.352   (  -6.251    1.588    2.336)    6.859
   7.546   (   1.088    2.050   -1.222)    2.623
   7.640   (  -2.249   -2.759   -1.265)    3.778
   7.691   (  -0.235   -2.503   -2.993)    3.908
   7.824   (  -4.090   -2.063   -3.104)    5.533
   7.891   (  -0.827   -0.929    0.989)    1.589
   7.988   (  -6.829   -3.824    6.014)    9.871
   8.457   (  -4.082   -1.828   -7.500)    8.732
   8.619   (  -2.018   -0.935    2.466)    3.321
   8.707   (  -2.536   -4.642   -2.230)    5.740
   8.937   (   3.615    3.031    9.030)   10.188
   9.328   (  -1.320    3.402   -3.661)    5.169
   9.507   (   5.115   -0.350   -8.931)   10.298
   9.926   (   8.968    4.499   11.629)   15.359
  10.268   (  11.731    7.343    6.188)   15.160
  10.596   (   3.919    3.368    5.725)    7.713
  10.635   (   4.316    2.273    5.804)    7.582
  10.972   (   2.215    4.627    4.903)    7.096
  11.137   (  11.383    1.112   -4.012)   12.120
  11.307   (   0.892   -1.371   -0.418)    1.688
  11.422   (   3.862    6.678   -1.669)    7.893
  11.526   (   2.926    0.326    0.161)    2.948
  11.558   (   0.624    0.174    0.489)    0.812
  11.784   (   4.301    2.089   -5.422)    7.229
  12.342   (  -3.160   -1.772   11.790)   12.334
  12.837   (  -4.444   -1.495   -4.615)    6.579
  12.979   (  -5.798   -3.487    1.405)    6.910
  13.237   (   0.667    0.132    1.242)    1.416
  13.408   (  -4.707   -1.402    1.719)    5.203
  13.625   (  -2.164   -3.270   -6.717)    7.777
  14.022   (  -0.615   -0.720   -1.049)    1.413
  14.069   (  -3.277   -1.162    0.737)    3.554
  14.269   (  -8.894   -4.929  -11.068)   15.030
======================= Grid point 63 (17/43) =======================
q-point: ( 0.14  0.14  0.20)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.682   (   5.115    7.313    9.850)   13.292
   0.757   (  10.269   11.290    7.169)   16.861
   1.038   (   0.356    0.707   -1.935)    2.091
   1.296   (   0.634    5.183   -1.041)    5.324
   1.403   (   4.671   12.423    3.847)   13.818
   1.450   (   1.750   -1.029    1.560)    2.560
   1.561   (   3.315    4.521   -5.022)    7.527
   1.594   (  -2.067   -0.618   -2.510)    3.310
   1.701   (   3.242    2.438    2.068)    4.553
   1.804   (   3.889    3.959   -2.249)    5.988
   1.909   (  -0.439    0.916   -4.415)    4.531
   2.026   (   1.173    1.278    2.011)    2.656
   2.091   (  -1.066    4.704   -2.395)    5.385
   2.148   (   0.627   -0.036    2.852)    2.921
   2.196   (   3.225    1.415    0.676)    3.586
   2.284   (  -0.721    4.330    3.033)    5.336
   2.385   (  -1.905   -0.405   -1.180)    2.277
   2.459   (   1.322    2.765    2.800)    4.151
   2.531   (   2.304   -0.822    2.943)    3.827
   2.610   (   0.709    1.959   -1.381)    2.499
   2.649   (  -4.338    3.206   -2.824)    6.088
   2.777   (   4.256   -1.546   -2.311)    5.084
   2.821   (   1.403    0.535    2.117)    2.596
   2.945   (   4.363   -1.550   -1.289)    4.806
   2.990   (  -0.069   -1.193   -1.229)    1.714
   3.090   (  -2.602    3.376   -1.326)    4.464
   3.165   (   1.580    2.050   -2.998)    3.961
   3.203   (  -0.711    0.965    0.584)    1.334
   3.313   (   3.442    2.169    1.346)    4.285
   3.370   (   0.077    2.428    2.644)    3.591
   3.431   (   0.417    0.691   -0.097)    0.813
   3.525   (   2.215    2.630   -0.204)    3.444
   3.599   (   0.805    1.846    1.464)    2.490
   3.720   (   0.774    0.586   -6.001)    6.079
   3.789   (  -1.859   -2.146    4.859)    5.628
   3.856   (  -0.577    0.205    2.757)    2.824
   3.956   (  -2.864    0.437   -1.338)    3.191
   4.008   (   2.653    0.295   -0.138)    2.673
   4.126   (  -0.928   -3.618    1.888)    4.185
   4.256   (  -3.511   -1.943    0.062)    4.013
   4.303   (  -0.279   -0.491    1.068)    1.208
   4.338   (  -0.344   -2.626   -1.379)    2.986
   4.437   (   3.416   -1.151    1.128)    3.777
   4.571   (  -2.429    2.755    7.013)    7.916
   4.671   (   2.580   -0.993   -0.272)    2.778
   4.733   (   0.250   -4.397   -0.633)    4.449
   4.818   (  -1.274    0.325    3.765)    3.988
   4.840   (  -1.425   -1.779   -0.047)    2.280
   4.981   (  -1.385   -4.060   -0.945)    4.392
   5.098   (  -1.174    0.809   -1.361)    1.971
   5.199   (  -1.614   -0.458   -2.314)    2.858
   5.250   (  -2.509    0.425   -0.878)    2.692
   5.347   (  -1.360   -2.853   -1.304)    3.419
   5.439   (  -0.650   -2.515   -7.229)    7.682
   5.509   (  -2.308   -2.345   -2.723)    4.271
   5.559   (  -0.211   -1.420   -1.310)    1.944
   5.645   (  -1.501   -0.639    0.207)    1.644
   5.693   (  -0.281   -0.617   -1.046)    1.247
   5.708   (   0.379    0.428   -0.158)    0.593
   5.794   (   1.048    0.321   -1.796)    2.104
   6.005   (   0.982   -0.244    3.479)    3.623
   6.059   (  -0.305    0.895    3.060)    3.203
   6.107   (   1.206    0.758    1.279)    1.915
   6.169   (  -0.789   -1.066   -0.794)    1.546
   6.272   (   0.551   -1.470   -1.792)    2.382
   6.374   (  -2.462   -0.015   -2.621)    3.596
   6.464   (  -1.647   -3.774    2.785)    4.971
   6.524   (  -2.685   -0.528   -1.777)    3.263
   6.665   (  -0.219   -0.684    2.692)    2.786
   6.777   (   0.275   -2.562   -2.639)    3.688
   6.816   (  -0.405    1.339    0.701)    1.565
   6.980   (   1.865   -1.370    0.522)    2.372
   7.021   (  -1.464    1.573   -1.337)    2.531
   7.084   (   2.388   -0.671    2.577)    3.577
   7.261   (   0.088    3.468   -0.242)    3.478
   7.449   (   2.352    4.269    4.002)    6.306
   7.574   (   3.091    0.948   -1.788)    3.694
   7.669   (   2.858    1.383   -1.237)    3.407
   7.741   (   3.133    2.284   -3.362)    5.132
   7.842   (  -0.580    1.711   -0.174)    1.815
   7.918   (   1.420    0.130   -0.413)    1.484
   8.081   (  -1.356   11.199    1.584)   11.391
   8.477   (  -2.875    3.286   -3.229)    5.430
   8.594   (  -1.397   -0.652   -0.128)    1.547
   8.800   (   3.792    3.915    3.546)    6.502
   8.938   (   3.045    1.510    9.959)   10.523
   9.254   (  -5.959   -0.675   -2.291)    6.420
   9.436   (   0.078  -11.423   -0.092)   11.424
   9.747   (  -6.303   -6.674    3.506)    9.827
  10.200   (   0.969   -4.374   -7.529)    8.761
  10.497   (  -4.662   -3.536    2.982)    6.568
  10.640   (   4.111   -6.989    7.767)   11.228
  10.891   (  -7.650   -3.487    4.212)    9.404
  10.990   (  -1.173   -5.567   -5.969)    8.246
  11.185   (  -5.799   -4.352    1.978)    7.515
  11.361   (  -3.098   -5.800   -2.766)    7.134
  11.504   (   2.290   -2.196   -0.614)    3.232
  11.543   (  -0.481    0.029    1.468)    1.545
  11.715   (  -3.259   -2.981   -2.901)    5.284
  12.415   (   1.808    5.630    9.470)   11.165
  12.921   (   3.576    2.725   -3.661)    5.798
  13.083   (   2.895    5.866    0.939)    6.609
  13.237   (   0.219    0.560    1.081)    1.237
  13.454   (  -0.296    5.382    0.324)    5.400
  13.664   (   2.607   -0.961   -2.822)    3.960
  14.065   (   2.666    1.424   -0.334)    3.041
  14.106   (   0.248    3.538    0.697)    3.615
  14.376   (   2.572    2.596   -7.857)    8.665
======================= Grid point 64 (18/43) =======================
q-point: ( 0.29  0.14  0.20)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.763   (   2.545   -6.621    5.490)    8.970
   1.017   (   5.612    8.742    2.455)   10.675
   1.099   (   6.982    3.661    0.289)    7.889
   1.291   (  -2.400    0.751   -0.060)    2.516
   1.457   (  -1.782    0.253   -2.211)    2.851
   1.515   (   1.444    3.388   -0.917)    3.795
   1.548   (  -1.752    1.344   -1.926)    2.930
   1.612   (  -1.968    1.930    2.226)    3.543
   1.847   (   0.676    0.789    0.808)    1.316
   1.880   (  -0.128    0.774   -1.551)    1.738
   1.923   (   4.492    1.771    1.475)    5.048
   2.081   (   2.215    0.820    1.611)    2.859
   2.096   (  -0.741    2.991   -1.397)    3.384
   2.217   (   4.674    1.093    0.961)    4.895
   2.253   (   1.618    0.631   -1.542)    2.323
   2.327   (   0.344    5.154   -0.473)    5.187
   2.406   (   0.064    3.198   -1.307)    3.456
   2.490   (   0.190    2.990    2.606)    3.971
   2.591   (   0.396    2.466   -0.557)    2.559
   2.621   (   2.835    1.492   -0.291)    3.217
   2.685   (   2.975    4.985   -1.505)    5.997
   2.838   (   2.428    0.613   -4.015)    4.732
   2.878   (   3.897    3.791    1.657)    5.683
   2.954   (  -0.041   -2.297   -3.240)    3.972
   3.037   (   3.100    1.185    1.505)    3.644
   3.095   (   0.466    1.217   -1.812)    2.232
   3.190   (  -0.516   -0.946   -2.641)    2.852
   3.212   (   1.862    0.680   -1.491)    2.481
   3.362   (  -0.830    0.670    1.171)    1.584
   3.380   (   1.615    1.047    2.520)    3.171
   3.469   (   2.408   -1.697    2.636)    3.953
   3.593   (  -0.354    0.818    1.343)    1.612
   3.634   (   1.465    2.945   -1.813)    3.756
   3.699   (  -2.942   -3.357    0.818)    4.538
   3.710   (  -1.632   -1.437    7.247)    7.566
   3.837   (  -3.804   -2.040   -2.227)    4.857
   3.927   (   0.555    0.492    1.848)    1.992
   4.000   (  -5.051    1.757    1.976)    5.701
   4.061   (   1.634   -3.449    2.517)    4.572
   4.190   (  -0.259   -0.627   -0.121)    0.689
   4.287   (  -0.994   -4.489    0.339)    4.611
   4.345   (   1.623    0.365   -0.294)    1.689
   4.489   (   2.700    0.263   -1.250)    2.987
   4.574   (  -1.545    4.024    4.951)    6.564
   4.654   (  -1.209   -2.338    2.017)    3.316
   4.704   (  -2.060   -1.965   -3.413)    4.444
   4.785   (  -0.813    0.404   -1.163)    1.475
   4.822   (   2.344   -2.178    3.179)    4.510
   4.951   (   1.358   -2.336   -1.672)    3.177
   5.080   (  -2.324   -0.829   -4.029)    4.725
   5.128   (  -1.888   -1.149   -4.086)    4.646
   5.225   (   0.707   -1.806   -4.845)    5.219
   5.319   (  -0.408   -1.168    2.174)    2.501
   5.367   (  -3.095   -4.246   -2.918)    6.010
   5.441   (  -2.658   -0.317   -1.122)    2.902
   5.541   (  -0.767    0.339    0.232)    0.870
   5.606   (  -2.170    0.273    0.071)    2.188
   5.689   (   0.080    0.447    0.070)    0.460
   5.745   (   0.295    2.271    0.816)    2.431
   5.814   (   1.229   -0.410   -0.637)    1.444
   6.033   (   1.270    0.817    1.940)    2.458
   6.081   (   0.923    1.945    2.529)    3.321
   6.105   (   0.011   -0.533   -0.464)    0.707
   6.173   (   1.169   -0.405   -2.323)    2.632
   6.252   (  -1.354   -0.993   -0.380)    1.722
   6.335   (  -3.316    1.008   -1.910)    3.958
   6.393   (  -0.425   -3.481   -0.501)    3.542
   6.470   (  -3.374    0.843    0.100)    3.479
   6.631   (   0.216   -3.800    3.367)    5.081
   6.778   (   0.268    0.797    0.068)    0.843
   6.860   (   1.632    3.954   -2.678)    5.046
   6.968   (  -2.366   -1.287    1.247)    2.968
   7.005   (  -0.145   -0.264   -2.959)    2.974
   7.148   (   4.560   -1.339    2.634)    5.434
   7.252   (  -1.064   -0.700   -0.576)    1.398
   7.532   (   1.238    4.082    3.059)    5.249
   7.649   (   1.472    3.110   -1.175)    3.636
   7.746   (   2.623    0.904    2.498)    3.734
   7.816   (   2.176    1.773   -0.928)    2.956
   7.856   (   1.252    0.219   -0.609)    1.409
   7.936   (   1.776   -1.567   -1.023)    2.580
   8.185   (   1.832   10.910   -5.835)   12.507
   8.411   (  -3.116   -1.858    2.146)    4.215
   8.618   (   1.064    3.219   -0.050)    3.391
   8.822   (  -1.443   -0.005    3.561)    3.842
   9.044   (  -0.627    6.339    8.993)   11.021
   9.216   (   2.992   -2.462    5.596)    6.807
   9.307   (  -2.706   -5.679   -3.001)    6.970
   9.576   (  -2.582   -8.713   -1.581)    9.224
  10.170   (   0.432   -3.231   -9.571)   10.110
  10.377   (  -7.395   -0.698    2.705)    7.905
  10.591   (  -1.434   -7.070    4.651)    8.583
  10.733   (  -5.447    0.807   -0.453)    5.525
  10.958   (   0.843   -1.900   -2.007)    2.890
  11.074   (  -1.572   -3.964    1.438)    4.500
  11.265   (  -1.217   -4.904   -3.566)    6.185
  11.525   (   2.023   -2.254    0.057)    3.029
  11.538   (   0.073   -0.183    0.185)    0.270
  11.633   (  -2.222   -2.157   -0.451)    3.130
  12.493   (   0.240    5.685    7.974)    9.796
  12.993   (   1.245    2.342   -3.815)    4.647
  13.172   (   2.254    2.259    1.048)    3.359
  13.252   (   0.554    0.771    1.302)    1.611
  13.513   (   1.499    3.559   -1.415)    4.113
  13.678   (   0.787   -2.189   -0.135)    2.330
  14.093   (  -2.039    3.911    0.517)    4.441
  14.181   (   4.277    1.381   -0.292)    4.504
  14.407   (   0.598   -1.314   -3.953)    4.208
======================= Grid point 65 (19/43) =======================
q-point: ( 0.43  0.14  0.20)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.724   (   4.812   -9.403    3.876)   11.252
   1.136   (  -0.340    2.856   -2.034)    3.523
   1.196   (  -1.411   -0.154    1.242)    1.886
   1.275   (  -2.099   -0.741   -0.152)    2.231
   1.394   (  -2.230    4.869    1.805)    5.651
   1.531   (   0.150    0.938   -2.205)    2.401
   1.605   (   1.411    0.115    1.373)    1.971
   1.625   (   2.699    5.040   -0.096)    5.718
   1.789   (  -4.702   -2.412    0.955)    5.370
   1.846   (  -3.780    3.054    3.165)    5.799
   1.998   (   0.770    1.128   -1.110)    1.760
   2.089   (   0.664   -0.493    1.257)    1.505
   2.135   (   0.796   -0.080   -0.757)    1.101
   2.226   (  -1.713    1.861   -0.666)    2.616
   2.298   (   2.079   -1.145   -0.168)    2.379
   2.324   (  -0.517   -2.520   -2.282)    3.439
   2.400   (  -5.242    4.561   -1.546)    7.118
   2.547   (   2.855    1.458    1.382)    3.491
   2.631   (   0.156    1.497   -0.113)    1.510
   2.710   (   1.618    2.359   -4.793)    5.581
   2.787   (   0.568    3.000   -0.828)    3.164
   2.835   (  -1.170   -3.443   -5.587)    6.667
   2.921   (  -1.962   -2.851   -2.098)    4.047
   3.004   (   0.040    2.904    0.301)    2.919
   3.073   (  -3.801   -2.489    1.739)    4.865
   3.086   (   3.083    5.044   -1.058)    6.006
   3.172   (   0.683   -0.477   -0.173)    0.851
   3.275   (   4.448    1.201   -1.663)    4.899
   3.367   (  -2.556   -0.779    0.731)    2.770
   3.397   (  -0.764   -2.914    2.203)    3.732
   3.445   (  -2.180   -3.881    2.137)    4.938
   3.502   (   2.149   -2.510    1.542)    3.646
   3.591   (  -0.926    2.355    6.102)    6.606
   3.686   (  -3.243    1.191    2.514)    4.272
   3.721   (  -0.064   -0.373    1.792)    1.831
   3.800   (   2.920    1.649   -0.970)    3.491
   3.909   (  -2.057   -0.107    4.746)    5.174
   3.995   (   2.265    1.681    3.286)    4.331
   4.086   (   2.221   -1.227   -0.743)    2.644
   4.196   (   0.795   -2.379   -1.695)    3.027
   4.225   (  -0.935   -1.242    2.712)    3.126
   4.355   (  -0.235   -0.229   -0.044)    0.332
   4.511   (  -4.006   -0.161   -0.769)    4.083
   4.569   (   1.598    0.238   -1.227)    2.029
   4.614   (   0.790    0.979   -0.161)    1.268
   4.706   (   1.722   -0.766    1.027)    2.147
   4.782   (  -1.452    2.368   -5.399)    6.072
   4.847   (   0.662   -1.601    2.592)    3.118
   4.924   (  -0.288   -2.941   -1.052)    3.137
   5.051   (   2.664   -1.338   -4.476)    5.378
   5.149   (   3.159    0.380   -1.158)    3.386
   5.221   (  -3.000   -2.570   -3.711)    5.420
   5.267   (   2.485   -2.081   -3.512)    4.779
   5.328   (   1.652   -1.819    0.734)    2.565
   5.430   (  -0.688    3.016    1.391)    3.391
   5.533   (  -0.819    0.741    0.668)    1.291
   5.588   (  -0.849    1.833   -1.209)    2.354
   5.699   (  -0.139    1.167    1.897)    2.232
   5.746   (  -2.036    1.691    0.586)    2.711
   5.821   (   0.710   -1.674   -0.062)    1.819
   6.036   (  -1.948    1.157    0.703)    2.372
   6.098   (   0.222    0.914   -0.525)    1.077
   6.136   (   1.579   -0.275    0.153)    1.610
   6.182   (  -3.130   -0.279    0.744)    3.230
   6.209   (   1.713   -0.910   -0.799)    2.098
   6.298   (  -0.651    1.302   -2.769)    3.128
   6.393   (   1.537   -1.692   -1.305)    2.632
   6.458   (   0.501    4.417    1.180)    4.599
   6.597   (   0.586   -4.642    3.024)    5.571
   6.793   (  -0.716    2.209   -0.296)    2.341
   6.889   (  -3.623   -0.937    1.321)    3.968
   6.935   (   1.028    4.280   -2.456)    5.040
   7.013   (   1.370   -0.859   -3.680)    4.020
   7.153   (  -1.789   -2.750    1.641)    3.668
   7.269   (   5.004   -3.157   -0.480)    5.936
   7.562   (  -2.232    2.976    3.611)    5.184
   7.673   (  -2.628    2.198   -0.574)    3.474
   7.734   (  -2.998    0.977    1.964)    3.715
   7.825   (  -1.600   -0.026   -0.159)    1.608
   7.880   (   0.686   -0.237   -0.344)    0.803
   7.933   (   0.147   -2.849   -0.367)    2.876
   8.332   (   4.429    4.132   -1.126)    6.161
   8.446   (   6.137    0.511   -5.469)    8.236
   8.670   (   1.481    1.210    1.965)    2.742
   8.786   (  -3.800    2.825    0.765)    4.797
   8.970   (  -8.478   -0.149    8.350)   11.900
   9.208   (   1.333   -1.363    1.212)    2.260
   9.284   (   1.811   -0.528    7.600)    7.831
   9.554   (   5.689   -6.342   -3.544)    9.228
  10.111   (  -6.048    0.663   -7.116)    9.362
  10.307   (   2.474    2.483    3.163)    4.721
  10.519   (  -0.134   -2.908    0.229)    2.920
  10.713   (  -0.545    2.779   -4.585)    5.389
  10.940   (  -0.118   -1.747    4.584)    4.907
  11.063   (   3.562   -2.567   -2.027)    4.836
  11.220   (   1.480   -4.223   -3.286)    5.552
  11.518   (  -1.290    0.061   -0.378)    1.345
  11.539   (   1.072   -2.007   -0.026)    2.275
  11.615   (   2.074   -1.259    0.576)    2.494
  12.530   (  -2.054    4.326    7.644)    9.021
  13.010   (  -1.586    1.798   -4.095)    4.745
  13.205   (   0.274   -0.218    1.206)    1.256
  13.263   (  -0.129    0.325    1.287)    1.333
  13.567   (   0.984    1.759   -2.226)    3.002
  13.653   (  -0.450   -2.472    0.887)    2.665
  14.090   (  -2.625    3.737    0.406)    4.585
  14.241   (   0.533    0.318   -0.293)    0.687
  14.391   (   0.730   -2.492   -2.802)    3.821
======================= Grid point 67 (20/43) =======================
q-point: (-0.43  0.14  0.20)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.748   (   3.674   -4.128    5.378)    7.711
   1.000   ( -12.963    0.059    2.843)   13.271
   1.094   (  -6.009   -2.151   -1.935)    6.669
   1.297   (   2.757    2.181    1.306)    3.750
   1.430   (   0.631    1.419   -0.688)    1.698
   1.542   (  -1.940    0.362    0.662)    2.081
   1.598   (  -1.434   -1.364   -0.184)    1.987
   1.663   (  -3.942   -3.428   -1.724)    5.501
   1.720   (  -1.651    6.331   -1.015)    6.622
   1.842   (  -0.267    2.131    0.655)    2.246
   1.979   (  -1.762   -1.884   -1.724)    3.102
   2.067   (  -2.440    0.396    0.678)    2.563
   2.134   (  -0.821   -1.242    2.232)    2.683
   2.211   (  -1.797   -2.567   -2.587)    4.063
   2.243   (  -3.675   -0.146    1.391)    3.932
   2.338   (  -2.980    1.887   -0.121)    3.529
   2.396   (   3.294    1.771    1.281)    3.954
   2.500   ( -10.024   -4.249   -0.015)   10.888
   2.592   (  -1.157    1.852    1.423)    2.607
   2.682   (  -2.031   -2.764   -2.151)    4.048
   2.737   (  -4.392   -3.625   -1.919)    6.010
   2.808   (  -1.713    0.086   -5.808)    6.056
   2.839   (  -5.628    0.378    3.375)    6.574
   2.931   (  -2.458   -0.548   -2.731)    3.715
   2.991   (  -2.344    0.946    0.701)    2.623
   3.155   (  -1.073   -1.128   -0.159)    1.565
   3.174   (  -0.024    1.264   -2.607)    2.897
   3.261   (  -1.580   -5.454    0.371)    5.690
   3.325   (  -0.992    0.622    0.247)    1.196
   3.376   (   1.189    1.376    0.906)    2.032
   3.442   (   1.234   -0.236    1.205)    1.742
   3.563   (  -1.467    2.127   -0.020)    2.584
   3.614   (  -2.428    2.499    2.559)    4.323
   3.703   (   4.208    0.977   -1.325)    4.519
   3.750   (   4.013   -1.768    3.569)    5.654
   3.853   (   1.908   -0.171    0.081)    1.918
   3.895   (   1.280    1.877    2.682)    3.515
   4.024   (  -0.138    0.004    5.432)    5.434
   4.115   (   0.745   -3.205    1.341)    3.553
   4.184   (   2.830    0.531    0.543)    2.930
   4.247   (   2.455    1.855    1.266)    3.327
   4.330   (  -1.090   -1.056   -1.567)    2.181
   4.448   (  -2.850    1.471   -0.658)    3.274
   4.616   (   0.178    1.207   -0.765)    1.440
   4.648   (   1.848    0.984    1.160)    2.394
   4.683   (  -2.476   -0.526   -2.624)    3.646
   4.782   (   2.245   -0.027    1.737)    2.839
   4.870   (   0.342   -3.106    0.883)    3.247
   4.898   (   2.496    0.361    0.109)    2.524
   5.119   (   1.594   -1.801   -2.151)    3.226
   5.148   (   2.181   -0.305   -4.854)    5.331
   5.221   (   3.862   -0.291   -2.155)    4.432
   5.320   (   1.416   -1.128    2.239)    2.879
   5.361   (   4.217    0.865   -7.158)    8.352
   5.465   (   1.787    1.240    1.290)    2.529
   5.536   (   0.302    0.793   -1.057)    1.356
   5.609   (   1.051    1.678   -0.220)    1.992
   5.695   (  -0.768    0.016    1.402)    1.598
   5.729   (  -1.871    1.670    0.146)    2.512
   5.808   (  -0.683   -0.755    0.067)    1.020
   6.008   (  -1.427    0.577    0.710)    1.695
   6.094   (  -2.270   -1.112    2.165)    3.328
   6.117   (   0.239   -0.166    1.062)    1.101
   6.159   (  -0.018   -0.004   -2.546)    2.546
   6.242   (   0.830    1.129   -1.953)    2.404
   6.337   (   2.504    2.135   -1.589)    3.654
   6.414   (   2.703   -1.969    0.601)    3.398
   6.523   (   0.344    0.933    0.051)    0.996
   6.594   (   4.448   -0.269    2.622)    5.170
   6.774   (  -2.069    0.024    0.318)    2.093
   6.845   (  -1.745    0.884   -0.567)    2.037
   6.976   (  -0.808    2.321   -1.235)    2.751
   7.028   (   0.623    0.151   -2.721)    2.795
   7.088   (  -0.670   -2.940    1.546)    3.389
   7.306   (   2.022   -3.608    0.279)    4.146
   7.515   (  -4.603    1.443    5.732)    7.492
   7.611   (  -5.450    3.644   -1.766)    6.790
   7.707   (  -3.167    2.188   -2.105)    4.388
   7.786   (  -2.518    0.302   -0.886)    2.687
   7.868   (  -0.653   -1.199    0.259)    1.390
   7.919   (   0.425   -0.856   -1.313)    1.624
   8.358   (  -9.299  -10.572   -2.524)   14.304
   8.450   (   5.972   -1.017    1.727)    6.299
   8.646   (  -2.714   -2.197   -0.491)    3.527
   8.796   (  -0.339    5.227    2.831)    5.954
   8.967   (   1.259    6.057   11.392)   12.964
   9.173   (  -2.140    2.447    1.527)    3.591
   9.364   (   3.752   -4.400   -0.320)    5.792
   9.586   (   8.697   -3.037   -1.371)    9.314
  10.111   (   3.231    2.697   -7.153)    8.299
  10.420   (   4.513    2.934    3.456)    6.397
  10.518   (   1.191    2.577    0.031)    2.839
  10.772   (   4.403    2.766   -2.369)    5.714
  10.949   (   1.759   -0.227    2.468)    3.039
  11.112   (   5.920   -4.884   -0.577)    7.696
  11.246   (   4.631   -0.217   -2.717)    5.373
  11.495   (  -0.976    0.180   -0.979)    1.394
  11.541   (   0.668   -0.772    1.863)    2.124
  11.657   (   3.550   -0.924   -1.235)    3.871
  12.505   (  -4.433    1.889    8.298)    9.595
  12.978   (  -3.408    0.911   -3.941)    5.289
  13.176   (  -2.901   -1.040    0.898)    3.210
  13.254   (  -0.901   -0.125    1.171)    1.483
  13.550   (  -2.701   -2.314   -0.313)    3.570
  13.644   (   0.429    0.902   -1.160)    1.531
  14.080   (  -2.641    3.543    0.092)    4.420
  14.196   (  -3.154   -3.059    0.353)    4.408
  14.394   (   0.415   -0.187   -4.295)    4.319
======================= Grid point 72 (21/43) =======================
q-point: ( 0.29  0.29  0.20)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.606   (  -3.188   -5.837    4.892)    8.257
   1.171   (   1.151    4.434   -2.366)    5.156
   1.185   (   3.348    3.754   -0.721)    5.082
   1.272   (  -0.334   -1.458    1.309)    1.988
   1.475   (   3.423    2.281    1.928)    4.543
   1.531   (  -1.632    0.377   -1.774)    2.440
   1.586   (  -2.575   -3.307    1.156)    4.348
   1.664   (  -0.032    4.694    2.124)    5.152
   1.784   (   0.390   -3.948    3.171)    5.079
   1.921   (   4.981    3.165    0.289)    5.908
   1.989   (  -1.215    2.356    0.315)    2.670
   2.089   (  -1.293   -0.657   -1.518)    2.099
   2.137   (   1.808    1.218    1.020)    2.407
   2.232   (  -0.344    1.880   -0.739)    2.049
   2.266   (   0.463   -0.353   -1.050)    1.200
   2.310   (  -1.439   -3.748   -2.984)    5.002
   2.493   (   0.390    0.893   -0.604)    1.146
   2.543   (   4.303    3.561   -2.876)    6.283
   2.645   (  -0.731    1.314   -1.763)    2.317
   2.689   (  -1.587    5.557   -2.269)    6.208
   2.791   (   0.141   -4.893   -6.329)    8.001
   2.833   (   4.181    6.768    1.539)    8.103
   2.926   (   1.163    1.498   -0.646)    2.004
   3.007   (   2.549    4.122    3.367)    5.901
   3.093   (   4.988    3.283   -0.696)    6.012
   3.133   (  -2.880    0.599   -2.278)    3.720
   3.167   (  -3.301    0.971   -2.670)    4.355
   3.219   (   0.164    0.031   -0.196)    0.257
   3.325   (  -1.761   -8.610   -1.515)    8.918
   3.373   (   1.091   -0.638    3.527)    3.747
   3.426   (   0.717    4.247    2.580)    5.020
   3.538   (  -0.151   -4.490    2.514)    5.149
   3.608   (  -3.830   -3.467    1.489)    5.376
   3.689   (   0.277   -0.881    4.080)    4.183
   3.727   (   1.321    0.991    4.520)    4.813
   3.814   (   0.456    2.209    2.681)    3.503
   3.902   (  -0.803   -2.265    5.137)    5.671
   4.032   (   2.685    1.029    0.588)    2.935
   4.071   (  -4.218    3.096   -0.552)    5.261
   4.150   (   0.534   -3.183   -0.166)    3.232
   4.211   (  -0.865   -2.301    0.247)    2.470
   4.351   (   0.418    0.450    0.257)    0.666
   4.515   (   2.940    1.937   -0.805)    3.612
   4.571   (  -2.592   -2.552   -0.006)    3.637
   4.607   (  -1.828   -2.296   -0.395)    2.961
   4.704   (  -0.229   -0.304   -0.779)    0.867
   4.792   (   2.163    4.861    0.526)    5.346
   4.847   (  -0.321   -0.021   -0.007)    0.322
   4.917   (   1.348   -1.035   -3.899)    4.253
   5.015   (  -3.016   -3.191   -4.972)    6.634
   5.156   (  -1.482    1.279   -1.388)    2.399
   5.179   (   1.846   -0.132   -3.712)    4.147
   5.261   (  -1.654   -4.802   -3.797)    6.341
   5.294   (  -1.802   -1.359    0.399)    2.292
   5.465   (   0.099    1.098    3.150)    3.337
   5.544   (   0.502    0.154   -0.109)    0.536
   5.608   (  -0.266   -0.183   -0.530)    0.620
   5.720   (   0.689    2.229    2.029)    3.091
   5.774   (   1.558   -0.465    0.260)    1.647
   5.787   (  -1.500   -0.910    1.764)    2.487
   6.063   (   1.817    1.489    0.591)    2.422
   6.094   (  -0.774   -0.245    0.055)    0.813
   6.130   (   0.883    1.967   -0.528)    2.219
   6.182   (   0.666    1.858   -2.635)    3.292
   6.220   (   0.254   -1.922    0.308)    1.963
   6.304   (  -3.167   -3.699   -0.178)    4.873
   6.379   (   1.430    1.817   -4.716)    5.252
   6.503   (  -3.006    0.334    2.888)    4.181
   6.545   (   1.081   -2.724    1.724)    3.400
   6.822   (   1.268    3.050    0.684)    3.373
   6.894   (   2.142   -0.389   -1.692)    2.757
   6.955   (  -2.427   -1.324   -2.021)    3.425
   7.035   (  -0.222    3.168   -0.989)    3.326
   7.110   (   2.667   -1.270    1.717)    3.416
   7.216   (  -3.017   -2.425   -0.045)    3.871
   7.588   (   1.260    1.673    5.888)    6.250
   7.705   (   1.336    1.405   -0.594)    2.028
   7.769   (   0.989    1.380    1.501)    2.266
   7.841   (   2.090    0.925   -0.291)    2.304
   7.871   (  -0.701    1.159   -0.624)    1.492
   7.899   (   0.011   -1.792   -0.785)    1.957
   8.351   (  -1.642   -0.057    0.655)    1.769
   8.405   (  -0.617    3.889   -9.081)    9.898
   8.665   (  -0.007    0.882    2.658)    2.800
   8.851   (   1.907    4.364    2.126)    5.216
   9.009   (   3.474   -7.056    2.915)    8.387
   9.174   (  -6.554   -0.832   12.163)   13.842
   9.307   (   3.247    0.340   -4.143)    5.275
   9.437   (  -3.174   -2.171   -0.916)    3.954
  10.163   (   4.447    3.386   -5.170)    7.614
  10.368   (  -3.187   -1.383    3.913)    5.233
  10.443   (  -2.652   -6.325    1.282)    6.977
  10.749   (  -0.149    0.578   -5.497)    5.529
  10.928   (   0.114   -0.424    4.553)    4.575
  10.994   (  -2.212   -3.393   -0.552)    4.088
  11.182   (  -0.874   -1.929   -6.117)    6.473
  11.510   (   0.300    0.348   -0.383)    0.598
  11.536   (   0.466    0.126    0.574)    0.750
  11.591   (  -1.625   -1.811    0.386)    2.464
  12.579   (   1.118    2.197    7.484)    7.879
  13.039   (   1.164    1.625   -4.965)    5.352
  13.197   (   0.119    0.327    1.697)    1.733
  13.268   (   0.256    0.505    1.677)    1.770
  13.573   (   0.288    1.897   -3.294)    3.812
  13.637   (  -0.085   -1.450    2.245)    2.674
  14.150   (   1.089    1.163    1.606)    2.262
  14.235   (   1.457    3.570   -2.251)    4.464
  14.357   (  -1.390   -2.995   -2.198)    3.967
======================= Grid point 76 (22/43) =======================
q-point: (-0.14  0.29  0.20)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.704   (  -8.660    6.459   10.914)   15.356
   0.796   (  -9.957   12.933    8.196)   18.265
   1.030   (  -1.249    4.496   -0.943)    4.760
   1.233   (  -3.139    3.180   -1.635)    4.758
   1.332   (   2.301    5.070   -2.042)    5.931
   1.487   (  -0.597   -0.373    0.544)    0.889
   1.584   (   2.262   -2.298   -2.528)    4.097
   1.626   (  -1.916    8.803    0.610)    9.030
   1.737   (  -3.158    6.943    0.793)    7.669
   1.806   (  -4.670    0.524   -3.520)    5.871
   1.850   (  -3.651    2.042   -1.135)    4.335
   2.037   (   0.924    2.403    1.044)    2.778
   2.093   (  -1.863    0.883   -0.943)    2.267
   2.157   (  -2.437    4.146   -1.060)    4.925
   2.211   (  -1.767    2.147    2.252)    3.578
   2.297   (   0.737    3.967    3.489)    5.334
   2.374   (   3.511   -3.443    0.489)    4.942
   2.432   (   0.232    1.573    0.169)    1.599
   2.522   (   1.087    2.625    0.775)    2.946
   2.618   (  -1.120    2.881   -2.019)    3.692
   2.668   (  -2.785   -1.386    1.371)    3.399
   2.738   (   0.194    0.641   -1.372)    1.527
   2.852   (  -1.847   -0.269   -0.589)    1.957
   2.976   (  -1.877    0.150   -0.630)    1.985
   3.006   (  -3.831   -1.349   -2.052)    4.550
   3.108   (   0.150    1.032    2.900)    3.082
   3.145   (  -1.154    1.123    0.533)    1.696
   3.226   (  -2.207    2.344   -0.885)    3.339
   3.273   (   0.603    5.066   -4.817)    7.016
   3.318   (   0.933    0.708   -0.451)    1.255
   3.453   (  -0.799    0.581    3.490)    3.627
   3.538   (  -0.599    2.501    1.446)    2.950
   3.589   (  -0.382    1.687   -1.114)    2.057
   3.709   (  -1.802    1.251   -2.399)    3.250
   3.838   (   1.843   -2.284    2.236)    3.690
   3.869   (   0.529   -0.504    5.285)    5.335
   3.913   (   0.771    1.809   -1.820)    2.679
   4.026   (  -1.966    0.673    1.371)    2.490
   4.123   (  -2.652   -1.354   -2.907)    4.161
   4.207   (   6.253   -3.174    2.844)    7.567
   4.313   (  -0.625    0.454   -2.815)    2.920
   4.374   (   3.668   -2.348    2.527)    5.035
   4.445   (  -1.123   -2.930    5.249)    6.115
   4.563   (  -0.845   -1.908   -1.723)    2.706
   4.614   (  -0.737   -1.840    2.504)    3.193
   4.721   (   2.229   -3.118   -2.245)    4.442
   4.808   (   0.210   -0.643    1.542)    1.684
   4.880   (  -0.847   -0.199    2.560)    2.704
   5.062   (   0.636    0.404   -1.824)    1.974
   5.088   (   0.180   -0.422   -0.152)    0.483
   5.174   (   1.694   -0.757    2.019)    2.742
   5.280   (   2.572    1.238    0.626)    2.922
   5.359   (   0.544   -1.845   -4.612)    4.997
   5.416   (   0.342   -2.020   -5.456)    5.828
   5.502   (   1.480   -3.980   -1.938)    4.668
   5.584   (  -0.169   -0.297   -0.833)    0.900
   5.593   (   2.963   -1.350   -2.619)    4.178
   5.693   (   0.565   -0.194   -0.971)    1.140
   5.727   (   0.387   -1.018    0.253)    1.118
   5.789   (  -0.652    0.543   -3.052)    3.168
   6.009   (   0.271   -0.643    2.334)    2.437
   6.051   (   0.442    0.540    3.313)    3.386
   6.094   (  -1.501    0.414    0.486)    1.631
   6.186   (   0.547   -2.040   -3.533)    4.116
   6.249   (  -0.621    0.904    2.334)    2.579
   6.409   (   2.714   -0.595    1.103)    2.989
   6.458   (   2.912   -3.040   -3.630)    5.559
   6.559   (  -2.119   -1.350    2.246)    3.370
   6.613   (   2.030   -0.543   -0.915)    2.292
   6.782   (   0.731   -0.150    0.688)    1.015
   6.815   (   0.574   -1.633    1.203)    2.108
   6.956   (  -2.622    1.211   -0.472)    2.927
   7.061   (   0.902   -0.864   -0.704)    1.434
   7.138   (  -0.765    0.684    2.706)    2.894
   7.233   (  -2.542    4.041   -0.435)    4.794
   7.350   (  -0.528    3.543    1.640)    3.940
   7.511   (  -0.395   -2.691   -1.777)    3.249
   7.707   (  -3.780    1.132    0.807)    4.027
   7.767   (  -3.436    1.971   -3.840)    5.517
   7.855   (   0.129    3.502   -0.323)    3.519
   7.918   (  -1.054    0.588   -1.372)    1.827
   8.089   (   0.261   10.169    1.857)   10.340
   8.483   (   1.887    5.699   -4.607)    7.567
   8.618   (   0.692   -1.236    2.755)    3.098
   8.812   (  -0.265   -0.187    3.817)    3.831
   8.883   (  -0.525    0.147    7.937)    7.956
   9.185   (   2.660   -3.164   -1.644)    4.449
   9.530   (  -0.145   -5.761   -1.538)    5.964
   9.798   (   4.203   -1.735    3.889)    5.983
  10.175   (  -0.418   -5.347   -3.924)    6.646
  10.494   (   3.767   -4.662    3.728)    7.059
  10.590   (  -0.520   -8.526    2.189)    8.818
  10.845   (   2.989   -4.096    3.660)    6.253
  11.120   (   1.926   -5.483    0.659)    5.849
  11.234   (   5.783   -2.220   -6.448)    8.942
  11.283   (   4.170   -5.134    1.782)    6.850
  11.477   (   1.878   -1.066   -0.596)    2.240
  11.545   (  -0.980   -1.932    1.724)    2.769
  11.729   (   1.444   -4.004   -2.780)    5.084
  12.412   (  -2.179    5.205    9.476)   11.029
  12.911   (  -2.996    3.725   -3.822)    6.121
  13.080   (  -3.004    5.331    0.778)    6.169
  13.246   (  -0.681    0.805    1.351)    1.714
  13.428   (   0.271    3.962   -0.709)    4.035
  13.703   (  -2.691    0.415   -1.528)    3.122
  14.073   (  -0.148    3.539   -1.666)    3.914
  14.091   (  -2.549    1.362    1.782)    3.395
  14.370   (  -2.480    2.504   -7.978)    8.721
======================= Grid point 84 (23/43) =======================
q-point: (-0.29  0.43  0.20)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.824   (  -2.552   -5.488    6.790)    9.095
   1.046   (  -5.943   10.069    5.295)   12.835
   1.175   (  -6.708    8.200    1.015)   10.642
   1.282   (  -0.324    2.223   -1.890)    2.936
   1.347   (  -2.251   -1.232   -2.193)    3.376
   1.472   (   2.895   -1.375   -2.115)    3.840
   1.528   (   0.030   -0.450   -1.321)    1.396
   1.603   (   4.454    1.670   -4.195)    6.342
   1.782   (   1.827    0.426    5.923)    6.213
   1.943   (  -3.565    3.158   -3.524)    5.924
   1.977   (   0.281   -0.928    2.366)    2.557
   2.053   (  -3.602    3.167    0.123)    4.798
   2.128   (   0.633    1.394    0.662)    1.668
   2.210   (  -0.686    3.760    0.342)    3.837
   2.307   (  -2.820   -1.855   -1.771)    3.812
   2.329   (   0.150    2.403    0.563)    2.473
   2.378   (  -6.798    5.714    0.080)    8.881
   2.455   (   1.180    4.437   -1.976)    4.999
   2.538   (   0.362    2.741    1.789)    3.293
   2.688   (  -0.994    3.249    0.060)    3.398
   2.692   (  -1.120    2.799   -2.721)    4.061
   2.781   (  -5.834    0.432    0.606)    5.882
   2.890   (  -1.235    1.215   -1.751)    2.463
   2.978   (  -0.707    1.318   -4.187)    4.446
   3.062   (  -1.161   -0.447    0.501)    1.341
   3.141   (  -3.316   -0.748    2.976)    4.518
   3.198   (  -1.383    0.102   -0.389)    1.440
   3.255   (  -2.326    0.950   -0.382)    2.541
   3.301   (  -0.650   -0.172   -7.709)    7.738
   3.386   (  -4.167    5.262    4.418)    8.036
   3.435   (   3.518   -0.572    4.181)    5.493
   3.545   (   0.396   -2.167    0.532)    2.267
   3.631   (  -1.017    1.754   -2.156)    2.960
   3.715   (   6.123   -3.138    2.804)    7.429
   3.757   (  -1.309    1.254   -0.311)    1.839
   3.836   (   2.077   -2.986    4.872)    6.080
   3.931   (  -0.303    1.339    0.906)    1.645
   3.986   (   8.995   -2.088    5.677)   10.840
   4.116   (  -2.628    1.072    1.519)    3.219
   4.163   (  -2.303    1.094   -1.866)    3.160
   4.300   (   0.716   -3.042    2.687)    4.122
   4.343   (  -1.001   -0.156   -1.556)    1.857
   4.444   (  -0.474   -2.106    3.203)    3.863
   4.516   (   1.121   -3.596   -2.206)    4.365
   4.608   (  -1.040   -2.742   -0.591)    2.991
   4.682   (   0.165   -0.431   -1.610)    1.675
   4.806   (   0.315    0.630   -1.847)    1.977
   4.896   (  -1.209    0.211    2.466)    2.755
   4.997   (   4.115   -1.300   -2.919)    5.210
   5.103   (   0.405    0.025   -4.322)    4.341
   5.145   (  -0.794    0.403    2.482)    2.636
   5.240   (   0.654   -0.748   -3.291)    3.437
   5.324   (   3.038   -2.478   -1.357)    4.149
   5.397   (   0.428   -3.451    1.698)    3.870
   5.434   (   1.806    1.184   -1.354)    2.548
   5.526   (   2.081   -0.169   -0.862)    2.259
   5.593   (   1.041    1.107   -2.581)    2.996
   5.696   (  -0.674    0.167    2.940)    3.021
   5.713   (   0.399   -0.090   -1.170)    1.240
   5.805   (  -0.977   -0.061   -1.141)    1.504
   5.981   (   1.051   -1.636   -0.503)    2.009
   6.041   (  -0.109   -1.586    0.118)    1.594
   6.127   (  -1.458    0.738    1.728)    2.378
   6.191   (  -2.373    1.516   -2.644)    3.863
   6.274   (   1.458    1.190    2.526)    3.150
   6.331   (   3.868   -1.215   -3.280)    5.215
   6.396   (   1.308   -0.739    0.885)    1.744
   6.544   (   3.647    1.149   -0.782)    3.903
   6.619   (  -3.553   -1.501    2.663)    4.687
   6.749   (  -0.058   -1.031    0.570)    1.180
   6.813   (   1.107    0.862   -0.496)    1.488
   6.990   (   0.792   -3.269   -2.683)    4.303
   7.047   (  -0.561    3.758   -0.704)    3.865
   7.147   (  -0.477    0.089    3.424)    3.458
   7.326   (  -3.086    3.140    0.419)    4.422
   7.394   (  -1.650   -0.764    0.758)    1.969
   7.516   (  -2.772   -2.052   -1.046)    3.604
   7.748   (  -1.199   -2.589    1.377)    3.168
   7.853   (  -1.101    3.041   -2.733)    4.234
   7.892   (  -1.008    2.392    0.846)    2.730
   7.957   (  -1.884    1.215   -0.818)    2.387
   8.201   (  -4.176    8.941   -6.710)   11.933
   8.465   (   3.948    1.962    3.671)    5.737
   8.607   (   1.176    2.378    1.349)    2.976
   8.762   (   0.658   -5.099    2.727)    5.820
   8.892   (   0.191    0.382    5.005)    5.023
   9.187   (  -2.589   -3.410    1.055)    4.409
   9.452   (   2.763   -1.943    0.341)    3.395
   9.739   (   3.350    3.395    5.312)    7.139
  10.132   (  -0.363   -3.489   -5.692)    6.686
  10.370   (   6.019   -2.899    0.829)    6.732
  10.505   (  -0.171   -7.812   -2.699)    8.267
  10.774   (   3.716   -1.203    3.755)    5.419
  10.985   (   3.566   -2.016    2.424)    4.760
  11.107   (   5.230   -2.245   -7.838)    9.686
  11.241   (  -3.110   -4.569    0.953)    5.608
  11.461   (  -0.264   -0.417   -0.952)    1.072
  11.549   (  -1.623   -1.715    1.881)    3.019
  11.657   (   1.883   -3.893   -1.224)    4.494
  12.493   (  -0.271    5.548    7.765)    9.547
  12.987   (  -1.451    2.795   -3.704)    4.862
  13.166   (  -2.332    1.978    0.889)    3.184
  13.270   (  -0.424    1.364    1.742)    2.253
  13.471   (  -1.824    1.018   -2.268)    3.083
  13.730   (  -0.336    0.255    0.810)    0.913
  14.084   (   2.286    4.409   -0.066)    4.967
  14.179   (  -4.442    0.689    0.109)    4.497
  14.401   (  -0.761   -1.503   -4.199)    4.524
======================= Grid point 85 (24/43) =======================
q-point: (-0.14  0.43  0.20)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.774   (   1.107    0.593    7.543)    7.647
   1.046   (  -5.698   10.491    4.491)   12.755
   1.140   (  -5.540    7.164    0.159)    9.058
   1.273   (  -0.623    1.282   -3.246)    3.545
   1.385   (   4.659    1.163   -2.202)    5.283
   1.455   (  -2.570   -2.215   -1.218)    3.605
   1.542   (   2.934   -2.235   -1.363)    3.932
   1.707   (   2.121    0.601   -0.141)    2.209
   1.771   (  -1.055   -2.778    3.460)    4.561
   1.870   (  -6.223    3.473   -1.659)    7.317
   1.960   (  -2.632    4.094   -0.886)    4.947
   2.059   (  -0.765   -0.730   -1.719)    2.019
   2.141   (   0.472    2.214    4.877)    5.377
   2.233   (   0.048    3.199   -0.924)    3.330
   2.287   (  -2.617    2.503   -0.494)    3.655
   2.327   (  -1.440    2.477    0.282)    2.879
   2.366   (   1.871    3.164   -1.477)    3.961
   2.523   (  -1.008    2.261    0.191)    2.483
   2.582   (  -1.542    0.328    0.525)    1.662
   2.649   (  -1.313    5.437    0.378)    5.606
   2.738   (  -0.955    1.922    0.531)    2.211
   2.758   (  -0.335    7.392   -2.272)    7.740
   2.863   (  -0.308    1.123   -4.240)    4.397
   2.988   (  -0.310    0.950   -1.162)    1.532
   3.012   (  -4.174    3.281   -0.231)    5.314
   3.096   (   1.060    0.853    1.748)    2.215
   3.181   (  -0.728   -0.330    0.730)    1.083
   3.258   (  -0.112    0.922   -2.113)    2.308
   3.315   (   1.754    0.486   -4.551)    4.901
   3.364   (  -1.391    1.584    1.868)    2.817
   3.471   (  -0.424    0.280    4.155)    4.186
   3.558   (   2.299   -1.803    0.051)    2.922
   3.603   (  -2.879   -0.970    0.945)    3.182
   3.736   (  -0.753   -0.227   -4.890)    4.952
   3.791   (   0.431    0.452    6.181)    6.213
   3.805   (   2.456   -4.404    4.652)    6.861
   3.945   (  -0.793   -0.330    2.071)    2.243
   4.051   (  -2.663    1.296    4.817)    5.655
   4.087   (   3.251   -3.230    0.701)    4.636
   4.187   (   2.010    1.532   -0.921)    2.689
   4.273   (   0.203   -3.177    7.180)    7.854
   4.343   (  -0.723   -0.372   -3.927)    4.010
   4.390   (  -0.406   -0.293   -2.056)    2.116
   4.525   (   2.818   -1.901   -3.574)    4.933
   4.599   (   1.650    0.839   -0.469)    1.909
   4.666   (  -0.256   -2.070   -1.593)    2.625
   4.798   (  -1.181   -0.753    0.519)    1.494
   4.903   (   1.074    1.593    1.644)    2.529
   5.048   (   0.728   -2.698    0.094)    2.796
   5.082   (  -1.044    1.815    1.096)    2.364
   5.158   (   2.604   -1.155   -1.360)    3.157
   5.236   (  -0.126   -3.128   -3.438)    4.650
   5.318   (   0.667   -3.071   -4.535)    5.518
   5.390   (   2.067   -2.651   -1.350)    3.623
   5.449   (  -1.108    0.679    1.283)    1.826
   5.551   (   0.428   -2.223   -0.950)    2.455
   5.590   (  -0.965    0.010   -0.854)    1.289
   5.690   (  -0.427   -0.320   -0.283)    0.604
   5.705   (  -0.305   -0.473    1.530)    1.631
   5.801   (   0.196    0.711   -1.369)    1.555
   5.986   (   0.971   -1.527    0.165)    1.817
   6.064   (   3.258   -0.317    0.059)    3.274
   6.121   (  -1.190    2.977    1.388)    3.494
   6.169   (  -1.234    0.989   -3.474)    3.817
   6.256   (  -2.577   -0.988    2.049)    3.437
   6.370   (   1.281   -3.162   -0.652)    3.474
   6.415   (   1.626   -1.171    0.220)    2.016
   6.512   (  -3.507   -2.374    0.703)    4.293
   6.621   (   2.580    1.288    1.004)    3.053
   6.775   (   1.513   -0.081   -0.095)    1.518
   6.799   (  -1.643   -0.226   -1.897)    2.520
   6.961   (  -0.871   -1.970   -0.463)    2.203
   7.059   (  -1.442    1.994   -0.219)    2.471
   7.149   (   0.302    0.441    3.027)    3.074
   7.333   (   0.800    4.316   -0.425)    4.410
   7.406   (   2.269    0.857    1.297)    2.750
   7.491   (  -0.484    2.265   -2.714)    3.567
   7.696   (  -1.954   -1.195    1.056)    2.522
   7.822   (  -3.625    2.531   -2.717)    5.190
   7.911   (  -1.084    2.126    0.084)    2.388
   7.946   (  -0.689    1.729   -0.811)    2.031
   8.285   (   4.019    6.377   -3.441)    8.287
   8.548   (   1.991    0.643    5.430)    5.819
   8.647   (  -0.639    3.893    0.713)    4.009
   8.692   (   0.118   -5.825    3.530)    6.812
   8.959   (   1.551    1.529    4.022)    4.574
   9.089   (  -0.950   -4.283   -0.271)    4.395
   9.443   (   0.011   -3.219    1.015)    3.375
   9.766   (  -2.632   -1.287    4.038)    4.989
  10.134   (   1.047    1.460   -6.986)    7.214
  10.372   (   0.382   -7.362    2.414)    7.757
  10.437   (   2.118   -4.928   -1.429)    5.551
  10.750   (  -0.958   -4.020    2.061)    4.617
  11.014   (  -0.742   -3.799   -0.847)    3.962
  11.132   (   3.381   -5.532   -2.464)    6.936
  11.258   (   6.544    0.112   -0.975)    6.617
  11.475   (  -0.249   -0.064    0.316)    0.408
  11.528   (   2.301    0.755   -0.018)    2.422
  11.646   (   1.602   -3.569   -0.469)    3.940
  12.498   (  -4.054    2.932    8.085)    9.508
  12.983   (  -2.233    2.760   -4.001)    5.349
  13.170   (  -0.258    3.186    0.739)    3.281
  13.266   (  -1.222    0.893    1.858)    2.396
  13.489   (   1.931    1.801   -2.057)    3.347
  13.711   (  -2.011    0.662    0.696)    2.229
  14.090   (  -4.962   -0.001    0.118)    4.963
  14.179   (   1.986    4.648   -0.159)    5.057
  14.388   (   0.616   -0.217   -4.303)    4.352
======================= Grid point 90 (25/43) =======================
q-point: (-0.43  0.57  0.20)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.783   (  -2.049   -6.467    6.709)    9.540
   1.183   (   2.018    2.411   -1.160)    3.352
   1.245   (   2.997    2.757    2.486)    4.771
   1.305   (   2.138    1.086   -0.626)    2.478
   1.385   (  -2.133   -0.522   -1.354)    2.579
   1.417   (   0.935    1.457   -2.734)    3.236
   1.526   (   1.655   -0.712   -2.664)    3.216
   1.615   (  -6.001    3.098    3.340)    7.534
   1.761   (   1.051    0.135    4.243)    4.373
   1.920   (   3.142    1.879   -0.264)    3.671
   1.997   (   1.306    2.241   -0.508)    2.642
   2.071   (   0.830   -1.885    0.151)    2.065
   2.144   (  -0.419    0.621   -0.850)    1.133
   2.258   (  -0.104    3.597    0.991)    3.733
   2.294   (   0.078   -2.602   -2.070)    3.326
   2.353   (   0.320    0.899   -0.684)    1.174
   2.448   (   2.562    2.244   -0.742)    3.486
   2.510   (  -1.871   -0.426   -1.850)    2.666
   2.551   (  -0.272    3.132    1.357)    3.424
   2.697   (   0.382    0.865   -2.643)    2.808
   2.796   (  -3.169    1.110   -4.697)    5.774
   2.849   (   0.389   -0.803   -1.438)    1.692
   2.914   (   2.454   -1.349   -2.148)    3.529
   3.005   (  -0.774    0.353   -1.975)    2.150
   3.102   (  -0.353    1.429    0.473)    1.546
   3.139   (   0.404    0.658    1.046)    1.300
   3.191   (   7.737   -0.672    0.535)    7.784
   3.281   (  -1.850    1.304    0.593)    2.340
   3.307   (  -0.584   -3.177   -2.037)    3.818
   3.388   (   0.707   -2.710    2.841)    3.990
   3.438   (  -0.724    1.097    4.994)    5.164
   3.506   (  -0.536   -1.537   -1.480)    2.200
   3.576   (   1.327    1.866    5.031)    5.527
   3.694   (  -2.805    0.336   -0.190)    2.831
   3.747   (   0.302   -0.273   -0.434)    0.595
   3.834   (  -0.563    0.729    0.646)    1.125
   3.893   (  -0.176    2.385   11.546)   11.791
   3.991   (  -3.133    1.611    0.927)    3.643
   4.121   (   2.342   -1.097    2.020)    3.281
   4.213   (  -1.372   -0.637   -2.720)    3.112
   4.255   (   0.567   -2.591    5.453)    6.064
   4.349   (   1.781    2.049   -2.115)    3.442
   4.401   (  -0.593   -3.687   -1.951)    4.213
   4.498   (  -1.565   -1.702   -0.527)    2.371
   4.610   (  -2.263   -3.096   -4.167)    5.663
   4.677   (   2.325    0.433   -1.608)    2.860
   4.787   (   1.700    0.886   -2.216)    2.930
   4.906   (  -1.336    0.160   -1.486)    2.005
   4.987   (  -2.697    0.293    1.274)    2.997
   5.109   (  -0.209    1.213   -2.144)    2.472
   5.158   (   0.580   -1.873    2.043)    2.832
   5.227   (   2.418   -0.896   -1.743)    3.113
   5.253   (  -1.826    0.547   -4.746)    5.115
   5.359   (  -1.616   -3.270   -0.263)    3.657
   5.454   (   0.470    3.048    3.322)    4.533
   5.514   (   0.297    1.744   -1.928)    2.617
   5.585   (   0.805    1.587   -1.134)    2.110
   5.690   (   0.747    0.075    0.673)    1.008
   5.711   (   0.806    0.521    1.121)    1.476
   5.815   (  -0.570   -1.385   -0.085)    1.501
   5.963   (  -1.001   -1.211   -1.354)    2.074
   6.043   (  -2.213   -1.757   -1.099)    3.032
   6.169   (  -0.286    2.658    0.281)    2.688
   6.205   (   3.615   -1.107    0.645)    3.835
   6.249   (   1.408    0.776    0.140)    1.614
   6.293   (  -2.811    0.763   -2.321)    3.725
   6.393   (  -0.523    0.673    1.548)    1.768
   6.502   (   3.227    3.109    0.514)    4.510
   6.643   (  -0.793   -1.855    2.723)    3.389
   6.777   (  -1.750    1.050   -3.147)    3.751
   6.791   (   1.390   -0.031   -0.022)    1.391
   6.937   (  -0.284   -2.658   -1.693)    3.164
   7.084   (   1.653    3.751   -0.553)    4.137
   7.156   (  -0.104   -0.254    3.076)    3.088
   7.365   (  -1.437   -2.244   -2.463)    3.629
   7.414   (  -1.004   -0.944    0.268)    1.404
   7.544   (  -0.919   -1.580    1.738)    2.522
   7.703   (   1.488   -3.097    1.413)    3.715
   7.860   (   2.294    1.843   -1.866)    3.485
   7.927   (  -0.392    0.954    1.104)    1.511
   7.971   (   0.614    0.048   -0.011)    0.616
   8.316   (   0.854    3.084   -7.357)    8.023
   8.538   (  -6.926    4.200    2.651)    8.522
   8.609   (  -0.632   -1.174    2.125)    2.508
   8.696   (   1.555   -1.020    0.883)    2.059
   8.904   (  -1.383    0.801    3.462)    3.813
   9.133   (   1.610   -7.693    2.435)    8.229
   9.404   (   1.633    2.273    1.840)    3.349
   9.753   (   1.908    5.435    6.657)    8.803
  10.151   (  -0.680    2.313   -5.000)    5.551
  10.269   (  -0.184   -1.054    0.578)    1.216
  10.427   (   0.037   -6.827   -3.454)    7.651
  10.713   (   2.146    2.152    0.996)    3.198
  10.973   (  -1.222   -0.192    1.736)    2.132
  11.052   (  -1.457   -0.307   -5.626)    5.820
  11.254   (  -3.550   -5.007   -0.552)    6.163
  11.467   (  -0.331    0.337   -0.421)    0.633
  11.559   (  -0.470   -2.158    0.260)    2.224
  11.603   (  -1.149   -2.819    0.325)    3.062
  12.526   (   2.255    4.286    7.387)    8.833
  13.013   (   1.317    2.033   -4.014)    4.688
  13.201   (  -0.520   -0.423    1.057)    1.252
  13.278   (   0.867    0.975    2.014)    2.400
  13.500   (  -1.542   -1.510   -2.867)    3.589
  13.727   (   1.114    0.691    1.509)    1.999
  14.088   (   2.248    4.227    0.146)    4.790
  14.232   (  -0.431   -0.351   -0.422)    0.698
  14.387   (  -0.890   -2.730   -2.906)    4.085
======================= Grid point 92 (26/43) =======================
q-point: (-0.29  0.57  0.20)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.709   (   1.697   -3.802    9.301)   10.191
   1.206   (  -3.335    4.597   -3.335)    6.586
   1.268   (  -1.056    1.967   -2.652)    3.467
   1.329   (  -0.626    0.211   -0.356)    0.751
   1.347   (  -0.383    1.541    3.840)    4.156
   1.458   (   1.344   -1.659   -3.001)    3.683
   1.531   (  -3.447    2.836    1.388)    4.675
   1.657   (   3.064    2.628   -0.354)    4.052
   1.748   (   0.279   -4.038    7.054)    8.133
   1.936   (  -0.201   -0.103   -0.590)    0.632
   2.034   (  -1.295    3.654   -1.450)    4.139
   2.079   (  -0.262   -0.119   -3.116)    3.129
   2.148   (  -0.995   -0.947    2.017)    2.440
   2.222   (   1.292   -0.749    0.678)    1.640
   2.316   (  -0.566    1.821   -0.935)    2.123
   2.379   (  -0.596    1.562   -0.651)    1.794
   2.423   (  -1.941    0.261   -3.449)    3.966
   2.519   (   0.568    0.441   -1.302)    1.487
   2.626   (   0.051    3.894   -3.534)    5.259
   2.693   (  -1.114   -0.787   -0.246)    1.386
   2.760   (   1.078    1.729   -2.448)    3.185
   2.861   (  -2.596    4.811    0.014)    5.466
   2.937   (  -3.714    2.767   -0.137)    4.633
   2.989   (  -0.294   -0.544   -5.512)    5.546
   3.083   (   0.157    2.227    0.914)    2.413
   3.144   (  -1.138    0.374    2.160)    2.470
   3.217   (  -0.272    0.340   -1.029)    1.117
   3.237   (  -2.964    1.949   -0.414)    3.572
   3.304   (   0.001   -1.090   -1.785)    2.091
   3.400   (   0.077    0.272    5.865)    5.872
   3.458   (   3.012   -0.346   -1.898)    3.577
   3.489   (  -1.390   -2.909    2.923)    4.352
   3.625   (   1.953   -0.564    3.837)    4.342
   3.684   (   0.634   -2.291    1.123)    2.629
   3.703   (   2.868   -3.685    2.880)    5.486
   3.837   (  -0.675    1.603   -0.231)    1.755
   3.926   (   1.100   -1.186   10.669)   10.791
   3.997   (   1.287    1.790    2.722)    3.503
   4.133   (  -3.627    0.956    3.736)    5.294
   4.175   (   1.126    0.329   -2.223)    2.514
   4.244   (   0.504   -2.081    2.973)    3.663
   4.320   (   1.057   -1.501   -2.164)    2.838
   4.446   (  -2.029    0.341   -1.156)    2.360
   4.462   (   1.034    0.638   -3.689)    3.884
   4.544   (   2.045   -3.514   -3.335)    5.259
   4.710   (  -2.697    3.346   -1.988)    4.735
   4.801   (   0.662   -1.512   -2.120)    2.687
   4.904   (  -0.876    0.287    0.544)    1.070
   4.960   (   3.633   -2.180   -2.302)    4.821
   5.112   (  -0.140    0.790   -3.368)    3.462
   5.160   (  -1.932    1.511    2.988)    3.866
   5.220   (  -0.096   -0.664   -2.356)    2.449
   5.267   (   2.509   -3.454   -1.826)    4.643
   5.315   (   0.858   -1.757   -1.487)    2.457
   5.476   (  -0.058    0.801    4.043)    4.122
   5.533   (   0.108    0.385   -1.647)    1.695
   5.606   (  -0.051    0.044   -0.949)    0.951
   5.706   (  -0.318    0.282   -1.090)    1.170
   5.721   (  -1.379    1.641    3.577)    4.170
   5.787   (   0.984   -1.672    1.413)    2.400
   5.962   (   0.061   -0.038   -1.996)    1.997
   6.008   (   1.327   -1.447   -2.359)    3.069
   6.184   (  -1.636    3.973    0.049)    4.297
   6.223   (  -3.032    1.287   -2.064)    3.887
   6.265   (   2.755   -1.220    0.558)    3.064
   6.294   (   0.897   -2.569   -1.311)    3.020
   6.380   (   1.032   -1.082    2.536)    2.943
   6.560   (  -0.957    0.663    0.073)    1.167
   6.627   (  -0.878    1.231    2.460)    2.888
   6.764   (  -0.749    3.059   -0.742)    3.236
   6.822   (  -0.370   -0.299   -3.268)    3.303
   6.888   (   2.898   -5.390   -2.191)    6.500
   7.146   (  -0.377    2.257    2.865)    3.667
   7.158   (  -2.878    3.336    2.056)    4.862
   7.300   (   2.397   -4.331    1.321)    5.124
   7.415   (  -1.038    1.966   -1.073)    2.469
   7.528   (  -0.696    1.924   -0.447)    2.094
   7.677   (   0.946   -3.405    0.832)    3.631
   7.895   (  -1.413    1.263   -1.283)    2.289
   7.924   (   0.413    0.448    1.133)    1.286
   7.976   (  -0.503    0.529   -0.590)    0.939
   8.362   (  -4.924    6.057   -9.244)   12.099
   8.511   (   3.269    2.653    2.983)    5.159
   8.608   (   1.122   -4.277   -1.180)    4.577
   8.708   (  -0.481    0.783    6.122)    6.191
   8.910   (   2.408    0.489    0.664)    2.545
   9.056   (  -0.278   -5.861    2.539)    6.394
   9.435   (  -0.154   -0.159   -1.107)    1.129
   9.823   (  -1.835    3.702   13.019)   13.658
  10.152   (  -0.283    4.558   -5.148)    6.882
  10.292   (   1.849   -6.113    0.748)    6.430
  10.342   (   1.604   -5.008   -3.255)    6.185
  10.758   (  -0.939    0.134    1.645)    1.899
  10.947   (   2.413   -1.420    1.174)    3.036
  11.081   (  -0.008   -0.840   -8.186)    8.229
  11.147   (   2.282   -3.136   -0.476)    3.908
  11.487   (   0.109    1.850    0.134)    1.858
  11.522   (  -1.184   -0.465    0.348)    1.319
  11.577   (   1.916   -3.229    0.207)    3.760
  12.577   (  -1.237    2.243    7.213)    7.654
  13.042   (  -1.085    1.819   -4.995)    5.426
  13.189   (  -0.117    0.354    1.673)    1.714
  13.293   (  -0.546    0.755    2.897)    3.043
  13.477   (   0.272   -0.162   -3.610)    3.624
  13.736   (  -0.377    0.334    2.215)    2.272
  14.156   (  -0.516    1.059    1.970)    2.295
  14.216   (  -1.997    3.680   -3.090)    5.204
  14.348   (   1.498   -3.111   -2.393)    4.201
======================= Grid point 110 (27/43) =======================
q-point: ( 0.00  0.00  0.40)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 43
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.630   (   0.000    0.000   14.145)   14.145
   0.653   (   0.000    0.000   14.755)   14.755
   0.890   (   0.000    0.000   -8.631)    8.631
   0.952   (   0.000    0.000  -11.722)   11.722
   1.309   (   0.000    0.000   -0.450)    0.450
   1.309   (  -0.000    0.000    6.167)    6.167
   1.506   (   0.000    0.000   10.304)   10.304
   1.592   (   0.000   -0.000   -2.008)    2.008
   1.672   (   0.000    0.000   -3.889)    3.889
   1.759   (   0.000    0.000    6.802)    6.802
   1.828   (   0.000    0.000   -2.362)    2.362
   1.933   (   0.000    0.000   -3.389)    3.389
   2.050   (  -0.000    0.000   -2.188)    2.188
   2.078   (   0.000    0.000   -6.812)    6.812
   2.112   (   0.000    0.000    1.524)    1.524
   2.319   (   0.000    0.000    6.501)    6.501
   2.327   (   0.000    0.000   -1.604)    1.604
   2.431   (   0.000    0.000   -4.699)    4.699
   2.600   (  -0.000   -0.000    0.077)    0.077
   2.672   (   0.000    0.000   -1.739)    1.739
   2.686   (   0.000   -0.000    2.012)    2.012
   2.706   (   0.000   -0.000   -0.551)    0.551
   2.896   (   0.000    0.000    3.682)    3.682
   2.940   (  -0.000   -0.000   -1.298)    1.298
   3.028   (   0.000   -0.000   -0.843)    0.843
   3.069   (   0.000    0.000    1.407)    1.407
   3.070   (   0.000    0.000    0.707)    0.707
   3.141   (   0.000    0.000    0.310)    0.310
   3.196   (  -0.000    0.000   -0.724)    0.724
   3.246   (   0.000    0.000   -9.963)    9.963
   3.389   (   0.000    0.000    4.437)    4.437
   3.470   (   0.000    0.000   -3.694)    3.694
   3.579   (   0.000    0.000    0.929)    0.929
   3.624   (  -0.000    0.000   -3.347)    3.347
   3.891   (   0.000   -0.000    1.636)    1.636
   3.921   (   0.000    0.000   10.680)   10.680
   4.000   (   0.000   -0.000    1.471)    1.471
   4.048   (   0.000    0.000   -2.465)    2.465
   4.086   (   0.000    0.000    6.834)    6.834
   4.169   (   0.000   -0.000  -11.315)   11.315
   4.297   (  -0.000    0.000    1.809)    1.809
   4.332   (  -0.000    0.000   -4.072)    4.072
   4.689   (  -0.000    0.000    7.051)    7.051
   4.710   (   0.000    0.000    7.992)    7.992
   4.754   (   0.000    0.000    6.368)    6.368
   4.808   (   0.000    0.000   -0.817)    0.817
   4.855   (   0.000    0.000    0.616)    0.616
   4.909   (   0.000   -0.000   -5.087)    5.087
   5.025   (  -0.000    0.000    1.340)    1.340
   5.079   (   0.000    0.000    1.410)    1.410
   5.164   (  -0.000    0.000   -9.256)    9.256
   5.253   (   0.000    0.000   -8.419)    8.419
   5.335   (   0.000    0.000    0.493)    0.493
   5.338   (   0.000    0.000    1.715)    1.715
   5.493   (  -0.000    0.000    0.490)    0.490
   5.554   (   0.000    0.000   -2.870)    2.870
   5.678   (  -0.000    0.000    1.568)    1.568
   5.681   (   0.000   -0.000    0.030)    0.030
   5.710   (   0.000    0.000   -1.722)    1.722
   5.771   (   0.000   -0.000    0.111)    0.111
   6.088   (   0.000    0.000   -0.630)    0.630
   6.104   (   0.000    0.000    2.852)    2.852
   6.115   (   0.000    0.000    1.144)    1.144
   6.165   (   0.000    0.000    1.089)    1.089
   6.372   (  -0.000    0.000   -0.428)    0.428
   6.404   (   0.000    0.000   -2.272)    2.272
   6.529   (   0.000    0.000   -0.482)    0.482
   6.553   (   0.000    0.000    0.184)    0.184
   6.554   (  -0.000    0.000   -0.647)    0.647
   6.881   (   0.000    0.000    0.332)    0.332
   6.891   (   0.000    0.000   -0.802)    0.802
   6.928   (   0.000    0.000    1.023)    1.023
   7.026   (   0.000    0.000    3.170)    3.170
   7.097   (   0.000    0.000   -3.387)    3.387
   7.190   (   0.000   -0.000    0.574)    0.574
   7.366   (   0.000    0.000    5.543)    5.543
   7.472   (  -0.000    0.000   -4.850)    4.850
   7.591   (  -0.000    0.000    2.058)    2.058
   7.646   (   0.000    0.000   -3.458)    3.458
   7.772   (   0.000    0.000    2.489)    2.489
   7.899   (   0.000    0.000   -0.321)    0.321
   8.101   (   0.000    0.000    9.899)    9.899
   8.289   (   0.000    0.000   -8.851)    8.851
   8.478   (   0.000    0.000   -1.744)    1.744
   8.668   (  -0.000    0.000    0.310)    0.310
   9.110   (   0.000    0.000    4.834)    4.834
   9.215   (   0.000    0.000   -5.917)    5.917
   9.312   (   0.000   -0.000   -5.838)    5.838
  10.287   (   0.000    0.000   13.121)   13.121
  10.505   (   0.000    0.000   -7.584)    7.584
  10.796   (   0.000    0.000    3.581)    3.581
  10.909   (   0.000    0.000    8.350)    8.350
  11.003   (   0.000    0.000   -3.596)    3.596
  11.275   (   0.000   -0.000   -0.633)    0.633
  11.327   (   0.000   -0.000    5.963)    5.963
  11.460   (   0.000    0.000   -1.057)    1.057
  11.517   (   0.000    0.000   -9.392)    9.392
  11.596   (   0.000    0.000    1.075)    1.075
  11.634   (   0.000    0.000   -5.170)    5.170
  12.508   (   0.000    0.000    8.282)    8.282
  12.653   (   0.000    0.000   -6.552)    6.552
  12.930   (   0.000    0.000    0.808)    0.808
  13.331   (   0.000    0.000    0.084)    0.084
  13.363   (   0.000    0.000    1.506)    1.506
  13.393   (   0.000    0.000   -1.438)    1.438
  13.935   (   0.000    0.000   -1.240)    1.240
  14.069   (   0.000    0.000    1.586)    1.586
  14.090   (   0.000    0.000   -0.385)    0.385
======================= Grid point 111 (28/43) =======================
q-point: ( 0.14  0.00  0.40)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.756   (   9.058    0.797   10.293)   13.735
   0.799   (   9.869    8.697   10.578)   16.880
   0.953   (   3.078    4.037   -6.216)    8.025
   1.038   (   6.552    1.782   -7.488)   10.108
   1.323   (  -0.319    5.164    2.391)    5.700
   1.371   (   6.278    0.461   -3.201)    7.063
   1.562   (  -0.829   -1.112   -1.280)    1.888
   1.606   (   4.766    1.016    8.224)    9.560
   1.678   (   0.341   -0.263   -0.449)    0.623
   1.747   (   0.900    2.779    4.505)    5.370
   1.827   (   1.228    0.633   -1.479)    2.024
   1.929   (   0.440   -0.706   -4.510)    4.586
   2.058   (   2.230    0.055   -0.288)    2.249
   2.116   (   2.161    4.137   -2.778)    5.431
   2.185   (   4.096    1.484    0.082)    4.358
   2.308   (   0.787   -0.303    3.445)    3.547
   2.398   (   2.479    0.562    1.322)    2.866
   2.470   (   2.194    2.582   -3.831)    5.114
   2.518   (  -4.323   -2.061    2.454)    5.381
   2.585   (  -3.919   -0.920   -1.296)    4.229
   2.641   (  -1.392   -3.005   -0.356)    3.331
   2.780   (   1.600    1.738   -0.267)    2.377
   2.869   (  -0.925   -0.775    1.640)    2.036
   2.926   (  -1.827   -1.102   -3.307)    3.936
   3.004   (  -1.751   -2.099   -2.302)    3.574
   3.053   (   3.412   -1.947    1.032)    4.062
   3.084   (   1.141    3.167    0.888)    3.481
   3.182   (   0.583    1.004   -1.385)    1.808
   3.243   (   2.559    3.310    1.266)    4.371
   3.286   (   2.177    0.775   -5.620)    6.076
   3.432   (   2.048    4.390    4.509)    6.618
   3.535   (   4.878   -1.480   -1.875)    5.431
   3.563   (   0.919    0.731    0.988)    1.534
   3.634   (   0.854    1.128   -2.717)    3.063
   3.832   (  -2.658   -0.006    3.312)    4.247
   3.937   (  -2.220   -3.221    3.485)    5.239
   3.985   (   2.015   -0.015    2.294)    3.053
   4.035   (  -1.626   -0.550    0.502)    1.789
   4.128   (   1.617    3.207   -0.412)    3.615
   4.193   (   2.122    1.687   -4.826)    5.535
   4.289   (  -4.014   -2.243   -2.446)    5.209
   4.343   (   3.213    0.397    0.543)    3.283
   4.614   (  -2.783   -3.690    5.378)    7.091
   4.679   (  -2.775    1.565    6.596)    7.325
   4.753   (  -2.914   -2.092   -2.245)    4.232
   4.777   (  -1.593   -0.664    6.720)    6.938
   4.840   (  -1.301    0.081    0.159)    1.313
   4.945   (   0.260    0.599   -3.472)    3.533
   4.985   (  -0.779   -0.912    2.103)    2.421
   5.072   (  -0.702   -2.228   -1.508)    2.780
   5.129   (  -1.902   -2.081   -4.887)    5.642
   5.235   (  -1.388   -1.247   -7.298)    7.533
   5.337   (  -0.276    0.796   -0.221)    0.871
   5.356   (   0.837    0.293    1.485)    1.730
   5.500   (  -0.083    0.790   -0.280)    0.842
   5.535   (  -0.959   -1.692   -2.229)    2.958
   5.660   (  -1.692    0.110    1.894)    2.543
   5.685   (   0.402    0.303   -0.340)    0.607
   5.709   (  -0.433   -0.412   -1.012)    1.175
   5.761   (  -0.411   -0.133   -0.626)    0.760
   6.075   (  -0.186   -0.820    1.349)    1.590
   6.103   (  -0.598    0.868    0.940)    1.412
   6.119   (   0.167    0.308    0.796)    0.870
   6.161   (  -0.664   -0.577    0.789)    1.182
   6.329   (  -4.431    0.949    0.184)    4.535
   6.355   (  -0.795   -4.753   -1.365)    5.009
   6.482   (  -1.891   -1.514   -1.361)    2.779
   6.549   (  -0.610   -0.661   -0.206)    0.923
   6.628   (   2.666    2.867   -0.189)    3.919
   6.837   (  -2.123   -1.912    1.714)    3.332
   6.853   (  -2.572   -1.500   -0.135)    2.980
   6.935   (  -0.035    0.581   -1.162)    1.300
   7.052   (   0.682   -0.609    1.330)    1.614
   7.114   (   2.672    1.812   -0.219)    3.236
   7.205   (   1.875    0.962   -0.092)    2.109
   7.400   (  -0.294    3.478    4.176)    5.442
   7.508   (   2.794   -0.479   -3.852)    4.783
   7.630   (   2.640    3.486    1.106)    4.511
   7.665   (   3.394   -0.910   -2.762)    4.470
   7.796   (   1.572    1.282    1.091)    2.303
   7.912   (   0.388    0.782   -0.752)    1.152
   8.067   (  -2.129   -1.617    4.906)    5.587
   8.296   (   4.426    2.498   -3.297)    6.058
   8.634   (   1.718    0.505   -0.489)    1.856
   8.713   (   9.273    5.150    0.216)   10.610
   9.095   (  -0.343   -0.417    4.445)    4.478
   9.158   (  -3.126   -0.651   -2.499)    4.054
   9.408   (   5.397    2.761   -7.589)    9.713
  10.118   ( -14.425   -7.893   11.079)   19.827
  10.311   ( -13.045   -8.390   -4.205)   16.071
  10.713   (  -7.096   -5.303    7.584)   11.661
  10.856   (  -5.350    1.653    5.065)    7.551
  10.899   (  -3.615   -3.730   -3.812)    6.443
  11.159   (  -6.845   -9.971   -2.596)   12.370
  11.269   (  -6.495    1.500    1.677)    6.874
  11.343   (  -2.649   -2.212   -2.386)    4.195
  11.532   (  -4.216    2.443    0.428)    4.891
  11.585   (   2.945   -4.228    0.390)    5.167
  11.667   (   0.179    0.715   -4.759)    4.815
  12.537   (   1.931    0.595    9.322)    9.539
  12.747   (   5.573    4.241   -6.722)    9.707
  13.001   (   5.284    2.994    0.690)    6.112
  13.268   (  -1.093   -0.907    0.472)    1.497
  13.379   (   1.478    1.767    2.389)    3.319
  13.568   (   7.834    3.334   -4.380)    9.574
  13.988   (   2.691    1.939   -1.678)    3.717
  14.099   (   2.878    1.286    2.185)    3.835
  14.152   (   4.939    3.178   -3.127)    6.654
======================= Grid point 112 (29/43) =======================
q-point: ( 0.29  0.00  0.40)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.922   (   7.303    0.781    4.605)    8.669
   1.026   (   1.483    1.062    0.113)    1.827
   1.053   (   9.524    3.964    1.674)   10.451
   1.153   (   5.752    3.449    0.512)    6.727
   1.337   (  -1.742    2.591   -3.209)    4.477
   1.492   (  -3.439   -1.606   -0.886)    3.898
   1.550   (   3.867    4.710    1.397)    6.252
   1.593   (  -2.400    0.230    2.745)    3.653
   1.734   (   4.835    0.495   -5.444)    7.298
   1.824   (   2.816    1.067   -2.805)    4.116
   1.932   (   3.690    1.317   -0.728)    3.985
   2.006   (   6.577    4.102    3.827)    8.644
   2.097   (   2.054    0.432    0.267)    2.115
   2.205   (   2.565    1.923    0.329)    3.222
   2.251   (   3.942   -1.009    1.421)    4.310
   2.308   (  -0.994   -0.693    3.127)    3.353
   2.388   (  -0.978    2.450    1.991)    3.305
   2.484   (  -1.097    0.692    1.171)    1.747
   2.522   (   1.409    2.915    1.468)    3.554
   2.582   (   2.956    0.535   -2.766)    4.084
   2.638   (   2.810   -0.512   -0.519)    2.904
   2.794   (   0.838    1.057    0.345)    1.392
   2.845   (  -2.344   -2.083   -1.773)    3.602
   2.891   (   0.282    2.621   -3.577)    4.443
   2.998   (   3.773   -2.050   -6.487)    7.779
   3.094   (   1.835   -1.649    2.509)    3.519
   3.170   (   2.574    0.168    0.602)    2.649
   3.205   (   3.733    3.167    0.358)    4.909
   3.296   (   0.171    3.699   -0.831)    3.795
   3.365   (   4.008    1.690   -0.886)    4.439
   3.489   (  -0.225    3.137    0.799)    3.245
   3.541   (   0.506   -0.779    0.193)    0.949
   3.644   (   3.118    3.149    6.760)    8.084
   3.706   (   3.520    1.613   -3.966)    5.543
   3.792   (  -2.882   -1.054   -0.227)    3.077
   3.876   (  -1.236   -2.502    2.261)    3.592
   3.980   (  -2.720   -3.360    1.302)    4.515
   4.008   (   2.185   -0.786   -0.984)    2.522
   4.142   (  -4.076   -1.781    1.144)    4.593
   4.201   (  -2.061    3.112   -0.751)    3.808
   4.259   (   3.057    1.942    0.025)    3.622
   4.387   (   1.633   -0.503    0.424)    1.761
   4.535   (  -1.905   -3.619    2.376)    4.730
   4.630   (  -4.360   -1.833   -0.793)    4.796
   4.710   (  -1.506    0.504    0.574)    1.688
   4.721   (  -4.224    0.439    3.788)    5.691
   4.763   (  -3.319   -2.021    0.998)    4.012
   4.893   (  -2.703   -0.525   -2.347)    3.618
   5.011   (  -2.578   -1.994   -5.212)    6.147
   5.023   (   1.640    0.252    1.004)    1.940
   5.098   (   1.728   -3.815    2.133)    4.700
   5.185   (  -1.939   -0.634   -3.706)    4.230
   5.320   (  -2.002   -0.400   -3.252)    3.840
   5.360   (   0.747   -1.587    2.091)    2.729
   5.480   (  -2.437   -1.067   -1.904)    3.272
   5.511   (  -0.243   -1.040   -0.879)    1.383
   5.622   (  -2.845    0.927    2.454)    3.869
   5.686   (   0.025   -0.467   -0.265)    0.537
   5.728   (   1.858    1.490    1.122)    2.633
   5.761   (   0.276    0.601   -1.825)    1.941
   6.044   (  -3.271    0.474   -0.231)    3.313
   6.100   (  -0.411   -0.017    1.252)    1.318
   6.141   (   2.310    0.494    1.711)    2.917
   6.149   (   0.059    0.293   -0.763)    0.819
   6.264   (  -1.823   -1.300   -1.337)    2.608
   6.310   (  -2.219   -1.061    0.791)    2.583
   6.432   (  -0.844   -2.620   -0.445)    2.789
   6.506   (  -2.416   -1.913    0.500)    3.122
   6.691   (   1.201    2.884   -0.499)    3.164
   6.778   (  -2.200   -1.602   -0.772)    2.829
   6.811   (  -0.351   -1.629    1.788)    2.444
   6.932   (  -0.595    0.033   -2.420)    2.493
   7.041   (  -0.318   -1.047    1.260)    1.669
   7.175   (   0.791    1.623   -0.233)    1.821
   7.272   (   3.276    0.452    0.875)    3.420
   7.424   (  -0.148    3.434    0.843)    3.539
   7.572   (   3.714    3.252   -1.646)    5.204
   7.702   (   4.116    0.808   -2.355)    4.810
   7.751   (   3.310    0.892   -1.819)    3.881
   7.841   (   1.721    2.065    0.337)    2.710
   7.929   (   1.353    1.806   -1.632)    2.785
   8.056   (   2.232   -0.825    4.266)    4.885
   8.439   (   5.092    3.231    2.687)    6.602
   8.621   (   0.010   -1.034    1.215)    1.595
   8.848   (  -0.845    0.771   -0.273)    1.176
   9.109   (  -2.155    1.322    7.347)    7.770
   9.183   (   7.154    4.118   -0.625)    8.278
   9.453   (  -2.164   -3.068   -4.850)    6.133
   9.807   (  -6.826   -5.382    8.266)   11.996
  10.014   (  -9.501   -7.048  -10.006)   15.493
  10.524   (  -7.674   -5.243    4.105)   10.161
  10.695   ( -11.791    1.494    1.414)   11.969
  10.826   (  -3.105   -8.322   -2.261)    9.166
  10.972   (  -2.365   -3.449   -1.275)    4.371
  11.150   (  -6.609   -0.375    1.075)    6.706
  11.303   (  -0.378   -1.741    0.343)    1.814
  11.489   (  -3.066    2.744   -0.812)    4.194
  11.595   (   1.761   -2.616    0.092)    3.155
  11.655   (  -0.832   -0.669   -1.303)    1.685
  12.583   (   2.108    1.003    8.332)    8.653
  12.859   (   2.910    2.269   -5.462)    6.591
  13.129   (   4.792    2.872    0.507)    5.610
  13.269   (   1.011    0.149    0.876)    1.346
  13.436   (   2.225    2.033    1.047)    3.191
  13.678   (   2.918    0.542   -2.492)    3.876
  14.029   (   0.503    1.163   -0.684)    1.440
  14.183   (   4.140    1.368    2.670)    5.113
  14.278   (   4.154    3.059   -5.409)    7.475
======================= Grid point 113 (30/43) =======================
q-point: ( 0.43  0.00  0.40)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.964   (   0.003   -1.942    4.562)    4.959
   1.075   (   3.665   -0.918   -1.055)    3.922
   1.193   (   2.284    1.075   -3.293)    4.149
   1.295   (   1.467    3.357   -1.095)    3.824
   1.345   (   2.269   -0.045    3.266)    3.977
   1.424   (  -0.903    0.768   -0.264)    1.214
   1.525   (  -2.647    1.203    1.381)    3.219
   1.658   (   2.829    1.530    2.165)    3.877
   1.790   (  -0.934    2.065   -0.144)    2.271
   1.869   (   1.725   -0.325   -2.363)    2.944
   1.947   (  -1.154   -1.815   -2.492)    3.292
   2.092   (   1.891    0.459    0.280)    1.966
   2.146   (   1.098    2.068    0.418)    2.378
   2.213   (  -0.140   -0.676    0.773)    1.037
   2.275   (  -0.278   -1.355    0.255)    1.406
   2.314   (   0.541   -0.970   -2.833)    3.043
   2.394   (  -0.324    0.594    1.479)    1.627
   2.532   (   2.387    3.113    3.986)    5.592
   2.564   (   0.655    1.259   -0.239)    1.439
   2.641   (   1.635    0.362   -1.237)    2.082
   2.690   (   2.201    1.914   -2.633)    3.929
   2.797   (  -0.513   -1.201   -2.190)    2.550
   2.874   (   2.159   -0.592   -1.268)    2.573
   2.949   (   4.200    5.207    0.985)    6.762
   3.084   (   4.567   -0.666   -3.738)    5.939
   3.116   (   2.921   -0.550    2.001)    3.584
   3.177   (  -0.654   -0.326    0.030)    0.731
   3.281   (   1.793    0.269    2.130)    2.797
   3.336   (  -1.185    0.278   -0.239)    1.241
   3.423   (   2.664    2.495    0.344)    3.666
   3.523   (   0.676   -0.483   -0.692)    1.081
   3.569   (   1.596    4.718   -0.835)    5.050
   3.668   (  -4.484   -1.924    0.254)    4.886
   3.707   (  -7.624   -0.350    3.971)    8.604
   3.723   (  -0.605   -3.047   -1.068)    3.285
   3.829   (   2.072   -0.932    5.635)    6.076
   3.931   (   3.101    0.790   -1.049)    3.367
   4.055   (   3.195   -0.688    0.573)    3.318
   4.095   (  -0.546    0.755    2.316)    2.496
   4.191   (  -1.412    1.656    0.895)    2.353
   4.297   (  -0.040   -3.047   -0.873)    3.170
   4.398   (  -1.654    1.061    0.429)    2.011
   4.464   (  -4.260   -5.326   -3.777)    7.796
   4.519   (  -1.641    0.751   -1.851)    2.585
   4.621   (  -1.972    0.200    2.206)    2.965
   4.720   (  -1.316    1.097    1.840)    2.514
   4.742   (  -0.591    1.707    2.595)    3.162
   4.858   (  -0.797   -0.396   -1.574)    1.808
   4.974   (   1.330   -1.722   -5.830)    6.223
   5.047   (   0.698    0.770    2.166)    2.402
   5.090   (   1.224   -2.614   -1.691)    3.345
   5.175   (   0.514   -0.724   -1.764)    1.975
   5.277   (  -1.179   -0.960   -1.575)    2.190
   5.365   (  -0.233    0.867    0.688)    1.131
   5.410   (  -1.204   -3.362   -1.491)    3.870
   5.492   (  -1.487    0.325   -0.814)    1.726
   5.598   (  -0.654    0.727    2.688)    2.860
   5.696   (   0.776    0.368    0.932)    1.267
   5.758   (   0.492    0.765    1.188)    1.496
   5.767   (  -0.847   -0.041   -2.395)    2.540
   6.017   (  -0.955    2.164   -0.370)    2.394
   6.093   (  -0.686    0.403    1.885)    2.046
   6.156   (   0.426    0.775    0.009)    0.885
   6.199   (   1.509   -0.937   -2.447)    3.023
   6.230   (  -0.503   -0.428    0.182)    0.685
   6.252   (  -1.376   -0.445    1.207)    1.884
   6.414   (   1.108   -1.693    0.659)    2.128
   6.445   (  -1.733   -1.516    0.204)    2.311
   6.711   (  -1.399   -0.221   -0.261)    1.440
   6.748   (  -0.179    0.825   -0.583)    1.026
   6.807   (   0.695    0.445   -0.040)    0.826
   6.912   (  -1.082   -0.768   -1.133)    1.744
   7.029   (   0.547   -1.235    0.526)    1.450
   7.186   (  -0.329    0.372   -0.001)    0.497
   7.302   (   1.034   -0.661   -0.505)    1.327
   7.453   (  -0.298    2.274   -0.970)    2.490
   7.649   (   0.111    3.438    2.535)    4.273
   7.759   (  -0.358   -0.764   -2.289)    2.439
   7.812   (   2.828    0.022   -2.608)    3.847
   7.894   (   0.990    1.748    1.405)    2.451
   8.023   (   5.300    2.482   -2.445)    6.342
   8.087   (   1.764   -0.246    2.067)    2.729
   8.504   (   3.851    0.349    4.076)    5.618
   8.633   (   0.850    0.951    1.686)    2.115
   8.780   (  -5.756   -0.771   -0.757)    5.857
   9.076   (  -2.740    1.880    4.931)    5.947
   9.263   (  -2.121   -0.828   -0.239)    2.289
   9.446   (   4.234    2.451    3.700)    6.134
   9.706   (   1.341   -8.973    5.656)   10.691
   9.889   (  -2.401    0.415  -13.961)   14.173
  10.357   (  -4.834   -2.165    2.111)    5.702
  10.537   (  -5.814    0.556    0.394)    5.854
  10.698   (  -1.990   -4.905    0.709)    5.341
  10.923   (  -2.243   -0.084   -5.675)    6.103
  11.087   (  -0.863    1.081    3.332)    3.608
  11.287   (   0.528   -1.528    0.116)    1.621
  11.472   (  -1.401    1.386   -1.115)    2.264
  11.594   (   0.466   -1.331   -0.037)    1.411
  11.640   (  -0.281   -0.024    0.148)    0.319
  12.622   (   1.109    0.752    7.152)    7.276
  12.901   (   0.575    0.387   -4.614)    4.666
  13.209   (   1.720    1.151    0.367)    2.102
  13.288   (   0.740   -0.084    1.198)    1.411
  13.486   (   1.054    1.666   -0.753)    2.110
  13.704   (   0.659   -0.928   -0.626)    1.299
  14.041   (  -0.056    0.508   -0.214)    0.554
  14.250   (   1.948    0.754    2.248)    3.069
  14.341   (   0.784    0.804   -4.077)    4.229
======================= Grid point 114 (31/43) =======================
q-point: (-0.43  0.00  0.40)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.957   (   0.886   -0.972    6.284)    6.420
   1.082   (  -1.632   -1.937   -3.323)    4.178
   1.132   (  -5.586   -5.550    2.974)    8.417
   1.278   (  -2.086    1.963    0.323)    2.882
   1.382   (   0.631    1.629   -0.138)    1.752
   1.448   (  -1.861    0.848   -2.578)    3.291
   1.546   (   2.271    3.059    0.616)    3.859
   1.695   (   1.841   -2.836   -2.445)    4.172
   1.767   (  -2.731   -3.473    1.429)    4.643
   1.834   (  -2.766   -0.115    2.059)    3.450
   1.926   (  -0.260    0.201   -1.466)    1.502
   2.088   (  -1.964   -0.114    0.077)    1.968
   2.183   (   0.848   -1.620    0.277)    1.849
   2.196   (  -0.073    0.328    0.954)    1.012
   2.258   (  -0.845    0.700   -2.244)    2.498
   2.343   (   2.877    1.736   -1.740)    3.784
   2.394   (   1.648   -2.469    1.143)    3.181
   2.544   (  -5.208    0.870    1.439)    5.473
   2.586   (   0.743    0.213   -0.340)    0.845
   2.643   (  -1.614    0.663   -1.704)    2.439
   2.698   (  -0.766   -2.493   -4.503)    5.204
   2.785   (  -0.108   -2.448   -0.442)    2.490
   2.847   (  -3.059    0.978    0.646)    3.276
   2.981   (  -3.778   -3.752   -1.637)    5.571
   3.049   (  -7.085   -2.954    0.878)    7.726
   3.145   (   0.621    0.875   -0.565)    1.213
   3.172   (   0.784   -0.358    0.438)    0.967
   3.280   (  -2.624   -1.481    1.814)    3.517
   3.324   (  -0.739    1.331    0.246)    1.542
   3.417   (  -2.716    0.859    0.252)    2.859
   3.495   (  -1.676   -5.040    2.392)    5.826
   3.552   (  -0.423   -0.429    1.344)    1.473
   3.645   (   2.690    0.539    0.632)    2.815
   3.686   (   0.939    2.926    2.857)    4.195
   3.767   (   5.005    1.868   -1.076)    5.449
   3.836   (   1.241   -0.039    1.556)    1.990
   3.982   (  -0.672   -1.696   -0.586)    1.916
   4.066   (   0.084   -1.823   -2.003)    2.709
   4.153   (   1.597   -0.983    1.614)    2.474
   4.198   (   0.247    2.351    0.871)    2.519
   4.270   (   0.415    2.106    1.366)    2.544
   4.306   (  -0.682   -0.034   -2.631)    2.718
   4.420   (  -0.067   -0.760    3.982)    4.055
   4.530   (  -0.829    2.008   -0.580)    2.249
   4.640   (   1.476    2.483    0.974)    3.049
   4.691   (  -1.187    1.321    3.829)    4.221
   4.773   (   2.414    1.234   -0.233)    2.721
   4.887   (   2.145    0.014   -2.889)    3.598
   4.960   (   0.213   -3.538   -4.702)    5.888
   5.068   (   1.422   -0.750   -0.633)    1.727
   5.119   (   3.163    0.787   -5.517)    6.408
   5.164   (   0.157   -1.129    0.824)    1.407
   5.258   (  -2.176    2.605    0.453)    3.424
   5.370   (   1.388    0.865   -0.043)    1.636
   5.411   (   0.979    0.876   -2.227)    2.585
   5.485   (   1.759   -1.115    0.076)    2.084
   5.609   (   0.689    0.866    1.482)    1.849
   5.702   (  -1.453    0.022    1.931)    2.417
   5.726   (  -0.464   -0.018   -0.752)    0.883
   5.792   (   0.271    0.732   -0.919)    1.206
   6.008   (  -0.741    0.007    0.230)    0.775
   6.109   (   0.606    0.805    0.418)    1.091
   6.139   (  -1.882    0.222    0.852)    2.078
   6.170   (  -1.406   -1.428    0.732)    2.134
   6.223   (   1.883   -0.867    0.175)    2.080
   6.295   (   2.343   -0.044   -1.925)    3.032
   6.424   (   0.615    1.602   -0.826)    1.905
   6.454   (   2.868    1.079    0.155)    3.068
   6.685   (  -0.151   -1.028    1.494)    1.820
   6.736   (  -2.216    0.816   -0.377)    2.392
   6.839   (   0.096    3.488   -1.659)    3.864
   6.894   (   1.200   -2.677    0.531)    2.981
   7.036   (   1.449   -1.000   -0.135)    1.766
   7.174   (  -0.399   -1.297    1.006)    1.689
   7.314   (   0.201    0.660   -2.016)    2.131
   7.458   (  -1.518    2.120   -1.452)    2.985
   7.643   (  -4.040   -1.478    4.527)    6.245
   7.716   (  -1.921   -2.385    1.829)    3.568
   7.772   (  -4.150   -0.524   -0.600)    4.226
   7.916   (   0.674   -0.242    0.509)    0.878
   7.944   (  -4.011   -3.921    1.168)    5.729
   8.239   (   2.169    5.013   -9.112)   10.623
   8.565   (   1.027   -5.206   -1.446)    5.500
   8.662   (  -0.997    2.874   -1.510)    3.396
   8.736   (   3.705    1.399    3.518)    5.297
   9.066   (   1.755    2.383    6.186)    6.858
   9.220   (  -2.846    0.571    4.214)    5.117
   9.470   (  -4.434    0.616    2.424)    5.091
   9.663   (   4.638   -5.319    2.778)    7.584
   9.915   (   3.718    0.178  -10.797)   11.420
  10.359   (   3.757    3.743    1.200)    5.438
  10.515   (   1.276    3.767    3.474)    5.281
  10.688   (   3.862   -0.705    0.448)    3.951
  10.915   (   0.720    2.121   -3.960)    4.550
  11.116   (   2.442    1.357    0.056)    2.794
  11.292   (   1.321   -0.802   -0.233)    1.563
  11.465   (  -0.094    0.001   -0.454)    0.464
  11.587   (  -0.659    0.450    0.579)    0.986
  11.645   (   0.483    0.396   -0.322)    0.703
  12.632   (  -0.558    0.080    6.658)    6.682
  12.892   (  -1.174   -1.004   -4.194)    4.469
  13.210   (  -1.800   -0.929    0.252)    2.042
  13.287   (  -0.410   -0.669    1.285)    1.506
  13.503   (  -0.888    1.294   -2.277)    2.765
  13.688   (  -0.597   -2.211    0.856)    2.445
  14.039   (  -0.230   -0.254   -0.122)    0.364
  14.258   (  -1.611   -0.186    2.150)    2.693
  14.328   (  -1.683   -1.191   -3.545)    4.101
======================= Grid point 115 (32/43) =======================
q-point: (-0.29  0.00  0.40)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.901   (  -8.189   -2.945    7.157)   11.267
   0.961   (  -4.788   -4.509    8.059)   10.402
   1.022   (  -1.132   -3.980   -2.024)    4.606
   1.268   (  -2.534    3.184   -2.447)    4.748
   1.318   (  -8.196   -1.905   -4.430)    9.509
   1.470   (   3.354    0.810    0.285)    3.462
   1.585   (  -1.818   -3.263   -2.023)    4.248
   1.651   (  -0.796   -2.100    1.223)    2.558
   1.680   (  -0.460   -2.692   -2.523)    3.718
   1.786   (  -2.595    1.177    0.150)    2.854
   1.887   (  -5.530   -3.343    2.262)    6.846
   2.046   (  -2.253   -0.899   -0.461)    2.470
   2.118   (  -3.409   -2.564   -2.035)    4.726
   2.196   (  -3.982   -0.947    2.430)    4.760
   2.253   (  -1.104   -1.748    1.201)    2.391
   2.361   (  -1.998    0.330    0.345)    2.055
   2.411   (   2.032   -1.541    0.751)    2.658
   2.455   (   0.082    1.268    0.005)    1.271
   2.557   (  -3.715   -1.094   -0.596)    3.918
   2.591   (  -2.351   -1.755   -2.449)    3.822
   2.633   (  -3.205   -1.709   -1.137)    3.806
   2.767   (   0.211    0.159    2.349)    2.364
   2.816   (   0.263    0.779    0.165)    0.838
   2.887   (  -0.495   -2.845   -1.483)    3.247
   2.950   (  -0.984    0.769   -1.436)    1.903
   3.132   (  -1.185   -1.472   -0.660)    2.002
   3.174   (  -0.146   -1.974   -0.487)    2.038
   3.223   (  -4.343    0.621   -0.565)    4.424
   3.266   (  -3.376   -0.978   -0.223)    3.522
   3.369   (  -3.320   -0.644   -0.596)    3.434
   3.480   (  -0.060   -0.734    2.742)    2.840
   3.543   (   2.108   -2.637   -1.302)    3.618
   3.632   (  -3.153    0.470    3.066)    4.423
   3.729   (  -1.744   -0.344    3.644)    4.054
   3.766   (  -0.283   -1.406   -2.992)    3.318
   3.905   (   1.210   -0.944   -0.598)    1.647
   3.994   (   2.988    4.076   -0.492)    5.078
   4.041   (   0.203   -0.493   -0.837)    0.992
   4.110   (  -1.904   -3.828    3.210)    5.346
   4.210   (  -1.206    0.556   -3.405)    3.655
   4.280   (   0.233    1.745   -1.612)    2.387
   4.376   (   1.456    0.465    1.410)    2.080
   4.481   (   7.047    0.986    8.331)   10.956
   4.565   (   1.439    5.405    1.267)    5.735
   4.703   (   1.692    2.330    1.722)    3.355
   4.720   (   1.713    2.649    4.228)    5.275
   4.837   (   0.040   -0.373    0.578)    0.689
   4.859   (   2.570    0.355   -1.769)    3.140
   4.986   (   2.268   -1.939   -4.768)    5.625
   5.061   (   0.121   -1.120   -1.697)    2.036
   5.173   (   1.739   -1.705   -1.322)    2.771
   5.190   (   2.170    2.094   -7.834)    8.394
   5.280   (   1.440    2.691    1.076)    3.236
   5.396   (  -1.013    1.760    0.178)    2.039
   5.443   (   1.385    1.545   -0.945)    2.280
   5.527   (   3.471   -1.352   -1.410)    3.983
   5.633   (   0.486    1.851    1.134)    2.225
   5.675   (  -0.452   -0.603    1.082)    1.319
   5.733   (   0.056    0.773   -0.473)    0.908
   5.758   (  -2.378   -1.521   -0.513)    2.869
   6.037   (   2.372    1.470    0.018)    2.791
   6.100   (  -0.209   -0.082    0.937)    0.964
   6.124   (  -0.963   -0.642    2.125)    2.420
   6.152   (   0.125    0.694    0.228)    0.741
   6.251   (   1.041    0.467    0.464)    1.232
   6.340   (   4.009   -1.200   -2.071)    4.669
   6.454   (  -0.150    2.888   -2.822)    4.040
   6.528   (   2.511    1.432   -0.464)    2.927
   6.669   (  -1.780   -0.490    1.144)    2.172
   6.733   (   2.918    0.327    1.491)    3.293
   6.866   (  -1.557    4.053   -0.523)    4.373
   6.899   (   2.433   -2.630   -0.358)    3.601
   7.054   (   1.074   -0.391    0.081)    1.146
   7.150   (  -0.299   -2.129    2.041)    2.965
   7.286   (  -4.111   -1.391   -0.943)    4.441
   7.445   (  -1.696    0.174   -1.110)    2.035
   7.513   (  -4.644    1.712    3.631)    6.139
   7.685   (  -0.223   -3.771    0.433)    3.802
   7.711   (  -2.589    0.047    0.327)    2.610
   7.863   (  -2.561   -1.973   -0.846)    3.342
   7.915   (  -0.649    0.089   -0.093)    0.661
   8.182   (  -6.049   -3.110   -7.383)   10.038
   8.492   (  -6.534   -4.675   -2.241)    8.341
   8.624   (  -0.006   -0.677    1.028)    1.231
   8.818   (   1.779    0.325    2.146)    2.806
   9.106   (  -7.342   -1.792    6.994)   10.297
   9.211   (   4.083    4.286   -0.836)    5.978
   9.391   (  -0.615   -2.559   -0.884)    2.777
   9.837   (  12.891    5.292    6.078)   15.203
   9.999   (   7.292    3.938   -8.442)   11.830
  10.530   (   8.536    5.059    2.313)   10.189
  10.652   (   6.375    7.415    9.701)   13.775
  10.779   (   5.981    1.448   -3.376)    7.019
  10.990   (   4.633    1.522   -1.573)    5.124
  11.201   (   4.920    2.773   -3.302)    6.542
  11.311   (   0.738    0.725   -0.264)    1.068
  11.479   (   2.932   -1.441    0.130)    3.270
  11.581   (  -1.657    2.359    1.277)    3.153
  11.660   (   0.786    0.129   -1.738)    1.912
  12.607   (  -1.824   -0.533    7.285)    7.528
  12.834   (  -3.564   -2.402   -4.354)    6.118
  13.130   (  -4.932   -2.653    0.360)    5.612
  13.266   (  -0.802   -0.778    0.999)    1.499
  13.482   (  -2.512    0.589   -2.835)    3.833
  13.635   (  -2.287   -3.587    1.226)    4.428
  14.026   (  -0.744   -0.880   -0.427)    1.229
  14.191   (  -4.615   -1.371    2.662)    5.502
  14.262   (  -3.677   -2.582   -4.660)    6.473
======================= Grid point 116 (33/43) =======================
q-point: (-0.14  0.00  0.40)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.712   (  -6.432   -4.665   11.782)   14.210
   0.810   (  -8.039   -4.393   11.080)   14.377
   0.949   (  -4.072   -1.606   -5.606)    7.113
   1.078   ( -10.182   -6.686   -9.867)   15.676
   1.276   (  -0.543    2.324    2.680)    3.589
   1.414   (  -5.566   -4.606   -3.781)    8.155
   1.563   (   2.224    0.732   -0.878)    2.500
   1.605   (  -5.389   -4.179    8.898)   11.211
   1.679   (  -0.194   -1.552    0.112)    1.568
   1.734   (  -1.022    2.908    4.232)    5.236
   1.805   (   1.602    0.117   -1.747)    2.373
   1.965   (  -3.029   -2.408   -4.973)    6.301
   2.059   (  -0.944   -2.800    0.494)    2.996
   2.093   (  -3.858    1.840   -2.181)    4.799
   2.198   (  -3.612   -3.180   -0.629)    4.853
   2.330   (  -1.361   -1.634    2.269)    3.110
   2.383   (  -2.817   -1.691    1.268)    3.521
   2.469   (  -2.731   -0.793   -3.161)    4.252
   2.533   (   4.083    2.140    2.070)    5.053
   2.592   (   1.647    3.720   -2.848)    4.966
   2.636   (   4.034   -0.968   -0.434)    4.171
   2.766   (  -1.979    0.642    1.604)    2.627
   2.864   (   2.859    0.870    1.411)    3.305
   2.903   (   2.792   -0.042   -0.202)    2.799
   2.983   (   2.777    1.065   -0.663)    3.047
   3.075   (  -2.952    0.945   -0.638)    3.165
   3.115   (  -1.558   -4.624   -2.204)    5.354
   3.187   (  -3.348    0.653   -0.615)    3.466
   3.203   (  -0.888   -0.597    0.372)    1.133
   3.309   (  -2.841   -1.408   -5.103)    6.007
   3.424   (  -4.497    0.175    5.555)    7.149
   3.535   (  -1.998   -4.209   -2.343)    5.216
   3.586   (  -1.216   -1.860    0.999)    2.436
   3.621   (  -1.221    0.009   -3.175)    3.402
   3.837   (   2.226    3.688    3.759)    5.717
   3.920   (   2.337   -1.173    1.904)    3.234
   4.020   (  -1.286   -3.044    4.048)    5.226
   4.044   (  -0.322    1.360   -3.210)    3.501
   4.081   (   0.068    2.058    4.581)    5.023
   4.182   (  -1.334   -0.420   -4.618)    4.825
   4.310   (   1.123    0.857   -4.662)    4.871
   4.358   (  -2.371   -2.767   -0.572)    3.688
   4.598   (   5.633    1.352    7.834)    9.743
   4.669   (   1.921    5.214    3.967)    6.827
   4.749   (   2.958    0.568    6.292)    6.976
   4.782   (   1.753    0.788    1.384)    2.368
   4.838   (   0.127    1.231   -1.223)    1.740
   4.935   (   1.363    0.340    1.593)    2.124
   4.975   (   0.767    0.633   -1.841)    2.092
   5.078   (   1.739   -0.768   -1.645)    2.514
   5.166   (  -0.292   -1.107   -6.017)    6.125
   5.232   (   1.437    0.407   -8.378)    8.510
   5.326   (   0.955    0.759    0.852)    1.488
   5.367   (  -2.281   -0.328    1.217)    2.606
   5.485   (   1.081    1.056   -0.361)    1.554
   5.551   (   0.528   -0.600   -2.444)    2.571
   5.664   (   0.721    1.438    1.625)    2.286
   5.674   (   0.283    0.550    0.256)    0.669
   5.717   (  -0.398   -0.922   -1.847)    2.103
   5.754   (   0.987    0.801    0.161)    1.281
   6.073   (   1.149   -0.034    0.912)    1.467
   6.103   (  -0.759    0.745    2.101)    2.354
   6.114   (   0.477    0.267    0.878)    1.035
   6.168   (   0.266    0.125    0.091)    0.308
   6.294   (   3.196    2.788    1.144)    4.393
   6.399   (   3.104   -1.451   -3.100)    4.621
   6.480   (   0.748    2.069   -1.535)    2.683
   6.554   (   0.270   -0.237   -0.227)    0.425
   6.622   (  -3.009   -0.769    0.172)    3.111
   6.820   (   4.419    1.389    1.424)    4.846
   6.879   (   0.410    1.521   -0.554)    1.669
   6.917   (   0.741    0.142    0.350)    0.831
   7.054   (  -0.625   -0.981    1.081)    1.587
   7.116   (  -1.462   -1.508   -0.353)    2.129
   7.198   (  -2.029   -0.870    0.551)    2.276
   7.405   (  -3.232    1.127    3.247)    4.718
   7.509   (  -0.655   -0.229   -3.425)    3.494
   7.611   (  -2.612   -2.264    0.785)    3.545
   7.670   (  -1.256   -2.152   -1.066)    2.710
   7.799   (  -2.292   -1.097    0.300)    2.559
   7.908   (  -0.509    0.190   -0.137)    0.560
   8.089   (  -0.562   -0.583    2.946)    3.056
   8.314   (  -5.457   -3.259   -5.196)    8.209
   8.632   (  -2.066   -1.524   -0.400)    2.598
   8.701   (  -7.566   -4.795    1.163)    9.033
   9.064   (   2.471    1.607    4.580)    5.447
   9.226   (  -2.177   -0.119   -5.675)    6.079
   9.364   (  -1.743   -1.694   -3.827)    4.534
  10.145   (  11.290    7.015   10.265)   16.795
  10.294   (  15.636    8.151   -4.214)   18.129
  10.736   (  10.011    2.417    6.373)   12.111
  10.779   (   1.348    5.381    7.092)    9.003
  10.963   (   5.620    4.894   -5.234)    9.107
  11.098   (   9.795    1.267    1.461)    9.984
  11.298   (   0.574    2.003   -0.157)    2.089
  11.367   (   4.410    4.366   -3.970)    7.367
  11.528   (   2.988   -2.211    0.305)    3.729
  11.580   (  -0.195    1.725    1.511)    2.301
  11.666   (  -0.561   -0.270   -4.962)    5.000
  12.557   (  -2.627   -1.823    9.028)    9.577
  12.726   (  -5.203   -2.268   -6.272)    8.459
  13.001   (  -5.310   -3.050    0.682)    6.162
  13.261   (   1.123    0.455    0.993)    1.566
  13.427   (  -3.736   -0.276   -0.919)    3.857
  13.526   (  -5.129   -5.167   -1.496)    7.432
  13.986   (  -2.702   -1.488   -1.459)    3.412
  14.100   (  -3.010   -1.363    2.117)    3.924
  14.151   (  -4.765   -2.871   -3.051)    6.344
======================= Grid point 118 (34/43) =======================
q-point: ( 0.14  0.14  0.40)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.842   (   3.670    6.760    7.225)   10.553
   0.960   (   6.861    6.438    9.147)   13.122
   0.992   (   1.020   -0.694   -1.776)    2.163
   1.203   (   0.092   11.726   -6.403)   13.361
   1.416   (  -1.429    4.332   -7.006)    8.360
   1.438   (   9.475    1.552    2.145)    9.838
   1.530   (   0.137   -1.106   -0.957)    1.469
   1.592   (  -2.600   -0.965    2.738)    3.898
   1.708   (   1.731    2.205   -1.330)    3.102
   1.797   (   0.955    2.672   -0.485)    2.879
   1.873   (   6.065    4.102    3.107)    7.953
   2.024   (   0.086    7.215   -2.385)    7.599
   2.069   (   1.301    2.135    2.518)    3.548
   2.180   (   1.508    2.786   -1.620)    3.558
   2.226   (   0.385    1.085    2.368)    2.633
   2.346   (  -0.828    1.619    1.385)    2.286
   2.388   (   0.269    0.619    2.289)    2.386
   2.492   (   2.461    1.326    0.829)    2.916
   2.556   (   0.225    0.496   -4.008)    4.045
   2.575   (  -0.285    3.618   -1.756)    4.032
   2.601   (  -0.563   -0.207    1.160)    1.306
   2.765   (   0.611   -1.302    1.177)    1.859
   2.840   (   1.627   -1.337   -0.472)    2.158
   2.891   (   0.881   -1.273   -2.796)    3.196
   2.999   (   3.068   -1.877    1.454)    3.879
   3.045   (  -5.162    4.742   -2.395)    7.408
   3.123   (   0.723    0.628    0.294)    1.001
   3.214   (   0.768    2.226   -0.325)    2.377
   3.296   (   3.399    0.122   -1.960)    3.925
   3.342   (   1.089    5.450   -1.893)    5.871
   3.519   (   1.148   -0.296    3.877)    4.054
   3.537   (   1.839    2.508    1.730)    3.558
   3.625   (   2.394    3.737   -2.489)    5.088
   3.656   (   1.121    3.108    0.581)    3.355
   3.817   (  -0.258   -2.587    2.166)    3.384
   3.874   (  -1.808   -1.178   -0.030)    2.158
   3.995   (  -3.064   -0.716   -0.426)    3.175
   4.014   (  -1.179    0.526    2.610)    2.912
   4.151   (   3.681   -1.606    0.702)    4.077
   4.215   (   0.965    0.081   -3.552)    3.682
   4.268   (  -2.351    1.021   -1.346)    2.896
   4.371   (   0.171    1.169    0.437)    1.260
   4.505   (  -1.592   -6.385    6.586)    9.310
   4.674   (  -1.882   -3.413   -1.168)    4.069
   4.688   (   1.104   -1.485    3.824)    4.248
   4.773   (  -0.724   -1.332    3.546)    3.856
   4.810   (  -2.723   -0.964   -1.576)    3.291
   4.905   (   1.116   -5.516    2.429)    6.129
   4.948   (  -1.937   -1.744   -2.733)    3.777
   5.040   (  -0.993   -0.052   -3.358)    3.502
   5.114   (  -3.435   -0.074   -0.943)    3.563
   5.208   (  -1.807   -1.643   -3.244)    4.061
   5.304   (  -0.627   -2.189   -1.832)    2.922
   5.401   (  -0.722    2.287    0.330)    2.421
   5.464   (  -0.944   -3.588   -0.472)    3.740
   5.526   (   0.046    0.101   -1.207)    1.212
   5.653   (  -0.708   -1.284   -0.084)    1.469
   5.687   (   0.943    0.212    0.716)    1.203
   5.722   (   0.562    2.243    0.274)    2.328
   5.756   (   0.607   -0.030   -1.698)    1.804
   6.063   (   0.096   -1.571    0.817)    1.773
   6.104   (   0.613   -0.168    0.315)    0.710
   6.128   (   0.967    0.564    1.270)    1.693
   6.139   (  -2.116   -1.293    0.059)    2.481
   6.282   (  -0.051   -2.278    0.295)    2.298
   6.320   (  -1.095   -1.418   -0.586)    1.885
   6.441   (  -3.440   -1.420   -2.093)    4.270
   6.549   (  -1.798    0.036    1.467)    2.321
   6.675   (   2.632    1.235   -2.331)    3.726
   6.758   (  -0.167   -4.112    2.370)    4.750
   6.837   (  -3.183   -0.415    0.157)    3.214
   6.943   (   1.541    0.171   -1.889)    2.444
   7.032   (  -1.138   -0.878    1.276)    1.922
   7.154   (   3.016    0.109    2.990)    4.248
   7.247   (   0.491    4.014   -0.727)    4.109
   7.482   (   3.074    0.825   -1.535)    3.533
   7.531   (  -0.235    5.296   -2.250)    5.759
   7.635   (   2.365   -0.051   -0.076)    2.367
   7.727   (   3.399    3.903    1.524)    5.395
   7.832   (   0.590    1.959   -1.006)    2.280
   7.930   (   1.473    0.603   -0.618)    1.708
   8.062   (  -4.023    2.807   -1.331)    5.083
   8.436   (   3.461    9.174    0.320)    9.810
   8.618   (  -0.776   -1.075    1.375)    1.910
   8.853   (   4.451    4.592    1.420)    6.551
   9.067   (   2.202    2.189    2.016)    3.701
   9.214   (  -2.425    2.802   -0.352)    3.722
   9.407   (   1.833   -4.216   -2.706)    5.334
   9.893   (  -9.680  -12.736    9.999)   18.865
  10.048   (  -5.652  -11.667   -7.168)   14.814
  10.579   (  -4.575   -6.552    4.175)    9.016
  10.778   (  -1.198   -7.391    1.015)    7.556
  10.873   (   2.233   -6.461   -0.768)    6.878
  10.950   (  -8.221   -3.353    1.210)    8.960
  11.238   (  -2.312   -5.095    2.451)    6.109
  11.274   (  -4.941   -4.187   -4.922)    8.134
  11.482   (   2.551   -2.893   -1.065)    4.001
  11.576   (  -2.609    0.789    1.660)    3.191
  11.660   (  -0.640   -1.253   -2.135)    2.557
  12.611   (   0.854    4.796    9.061)   10.287
  12.817   (   3.751    2.924   -6.501)    8.055
  13.098   (   2.976    5.329    0.387)    6.116
  13.263   (   0.598    0.761    1.204)    1.545
  13.447   (  -0.998    3.307   -1.221)    3.664
  13.628   (   4.118    2.558   -0.115)    4.849
  14.041   (   2.482    2.321   -1.377)    3.667
  14.138   (   0.320    3.180    2.102)    3.825
  14.248   (   3.475    4.534   -4.367)    7.191
======================= Grid point 119 (35/43) =======================
q-point: ( 0.29  0.14  0.40)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.886   (   0.781   -6.248    7.155)    9.531
   1.016   (   2.198    2.542   -2.743)    4.338
   1.155   (   7.178    4.638    4.179)    9.513
   1.310   (   0.142    6.523    0.493)    6.543
   1.409   (  -2.330    5.251   -3.361)    6.656
   1.454   (  -1.283   -0.571   -2.896)    3.219
   1.535   (  -0.875   -0.215    0.390)    0.982
   1.654   (   1.520    0.307    2.069)    2.586
   1.808   (   5.886    3.969   -4.389)    8.347
   1.870   (   1.851    5.358    0.865)    5.734
   1.941   (  -0.504   -0.054   -0.223)    0.554
   2.069   (   0.423    0.558   -1.507)    1.662
   2.115   (   1.400    0.896    3.290)    3.686
   2.194   (   0.853    0.205   -1.813)    2.015
   2.263   (   2.131   -0.446    1.592)    2.698
   2.348   (  -1.981    0.566   -0.449)    2.109
   2.415   (  -1.620    3.283    3.014)    4.742
   2.531   (  -0.072    2.523    0.233)    2.535
   2.561   (   3.262   -1.545   -2.350)    4.307
   2.607   (   0.253    2.825    0.673)    2.916
   2.669   (   4.275    3.429   -0.282)    5.487
   2.780   (   1.001    0.075   -0.168)    1.018
   2.857   (  -0.127    2.995   -2.422)    3.854
   2.961   (   6.193    2.946    1.223)    6.966
   2.994   (  -1.099    2.991   -4.800)    5.761
   3.075   (   1.761    0.613    2.030)    2.757
   3.152   (   2.873   -1.136    0.357)    3.110
   3.243   (   0.254    1.039    1.147)    1.568
   3.334   (   3.246   -0.073   -3.377)    4.684
   3.424   (  -0.284    3.326    1.926)    3.854
   3.536   (   0.341   -0.700    2.108)    2.248
   3.570   (   0.846    1.173   -1.593)    2.151
   3.666   (   1.554   -0.788   -1.974)    2.633
   3.725   (  -0.318    0.128    5.753)    5.763
   3.779   (  -0.229   -0.460    0.554)    0.756
   3.850   (  -0.386    2.233    1.731)    2.852
   3.915   (  -3.989   -2.020   -1.572)    4.739
   4.014   (   0.038    0.445    1.770)    1.825
   4.123   (  -2.000    0.172    3.698)    4.208
   4.221   (   0.546   -2.111   -1.465)    2.627
   4.280   (  -1.786    0.082   -0.520)    1.862
   4.364   (   1.966   -1.923    3.955)    4.817
   4.459   (   1.385   -2.247   -1.940)    3.276
   4.584   (  -5.151   -3.315   -5.903)    8.507
   4.643   (  -2.463   -2.019    0.120)    3.187
   4.749   (  -0.955    1.039    1.470)    2.037
   4.786   (  -1.222    1.734    2.978)    3.656
   4.854   (  -0.027   -3.659    1.759)    4.060
   4.917   (   1.196   -4.860   -3.567)    6.146
   5.017   (  -0.272   -1.061   -0.719)    1.310
   5.079   (  -0.818    0.447    0.511)    1.063
   5.155   (  -0.803   -1.989   -0.534)    2.211
   5.256   (  -1.516   -2.932   -2.736)    4.287
   5.377   (  -0.608   -3.711   -2.024)    4.270
   5.435   (  -1.447    3.125    1.459)    3.740
   5.534   (  -0.785    1.620   -0.084)    1.802
   5.625   (  -1.294   -0.680    0.811)    1.672
   5.700   (  -0.038    1.532    1.039)    1.851
   5.760   (   0.823    1.341   -1.454)    2.142
   5.784   (   0.526    1.986   -0.395)    2.092
   6.053   (  -0.070   -0.436   -1.960)    2.009
   6.083   (  -0.651   -1.387    0.202)    1.545
   6.130   (   1.779   -0.939   -1.450)    2.480
   6.152   (   1.173    0.054    2.582)    2.836
   6.251   (  -1.171    0.312    0.479)    1.303
   6.310   (  -2.025   -0.082    1.041)    2.278
   6.363   (  -0.896   -3.056   -1.678)    3.600
   6.503   (  -3.367    1.254    2.052)    4.138
   6.699   (   1.472   -4.060    1.460)    4.559
   6.750   (  -0.341    1.842   -1.870)    2.646
   6.802   (  -0.113    1.032   -2.135)    2.374
   6.950   (  -0.262   -0.185   -1.338)    1.376
   7.012   (  -1.295    0.043    2.183)    2.538
   7.198   (   1.689   -0.619    1.495)    2.338
   7.258   (  -0.053   -0.950    1.677)    1.928
   7.510   (  -1.122    4.144   -4.502)    6.221
   7.660   (   3.405    3.717   -1.322)    5.212
   7.702   (   5.988    1.302   -0.820)    6.183
   7.796   (  -0.088    2.396   -1.979)    3.109
   7.871   (   2.735    0.703    0.695)    2.908
   7.975   (   2.037    0.088    1.149)    2.341
   8.049   (   0.909    3.979   -2.350)    4.710
   8.496   (  -2.116   -0.898    5.226)    5.709
   8.647   (   1.465    4.559    2.010)    5.193
   8.867   (  -3.432   -0.119    0.362)    3.453
   9.139   (  -1.568    1.883    0.092)    2.452
   9.242   (   0.753   -5.366   -4.059)    6.770
   9.335   (   4.566   -1.253    4.056)    6.234
   9.656   (  -4.750   -7.592   10.330)   13.672
   9.957   (  -0.477    2.594   -9.025)    9.403
  10.435   (  -6.378   -3.202    1.477)    7.288
  10.658   (  -3.506   -6.270   -2.407)    7.577
  10.706   (  -9.139   -2.639    3.081)    9.999
  10.915   (   2.352   -1.446   -2.716)    3.873
  11.129   (  -4.974   -1.707    1.986)    5.621
  11.197   (   3.188   -8.469   -1.247)    9.135
  11.506   (   1.603   -1.254   -1.377)    2.458
  11.536   (  -1.185   -0.577   -0.154)    1.327
  11.633   (  -0.280   -1.743    0.171)    1.774
  12.666   (  -0.648    5.477    8.080)    9.783
  12.891   (   1.864    1.310   -5.902)    6.326
  13.187   (   2.335    2.332    0.281)    3.312
  13.288   (   0.530    1.536    1.899)    2.500
  13.472   (   1.025    1.182   -2.257)    2.747
  13.690   (   1.203    0.704    1.219)    1.852
  14.087   (  -1.350    4.063   -0.933)    4.382
  14.195   (   3.934    0.402    1.620)    4.273
  14.322   (   1.618    0.617   -3.739)    4.120
======================= Grid point 120 (36/43) =======================
q-point: ( 0.43  0.14  0.40)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.844   (   3.900   -7.290    7.923)   11.451
   1.067   (   1.271   -0.143   -4.315)    4.501
   1.224   (  -3.413    0.801    1.979)    4.026
   1.338   (  -1.397    0.300    4.113)    4.354
   1.422   (   0.384    4.980   -0.829)    5.063
   1.472   (  -0.403    4.304   -2.993)    5.257
   1.539   (  -1.152    1.094   -4.243)    4.531
   1.673   (   1.249    2.156    3.547)    4.335
   1.812   (  -5.684   -2.875    0.531)    6.392
   1.907   (  -0.132    3.742    1.301)    3.964
   1.957   (  -2.847    3.104   -1.916)    4.627
   2.096   (   1.675   -1.035   -1.099)    2.255
   2.133   (   1.120   -0.855    0.702)    1.574
   2.195   (   0.994   -1.138   -1.455)    2.097
   2.274   (  -0.899   -0.091    0.010)    0.904
   2.320   (   0.501   -0.116    0.018)    0.515
   2.398   (  -2.444    2.178    0.750)    3.358
   2.552   (   2.369   -0.807   -0.483)    2.549
   2.597   (   3.089   -3.576   -4.273)    6.371
   2.646   (  -1.562    4.192    1.110)    4.609
   2.713   (  -0.967   -1.352   -3.897)    4.237
   2.802   (  -2.223    3.551    0.996)    4.306
   2.885   (  -0.812    1.412   -1.825)    2.446
   3.027   (  -3.031    1.465    0.843)    3.470
   3.067   (   2.518   -1.504   -0.832)    3.049
   3.115   (   2.866    1.619    1.898)    3.800
   3.165   (   0.731   -0.469   -0.188)    0.888
   3.264   (   2.044   -0.297    1.543)    2.578
   3.370   (  -1.228   -0.327   -0.593)    1.402
   3.445   (  -0.710   -2.322    1.151)    2.687
   3.479   (  -0.324   -2.997    0.645)    3.082
   3.560   (  -1.002   -1.006    4.041)    4.284
   3.641   (  -2.298   -0.245   -1.506)    2.758
   3.729   (  -0.170    4.881   -0.652)    4.927
   3.770   (  -3.778    3.132    1.730)    5.204
   3.802   (   1.015   -0.596    3.683)    3.867
   3.970   (  -0.533   -0.960    2.476)    2.709
   4.014   (   4.861    0.957   -1.892)    5.303
   4.123   (   0.794   -1.289    4.003)    4.280
   4.187   (   0.672   -1.031    1.633)    2.044
   4.272   (   1.641    1.519    0.841)    2.389
   4.350   (  -2.899   -4.919   -3.169)    6.530
   4.426   (  -2.330    1.336   -2.666)    3.784
   4.544   (   1.497    1.284   -1.007)    2.214
   4.623   (   1.553   -0.568   -0.131)    1.659
   4.739   (  -3.032    0.456    1.190)    3.288
   4.760   (  -0.079   -0.091    1.034)    1.041
   4.829   (   1.886   -1.460   -4.404)    5.008
   4.916   (   1.619   -3.059   -0.110)    3.463
   5.022   (   1.497   -1.643    1.978)    2.975
   5.089   (   1.306    1.069   -2.215)    2.784
   5.145   (   0.646   -2.014   -1.005)    2.342
   5.221   (   2.503   -2.725   -1.282)    3.916
   5.334   (  -0.008   -2.469   -0.455)    2.510
   5.456   (  -1.135    4.604    0.939)    4.833
   5.531   (  -2.157    2.584   -0.359)    3.385
   5.603   (  -0.159   -0.151    1.205)    1.225
   5.721   (   0.293    1.917    0.421)    1.984
   5.768   (  -3.030    0.273    0.084)    3.044
   5.796   (   0.871    1.989   -1.113)    2.440
   6.032   (  -1.914   -0.273   -2.117)    2.867
   6.092   (   1.175   -0.742   -0.463)    1.464
   6.129   (   0.911   -2.460    0.125)    2.626
   6.172   (   0.926   -0.376   -0.772)    1.263
   6.232   (  -3.294    0.552    0.640)    3.401
   6.271   (   0.787    1.037    1.251)    1.805
   6.369   (   2.903   -1.733    0.422)    3.407
   6.483   (  -0.934    3.317    0.753)    3.527
   6.676   (   0.589   -3.577    3.510)    5.046
   6.758   (  -0.557    1.970   -2.958)    3.597
   6.826   (   0.069    1.086   -3.671)    3.829
   6.949   (  -0.061   -0.005   -1.748)    1.749
   6.984   (  -1.178    1.084    3.547)    3.892
   7.184   (  -1.679   -0.931    1.612)    2.507
   7.277   (   3.528   -2.068    0.876)    4.182
   7.530   (  -2.199    4.791   -5.369)    7.524
   7.689   (  -2.507    0.545    0.297)    2.583
   7.725   (  -0.717   -1.688    0.439)    1.886
   7.841   (  -0.546    2.519   -1.215)    2.850
   7.888   (  -0.094   -1.916    0.792)    2.076
   7.972   (  -1.479   -2.853    4.945)    5.898
   8.193   (   6.056    4.968   -9.367)   12.210
   8.464   (   2.802   -3.100    4.839)    6.393
   8.707   (   1.065    1.766    1.359)    2.470
   8.779   (  -5.098    3.621   -2.015)    6.570
   9.067   (  -1.744   -3.903    0.541)    4.309
   9.209   (   1.981   -1.198    0.469)    2.362
   9.430   (   4.674   -7.456   -1.574)    8.939
   9.609   (   0.231    2.615   14.834)   15.064
   9.963   (  -5.338    5.764   -6.473)   10.179
  10.343   (   0.836    1.138   -0.075)    1.414
  10.563   (  -3.156    1.266   -0.979)    3.539
  10.622   (   1.887   -2.495    1.394)    3.424
  10.941   (   0.194    2.200   -5.468)    5.897
  11.058   (   1.120   -4.663    0.969)    4.893
  11.191   (   4.532   -6.587    1.325)    8.104
  11.490   (  -1.775    0.463   -1.579)    2.421
  11.548   (   2.522   -1.550    0.509)    3.003
  11.620   (   0.964   -1.763   -0.027)    2.009
  12.694   (  -2.173    4.698    7.476)    9.093
  12.908   (  -0.802    0.431   -5.519)    5.594
  13.220   (   0.006    0.009    0.286)    0.286
  13.301   (  -0.675    1.090    2.170)    2.520
  13.498   (   1.197   -0.518   -3.726)    3.948
  13.696   (  -0.838    0.235    2.568)    2.712
  14.088   (  -2.773    3.788   -0.542)    4.726
  14.253   (   1.613   -0.509    1.689)    2.390
  14.325   (   0.171   -2.063   -3.465)    4.036
======================= Grid point 122 (37/43) =======================
q-point: (-0.43  0.14  0.40)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.883   (   5.576   -3.601    7.094)    9.715
   1.034   (  -4.409   -1.430   -1.339)    4.824
   1.099   (  -8.846    0.624    4.550)    9.968
   1.350   (  -0.475    1.338    1.351)    1.960
   1.416   (  -2.066    0.406    0.148)    2.111
   1.495   (  -4.036    5.175   -6.259)    9.069
   1.549   (   0.646   -1.113   -3.548)    3.774
   1.615   (  -4.052   -5.254   -0.774)    6.680
   1.740   (  -2.483    2.865    1.768)    4.183
   1.867   (  -5.600    1.348    1.216)    5.887
   1.946   (  -1.656    0.612    0.009)    1.765
   2.080   (  -1.313   -0.565   -0.105)    1.434
   2.130   (  -0.832   -1.640   -1.370)    2.293
   2.216   (   0.709    0.350    3.122)    3.221
   2.240   (   0.696   -2.749   -1.853)    3.387
   2.358   (  -0.472    0.397    0.855)    1.054
   2.424   (   1.816    5.072   -0.343)    5.398
   2.519   (  -6.065   -4.342    3.080)    8.070
   2.589   (  -2.868   -0.269   -4.571)    5.403
   2.614   (   0.153   -1.034   -0.437)    1.133
   2.661   (  -2.936   -0.690   -3.611)    4.704
   2.775   (  -1.373    0.146    1.842)    2.302
   2.871   (  -1.145    0.104   -0.993)    1.520
   2.918   (  -8.073   -0.852    0.350)    8.126
   3.007   (  -4.725    0.762    1.447)    5.000
   3.134   (   0.839   -3.331   -1.080)    3.601
   3.139   (  -1.712   -2.776   -0.764)    3.350
   3.275   (  -1.605    0.549   -1.301)    2.138
   3.300   (  -2.474   -3.832    0.962)    4.662
   3.435   (   0.719    1.859    1.601)    2.557
   3.463   (  -1.105    3.373    0.801)    3.639
   3.552   (  -1.859    0.970    0.916)    2.288
   3.664   (   0.724    0.585    1.064)    1.414
   3.735   (  -0.529   -0.523    4.207)    4.272
   3.765   (   0.750    1.030   -0.989)    1.613
   3.872   (   0.073   -1.875   -2.485)    3.114
   3.927   (   3.850    1.490    1.749)    4.483
   4.047   (  -0.172   -2.036    0.919)    2.240
   4.131   (  -0.547    1.044   -0.456)    1.264
   4.217   (  -0.122   -1.103   -2.577)    2.806
   4.302   (  -0.382    0.007    3.047)    3.071
   4.330   (   4.675    1.080    4.757)    6.757
   4.413   (   0.317    1.093    0.061)    1.140
   4.581   (   2.251    2.470   -1.949)    3.869
   4.669   (   2.636   -0.155    0.955)    2.808
   4.730   (   1.069    2.345    0.739)    2.681
   4.801   (   3.302    1.826    0.709)    3.839
   4.842   (  -1.118   -3.401   -0.181)    3.585
   4.899   (   2.901   -1.491   -3.796)    5.005
   5.039   (   1.729   -1.529   -1.311)    2.654
   5.107   (   1.301   -1.757   -0.999)    2.403
   5.163   (   2.728    0.106   -1.030)    2.918
   5.267   (   2.877   -1.026   -1.995)    3.648
   5.354   (   4.197    0.076    0.804)    4.274
   5.467   (  -1.534    0.439   -0.371)    1.638
   5.518   (  -1.687    3.349   -0.248)    3.759
   5.621   (   1.539    0.475    0.416)    1.663
   5.710   (  -2.884    0.327    0.537)    2.952
   5.743   (  -0.036    1.205    0.018)    1.205
   5.797   (  -2.687   -0.536   -0.727)    2.835
   6.012   (   1.005    1.259   -1.769)    2.392
   6.101   (   0.512   -0.191   -0.501)    0.742
   6.124   (   0.485   -1.269    0.112)    1.363
   6.155   (  -1.053   -0.942    1.602)    2.136
   6.239   (   0.868    2.278    1.899)    3.090
   6.291   (   1.378    0.136   -2.615)    2.959
   6.413   (   3.503   -2.269    0.229)    4.179
   6.528   (   1.292    2.777   -0.478)    3.100
   6.661   (   0.998   -0.783    3.176)    3.420
   6.749   (  -2.398    0.879   -1.699)    3.067
   6.828   (   1.319   -1.704   -1.326)    2.531
   6.943   (  -1.180    2.063   -1.455)    2.787
   7.010   (   1.599    0.655    0.979)    1.986
   7.150   (  -0.721   -0.203    3.840)    3.912
   7.305   (   0.985   -2.311   -0.283)    2.528
   7.512   (  -4.077    2.411   -4.946)    6.849
   7.612   (  -4.301    0.759   -0.965)    4.473
   7.685   (  -3.432   -1.052    3.657)    5.124
   7.792   (  -4.633    1.749    0.739)    5.007
   7.873   (  -0.603   -2.494   -2.059)    3.290
   7.930   (  -0.872    1.463    3.272)    3.688
   8.186   (  -2.987   -8.946  -10.056)   13.787
   8.513   (   2.848   -0.110    2.536)    3.815
   8.671   (  -5.293   -1.416    1.348)    5.642
   8.829   (   1.184    6.440    0.256)    6.553
   9.106   (   5.844    1.942    0.939)    6.229
   9.239   (  -1.282    0.946    2.671)    3.110
   9.356   (  -1.305   -7.544    0.012)    7.656
   9.656   (   7.726    1.157    9.702)   12.457
   9.952   (  -0.282    1.764   -7.156)    7.376
  10.454   (   5.390    3.486   -0.105)    6.419
  10.593   (   5.528    4.022    3.399)    7.634
  10.715   (   6.257    3.828    0.254)    7.340
  10.950   (   0.121   -1.175   -2.686)    2.934
  11.099   (   6.855   -0.764   -2.055)    7.197
  11.219   (   5.119   -4.875    1.135)    7.160
  11.468   (  -1.123    0.640   -1.379)    1.890
  11.573   (   1.702   -1.250    1.303)    2.481
  11.633   (   1.846   -0.889   -1.005)    2.282
  12.681   (  -3.690    2.553    7.974)    9.150
  12.876   (  -2.829   -0.225   -5.782)    6.441
  13.188   (  -3.145   -0.869    0.209)    3.270
  13.287   (  -1.607    0.339    1.812)    2.446
  13.494   (  -0.383   -1.846   -3.874)    4.309
  13.672   (  -2.320    0.686    2.817)    3.713
  14.072   (  -2.963    3.103   -0.684)    4.345
  14.219   (  -2.218   -3.802    1.875)    4.784
  14.307   (  -1.570    0.046   -3.740)    4.057
======================= Grid point 127 (38/43) =======================
q-point: ( 0.29  0.29  0.40)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.756   (  -2.381   -4.341   10.087)   11.237
   1.058   (  -0.079    0.681   -6.451)    6.487
   1.241   (   3.062    3.520    3.708)    5.960
   1.344   (  -0.231   -0.851    4.151)    4.244
   1.433   (  -0.821    0.681   -4.728)    4.847
   1.521   (   0.373    0.749   -1.148)    1.420
   1.618   (   1.980    2.942   -1.102)    3.714
   1.662   (  -0.182    3.751    1.936)    4.225
   1.827   (   4.294   -0.222    1.441)    4.535
   1.933   (  -1.124    0.983    1.103)    1.856
   2.002   (   2.176    0.696   -2.927)    3.713
   2.057   (  -0.737    1.759   -1.397)    2.364
   2.135   (   0.235    0.566    1.314)    1.450
   2.189   (  -1.036   -0.750   -2.565)    2.866
   2.259   (   1.998    1.247    1.470)    2.776
   2.328   (  -1.970   -1.993    3.157)    4.221
   2.462   (   2.014   -2.183   -1.695)    3.420
   2.484   (  -2.020    0.861   -3.123)    3.818
   2.556   (  -2.588   -2.321   -5.312)    6.349
   2.668   (   1.675    2.605    0.550)    3.146
   2.721   (   0.595    0.975   -0.445)    1.226
   2.865   (   3.698    5.696    0.616)    6.819
   2.910   (   2.443    2.805   -1.252)    3.924
   3.021   (   0.551    1.260   -2.393)    2.760
   3.081   (  -0.596    2.651    0.405)    2.748
   3.106   (   1.297    2.883    0.849)    3.274
   3.145   (  -0.069   -0.159    1.132)    1.145
   3.259   (  -2.207    0.183    1.122)    2.482
   3.309   (   0.091   -4.201    0.428)    4.224
   3.422   (  -0.069   -0.468    1.055)    1.156
   3.481   (   1.182   -1.111    1.700)    2.350
   3.586   (  -0.568    0.126    2.603)    2.667
   3.633   (  -0.379   -2.215    0.881)    2.414
   3.766   (   0.391    2.836    1.060)    3.053
   3.783   (   2.016    2.283    1.747)    3.511
   3.872   (  -0.646   -3.350    1.436)    3.701
   3.934   (   3.357    4.410   -1.656)    5.785
   4.015   (  -2.703    0.589    1.906)    3.359
   4.112   (  -1.776   -3.534    3.040)    4.989
   4.187   (  -0.948   -0.600    2.201)    2.470
   4.230   (  -1.235   -1.772    2.411)    3.237
   4.331   (  -0.065   -2.250   -2.642)    3.471
   4.465   (   3.217    2.643   -1.238)    4.343
   4.544   (  -2.305   -0.202   -3.064)    3.840
   4.601   (  -1.540   -2.494   -2.311)    3.732
   4.744   (  -0.531   -3.823    2.265)    4.475
   4.776   (   1.419    1.382   -3.651)    4.153
   4.808   (  -1.081   -0.409   -3.160)    3.365
   4.876   (  -0.870   -0.644    2.979)    3.169
   5.004   (   0.168    0.341    2.162)    2.195
   5.098   (  -1.076    1.411   -1.836)    2.553
   5.112   (  -0.312   -2.188   -1.476)    2.658
   5.197   (  -1.246   -2.466   -1.257)    3.035
   5.311   (  -0.578   -1.622    0.417)    1.772
   5.500   (   0.483    1.816    0.591)    1.970
   5.563   (   0.523    0.879    1.511)    1.825
   5.604   (  -0.088   -0.806   -0.406)    0.907
   5.743   (  -0.071    1.626   -0.585)    1.730
   5.776   (   1.852    0.927    0.301)    2.093
   5.815   (  -0.627   -0.017    0.997)    1.178
   6.040   (   1.873    0.285   -4.141)    4.554
   6.069   (  -1.237   -0.315   -2.503)    2.809
   6.110   (  -0.044   -0.656    1.800)    1.917
   6.160   (  -0.357    0.415   -1.401)    1.504
   6.261   (   0.927    0.667    1.871)    2.192
   6.286   (   0.948   -1.400   -1.847)    2.504
   6.329   (  -2.756   -0.892    3.613)    4.631
   6.527   (  -0.278    0.496   -0.625)    0.845
   6.623   (  -0.819   -2.323    4.350)    4.999
   6.800   (   1.500    2.784   -2.909)    4.297
   6.841   (   0.901    1.674   -2.952)    3.511
   6.896   (  -2.124   -3.370   -2.377)    4.639
   7.065   (   1.765    3.135    2.950)    4.653
   7.166   (   1.609   -1.141    3.679)    4.175
   7.230   (  -3.180   -2.052    1.165)    3.960
   7.593   (   1.135    3.272   -6.383)    7.262
   7.685   (   2.793    1.045   -2.777)    4.075
   7.730   (  -0.353   -0.731    1.396)    1.615
   7.844   (  -0.232    1.467   -0.203)    1.499
   7.891   (   2.434    1.887    0.511)    3.122
   7.949   (  -0.294   -1.022    3.791)    3.938
   8.193   (   0.420    5.832   -8.459)   10.284
   8.433   (  -2.220   -3.418    5.624)    6.945
   8.706   (  -0.068   -0.239    0.361)    0.438
   8.871   (   0.460    1.712   -0.405)    1.818
   9.008   (  -1.511   -7.678   -3.035)    8.393
   9.210   (  -1.083    0.753   -2.950)    3.231
   9.318   (  -0.833   -2.017    1.408)    2.597
   9.637   (   0.707    2.669   17.662)   17.876
  10.053   (   4.570    6.067   -4.699)    8.931
  10.375   (  -3.505   -3.972   -2.326)    5.786
  10.558   (   0.287   -2.473    7.164)    7.585
  10.618   (  -2.701   -4.042   -5.382)    7.252
  10.932   (  -1.709    2.143   -2.098)    3.452
  11.023   (   1.542   -5.512   -5.192)    7.728
  11.097   (  -3.224   -1.849    3.633)    5.197
  11.500   (   1.332    0.624   -0.608)    1.591
  11.533   (  -1.384   -0.280   -0.373)    1.461
  11.594   (  -0.701   -1.515   -0.120)    1.674
  12.749   (   0.967    2.061    8.861)    9.149
  12.917   (   0.798    0.968   -7.311)    7.418
  13.218   (   0.419    0.744    0.440)    0.961
  13.317   (   0.569    0.926    3.039)    3.228
  13.482   (  -0.317   -0.027   -4.907)    4.918
  13.704   (   0.517    0.546    3.556)    3.635
  14.164   (   2.608    2.502   -1.257)    3.826
  14.213   (  -0.721    1.502    1.475)    2.225
  14.302   (  -0.633   -2.005   -2.930)    3.606
======================= Grid point 131 (39/43) =======================
q-point: (-0.14  0.29  0.40)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.876   (  -5.517    3.842    6.271)    9.194
   0.945   (  -6.527    7.335    2.639)   10.167
   1.033   (  -3.430    6.559    1.241)    7.505
   1.201   (   0.680    8.120   -4.150)    9.144
   1.271   (  -3.127   -0.634    2.526)    4.070
   1.499   (  -0.842    4.465   -0.294)    4.553
   1.530   (   2.929   -0.640   -2.912)    4.179
   1.615   (   3.748   -2.640   -0.756)    4.646
   1.715   (  -4.471    3.179   -2.237)    5.925
   1.796   (  -4.288    3.485   -0.424)    5.541
   1.876   (  -5.205    5.224    4.279)    8.526
   2.016   (   0.506    4.412   -1.944)    4.847
   2.093   (  -2.437    4.331    0.879)    5.047
   2.150   (  -2.933    2.884    0.511)    4.145
   2.257   (  -1.415    2.115    0.068)    2.546
   2.336   (   1.425    0.414    1.239)    1.933
   2.401   (   2.046    0.801    1.670)    2.760
   2.459   (   0.923   -2.202    3.323)    4.092
   2.514   (  -0.929    3.361   -1.294)    3.719
   2.571   (  -1.815    2.950   -1.555)    3.796
   2.663   (  -0.615   -0.003   -3.482)    3.536
   2.746   (  -0.676   -0.637    2.611)    2.772
   2.846   (  -0.834   -1.399   -0.051)    1.630
   2.902   (   1.598   -0.025   -4.300)    4.588
   3.008   (  -6.377   -3.382    0.118)    7.219
   3.078   (   1.892    5.064   -4.993)    7.359
   3.139   (   1.034    0.121   -0.940)    1.403
   3.208   (  -1.566    2.216    0.605)    2.780
   3.242   (  -1.246    1.097    1.636)    2.331
   3.343   (  -1.951    3.846    0.545)    4.346
   3.469   (  -1.834    3.754    2.447)    4.842
   3.573   (   1.180    0.225    1.272)    1.750
   3.630   (  -1.353    1.806    0.669)    2.354
   3.670   (  -1.028    3.368   -2.374)    4.247
   3.792   (  -0.848   -1.174    1.919)    2.404
   3.916   (   2.234   -0.334   -1.971)    2.998
   3.975   (  -0.393   -2.224    1.475)    2.697
   4.075   (   0.884    2.404    2.026)    3.266
   4.114   (  -2.637    0.561    0.535)    2.748
   4.202   (  -1.516    0.290   -1.888)    2.439
   4.237   (   4.892   -2.283   -1.084)    5.506
   4.395   (  -0.392    0.715   -0.501)    0.958
   4.561   (   2.003   -5.166    2.817)    6.216
   4.594   (  -3.301   -4.597    5.712)    8.041
   4.694   (   2.415   -4.124    2.669)    5.474
   4.721   (   3.465   -3.242    5.052)    6.930
   4.824   (   1.257    0.416   -1.574)    2.056
   4.891   (   1.155   -3.204   -1.126)    3.588
   5.000   (  -0.453    0.800   -1.843)    2.060
   5.062   (   2.175   -1.123   -5.197)    5.745
   5.158   (   0.833    0.909   -2.282)    2.593
   5.213   (   3.033   -1.254   -4.788)    5.805
   5.285   (  -0.323   -3.076   -1.641)    3.501
   5.402   (  -1.716    0.841    2.286)    2.980
   5.454   (   0.570   -2.278   -1.389)    2.729
   5.553   (   0.972    0.750   -2.696)    2.963
   5.616   (   1.754   -1.755    3.466)    4.263
   5.692   (  -2.330    0.615    0.957)    2.593
   5.715   (   1.422    0.784   -1.288)    2.072
   5.754   (  -0.429    0.144   -0.630)    0.776
   6.050   (   1.682   -2.318    1.239)    3.120
   6.098   (   0.107   -0.264    1.340)    1.370
   6.121   (  -0.784    0.283    1.902)    2.077
   6.144   (   0.774   -1.161   -0.343)    1.437
   6.268   (  -0.678   -0.596   -0.174)    0.920
   6.376   (   5.403   -0.035   -3.728)    6.565
   6.427   (  -1.640   -3.304   -0.047)    3.689
   6.558   (   1.071   -0.461   -0.532)    1.282
   6.638   (  -0.803    0.439    1.853)    2.067
   6.799   (   0.344   -2.510   -0.485)    2.580
   6.818   (   1.321   -1.849    0.538)    2.336
   6.940   (  -0.992    1.094   -0.827)    1.693
   7.048   (   1.230   -0.956   -0.503)    1.637
   7.172   (  -1.386    2.655    0.792)    3.098
   7.242   (  -2.355    3.498    0.428)    4.239
   7.412   (   0.353    2.976    4.346)    5.279
   7.500   (  -2.475   -3.226    0.493)    4.096
   7.672   (  -2.287    4.078   -3.068)    5.592
   7.745   (  -3.354    1.746    0.634)    3.834
   7.832   (   0.034    3.325   -1.536)    3.662
   7.904   (  -0.436    0.067    0.275)    0.520
   8.086   (   2.196    3.073   -2.184)    4.363
   8.437   (  -3.214    9.693    0.174)   10.214
   8.634   (   0.205   -0.494   -0.203)    0.573
   8.858   (  -2.944    4.798    0.863)    5.695
   9.034   (  -0.877   -1.530    4.984)    5.287
   9.191   (   2.149    1.282    2.236)    3.356
   9.437   (  -2.863   -1.102   -5.843)    6.600
   9.900   (   7.844   -8.895    6.548)   13.547
  10.078   (   5.291  -12.594   -6.735)   15.230
  10.605   (   5.007   -8.182    3.429)   10.188
  10.657   (   3.385   -7.423    6.250)   10.277
  10.896   (  -1.931   -4.225    1.271)    4.816
  11.051   (   3.855   -6.710   -8.493)   11.490
  11.174   (   7.185   -2.861    3.158)    8.354
  11.293   (   1.331   -4.267   -1.379)    4.678
  11.471   (   3.559   -0.127    0.048)    3.561
  11.579   (  -2.056   -2.924    1.434)    3.851
  11.667   (   0.608   -0.912   -2.799)    3.006
  12.612   (  -1.268    4.095    9.288)   10.230
  12.809   (  -3.234    3.784   -6.109)    7.881
  13.095   (  -2.974    5.101    0.593)    5.934
  13.270   (  -0.889    1.069    0.664)    1.540
  13.424   (   0.576    2.318    0.568)    2.455
  13.658   (  -3.757    3.496   -2.543)    5.727
  14.037   (  -1.164    3.075   -1.197)    3.499
  14.137   (  -2.113    1.999    2.389)    3.764
  14.245   (  -2.804    4.771   -4.101)    6.888
======================= Grid point 139 (40/43) =======================
q-point: (-0.29  0.43  0.40)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.927   (  -1.264   -2.571    3.148)    4.256
   1.072   (  -2.040   -0.767   -4.887)    5.351
   1.188   (  -4.119    5.674   -1.911)    7.267
   1.271   (  -3.566    5.905    5.101)    8.579
   1.374   (  -2.128    7.767    4.150)    9.059
   1.447   (   3.148   -1.896   -0.871)    3.777
   1.516   (   2.988   -3.285    0.334)    4.453
   1.577   (  -3.489    2.952    1.639)    4.855
   1.826   (  -0.877    3.279   -6.054)    6.941
   1.872   (  -1.310    4.284    1.062)    4.604
   1.978   (  -0.679    1.021   -1.823)    2.198
   2.057   (  -2.905   -0.439    0.718)    3.025
   2.131   (   1.835    1.795   -0.288)    2.583
   2.204   (  -1.195    0.816    0.322)    1.482
   2.286   (  -0.528   -3.373   -1.935)    3.925
   2.341   (  -1.628    2.636    1.674)    3.521
   2.412   (   2.243    2.892   -0.472)    3.690
   2.463   (  -3.144    1.852    5.789)    6.843
   2.555   (  -0.800    0.720    0.426)    1.157
   2.643   (  -0.947    3.914   -2.603)    4.795
   2.662   (  -0.329    1.330   -2.078)    2.489
   2.824   (  -4.360    0.241    1.894)    4.760
   2.850   (  -1.179    2.265   -3.366)    4.225
   2.899   (  -0.505    3.581    0.332)    3.632
   3.082   (  -3.600    2.819   -3.195)    5.578
   3.112   (   0.015    0.040   -1.957)    1.957
   3.153   (  -3.037   -0.876   -1.440)    3.473
   3.256   (  -1.055   -0.402    2.199)    2.472
   3.289   (  -6.437    1.900    1.260)    6.829
   3.434   (   2.188    3.272    0.774)    4.012
   3.489   (  -0.704    1.431   -0.071)    1.596
   3.563   (   1.480    0.456   -0.141)    1.555
   3.634   (  -2.738   -1.359    4.085)    5.102
   3.732   (   3.463   -1.012   -0.091)    3.609
   3.772   (  -2.690    2.457    1.855)    4.089
   3.859   (   2.885   -2.159   -1.013)    3.743
   3.954   (   4.022   -1.051   -1.921)    4.580
   4.084   (   0.964    3.206    1.034)    3.504
   4.111   (   0.788   -0.550    2.656)    2.825
   4.154   (   0.208    0.071   -0.956)    0.981
   4.294   (  -4.799    1.532    1.469)    5.247
   4.393   (   0.767   -1.265    1.004)    1.788
   4.469   (   0.939   -6.567   -0.540)    6.656
   4.559   (   3.226   -3.878    0.636)    5.085
   4.611   (   1.240   -5.026    4.085)    6.594
   4.669   (  -0.960   -1.848    2.111)    2.965
   4.772   (   3.871    1.416    0.416)    4.143
   4.856   (   1.023   -1.382   -3.321)    3.740
   4.992   (   0.586   -0.059   -4.901)    4.936
   5.016   (  -0.261   -1.136   -0.971)    1.517
   5.149   (   1.752   -0.859   -4.049)    4.495
   5.175   (  -0.343    1.253    0.030)    1.299
   5.258   (   0.475   -3.255   -2.560)    4.168
   5.368   (   1.278   -4.771   -1.057)    5.051
   5.468   (   0.343    3.154    0.130)    3.175
   5.533   (   2.438    2.234   -1.167)    3.507
   5.586   (   0.291   -0.579    3.555)    3.613
   5.705   (   0.457    0.706    0.350)    0.911
   5.756   (  -1.250    2.042    1.951)    3.089
   5.765   (  -1.170    0.927   -1.095)    1.851
   5.983   (   1.782   -1.978    0.526)    2.714
   6.073   (   0.045   -3.184    2.631)    4.131
   6.129   (  -1.433    0.329   -0.651)    1.608
   6.174   (  -2.371    0.670   -0.241)    2.475
   6.267   (   2.767   -0.987   -1.444)    3.274
   6.287   (   2.518    0.682   -1.493)    3.006
   6.431   (  -0.374   -0.067    0.610)    0.719
   6.511   (   3.233    0.556   -0.916)    3.406
   6.667   (  -2.781   -1.530    2.162)    3.841
   6.754   (   1.780   -0.557   -1.060)    2.145
   6.803   (   0.014   -0.893    0.381)    0.971
   6.945   (   0.893   -1.049   -1.448)    1.999
   7.034   (   0.215    1.778   -1.033)    2.068
   7.193   (   0.321    1.435    0.447)    1.537
   7.310   (  -0.631    0.750   -1.261)    1.598
   7.432   (  -0.695    1.221    3.001)    3.313
   7.550   (  -5.068   -0.918    3.712)    6.349
   7.763   (  -1.357    1.236   -1.603)    2.437
   7.810   (  -3.225    1.728   -0.132)    3.661
   7.858   (  -0.290    3.019   -3.051)    4.303
   7.962   (  -4.393    1.730    0.824)    4.793
   8.095   (  -0.890    2.437   -2.166)    3.380
   8.521   (   1.741    2.613    1.746)    3.592
   8.655   (  -0.497    3.060    2.541)    4.009
   8.819   (   4.809   -1.303    1.525)    5.210
   9.027   (   0.711   -5.054    7.789)    9.312
   9.213   (  -3.860   -2.941    1.985)    5.243
   9.416   (   0.271   -2.026   -3.674)    4.204
   9.820   (   0.582    3.852    1.588)    4.207
   9.933   (   2.561   -0.217  -11.058)   11.353
  10.426   (   7.143   -5.373    2.940)    9.410
  10.530   (   2.830   -5.634    4.844)    7.951
  10.832   (   8.816   -1.978   -1.320)    9.132
  10.917   (  -0.020   -3.092   -5.744)    6.523
  11.046   (   1.717   -4.645    2.769)    5.674
  11.249   (  -1.790   -5.316   -0.791)    5.665
  11.452   (   0.029    0.789    0.134)    0.801
  11.579   (  -1.188   -2.535    0.877)    2.934
  11.632   (   0.975   -2.274   -1.023)    2.677
  12.666   (   0.693    5.168    8.462)    9.940
  12.887   (  -2.035    1.711   -5.966)    6.532
  13.183   (  -2.399    2.221    0.646)    3.333
  13.302   (  -0.372    2.310    0.784)    2.467
  13.446   (  -1.521   -0.436    0.350)    1.621
  13.721   (  -0.679    1.964   -1.732)    2.706
  14.071   (   1.212    3.983   -0.693)    4.220
  14.209   (  -3.963    0.118    2.569)    4.725
  14.313   (  -1.538    0.633   -3.978)    4.312
======================= Grid point 140 (41/43) =======================
q-point: (-0.14  0.43  0.40)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.923   (   1.394    0.953    6.293)    6.516
   1.042   (   0.591    0.852   -7.479)    7.551
   1.163   (  -6.111    6.962    4.429)   10.268
   1.283   (  -3.826    4.458    2.998)    6.595
   1.347   (  -0.827    2.899   -0.398)    3.041
   1.453   (  -0.553   -2.428   -0.388)    2.521
   1.527   (   2.636   -2.135    0.535)    3.434
   1.689   (   4.647    5.035   -1.095)    6.939
   1.784   (  -5.409    2.972   -2.384)    6.616
   1.869   (  -5.855    4.283    1.317)    7.373
   1.941   (  -2.552   -0.439   -0.231)    2.599
   2.042   (   1.625    0.449    0.262)    1.707
   2.181   (  -0.309    3.054   -3.341)    4.537
   2.203   (   0.888   -1.374   -0.344)    1.672
   2.255   (  -0.828    0.765    0.818)    1.393
   2.344   (   0.935    0.175   -0.372)    1.021
   2.418   (   0.123    1.039    4.178)    4.307
   2.499   (  -1.133    2.453   -0.282)    2.716
   2.557   (   1.852    0.591   -1.697)    2.580
   2.655   (  -4.251    1.843   -1.440)    4.852
   2.697   (  -0.424    5.006   -3.474)    6.107
   2.758   (   0.986    2.505    1.687)    3.177
   2.839   (  -4.216    0.796    1.129)    4.437
   2.941   (   1.790    3.089   -1.295)    3.798
   3.001   (  -5.565    5.133   -1.735)    7.767
   3.124   (   1.021    0.116   -1.526)    1.840
   3.165   (   3.180    0.682   -1.888)    3.760
   3.248   (  -1.140    3.570    2.689)    4.613
   3.267   (   0.785    1.900    0.203)    2.066
   3.424   (  -4.202    1.852    2.471)    5.215
   3.533   (   0.295   -0.202    0.703)    0.789
   3.576   (  -1.394    0.280    4.632)    4.846
   3.610   (   2.833   -0.983   -3.748)    4.800
   3.712   (  -2.863    0.312    4.538)    5.375
   3.798   (   2.670    0.509   -0.551)    2.773
   3.886   (   0.212   -4.209    0.096)    4.216
   3.957   (  -1.060    1.822   -4.340)    4.825
   4.082   (  -1.801    1.062    1.072)    2.350
   4.158   (   3.614   -0.603   -2.379)    4.369
   4.209   (  -0.909    0.366    3.814)    3.938
   4.222   (   0.195    1.323   -1.689)    2.154
   4.357   (  -1.436   -4.685    2.142)    5.348
   4.427   (   1.100   -3.326    3.973)    5.297
   4.519   (  -0.221   -2.970    2.059)    3.621
   4.624   (   3.332   -2.798    0.696)    4.406
   4.668   (   1.674   -1.259    4.678)    5.126
   4.803   (   0.629   -2.908    0.103)    2.977
   4.883   (   0.964    1.046   -2.308)    2.711
   4.998   (  -0.140   -1.660   -6.923)    7.120
   5.049   (   3.722    1.625   -1.824)    4.452
   5.142   (  -0.048   -1.796   -6.659)    6.897
   5.186   (   1.163   -1.383   -0.526)    1.882
   5.217   (  -0.488   -3.258    0.693)    3.366
   5.353   (   1.689   -2.329   -1.325)    3.168
   5.454   (  -3.050    0.327   -0.401)    3.094
   5.560   (  -1.894   -0.353   -1.980)    2.763
   5.600   (   1.305   -0.328    3.315)    3.577
   5.704   (  -1.042   -0.098    2.244)    2.476
   5.727   (  -1.373    1.219   -0.836)    2.017
   5.783   (   0.058    1.681    0.415)    1.732
   6.009   (   0.720   -1.703    1.830)    2.602
   6.071   (   3.893   -1.349    0.838)    4.204
   6.119   (  -0.471    0.967   -0.078)    1.078
   6.162   (  -0.501    1.319    0.962)    1.708
   6.268   (  -1.554   -0.493   -1.289)    2.078
   6.331   (   1.852   -3.206   -0.612)    3.753
   6.406   (  -0.881    0.712   -3.974)    4.132
   6.515   (  -1.194   -3.041    0.633)    3.327
   6.660   (   2.001    1.671    2.941)    3.930
   6.741   (  -2.208   -2.271   -0.895)    3.291
   6.800   (   1.690   -0.322   -0.288)    1.745
   6.948   (   0.032   -0.820   -0.751)    1.113
   7.046   (  -0.906    0.916   -1.266)    1.806
   7.196   (  -1.561    0.329    1.368)    2.101
   7.305   (   0.025    0.701   -2.091)    2.205
   7.431   (   0.198   -0.398    2.195)    2.240
   7.546   (   1.020    7.715    6.637)   10.228
   7.733   (  -1.760   -0.635    2.121)    2.828
   7.762   (  -3.921    3.222   -2.521)    5.666
   7.903   (  -0.179    3.152   -1.645)    3.559
   7.930   (  -0.802    2.000    0.699)    2.265
   8.157   (   4.578    2.645   -7.846)    9.462
   8.569   (   0.714    1.344   -1.838)    2.387
   8.666   (  -1.968    3.378    0.528)    3.945
   8.821   (  -1.995   -5.145    5.233)    7.605
   9.078   (   6.447   -2.493    7.167)    9.957
   9.123   (  -0.031   -1.062    4.183)    4.316
   9.412   (   1.048   -0.366   -3.601)    3.769
   9.798   (  -4.579   -1.870   -0.299)    4.955
   9.954   (  -0.397    1.336   -9.813)    9.911
  10.424   (   0.740   -8.448    1.730)    8.655
  10.523   (   2.918   -6.796    8.822)   11.512
  10.774   (  -3.538   -4.758   -0.304)    5.937
  10.932   (   1.548   -4.890   -5.710)    7.676
  11.110   (   5.341   -3.750    1.298)    6.654
  11.236   (   6.009   -0.818   -2.260)    6.472
  11.486   (   0.578    0.219    0.696)    0.931
  11.531   (   0.808   -0.594    0.260)    1.036
  11.637   (   1.575   -1.576   -0.320)    2.251
  12.672   (  -4.170    1.855    7.969)    9.184
  12.882   (  -1.015    2.771   -5.523)    6.262
  13.183   (  -0.682    3.222    0.545)    3.338
  13.300   (  -1.951    1.502    1.025)    2.667
  13.454   (   2.233    0.757   -0.860)    2.510
  13.712   (  -2.422    1.833   -0.705)    3.118
  14.080   (  -4.156    0.851   -0.494)    4.271
  14.198   (   2.055    3.713    1.652)    4.554
  14.310   (  -0.263    1.563   -2.818)    3.233
======================= Grid point 145 (42/43) =======================
q-point: (-0.43  0.57  0.40)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.922   (  -1.850   -2.549    5.450)    6.294
   1.055   (  -1.087   -4.755   -7.839)    9.233
   1.267   (   2.261    3.622   -1.338)    4.475
   1.349   (   3.737    3.295    2.196)    5.444
   1.370   (   1.630    0.485    2.741)    3.226
   1.445   (   0.599    0.789    1.645)    1.920
   1.477   (  -1.080    1.907    0.242)    2.205
   1.702   (  -4.407    3.018    3.467)    6.368
   1.810   (   2.300    1.731   -0.922)    3.023
   1.909   (   3.314    1.141    1.061)    3.662
   1.957   (   1.741    2.635   -2.606)    4.095
   2.069   (  -0.556   -4.220    0.224)    4.263
   2.143   (  -1.984    1.293    0.072)    2.369
   2.229   (   0.117    0.439   -2.746)    2.783
   2.285   (   1.454    0.140   -0.144)    1.468
   2.322   (   0.742    0.479   -1.575)    1.805
   2.417   (  -0.434    2.008   -1.561)    2.581
   2.524   (  -2.889   -2.529    2.341)    4.497
   2.551   (   0.259   -1.516   -0.015)    1.538
   2.666   (   1.328    3.163   -0.883)    3.542
   2.721   (  -1.887    1.033   -3.040)    3.724
   2.817   (   1.932    2.175   -1.326)    3.197
   2.865   (   2.428   -0.431   -0.369)    2.494
   3.026   (  -2.918    1.677    1.995)    3.913
   3.071   (   2.220   -1.236   -2.574)    3.617
   3.153   (   1.690   -0.837   -1.285)    2.282
   3.162   (   0.010   -1.358   -0.543)    1.463
   3.291   (  -0.904   -0.403    0.269)    1.026
   3.343   (   1.972    0.079    2.104)    2.885
   3.426   (  -0.238    1.175    2.100)    2.418
   3.485   (  -2.462   -4.159    0.011)    4.833
   3.571   (   0.314    1.163    5.163)    5.301
   3.630   (   2.745    0.190   -1.083)    2.956
   3.678   (  -0.544    2.017    1.363)    2.494
   3.764   (   0.303    2.545    1.183)    2.823
   3.848   (  -0.341   -0.122    1.776)    1.813
   3.980   (  -3.009    2.164   -2.788)    4.638
   4.083   (  -1.032    0.781   -2.402)    2.729
   4.115   (   0.724    0.874    4.341)    4.486
   4.183   (  -2.230    1.479    3.867)    4.702
   4.274   (   3.408   -4.983   -5.069)    7.883
   4.331   (   1.817   -1.079   -0.761)    2.247
   4.457   (   3.093   -0.701   -2.338)    3.940
   4.481   (  -1.336   -1.740    6.578)    6.934
   4.572   (  -3.135   -2.396    2.721)    4.793
   4.674   (  -0.104   -1.368    2.461)    2.818
   4.759   (  -0.458    1.402   -0.251)    1.496
   4.840   (  -2.892   -1.313   -3.911)    5.038
   5.005   (   0.026    0.263   -4.115)    4.124
   5.045   (  -2.696    0.512   -1.908)    3.343
   5.121   (   1.040    0.325   -5.153)    5.267
   5.175   (  -0.187   -1.524   -1.538)    2.174
   5.208   (   0.952   -2.826   -0.226)    2.991
   5.327   (  -1.165   -1.800   -0.549)    2.214
   5.467   (   2.747    2.758   -0.767)    3.968
   5.537   (   0.863    4.216    0.184)    4.307
   5.590   (  -0.801   -0.125    2.104)    2.255
   5.704   (   0.287    0.193    1.719)    1.753
   5.759   (   2.300    0.869    1.417)    2.838
   5.788   (  -0.096    1.647   -0.991)    1.925
   5.983   (  -2.041   -1.243    2.403)    3.388
   6.056   (  -1.842   -2.690    2.023)    3.837
   6.147   (   0.775   -0.514   -1.248)    1.556
   6.186   (   0.834   -1.027   -1.874)    2.294
   6.240   (  -1.046    1.187   -1.091)    1.922
   6.280   (  -0.931    1.206    0.566)    1.625
   6.428   (   1.713    1.303   -1.264)    2.496
   6.477   (   1.098    1.508   -0.761)    2.015
   6.687   (  -1.347   -2.461    1.781)    3.323
   6.725   (   1.898    1.324   -0.616)    2.395
   6.796   (  -0.370   -0.626    0.171)    0.747
   6.928   (  -1.406   -1.748    0.289)    2.262
   7.052   (   1.412    3.712   -2.861)    4.894
   7.201   (   0.747    1.298    0.737)    1.669
   7.301   (  -0.496   -1.455   -2.202)    2.685
   7.442   (   0.776    0.376    2.781)    2.911
   7.626   (  -2.632   -0.736    4.863)    5.578
   7.745   (   1.232   -2.714    1.454)    3.316
   7.822   (   3.143    1.429   -0.944)    3.579
   7.916   (  -1.382    1.516   -2.020)    2.879
   7.999   (   0.922   -3.713    3.234)    5.010
   8.156   (  -0.721    3.450   -6.823)    7.679
   8.549   (  -4.301   -0.153   -2.836)    5.154
   8.682   (  -3.274   -0.847    4.690)    5.782
   8.731   (   5.119    4.801    1.756)    7.234
   9.002   (  -3.056   -3.508    5.757)    7.403
   9.192   (   0.351   -5.728    2.778)    6.376
   9.406   (  -1.590   -3.038   -0.433)    3.456
   9.839   (   7.463    7.021    0.498)   10.259
   9.957   (  -0.644    5.875  -11.796)   13.194
  10.311   (  -0.388   -0.791    2.874)    3.006
  10.454   (  -0.639   -3.442    5.379)    6.418
  10.729   (   2.266    2.719   -1.755)    3.951
  10.886   (  -0.041   -1.345   -4.222)    4.431
  11.041   (  -4.713   -3.307    2.022)    6.102
  11.235   (  -2.924   -5.833   -1.866)    6.786
  11.468   (  -0.330    1.625    0.551)    1.747
  11.557   (   0.313   -3.249   -0.374)    3.285
  11.614   (  -1.584   -1.812    0.602)    2.481
  12.689   (   2.352    4.474    7.675)    9.190
  12.912   (   0.547    0.688   -5.590)    5.659
  13.217   (  -0.080   -0.079    0.554)    0.565
  13.318   (   1.288    2.107    1.140)    2.720
  13.459   (  -1.617   -2.393   -0.517)    2.934
  13.733   (   1.167    1.535   -0.926)    2.139
  14.083   (   1.976    4.091   -0.269)    4.551
  14.249   (  -0.405   -1.320    2.158)    2.562
  14.322   (  -0.923   -1.912   -3.218)    3.855
======================= Grid point 147 (43/43) =======================
q-point: (-0.29  0.57  0.40)
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 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 0.00e+00 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 1.64e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 123
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.896   (   0.732   -0.409    7.588)    7.634
   0.996   (   1.113   -3.565  -10.973)   11.592
   1.304   (  -1.232    4.866   -1.685)    5.295
   1.343   (  -3.324    1.011    3.810)    5.156
   1.400   (   0.812   -0.998   -0.666)    1.449
   1.451   (   2.274   -2.184    3.486)    4.700
   1.566   (  -6.349    6.253    2.887)    9.368
   1.688   (   1.323    5.613    2.026)    6.112
   1.858   (  -0.230   -0.280   -0.241)    0.435
   1.918   (  -0.016   -1.927    2.004)    2.780
   1.991   (   0.005    1.153   -2.319)    2.590
   2.013   (  -0.510   -0.951   -1.082)    1.529
   2.162   (   0.892   -0.970   -0.153)    1.327
   2.213   (  -0.342    0.748   -2.596)    2.723
   2.287   (  -1.784    4.277   -1.068)    4.756
   2.379   (  -2.486   -0.348   -1.688)    3.025
   2.413   (   1.836   -0.444    3.183)    3.702
   2.467   (   1.593   -1.696   -2.367)    3.319
   2.532   (   1.049   -2.019   -3.272)    3.985
   2.700   (   0.673    1.811   -1.718)    2.585
   2.723   (  -0.981    0.718   -0.173)    1.228
   2.855   (  -4.056    4.211   -0.059)    5.847
   2.916   (   1.492    3.633   -1.409)    4.173
   2.966   (  -3.348    0.061    2.677)    4.287
   3.102   (   0.164    3.002   -0.435)    3.037
   3.128   (  -1.950   -0.101   -2.395)    3.090
   3.165   (  -1.072    0.410   -0.492)    1.249
   3.278   (  -1.272   -1.527   -1.085)    2.264
   3.298   (   0.708    1.956    2.233)    3.052
   3.427   (   1.345   -0.130    0.020)    1.351
   3.486   (   1.557   -2.571    1.467)    3.345
   3.584   (  -1.403    1.198    3.630)    4.072
   3.647   (  -2.125    1.575   -0.091)    2.646
   3.716   (   1.397    0.363    2.568)    2.946
   3.782   (  -1.361   -2.568    3.507)    4.555
   3.820   (   3.822   -1.527    1.255)    4.303
   4.007   (  -0.631    6.500   -4.829)    8.122
   4.090   (  -0.513   -1.186    0.825)    1.533
   4.117   (   0.127   -0.938    0.951)    1.342
   4.188   (   1.090    2.383   -1.393)    2.968
   4.260   (  -2.246   -4.298    2.411)    5.415
   4.303   (   3.212   -4.986   -0.942)    6.005
   4.438   (  -1.176    3.389    1.910)    4.064
   4.490   (  -1.441   -2.082    3.672)    4.460
   4.537   (   2.899   -2.524    2.748)    4.725
   4.663   (  -0.728    1.142    0.692)    1.521
   4.769   (   1.276   -1.855   -1.011)    2.468
   4.819   (   2.149   -2.053   -4.020)    5.000
   4.990   (   0.517   -0.392   -1.004)    1.196
   5.036   (  -0.728    3.374   -3.783)    5.121
   5.133   (   0.878   -2.782   -4.343)    5.232
   5.145   (   0.017   -1.670   -4.740)    5.026
   5.215   (  -0.543    0.274   -1.936)    2.029
   5.300   (   1.311   -1.896    1.020)    2.521
   5.508   (  -1.262    1.352   -0.481)    1.912
   5.569   (   0.730   -0.716    3.288)    3.444
   5.590   (  -0.159    1.279   -0.975)    1.616
   5.710   (  -0.289    0.272    1.638)    1.685
   5.786   (  -0.729    0.568    0.659)    1.135
   5.800   (  -1.155    1.708    1.645)    2.638
   5.969   (   1.456   -0.120    2.239)    2.674
   6.011   (   0.580   -1.958    2.760)    3.434
   6.146   (  -0.838    0.755   -1.783)    2.110
   6.179   (  -0.249   -0.088   -3.377)    3.387
   6.247   (   1.047    0.051    0.216)    1.070
   6.291   (   0.709   -1.106   -0.285)    1.345
   6.447   (  -1.171    1.582   -0.937)    2.180
   6.494   (   0.735   -1.835   -2.216)    2.970
   6.661   (  -0.414    0.745    0.757)    1.140
   6.765   (  -1.049    1.844    0.252)    2.137
   6.795   (  -0.708   -0.205    1.164)    1.378
   6.870   (   3.008   -4.142    0.189)    5.122
   7.127   (  -2.250    5.010   -2.856)    6.190
   7.211   (  -0.503    0.306    0.751)    0.954
   7.267   (   2.037   -3.941   -3.218)    5.481
   7.468   (  -1.709    1.937    5.590)    6.158
   7.587   (  -0.321    3.075    5.435)    6.253
   7.720   (   0.694   -3.412    2.710)    4.412
   7.870   (  -2.777    3.175   -0.945)    4.322
   7.917   (   0.910    1.937   -3.294)    3.928
   7.956   (  -0.386   -1.966    1.181)    2.326
   8.190   (  -3.044    5.270   -6.615)    8.988
   8.526   (   2.328   -1.051   -3.101)    4.017
   8.647   (   2.480   -3.628    5.404)    6.965
   8.840   (  -1.952    1.366    4.248)    4.871
   8.928   (   3.802   -2.910    2.781)    5.537
   9.130   (  -0.705   -2.502    4.558)    5.247
   9.381   (   0.634   -1.025   -3.915)    4.096
   9.947   (  -6.002    5.304   -9.149)   12.160
   9.997   (  -0.007    5.643   -1.157)    5.761
  10.322   (   3.362   -5.224    2.356)    6.643
  10.415   (   1.668   -4.529    9.628)   10.770
  10.790   (  -0.539   -0.481   -6.643)    6.682
  10.861   (   1.010   -2.206   -1.284)    2.745
  10.972   (   3.524   -2.707    0.185)    4.447
  11.156   (   0.916   -2.471   -1.074)    2.845
  11.491   (   0.256    2.221    0.292)    2.254
  11.528   (  -1.039   -1.901    0.195)    2.175
  11.586   (   1.477   -1.740    0.604)    2.361
  12.743   (  -1.089    2.004    8.874)    9.162
  12.920   (  -0.677    1.108   -7.226)    7.342
  13.214   (  -0.449    0.785    0.809)    1.214
  13.353   (  -1.363    2.328    1.597)    3.135
  13.419   (   1.047   -1.748   -0.799)    2.189
  13.752   (  -0.586    0.907   -0.885)    1.396
  14.158   (  -1.052    2.981   -1.358)    3.440
  14.211   (  -1.295    0.917    2.482)    2.946
  14.295   (   1.211   -1.998   -2.537)    3.449
=================== 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 3/26460
   10.0     16.954     16.954     30.755      0.000     -0.000      0.000 3/26460
   20.0      3.476      3.476      5.122     -0.000     -0.000      0.000 3/26460
   30.0      1.652      1.652      2.219     -0.000     -0.000      0.000 3/26460
   40.0      1.053      1.053      1.345     -0.000     -0.000      0.000 3/26460
   50.0      0.771      0.771      0.958     -0.000     -0.000      0.000 3/26460
   60.0      0.610      0.610      0.747     -0.000     -0.000      0.000 3/26460
   70.0      0.507      0.507      0.614     -0.000     -0.000      0.000 3/26460
   80.0      0.436      0.436      0.524     -0.000     -0.000      0.000 3/26460
   90.0      0.383      0.383      0.459     -0.000     -0.000      0.000 3/26460
  100.0      0.343      0.343      0.410     -0.000     -0.000      0.000 3/26460
  110.0      0.311      0.311      0.371     -0.000     -0.000      0.000 3/26460
  120.0      0.285      0.285      0.339     -0.000     -0.000      0.000 3/26460
  130.0      0.263      0.263      0.313     -0.000     -0.000      0.000 3/26460
  140.0      0.245      0.245      0.291     -0.000     -0.000      0.000 3/26460
  150.0      0.229      0.229      0.272     -0.000     -0.000      0.000 3/26460
  160.0      0.215      0.215      0.256     -0.000     -0.000      0.000 3/26460
  170.0      0.203      0.203      0.242     -0.000     -0.000      0.000 3/26460
  180.0      0.192      0.192      0.229     -0.000     -0.000      0.000 3/26460
  190.0      0.182      0.182      0.217     -0.000     -0.000      0.000 3/26460
  200.0      0.174      0.174      0.207     -0.000     -0.000      0.000 3/26460
  210.0      0.166      0.166      0.198     -0.000     -0.000      0.000 3/26460
  220.0      0.159      0.159      0.189     -0.000     -0.000      0.000 3/26460
  230.0      0.152      0.152      0.181     -0.000     -0.000      0.000 3/26460
  240.0      0.146      0.146      0.174     -0.000     -0.000      0.000 3/26460
  250.0      0.140      0.140      0.167     -0.000     -0.000      0.000 3/26460
  260.0      0.135      0.135      0.161     -0.000     -0.000      0.000 3/26460
  270.0      0.130      0.130      0.155     -0.000     -0.000      0.000 3/26460
  280.0      0.126      0.126      0.150     -0.000     -0.000      0.000 3/26460
  290.0      0.122      0.122      0.145     -0.000     -0.000      0.000 3/26460
  300.0      0.118      0.118      0.141     -0.000     -0.000      0.000 3/26460
  310.0      0.114      0.114      0.136     -0.000     -0.000      0.000 3/26460
  320.0      0.111      0.111      0.132     -0.000     -0.000      0.000 3/26460
  330.0      0.107      0.107      0.128     -0.000     -0.000      0.000 3/26460
  340.0      0.104      0.104      0.125     -0.000     -0.000      0.000 3/26460
  350.0      0.101      0.101      0.121     -0.000     -0.000      0.000 3/26460
  360.0      0.099      0.099      0.118     -0.000     -0.000      0.000 3/26460
  370.0      0.096      0.096      0.115     -0.000     -0.000      0.000 3/26460
  380.0      0.094      0.094      0.112     -0.000     -0.000      0.000 3/26460
  390.0      0.091      0.091      0.109     -0.000     -0.000      0.000 3/26460
  400.0      0.089      0.089      0.106     -0.000     -0.000      0.000 3/26460
  410.0      0.087      0.087      0.104     -0.000     -0.000      0.000 3/26460
  420.0      0.085      0.085      0.101     -0.000     -0.000      0.000 3/26460
  430.0      0.083      0.083      0.099     -0.000     -0.000      0.000 3/26460
  440.0      0.081      0.081      0.097     -0.000     -0.000      0.000 3/26460
  450.0      0.079      0.079      0.095     -0.000     -0.000      0.000 3/26460
  460.0      0.078      0.078      0.093     -0.000     -0.000      0.000 3/26460
  470.0      0.076      0.076      0.091     -0.000     -0.000      0.000 3/26460
  480.0      0.075      0.075      0.089     -0.000     -0.000      0.000 3/26460
  490.0      0.073      0.073      0.087     -0.000     -0.000      0.000 3/26460
  500.0      0.072      0.072      0.086     -0.000     -0.000      0.000 3/26460
  510.0      0.070      0.070      0.084     -0.000     -0.000      0.000 3/26460
  520.0      0.069      0.069      0.082     -0.000     -0.000      0.000 3/26460
  530.0      0.068      0.068      0.081     -0.000     -0.000      0.000 3/26460
  540.0      0.066      0.066      0.079     -0.000     -0.000      0.000 3/26460
  550.0      0.065      0.065      0.078     -0.000     -0.000      0.000 3/26460
  560.0      0.064      0.064      0.077     -0.000     -0.000      0.000 3/26460
  570.0      0.063      0.063      0.075     -0.000     -0.000      0.000 3/26460
  580.0      0.062      0.062      0.074     -0.000     -0.000      0.000 3/26460
  590.0      0.061      0.061      0.073     -0.000     -0.000      0.000 3/26460
  600.0      0.060      0.060      0.072     -0.000     -0.000      0.000 3/26460
  610.0      0.059      0.059      0.070     -0.000     -0.000      0.000 3/26460
  620.0      0.058      0.058      0.069     -0.000     -0.000      0.000 3/26460
  630.0      0.057      0.057      0.068     -0.000     -0.000      0.000 3/26460
  640.0      0.056      0.056      0.067     -0.000     -0.000      0.000 3/26460
  650.0      0.055      0.055      0.066     -0.000     -0.000      0.000 3/26460
  660.0      0.054      0.054      0.065     -0.000     -0.000      0.000 3/26460
  670.0      0.054      0.054      0.064     -0.000     -0.000      0.000 3/26460
  680.0      0.053      0.053      0.063     -0.000     -0.000      0.000 3/26460
  690.0      0.052      0.052      0.062     -0.000     -0.000      0.000 3/26460
  700.0      0.051      0.051      0.061     -0.000     -0.000      0.000 3/26460
  710.0      0.051      0.051      0.061     -0.000     -0.000      0.000 3/26460
  720.0      0.050      0.050      0.060     -0.000     -0.000      0.000 3/26460
  730.0      0.049      0.049      0.059     -0.000     -0.000      0.000 3/26460
  740.0      0.049      0.049      0.058     -0.000     -0.000      0.000 3/26460
  750.0      0.048      0.048      0.057     -0.000     -0.000      0.000 3/26460
  760.0      0.047      0.047      0.057     -0.000     -0.000      0.000 3/26460
  770.0      0.047      0.047      0.056     -0.000     -0.000      0.000 3/26460
  780.0      0.046      0.046      0.055     -0.000     -0.000      0.000 3/26460
  790.0      0.046      0.046      0.054     -0.000     -0.000      0.000 3/26460
  800.0      0.045      0.045      0.054     -0.000     -0.000      0.000 3/26460
  810.0      0.044      0.044      0.053     -0.000     -0.000      0.000 3/26460
  820.0      0.044      0.044      0.053     -0.000     -0.000      0.000 3/26460
  830.0      0.043      0.043      0.052     -0.000     -0.000      0.000 3/26460
  840.0      0.043      0.043      0.051     -0.000     -0.000      0.000 3/26460
  850.0      0.042      0.042      0.051     -0.000     -0.000      0.000 3/26460
  860.0      0.042      0.042      0.050     -0.000     -0.000      0.000 3/26460
  870.0      0.041      0.041      0.050     -0.000     -0.000      0.000 3/26460
  880.0      0.041      0.041      0.049     -0.000     -0.000      0.000 3/26460
  890.0      0.040      0.040      0.048     -0.000     -0.000      0.000 3/26460
  900.0      0.040      0.040      0.048     -0.000     -0.000      0.000 3/26460
  910.0      0.040      0.040      0.047     -0.000     -0.000      0.000 3/26460
  920.0      0.039      0.039      0.047     -0.000     -0.000      0.000 3/26460
  930.0      0.039      0.039      0.046     -0.000     -0.000      0.000 3/26460
  940.0      0.038      0.038      0.046     -0.000     -0.000      0.000 3/26460
  950.0      0.038      0.038      0.045     -0.000     -0.000      0.000 3/26460
  960.0      0.038      0.038      0.045     -0.000     -0.000      0.000 3/26460
  970.0      0.037      0.037      0.044     -0.000     -0.000      0.000 3/26460
  980.0      0.037      0.037      0.044     -0.000     -0.000      0.000 3/26460
  990.0      0.036      0.036      0.044     -0.000     -0.000      0.000 3/26460
 1000.0      0.036      0.036      0.043     -0.000     -0.000      0.000 3/26460

Thermal conductivity related properties were written into 
"kappa-m775.hdf5".
Summary of calculation was written in "phono3py.yaml".
-------------------------[time 2026-01-08 06:13:56]-------------------------
                 _
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