Dynamical matrix file
File generated with the CellConstructor by Lorenzo Monacelli
2 3 0     6.6893000000000002     0.0000000000000000     0.0000000000000000     0.0000000000000000     0.0000000000000000     0.0000000000000000
Basis vectors
    1.0000000002228242     0.0000000000000000     0.0000000000000000
   -0.5000000001114121     0.8660254039774100     0.0000000000000000
    0.0000000000000000     0.0000000000000000     3.3940000007562658
	1  'Ti '  43628.1015381454999442
	2  'Se '  71967.6373587642010534
    1     1     0.0000000000000000     0.0000000000000000     0.0000000000000000
    2     2    -0.0000000005000000     0.5773502695000000     0.4390447785000000
    3     2     0.5000000005000000     0.2886751343000000    -0.4390447785000000

     Dynamical Matrix in cartesian axes

     q = (    0.166666667000   0.481125224000   0.000000000000 )

    1    1
     0.1244688733033559    -0.0000000000000000        0.0197779887022678    -0.0000000000044768        0.0187724224342783     0.0000000000123200
     0.0197779887022678     0.0000000000044768        0.2427910872368795     0.0000000000000000       -0.0391962586013789     0.0000000000458987
     0.0187724224342783    -0.0000000000123200       -0.0391962586013789    -0.0000000000458987        0.1062810259503716    -0.0000000000000000
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     0.0088019792694038    -0.0106812804289380       -0.0146300258291533     0.0160348342998419       -0.0631293566504111    -0.0159541703197753
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    1    3
    -0.0231688234964718     0.0196007863663545       -0.0045582683926883    -0.0066663849740895        0.0162624828457620     0.0286891200356748
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     0.0105308303787778     0.0193387482377169        0.0435057596254216    -0.0098482935015817       -0.0152299074085500     0.0277345369876125
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    3    3
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     0.0067102990301405     0.0092639081459195        0.1514528570286739     0.0000000000000000        0.0017614325636610    -0.0010007889309257
    -0.0008995119507497    -0.0000992850764661        0.0017614325636610     0.0010007889309257        0.1481180986284829    -0.0000000000000000

     Dynamical Matrix in cartesian axes

     q = (    0.166666667000   -0.481125224000   0.000000000000 )

    1    1
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    1    3
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    3    1
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    3    3
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    -0.0002749015432918     0.0004266260667437        0.0013065599507080    -0.0011094364995067        0.1487918654597206     0.0000000000000000

     Dynamical Matrix in cartesian axes

     q = (    -0.500000000000   -0.096225044000   0.000000000000 )

    1    1
     0.2329461413166231    -0.0000000000000000        0.0418310958631441     0.0000000000181964        0.0242645566177689     0.0000000000523674
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    1    3
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    3    3
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    -0.0001724649064600    -0.0013794530973052       -0.0008709002377022    -0.0001061386165384        0.1478795713681553     0.0000000000000000

     Dynamical Matrix in cartesian axes

     q = (    0.333333333000   -0.384900180000   0.000000000000 )

    1    1
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    3    3
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     0.0009529246912359     0.0008841868096302       -0.0002526665657124    -0.0005172184929158        0.1483773752749787     0.0000000000000000

     Dynamical Matrix in cartesian axes

     q = (    -0.500000000000   0.096225044000   0.000000000000 )

    1    1
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    1    3
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    2    3
    -0.0102316923487779     0.0171262950353769        0.0106128685379936     0.0002681690419581        0.0164718553482509     0.0014449995944567
     0.0106128684921333     0.0002681690586669       -0.0054125670825614    -0.0109624160144407       -0.0045840940198142     0.0008579132653183
     0.0164718552158582     0.0014449994844436       -0.0045840939530659     0.0008579132189756       -0.0017446151944194    -0.0051275467735529
    3    1
     0.0007904820068604     0.0077793619805861       -0.0163518084543047    -0.0001441667338709        0.0428885311965630     0.0013527174064187
    -0.0216142262526392    -0.0048829210472786       -0.0074349237910070     0.0268963189015552       -0.0125071636385129     0.0224824981850886
     0.0620262779356534     0.0006679386469232       -0.0162182648424104     0.0327298052089718       -0.0156398453876302     0.0284678137275597
    3    2
    -0.0102316923487779    -0.0171262950353769        0.0106128684921333    -0.0002681690586669        0.0164718552158582    -0.0014449994844436
     0.0106128685379936    -0.0002681690419581       -0.0054125670825614     0.0109624160144407       -0.0045840939530659    -0.0008579132189756
     0.0164718553482509    -0.0014449995944567       -0.0045840940198142    -0.0008579132653183       -0.0017446151944194     0.0051275467735529
    3    3
     0.1458059866038359     0.0000000000000000       -0.0157454058303246    -0.0090417980676459        0.0014110080573282     0.0016688384982164
    -0.0157454058303246     0.0090417980676459        0.1155288774858503     0.0000000000000000       -0.0009821765486669    -0.0008555514611582
     0.0014110080573282    -0.0016688384982164       -0.0009821765486669     0.0008555514611582        0.1485313834175783     0.0000000000000000

     Dynamical Matrix in cartesian axes

     q = (    0.333333333000   0.384900180000   0.000000000000 )

    1    1
     0.1937037454172788    -0.0000000000000000        0.0627938620031604    -0.0000000000408845        0.0430577222779286    -0.0000000000310632
     0.0627938620031604     0.0000000000408845        0.1729772252594103    -0.0000000000000000        0.0044730567264359     0.0000000000011061
     0.0430577222779286     0.0000000000310632        0.0044730567264359    -0.0000000000011061        0.1077823997253104     0.0000000000000000
    1    2
     0.0108330077742273     0.0248150181086063        0.0106305330250337    -0.0087675617371500       -0.0459146022055786     0.0284141585733198
     0.0152513248621240    -0.0044427137216736       -0.0188663822225820     0.0098718256361361       -0.0448921528575414    -0.0158996701985126
    -0.0325094865513897     0.0193642171273306       -0.0306369160339489    -0.0119631184788481       -0.0153904723027212     0.0287123562535083
    1    3
    -0.0108330077635246     0.0248150180533470       -0.0106305330879690    -0.0087675616759644        0.0459146021348920     0.0284141585697239
    -0.0152513249313964    -0.0044427137114512        0.0188663821760510     0.0098718255646429        0.0448921528333025    -0.0158996701724861
     0.0325094865790369     0.0193642171720956        0.0306369160543796    -0.0119631184952325        0.0153904722975226     0.0287123563620491
    2    1
     0.0108330077742273    -0.0248150181086063        0.0152513248621240     0.0044427137216736       -0.0325094865513897    -0.0193642171273306
     0.0106305330250337     0.0087675617371500       -0.0188663822225820    -0.0098718256361361       -0.0306369160339489     0.0119631184788481
    -0.0459146022055786    -0.0284141585733198       -0.0448921528575414     0.0158996701985126       -0.0153904723027212    -0.0287123562535083
    2    2
     0.1364778477736993     0.0000000000000000        0.0211961847171648     0.0090439082483089       -0.0014889854478676     0.0006396942692143
     0.0211961847171648    -0.0090439082483089        0.1252463618392637    -0.0000000000000000       -0.0011203411967332     0.0002235176479113
    -0.0014889854478676    -0.0006396942692143       -0.0011203411967332    -0.0002235176479113        0.1479139558375850    -0.0000000000000000
    2    3
     0.0031432287198421     0.0155334206659484        0.0140467959987954     0.0006898872168672        0.0068387825088585     0.0113747140820584
     0.0140467960192661     0.0006898872693106        0.0092681293576502    -0.0054160046726250        0.0056816833230652     0.0113883500442977
     0.0068387826262846     0.0113747141207742        0.0056816834001753     0.0113883500129131       -0.0021884774746030     0.0044121756829517
    3    1
    -0.0108330077635246    -0.0248150180533470       -0.0152513249313964     0.0044427137114512        0.0325094865790369    -0.0193642171720956
    -0.0106305330879690     0.0087675616759644        0.0188663821760510    -0.0098718255646429        0.0306369160543796     0.0119631184952325
     0.0459146021348920    -0.0284141585697239        0.0448921528333025     0.0158996701724861        0.0153904722975226    -0.0287123563620491
    3    2
     0.0031432287198421    -0.0155334206659484        0.0140467960192661    -0.0006898872693106        0.0068387826262846    -0.0113747141207742
     0.0140467959987954    -0.0006898872168672        0.0092681293576502     0.0054160046726250        0.0056816834001753    -0.0113883500129131
     0.0068387825088585    -0.0113747140820584        0.0056816833230652    -0.0113883500442977       -0.0021884774746030    -0.0044121756829517
    3    3
     0.1364778476550472    -0.0000000000000000        0.0211961847012453    -0.0090439081286405       -0.0014889853818867    -0.0006396942438283
     0.0211961847012453     0.0090439081286405        0.1252463617936043    -0.0000000000000000       -0.0011203411087609    -0.0002235176525154
    -0.0014889853818867     0.0006396942438283       -0.0011203411087609     0.0002235176525154        0.1479139561249872    -0.0000000000000000

     Dynamical Matrix in cartesian axes

     q = (    -0.166666667000   -0.481125224000   0.000000000000 )

    1    1
     0.1244688733033559     0.0000000000000000        0.0197779887022678     0.0000000000044768        0.0187724224342783    -0.0000000000123200
     0.0197779887022678    -0.0000000000044768        0.2427910872368795    -0.0000000000000000       -0.0391962586013789    -0.0000000000458987
     0.0187724224342783     0.0000000000123200       -0.0391962586013789     0.0000000000458987        0.1062810259503716     0.0000000000000000
    1    2
     0.0231688235967330    -0.0196007862722245        0.0045582683724573     0.0066663847994549       -0.0162624828177366    -0.0286891200154656
     0.0088019792694038     0.0106812804289380       -0.0146300258291533    -0.0160348342998419       -0.0631293566504111     0.0159541703197753
    -0.0105308304739407    -0.0193387481765686       -0.0435057594982961     0.0098482934636568        0.0152299074433526    -0.0277345370051058
    1    3
    -0.0231688234964718    -0.0196007863663545       -0.0045582683926883     0.0066663849740895        0.0162624828457620    -0.0286891200356748
    -0.0088019793436548     0.0106812803926034        0.0146300258280401    -0.0160348341582216        0.0631293568147831     0.0159541703554488
     0.0105308303787778    -0.0193387482377169        0.0435057596254216     0.0098482935015817       -0.0152299074085500    -0.0277345369876125
    2    1
     0.0231688235967330     0.0196007862722245        0.0088019792694038    -0.0106812804289380       -0.0105308304739407     0.0193387481765686
     0.0045582683724573    -0.0066663847994549       -0.0146300258291533     0.0160348342998419       -0.0435057594982961    -0.0098482934636568
    -0.0162624828177366     0.0286891200154656       -0.0631293566504111    -0.0159541703197753        0.0152299074433526     0.0277345370051058
    2    2
     0.1088673745390290     0.0000000000000000        0.0067102988968556    -0.0092639080540918       -0.0008995119440194     0.0000992850321662
     0.0067102988968556     0.0092639080540918        0.1514528571618465    -0.0000000000000000        0.0017614325690463    -0.0010007889662462
    -0.0008995119440194    -0.0000992850321662        0.0017614325690463     0.0010007889662462        0.1481180988069724     0.0000000000000000
    2    3
    -0.0051657250682626    -0.0007013295336874        0.0095171762366517    -0.0080905065405634       -0.0010824712560967    -0.0038397885154739
     0.0095171762039403    -0.0080905065965565        0.0174507654470328     0.0103439850928121       -0.0082910956932468    -0.0147711433360306
    -0.0010824711979609    -0.0038397885937023       -0.0082910956573709    -0.0147711431540445       -0.0032356412745703     0.0038398835219291
    3    1
    -0.0231688234964718     0.0196007863663545       -0.0088019793436548    -0.0106812803926034        0.0105308303787778     0.0193387482377169
    -0.0045582683926883    -0.0066663849740895        0.0146300258280401     0.0160348341582216        0.0435057596254216    -0.0098482935015817
     0.0162624828457620     0.0286891200356748        0.0631293568147831    -0.0159541703554488       -0.0152299074085499     0.0277345369876125
    3    2
    -0.0051657250682626     0.0007013295336874        0.0095171762039403     0.0080905065965565       -0.0010824711979609     0.0038397885937023
     0.0095171762366517     0.0080905065405634        0.0174507654470328    -0.0103439850928121       -0.0082910956573709     0.0147711431540445
    -0.0010824712560967     0.0038397885154739       -0.0082910956932468     0.0147711433360306       -0.0032356412745703    -0.0038398835219291
    3    3
     0.1088673744514422     0.0000000000000000        0.0067102990301405     0.0092639081459195       -0.0008995119507497    -0.0000992850764661
     0.0067102990301405    -0.0092639081459195        0.1514528570286739    -0.0000000000000000        0.0017614325636610     0.0010007889309257
    -0.0008995119507497     0.0000992850764661        0.0017614325636610    -0.0010007889309257        0.1481180986284829     0.0000000000000000

     Dynamical Matrix in cartesian axes

     q = (    -0.166666667000   0.481125224000   0.000000000000 )

    1    1
     0.1268909648891666     0.0000000000000000       -0.0213261950405514     0.0000000000578971       -0.0181469446535023     0.0000000000383015
    -0.0213261950405514    -0.0000000000578971        0.2438193550724367    -0.0000000000000000       -0.0391041805052531    -0.0000000000181987
    -0.0181469446535023    -0.0000000000383015       -0.0391041805052531     0.0000000000181987        0.1078991237386221    -0.0000000000000000
    1    2
     0.0230388044693277     0.0192838849062409       -0.0033020945031152     0.0066070172692587        0.0158351537756878    -0.0283201966607745
    -0.0081816234738793     0.0110993297419250       -0.0147118217887635     0.0151074028262915       -0.0626097207597781    -0.0167504211732225
     0.0100192564817539    -0.0201511467005814       -0.0437682453159207    -0.0106170029461586        0.0157201983961948     0.0286498629478853
    1    3
    -0.0282197337315022    -0.0103102413836466       -0.0040707960534411     0.0061632087955744        0.0166084277107966    -0.0278737501430134
    -0.0055214893155623     0.0126351575114428       -0.0057274856836046     0.0202945179303475        0.0458111489607475     0.0458463939485083
     0.0124417761516289    -0.0187525066508310        0.0310787176346194     0.0325959144544139       -0.0326716077681812     0.0007108417117951
    2    1
     0.0230388044693277    -0.0192838849062409       -0.0081816234738793    -0.0110993297419250        0.0100192564817539     0.0201511467005814
    -0.0033020945031152    -0.0066070172692587       -0.0147118217887635    -0.0151074028262915       -0.0437682453159207     0.0106170029461586
     0.0158351537756878     0.0283201966607745       -0.0626097207597781     0.0167504211732225        0.0157201983961948    -0.0286498629478853
    2    2
     0.1095317751940639    -0.0000000000000000       -0.0059550982067660    -0.0086121959901619       -0.0002749013875337    -0.0004266260745727
    -0.0059550982067660     0.0086121959901619        0.1512196835802275    -0.0000000000000000        0.0013065599948449     0.0011094366739220
    -0.0002749013875337     0.0004266260745727        0.0013065599948449    -0.0011094366739220        0.1487918655284586    -0.0000000000000000
    2    3
    -0.0024368658892470    -0.0034732568014352        0.0032776251668311    -0.0121028953951944        0.0045121093554988    -0.0011853599728270
     0.0032776249974265    -0.0121028955566172        0.0174371192090287     0.0103051488299672       -0.0164034033790254    -0.0000403533435952
     0.0045121094393034    -0.0011853598990078       -0.0164034033711577    -0.0000403531446023        0.0021886653286765    -0.0051649903103537
    3    1
    -0.0282197337315022     0.0103102413836467       -0.0055214893155623    -0.0126351575114428        0.0124417761516289     0.0187525066508310
    -0.0040707960534411    -0.0061632087955744       -0.0057274856836046    -0.0202945179303475        0.0310787176346194    -0.0325959144544139
     0.0166084277107966     0.0278737501430134        0.0458111489607475    -0.0458463939485083       -0.0326716077681812    -0.0007108417117951
    3    2
    -0.0024368658892470     0.0034732568014352        0.0032776249974265     0.0121028955566172        0.0045121094393034     0.0011853598990078
     0.0032776251668311     0.0121028953951944        0.0174371192090287    -0.0103051488299672       -0.0164034033711577     0.0000403531446023
     0.0045121093554988     0.0011853599728270       -0.0164034033790254     0.0000403533435952        0.0021886653286765     0.0051649903103537
    3    3
     0.1095317749967712    -0.0000000000000000       -0.0059550980434637     0.0086121957722951       -0.0002749015432918     0.0004266260667437
    -0.0059550980434637    -0.0086121957722951        0.1512196835719758     0.0000000000000000        0.0013065599507080    -0.0011094364995067
    -0.0002749015432918    -0.0004266260667437        0.0013065599507080     0.0011094364995067        0.1487918654597206    -0.0000000000000000

     Dynamical Matrix in cartesian axes

     q = (    0.500000000000   0.096225044000   0.000000000000 )

    1    1
     0.2329461413166231     0.0000000000000000        0.0418310958631441    -0.0000000000181964        0.0242645566177689    -0.0000000000523674
     0.0418310958631441     0.0000000000181964        0.1359756305336896     0.0000000000000000        0.0364154427117047     0.0000000000253324
     0.0242645566177689     0.0000000000523674        0.0364154427117047    -0.0000000000253324        0.1078868399839504    -0.0000000000000000
    1    2
    -0.0072521825728341     0.0042597363195621        0.0063952953062701     0.0220824426170636       -0.0304852470670688    -0.0534428963316394
     0.0080118397661387     0.0161092883145938       -0.0280492193396788     0.0052890092330528       -0.0378414873051147     0.0007824158369118
    -0.0207301723097535    -0.0369546603416234       -0.0258760861717794     0.0004504022773445       -0.0325048724447993     0.0007761217515768
    1    3
    -0.0000629459221292     0.0084104378705267       -0.0223216044457619     0.0055027285952601        0.0615255309256389    -0.0003204523768719
    -0.0179569784218534     0.0011161867196080        0.0094441959107255     0.0269358320578457        0.0182431444438371     0.0331628964232897
     0.0423687624837728    -0.0005244749482862        0.0125479793277849     0.0226345504222504        0.0155802965784983     0.0285381057390096
    2    1
    -0.0072521825728341    -0.0042597363195621        0.0080118397661387    -0.0161092883145937       -0.0207301723097535     0.0369546603416234
     0.0063952953062701    -0.0220824426170636       -0.0280492193396788    -0.0052890092330528       -0.0258760861717794    -0.0004504022773445
    -0.0304852470670688     0.0534428963316394       -0.0378414873051147    -0.0007824158369118       -0.0325048724447993    -0.0007761217515768
    2    2
     0.1457217917182124    -0.0000000000000000        0.0151064293013471    -0.0095785684660875       -0.0001724648204296     0.0013794531744886
     0.0151064293013471     0.0095785684660875        0.1151830114560310     0.0000000000000000       -0.0008709000803095     0.0001061385283619
    -0.0001724648204296    -0.0013794531744886       -0.0008709000803095    -0.0001061385283619        0.1478795713606706     0.0000000000000000
    2    3
     0.0099435489995081    -0.0172176214579860        0.0102647567419011     0.0002260791183597        0.0165236733337822     0.0005392375162061
     0.0102647566249426     0.0002260790769094        0.0048898930954406     0.0107144855613456        0.0049102161186493    -0.0010661362161043
     0.0165236732819023     0.0005392375833400        0.0049102161193893    -0.0010661362069275        0.0022295829828505     0.0049274739732248
    3    1
    -0.0000629459221292    -0.0084104378705267       -0.0179569784218534    -0.0011161867196080        0.0423687624837728     0.0005244749482862
    -0.0223216044457619    -0.0055027285952601        0.0094441959107255    -0.0269358320578457        0.0125479793277849    -0.0226345504222504
     0.0615255309256389     0.0003204523768719        0.0182431444438371    -0.0331628964232897        0.0155802965784983    -0.0285381057390096
    3    2
     0.0099435489995081     0.0172176214579860        0.0102647566249426    -0.0002260790769094        0.0165236732819023    -0.0005392375833400
     0.0102647567419011    -0.0002260791183597        0.0048898930954406    -0.0107144855613456        0.0049102161193893     0.0010661362069275
     0.0165236733337822    -0.0005392375162061        0.0049102161186493     0.0010661362161043        0.0022295829828505    -0.0049274739732248
    3    3
     0.1457217917185896    -0.0000000000000000        0.0151064292850503     0.0095785684318582       -0.0001724649064600    -0.0013794530973052
     0.0151064292850503    -0.0095785684318582        0.1151830114667874    -0.0000000000000000       -0.0008709002377022    -0.0001061386165384
    -0.0001724649064600     0.0013794530973052       -0.0008709002377022     0.0001061386165384        0.1478795713681553    -0.0000000000000000

     Dynamical Matrix in cartesian axes

     q = (    -0.333333333000   0.384900180000   0.000000000000 )

    1    1
     0.1962509319088156    -0.0000000000000000       -0.0619683899617205     0.0000000000028930       -0.0431864725899649    -0.0000000000140689
    -0.0619683899617205    -0.0000000000028930        0.1724845841677091    -0.0000000000000000        0.0046451303922120     0.0000000000326318
    -0.0431864725899649     0.0000000000140689        0.0046451303922120    -0.0000000000326318        0.1062590092166188     0.0000000000000000
    1    2
     0.0104586757303404     0.0242203781164275       -0.0107115761615528     0.0084422549449424        0.0454493482197310    -0.0285085362667836
    -0.0154336805322173     0.0045322102387540       -0.0191111711165245     0.0103631123517344       -0.0445990901038633    -0.0161981204737585
     0.0320863582877807    -0.0192986705944893       -0.0309672711241190    -0.0116777887317540       -0.0154287128880184     0.0279700511848617
    1    3
    -0.0157461249304292    -0.0211676638214566       -0.0126669984679204     0.0050553686691570        0.0474137870416255    -0.0251060131039400
    -0.0116418516305840     0.0110998498024551       -0.0185303046318196     0.0113692034426728       -0.0082715653210431     0.0467230052175928
     0.0327563172095867    -0.0181382617043758       -0.0053703736717956     0.0326573374521279       -0.0319371221204704    -0.0006233647201841
    2    1
     0.0104586757303404    -0.0242203781164275       -0.0154336805322173    -0.0045322102387540        0.0320863582877807     0.0192986705944893
    -0.0107115761615528    -0.0084422549449424       -0.0191111711165245    -0.0103631123517344       -0.0309672711241190     0.0116777887317540
     0.0454493482197310     0.0285085362667836       -0.0445990901038633     0.0161981204737585       -0.0154287128880184    -0.0279700511848616
    2    2
     0.1367419017341922    -0.0000000000000000       -0.0212625947427329    -0.0091944022930184        0.0009529247089064    -0.0008841867440117
    -0.0212625947427329     0.0091944022930184        0.1251998206002873    -0.0000000000000000       -0.0002526665321503     0.0005172184459119
     0.0009529247089064     0.0008841867440117       -0.0002526665321503    -0.0005172184459119        0.1483773752491566     0.0000000000000000
    2    3
    -0.0151001431780812    -0.0038061625508376        0.0072340800618242    -0.0116300267861032        0.0127445141642906    -0.0005994619811946
     0.0072340801104851    -0.0116300267310329        0.0006246053724867     0.0104250539188079       -0.0122078605860747    -0.0006705366504521
     0.0127445142179280    -0.0005994619529047       -0.0122078606043024    -0.0006705367105255       -0.0013802797362672    -0.0054303523597104
    3    1
    -0.0157461249304292     0.0211676638214566       -0.0116418516305840    -0.0110998498024551        0.0327563172095867     0.0181382617043758
    -0.0126669984679204    -0.0050553686691570       -0.0185303046318196    -0.0113692034426728       -0.0053703736717956    -0.0326573374521279
     0.0474137870416255     0.0251060131039400       -0.0082715653210431    -0.0467230052175928       -0.0319371221204704     0.0006233647201841
    3    2
    -0.0151001431780812     0.0038061625508376        0.0072340801104851     0.0116300267310329        0.0127445142179280     0.0005994619529047
     0.0072340800618242     0.0116300267861032        0.0006246053724867    -0.0104250539188079       -0.0122078606043024     0.0006705367105255
     0.0127445141642906     0.0005994619811946       -0.0122078605860747     0.0006705366504521       -0.0013802797362672     0.0054303523597104
    3    3
     0.1367419016512702    -0.0000000000000000       -0.0212625947535126     0.0091944022794341        0.0009529246912359     0.0008841868096302
    -0.0212625947535126    -0.0091944022794341        0.1251998205015249     0.0000000000000000       -0.0002526665657124    -0.0005172184929158
     0.0009529246912359    -0.0008841868096302       -0.0002526665657124     0.0005172184929158        0.1483773752749787    -0.0000000000000000

     Dynamical Matrix in cartesian axes

     q = (    0.500000000000   -0.096225044000   0.000000000000 )

    1    1
     0.2306516471414013    -0.0000000000000000       -0.0421104489372313    -0.0000000000706530       -0.0249413991899204    -0.0000000000423066
    -0.0421104489372313     0.0000000000706530        0.1363567606295957    -0.0000000000000000        0.0347571625392616     0.0000000000636562
    -0.0249413991899204     0.0000000000423066        0.0347571625392616    -0.0000000000636562        0.1069547482012699     0.0000000000000000
    1    2
    -0.0063418870408143    -0.0045742631670859       -0.0065783751737367     0.0211599313125087        0.0304346887155122    -0.0540502990370836
    -0.0080510490278388     0.0142331602424693       -0.0270103639915090    -0.0070093332025727       -0.0364539795749612    -0.0023194673418574
     0.0202727775948502    -0.0378189144600682       -0.0257239972931462    -0.0004097237359667       -0.0324737636242680    -0.0006893999567137
    1    3
     0.0007904820068604     0.0077793619805861       -0.0216142262526392    -0.0048829210472786        0.0620262779356534     0.0006679386469232
    -0.0163518084543047    -0.0001441667338709       -0.0074349237910070     0.0268963189015552       -0.0162182648424104     0.0327298052089718
     0.0428885311965630     0.0013527174064187       -0.0125071636385129     0.0224824981850886       -0.0156398453876302     0.0284678137275597
    2    1
    -0.0063418870408143     0.0045742631670859       -0.0080510490278388    -0.0142331602424693        0.0202727775948502     0.0378189144600682
    -0.0065783751737367    -0.0211599313125087       -0.0270103639915090     0.0070093332025727       -0.0257239972931462     0.0004097237359667
     0.0304346887155122     0.0540502990370836       -0.0364539795749612     0.0023194673418574       -0.0324737636242680     0.0006893999567137
    2    2
     0.1458059865156644     0.0000000000000000       -0.0157454057877764    -0.0090417981373631        0.0014110081014910     0.0016688384527306
    -0.0157454057877764     0.0090417981373631        0.1155288774082053    -0.0000000000000000       -0.0009821765873175    -0.0008555514369033
     0.0014110081014910    -0.0016688384527306       -0.0009821765873175     0.0008555514369033        0.1485313835738317    -0.0000000000000000
    2    3
    -0.0102316923487779    -0.0171262950353769        0.0106128685379936    -0.0002681690419581        0.0164718553482509    -0.0014449995944567
     0.0106128684921333    -0.0002681690586669       -0.0054125670825614     0.0109624160144407       -0.0045840940198142    -0.0008579132653183
     0.0164718552158582    -0.0014449994844436       -0.0045840939530659    -0.0008579132189756       -0.0017446151944194     0.0051275467735529
    3    1
     0.0007904820068604    -0.0077793619805861       -0.0163518084543047     0.0001441667338709        0.0428885311965630    -0.0013527174064187
    -0.0216142262526392     0.0048829210472786       -0.0074349237910070    -0.0268963189015552       -0.0125071636385129    -0.0224824981850886
     0.0620262779356534    -0.0006679386469232       -0.0162182648424104    -0.0327298052089718       -0.0156398453876302    -0.0284678137275597
    3    2
    -0.0102316923487779     0.0171262950353769        0.0106128684921333     0.0002681690586669        0.0164718552158582     0.0014449994844436
     0.0106128685379936     0.0002681690419581       -0.0054125670825614    -0.0109624160144407       -0.0045840939530659     0.0008579132189756
     0.0164718553482509     0.0014449995944567       -0.0045840940198142     0.0008579132653183       -0.0017446151944194    -0.0051275467735529
    3    3
     0.1458059866038359    -0.0000000000000000       -0.0157454058303246     0.0090417980676459        0.0014110080573282    -0.0016688384982164
    -0.0157454058303246    -0.0090417980676459        0.1155288774858503    -0.0000000000000000       -0.0009821765486669     0.0008555514611582
     0.0014110080573282     0.0016688384982164       -0.0009821765486669    -0.0008555514611582        0.1485313834175783    -0.0000000000000000

     Dynamical Matrix in cartesian axes

     q = (    -0.333333333000   -0.384900180000   0.000000000000 )

    1    1
     0.1937037454172788     0.0000000000000000        0.0627938620031604     0.0000000000408845        0.0430577222779286     0.0000000000310632
     0.0627938620031604    -0.0000000000408845        0.1729772252594103     0.0000000000000000        0.0044730567264359    -0.0000000000011061
     0.0430577222779286    -0.0000000000310632        0.0044730567264359     0.0000000000011061        0.1077823997253104    -0.0000000000000000
    1    2
     0.0108330077742273    -0.0248150181086063        0.0106305330250337     0.0087675617371500       -0.0459146022055786    -0.0284141585733198
     0.0152513248621240     0.0044427137216736       -0.0188663822225820    -0.0098718256361361       -0.0448921528575414     0.0158996701985126
    -0.0325094865513897    -0.0193642171273306       -0.0306369160339489     0.0119631184788481       -0.0153904723027212    -0.0287123562535083
    1    3
    -0.0108330077635246    -0.0248150180533470       -0.0106305330879690     0.0087675616759644        0.0459146021348920    -0.0284141585697239
    -0.0152513249313964     0.0044427137114512        0.0188663821760510    -0.0098718255646429        0.0448921528333025     0.0158996701724861
     0.0325094865790369    -0.0193642171720956        0.0306369160543796     0.0119631184952325        0.0153904722975226    -0.0287123563620491
    2    1
     0.0108330077742273     0.0248150181086063        0.0152513248621240    -0.0044427137216736       -0.0325094865513897     0.0193642171273306
     0.0106305330250337    -0.0087675617371500       -0.0188663822225820     0.0098718256361361       -0.0306369160339489    -0.0119631184788481
    -0.0459146022055786     0.0284141585733198       -0.0448921528575414    -0.0158996701985126       -0.0153904723027212     0.0287123562535083
    2    2
     0.1364778477736993    -0.0000000000000000        0.0211961847171648    -0.0090439082483089       -0.0014889854478676    -0.0006396942692143
     0.0211961847171648     0.0090439082483089        0.1252463618392637     0.0000000000000000       -0.0011203411967332    -0.0002235176479113
    -0.0014889854478676     0.0006396942692143       -0.0011203411967332     0.0002235176479113        0.1479139558375850     0.0000000000000000
    2    3
     0.0031432287198421    -0.0155334206659484        0.0140467959987954    -0.0006898872168672        0.0068387825088585    -0.0113747140820584
     0.0140467960192661    -0.0006898872693106        0.0092681293576502     0.0054160046726250        0.0056816833230652    -0.0113883500442977
     0.0068387826262846    -0.0113747141207742        0.0056816834001753    -0.0113883500129131       -0.0021884774746030    -0.0044121756829517
    3    1
    -0.0108330077635246     0.0248150180533470       -0.0152513249313964    -0.0044427137114512        0.0325094865790369     0.0193642171720956
    -0.0106305330879690    -0.0087675616759644        0.0188663821760510     0.0098718255646429        0.0306369160543796    -0.0119631184952325
     0.0459146021348920     0.0284141585697239        0.0448921528333025    -0.0158996701724861        0.0153904722975226     0.0287123563620491
    3    2
     0.0031432287198421     0.0155334206659484        0.0140467960192661     0.0006898872693106        0.0068387826262846     0.0113747141207742
     0.0140467959987954     0.0006898872168672        0.0092681293576502    -0.0054160046726250        0.0056816834001753     0.0113883500129131
     0.0068387825088585     0.0113747140820584        0.0056816833230652     0.0113883500442977       -0.0021884774746030     0.0044121756829517
    3    3
     0.1364778476550472     0.0000000000000000        0.0211961847012453     0.0090439081286405       -0.0014889853818867     0.0006396942438283
     0.0211961847012453    -0.0090439081286405        0.1252463617936043     0.0000000000000000       -0.0011203411087609     0.0002235176525154
    -0.0014889853818867    -0.0006396942438283       -0.0011203411087609    -0.0002235176525154        0.1479139561249872     0.0000000000000000

     Diagonalizing the dynamical matrix

     q = (    0.166666667000   0.481125224000   0.000000000000 )

***************************************************************************
   freq (    1) =     2.22378128 [THz] =    74.17734848 [cm-1]
(  -0.049301  0.000000   0.037150 -0.000000   0.616141 -0.000000 )
(   0.123483  0.205873   0.410674 -0.090494  -0.131415 -0.090494 )
(  -0.123483  0.205873  -0.410674 -0.090494   0.131415 -0.090494 )
   freq (    2) =     3.20504617 [THz] =   106.90881719 [cm-1]
(  -0.491214  0.000000   0.110455  0.000000   0.092082  0.000000 )
(   0.364137 -0.408441   0.115764  0.152942  -0.038033  0.152942 )
(  -0.364137 -0.408441  -0.115764  0.152942   0.038033  0.152942 )
   freq (    3) =     3.84912202 [THz] =   128.39287195 [cm-1]
(   0.086845  0.000000   0.385470 -0.000000   0.126545 -0.000000 )
(  -0.145714 -0.069868   0.180076  0.147580   0.577383  0.147580 )
(   0.145714 -0.069868  -0.180076  0.147580  -0.577383  0.147580 )
   freq (    4) =     4.07184600 [THz] =   135.82214316 [cm-1]
(  -0.046677  0.000000   0.038518 -0.000000  -0.025600 -0.000000 )
(   0.447938  0.445205  -0.191303  0.102431   0.196908  0.102431 )
(  -0.447938  0.445205   0.191303  0.102431  -0.196908  0.102431 )
   freq (    5) =     4.38431625 [THz] =   146.24502724 [cm-1]
(  -0.283553  0.000000   0.102127 -0.000000   0.075291 -0.000000 )
(  -0.222182  0.193742   0.148493 -0.217011  -0.030043 -0.217011 )
(   0.222182  0.193742  -0.148493 -0.217011   0.030043 -0.217011 )
   freq (    6) =     5.25402749 [THz] =   175.25546765 [cm-1]
(  -0.136357  0.000000   0.018688  0.000000   0.064223  0.000000 )
(  -0.220906  0.163061   0.019182  0.609445  -0.199816  0.609445 )
(   0.220906  0.163061  -0.019182  0.609445   0.199816  0.609445 )
   freq (    7) =     5.69749609 [THz] =   190.04798576 [cm-1]
(   0.429931  0.000000  -0.172010  0.000000  -0.521653  0.000000 )
(   0.152057  0.018961   0.453692  0.093282  -0.038935  0.093282 )
(  -0.152057  0.018961  -0.453692  0.093282   0.038935  0.093282 )
   freq (    8) =     6.56021158 [THz] =   218.82507277 [cm-1]
(   0.673294 -0.000000   0.064776 -0.000000   0.506359 -0.000000 )
(   0.082395 -0.146539  -0.142274  0.073958  -0.091661  0.073958 )
(  -0.082395 -0.146539   0.142274  0.073958   0.091661  0.073958 )
   freq (    9) =     8.44893065 [THz] =   281.82595049 [cm-1]
(  -0.096935  0.000000  -0.889824 -0.000000   0.238556 -0.000000 )
(  -0.046912 -0.041772   0.020629  0.058817   0.241646  0.058817 )
(   0.046912 -0.041772  -0.020629  0.058817  -0.241646  0.058817 )
***************************************************************************
