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YM3m] Ujh
d P Tp 3ʼnEPEd dDžh hM'E EPdDPMDEMX&M 0&PhMDMDMDPlDElQdRMhhElDE MDEMd
YM3l] Ujhud P Tp 3ʼnEPEd ,E Džh hM&EEP,DPlDEM1%h<hlDhhLlDlDhh }6h`E lDEM`. lDPMDEMtDЅ j`BXEX t!EP,QX(
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YM3Wj] Ujhٝd P Tp 3ʼnEPEd dDžh hMH$E EPdDPMDEM"M "Ph̿MDMDMDPlDElQdRMuhhElDE MDEMd
YM37i] Ujhad Ph Tp 3ʼnEPEd h8M2#E hpM #EEPMQDP CEM!EM! CPCEh<M"EURDP4DEMT!M,!Ph4D4D4DP|DE |tDuXDž E|DE4DECE C Q̉Q|4DhCj DE
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YM3c] UQME HMPD]UQME HMQMTDE] UQMM@tD؋]Ujh*d PQTp 3PEd ME HE M@DE MPDEM Md
Y]UjhYd PQTp 3PEd MMOE E HMQMTDEU RM@DEEMd
Y] UQMM@tD؋]Ujhd PQTp 3PEd ME HE M@DE MPDEM/Md
Y]Ujhd PQTp 3PEd MM2NE E HMQMTDEU RM@DEEMd
Y] UjhŞd P Tp 3ʼnEPEd dDžh hMxE EPdDPMDEMM PhtMDMDMDPlDElQdRMhhElDE MDEMd
YM3g`] Ujh)d P Tp 3ʼnEPEd dDžh hMXE EPdDPMDEMM PhMDMDMDPlDElQdRMhhElDE MDEMd
YM3G_] Ujhd P Tp 3ʼnEPEd ,E Džh hM1EEP,DPlDEMh\htlDhhlDlDhh }6h`E lDEM`. lDPMDEMtDЅ j`BXEX t!EP,QX(
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YM3\] Ujhd P Tp 3ʼnEPEd dDžh htME EPdDPMDEMM `Ph MDMDMDPlDElQdRM%hhElDE MDEMd
YM3[] Ujh}d Ph Tp 3ʼnEPEd hME hMEEPMQDP CEMZEMN CPCEh<MTEURDP4DEMMPh4D4D4DP|DE |tDuXDž E|DE4DECE C Q̉Q|4Dh Cj DE
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YM3X] Ujhd P(Tp 3ʼnEPEd Mh\ME j EPM̃@CEEMEӋMd
YM3kX]Ujh d PxTp 3ʼnEPEd ME M@tDtRhM^E MMUREPM@lDEMME UUEE2hM EM|E UU|EMMURMEEE Mt eME Ut eMfEEt eMKEMd
YM3W] Ujhd PxTp 3ʼnEPEd ME M@tDtRhtME MMUREPM@lDEMME UUEE2hMEM|E UU|EMMURMEEE Mt eM!E Ut eMEEt eMEMd
YM3U] Ujhd PxTp 3ʼnEPEd ME M@tDtRh\ME MMUREPM@lDEMME UUEE2hMLEM|E UU|EMMURM% EEE Mt eM
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YM3YT] Ujhmd PxTp 3ʼnEPEd ME M@tDtRhM>E MMUREPM@lDEMME UUEE2hM
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YM3R] Ujhݢd PxTp 3ʼnEPEd ME M@tDtRhM E MMUREPM@lDEMME UUEE2hM EM|E UU|EMMURMeEEE Mt eM E Ut eM
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YM3Q] UjhMd PxTp 3ʼnEPEd ME M@tDtRhM~ E MMUREPM@lDEMME UUEE2hM, EM|E UU|EMMURMEEE Mt eM E Ut eM EEt eMk EMd
YM39P] Ujhd P0 Tp 3ʼnEPEd hM2
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YM3M] UQME GMPD]UQME GMQMTDUE B@E] Ujhd P Tp 3ʼnEPEd DDžH h8*MHE EPMQM lDEMDžP PRj\M9LLt>h\jLPMdLPPRj\MLhP*MEEPDDPTDEMOM'Ph*TDTDTDPMDHHETDE MEMd
YM3K] Ujhcd P Tp 3ʼnEPEd (Dž, h ME EP4QM lDEMQDžP PRj\4
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YM3I] Ujhd P Tp 3ʼnEPEd Dž h ME EP DPTDEMEh h8 TDMQ B@ I@BЉEPhX TDEMTDDžP TDPP PR0DEhp MEEPQ0lDEMSU RP"ȅtS0RMDE E0DE TDEQE E0Dj MDE TDEMd
YM3fG] UjhJd P Tp 3ʼnEPEd dDžh h MXE EPdDPlDEMh0 h lDM Phx lDMQdB@dI@BЉ``\E\gPh lDEMilDlDPMDhhE lDEMd
YM3E] Ujhd P Tp 3ʼnEPEd HDžL h ME EPHDPTDEMhh hTDM PPREPT@DD@E@Ph TDEMURHH@HB@ȋBЉ<<8E8Ph TDEMTDTDPMDLLE TDEMd
YM3BD] Ujhud P Tp 3ʼnEPEd pDž, h*M8E EPpDP4DEMh+h"4DMQpB@pI@BЉllhEhaPhP+4DEMc4D,, }*,xE4Dx Dž0 Dž( 4D(( (PDEDž @1 RPQpEtDЅuED뛍PQpEtDЅu%EDEDFh %M1EEPQlDE Mh%R9 t4EEDEDDž| h j QB Dž| 000hh+M]E
URP,DE Mj Yb1Pj DPQ` |RME oEEDEDED\Džt E4DtMd
YM3@] Ujhd P Tp 3ʼnEPEd E EE} MQURE MtDuEMDE MM} UREP$QE$tDЅuE $D몍$PpQEptDЅu%EpDE $DUh"MEEPDQplDEMh|"DRt4EDEpDE $DDž h j QU? Dž U Eh*MAEMQ`Rp,DEMj `=F.Pj `(PPD QME`SEDEpDE $DEMDd3Md
YM3=] Ujh d PLTp 3PEd MEPMQME MtDЅu"E E EMDE]M QUREPMEMtDȅtUE E E MDEMDEMd
Y] Ujhd P Tp 3ʼnEVWPEd hx@j jQ Dž lE Eh@MEEPDP|DEMh@AhA|DMQB@I@BЉ EPhA|DEM|D }URhAj j P tE|DE Elp h |DPDEDžh tD hBMEMQURlD E QlEMEMhThhTQ|DP4DE 4RDE4DlPhBj jlO ltFEDE|DE aEl hHCd:E
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Y_^M32] Ujhпd P Tp 3ʼnEVWPEd ,hh:j jH 8 Dž |`E h:MEEP,DPDEMLh(;hl;DMQ,B@,I@BЉ(($E$Ph;DEMD }FRh;j j G 3E DE|> DPDEtD ht<MhEMQURlD E Q|EMEMDPPDEPRDEPD?|Ph<j jqF
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tD h>,E,QRlDE,fDž Dž |V9s2j Q|zPu Dž 묃 Dž Dž j h ppRh Ph,"Qh"pttt u> h?j j C (E
G+RPQXP0C+RPQ RP0CWDžt h j xRL- Džt x|UEh?!ERP,DEvj P PePQ tRMvEEH4DP0DE0PDE0DE
:E DE4DEDE DE|b3RM{Ph?j jl@ Md
Y_^M3;*] Ujhsd P Tp 3ʼnEPEd lh87j j? Dž` h7ME EPlDPDEMh8h@8DMQlB@lI@BЉhhdEd9Ph`8DEM;D`` }7`Rhx8j j > ED DPDEtD hd9MEMQRlDEMPMh|9MEMQRlDE
M>PM tE h9d@E dQR,DEdvj 'PPM,DPpDEpQDEpDE E
NE?E0_EDED3`PM Ph9j j< k`Md
YM3&] Ujhd P Tp 3ʼnEPEd h 4j ja< DžH h4ME EPDPDEM hh|(DMQB@I@BЉ|E|Ph4DEMDHH }7HRh 5j j k; ED DPDEtD h)MHEMQRlDEMPMbh5MEMQ RlDE
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M=RM 4DPDE PDE
DEE EDE4D3|RM Phx3j jr3 |Md
YM3C ] Ujhd PLTp 3PEd MEPMQME MtDЅu=MPhH)j j 2 sE EMDE]E PMQURMEMtDtMU E E MDEMDEMd
Y] Ujhd Ph Tp 3ʼnEPEd Dž $DE h`!M%EEP DP|DEMhx!MEMQDEMhMEURDP DEM^M 6Ph D D }gPh!j j 1 蝴Dž E DE PDE DG DPDEtDȅuph4 j j t0
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YM3L] Ujh%d P Tp 3ʼnEPEd \E M PYEP\E jQ hDEh(!ERlP `DEQ̉QM4Dh8!l\D\RhH!l(DH@QRM-ElPM*EMElDE dDE\Md
YM3] Ujhd P Tp 3ʼnEPEd h ME EPMQMlDEMNDžP PRj\Mt>h\jPMPPRj\MNh0 M EEPDPTDEMMPhx TDTDTDP0DE0tDȅuADž E0DETDEMB@PQE0R EE0DETDEMMd
YM3d] Ujhd P$ Tp 3ʼnEPEd <E M PMLEEP<E MjQhDEh EREP`DEQ̉QM4Dh M\D<Rh M0DH@QRLLEEPLIELEMDE dDE<Md
YM3] Ujh\ d P@ Tp 3ʼnEPEd h` ME EP4QMlDEMkDžP PRj\4tDh4jP4PPRj\4bhx M EEPDPTDEMM QURT@EkPh TDEMm4BPh TDTDTDPDEtDȅuGDž EDETDE4 B@PQEREcEDETDE4QMd
YM3 ] Ujh d P$ Tp 3ʼnEPEd PM4DE KPE pURP,hDEh0 EQlR,`DEU*Q̉Ph@ l\DM Q̉P]hP l\DH@QRMElPMEMElDE,dDEMd
YM3N
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YM3 ] UjhNd P Tp 3ʼnEPEd j PLhDE h pEQ,RL`DEMu.MQ̉ P= h ,\DQ@RPME,QMEMuE ,DELdDMd
YM3= ] Ujhmd P Tp 3ʼnEPEd Džt EP|Q E |tDЅuIMPh 1j j WDž, E|D, hl1MEEPQ|lDEMhDžP PRj\pptDhjpPpPPRj\_ph1MEEP DPTDEMPh1TDTD Q@R PrEDžx TDxx xQPDEPR ltt tht(EPDEETDE E|D( EPD,h1ME MQ DPDE MS(Ph(2DDDžx Dxx xR0DE 0Ptt tut$E 0DEDEnETDE oE|D$vE 0D Dž EDEETDE E|D Md
YM3] Ujhd P Tp 3ʼnEPEd \E EPMQ\E MtDЅu7h/j j @ ٟ E EMDE E PMQUR\PEMtDS M QURT@XXTEjTQUR\EEM誾} E PMQlR\ƹPPLELQMDElDMtDЅuNE Ph/j j 跞Džh
E MDEMDh KMQhx0j j gDžd E MDEMDdiUREP\BEЃ} }!MaPh0j j b MЉ`E MDEMD`Md
YM3
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} E PMQlR\&PPLELQMDElDMtDЅuNE Ph.j j ~ Džh
E MDEMDh KMQh/j j . ǛDžd E MDEMDdiUREP\EЃ} }!MPhX/j j [MЉ`E MDEMD`Md
YM3m] UjhWd P Tp 3ʼnEPEd XE EPMQXŹE MtDЅu7h-j j 虚 E EMDE E PMQURXEMtDV M QURT@TTPEjPQURXIEEMj} E PMQlRX膴LLHEHQMDElDMtDЅuNE Ph-j j wDžh
E MDEMDh NMQhH.j j 'Džd E MDEMDd UREPXEЃ} }KMQhj j $ 轘Dž` E MDEMD`,UЉ\E MDEMD\Md
YM3] Ujhd P Tp 3ʼnEPEd XE EPMQX襴E MtDЅu7h|,j j 0 ɗ E EMDE E PMQURX@EMtDV M QURT@TTPEjPQURXyEEM蚶} E PMQlRX趱LLHEHQMDElDMtDЅuNE Ph,j j 觖Džh
E MDEMDh NMQh@-j j WDžd E MDEMDd UREPX EЃ} }KMQh$j j T Dž` E MDEMD`,UЉ\E MDEMD\Md
YM3] Ujhd P Tp 3ʼnEPEd XE EPMQX蕵E MtDЅu;EPh+j j \ E EMDE M QUREPXlEMtDȅR U REPT@TTPEjPREPXEEMƳ} M QURlPXLLHEHRMDElDMtDuJh+j j > ד Džh
E MDEMDh NMQh8,j j 臓Džd E MDEMDd UREPXOEЃ} }KMQh<j j Dž` E MDEMD`,UЉ\E MDEMD\Md
YM3 ] Ujh-d P\Tp 3PEd MEPMQMhE MtDЅu E EMDES E PMQURMάEMtDu,E E MDEMDE MQME} U REPMUE} }Dh)j j
藑 E E MDEMDE E E MDEMDE`Ah)j j
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Y] Ujhnd P Tp 3ʼnEPEd XE EPMQXuE MtDЅu@M覯Ph%j j @E EMDE E PMQURX跪EMtD M QURT@TTPEjPQURXEEM} }ZMPMڮPEPhX&j j pE E MDEMDEC }
M QURhPXͩLLHEHRMDEhDMtDuJh&j j ) Džd
E MDEMDd MQURXzEЃ} }GhD'j j
\ Dž` E MDEMD`,EЉ\E MDEMD\Md
YM3?] Ujhd P Tp 3ʼnEPEd XE EPMQXEE MtDЅu@MƬPh0$j j `E EMDE E PMQURXקEMtD M QURT@TTPEjPQURXEEM1} }ZMPMPEPh$j j 萌E E MDEMDEC }
M QURhPXLLHEHRMDEhDMtDuJh(%j j I Džd
E MDEMDd MQURXEЃ} }Gh%j j | Dž` E MDEMD`,EЉ\E MDEMD\Md
YM3_] Ujhd P\Tp 3PEd ME EPMQM1E MtDЅu E EMDEk E PMQURM'EMtDu,E E MDEMDE MQME} U REPME} }PM QUREPhP#j j K E E MDEMDE E E MDEMDElMM QUREPh#j j iE E MDEMDE E MDEMDMd
Y] Ujh7d P Tp 3ʼnEPEd \E EPMQ\%E MtDЅu;EPh0"j j 腈E EMDE M QUREP\EMtDȅuNU REPT@XXTEjTREP\9EEMZ} M QURlP\vPPLELRMDElDEPMQ\}EЃ} }KURh"j j [Džh E MDEMDhyKEPh#j j u Džd E MDEMDd,MЉ`E MDEMD`Md
YM3] Ujhd P Tp 3ʼnEPEd tM 觮t
h M٦E MQURMlDEM腥Dž0 0Pj\Mʮt>h4jQM00Pj\M腮h M@EMQtDP4DEMM踤Ph 4D4D4DPDEtDЅuSE PMQtEDE4DEMBV EUtv蕲h M8EEPQ,DpplE lP5EvEM誣oE
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YM3] Ujh"d P Tp 3ʼnEPEd 8E EPMQ8E MtDЅudEP88BЉEЃ} }DMPMQh'j j 謁E EMDEN URlP8t440E0RMDE lDMtDu=h(j j Džh EMDh M QUREP8芛EMtDȅE U REPT@,,(Ej(REP8EEM} tJh(j j Y Džd E MDEMDd M QURDP8躚$$ E RMDEDDMtDuGh(j j Dž@
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YM3}] Ujh"d P Tp 3ʼnEPEd dE EPMQdEE MtDЅu E EMDE E PMQURd8EMtDuNM QURT@``\Ej\QURduEEM薝} uPE PMQlRd趘XXTETQMDElDUREPMQd(hE MDEMDhMd
YM3] UQMM@tD؋]Ujhނd PQTp 3PEd ME lGE M@DEMPDMd
Y]Ujhd PQTp 3PEd ME lGMQMTDE U RM@DE@` EEMd
Y] Ujhąd PxTp 3ʼnEPEd ME M@tDtRh'M讜E MMUREPM@lDEMME UUEE2h(M\EM|E UU|EMMURM5EEE Mt eMњE Ut eM趚EEt eM蛚EMd
YM3i] Ujh4d PxTp 3ʼnEPEd ME M@tDtRhPGMNE MMUREPM@lDEMME UUEE2h&MEM|E UU|EMMURMՋEEE Mt eMqE Ut eMVEEt eM;EMd
YM3 ] Ujhd PxTp 3ʼnEPEd ME M@tDtRh(GME MMUREPM@lDEMME UUEE2hT&M蜙EM|E UU|EMMURMuEEE Mt eME Ut eMEEt eMۗEMd
YM3] Ujhֆd P0Tp 3ʼnEPEd ME Mȃ@tDt4hGM莘E M̃Mj URMȃ@pDEE EĉEEM̃t eMEЋMd
YM3]Ujh_d PH Tp 3ʼnEPEd lGMQTDE j @DEE B`hFM蛗EMQDPTDEM;hFhFTDURE M BЉEӕPhFTDEMՕTDDžP TDPP PRDEPQ EUREPE
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YM3D] UQME MM]UQME PMQMUME] UQME MM]UQME PMQMIUME] Ujhd PTTp 3ʼnEPEd MM@tDtxh!M蕔E MQURM@lDEM>E E EPMQD@ỦUEЉEEMEU33ҋMd
YM3]Ujhd P@Tp 3ʼnEPEd ME EPMMBE M^ȅt-h\ M蚓UUEMRE jh,!M EЃ}u*hD!MUEEEM
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YM3b] Ujh\d PxTp 3ʼnEPEd ME M@tDtRh MNE MMUREPM@lDEMME UUEE2h MEM|E UU|EMMURMՂEEE Mt eMqE Ut eMVEEt eM;EMd
YM3 ] Ujhd P4Tp 3ʼnEPEd ME EPMMBE M螘ȅt)URMEăEEM蓏E[MQMRh BPEPMQM9RMEăEEM6EMd
YM3] Ujhd PxTp 3ʼnEPEd ME M@tDtRh ME MMUREPM@lDEMME UUEE2h M蜏EM|E UU|EMMURMuEEE Mt eME Ut eMEEt eMۍEMd
YM3] Ujhid PxTp 3ʼnEPEd ME M@tDtRhx M莎E MMUREPM@lDEMME UUEE2h M<EM|E UU|EMMURMEEE Mt eM豌E Ut eM薌EEt eM{EMd
YM3I] Ujh߸d P Tp 3ʼnEPEd LEPM QURLhE L MMQhp pR@ Eh MEEPLDPMDEM蟋h h MDM dPh0 MDpJPh` MDMDMDPPDEPQL@DEPDEMDE pELMd
YM3] Ujhd P, Tp 3ʼnEVWPEd Dž, Dž0 h2j j[ j h 3M脋E EPDP4DEM!hH3h34DMQB@I@BЉE證Ph34DEM诉4D,, t@h3j j v j Dž E4DC U 4DP DE tD j`B E t$ QR
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YM3V] Ujhpd P Tp 3ʼnEPEd Dž Dž EPQ@H@BЉ E RDP<DEM趃h-MلEEP<DEM艃h.M謄EMQ<CEM\<D }2j MDE < DE < DP DE tDuWhT.j j Zc j MDE DE < DEB RMDE DE < DEMd
YM3] Ujhd P Tp 3ʼnEPEd HMTPHuE TtDȅu(DžP ETDP TRHPtEMQtTDD@E@PM迉EM3DžL E tETDLMd
YM3] Ujh'd P Tp 3ʼnEPEd hX-MҁE h-M辁EEPMQDPMCEM]EMQMCPHCEQԉ$RM4Dht-HCj DEQHCPLRMCEDLCth' h LCLCDD t`(QLCE (RN ( PDPh.j j _E(D ELCEHCEMC Md
YM3] Ujhd P Tp 3ʼnEPEd M Wt
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YM3] Ujh>d P Tp 3ʼnEPEd DžH EPh),Q0 E h(MzEUR DPlDEMyh0*h *lDEP Q@ H@BЉEyPhx*lDEMy,xPh*lDlDlDPLDELtDЅuhMxPh*j j 0YDž( ELDE lDE,ax( LP dHH }lM
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YM3V] Ujhd P Tp 3ʼnEPEd @DžP TP@E TtDȅu(DžL ETDL TR@PTP@QtEURtz<<8E8QM~EMYvP }\M(vPPRh)j j " VDžH E tETDH4PDE tETDDMd
YM3葼] Ujh+d P Tp 3ʼnEPEd <Džd EPh`$Q谰 E hx$MivEUR<DPDEM uh$h$DEP<Q@<H@BЉ884E4tPh %DEMtltPhP%DDDPDEtDЅuhMtPhh%j j TDžh EDE DEsh$ h%MtEh%MtEEPMQ<DPhCE MsE
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YM3胸] Ujhd P Tp 3ʼnEPEd E (PE (tDȅu(Dž$ E(D$ hT#M'rEh#MrEUREPDPMCEMpEMpMCPHCEQ̉ Q(4Dht#HCj DEPHCPLQMCE DLCЅth' h LCLCE} }nEPh$$j j CPDž ELCEHCE MCE(DOMELCEHCE MCE(DMd
YM3]Ujhnd P| Tp 3ʼnEPEd Dž h"MoE h8"MoEEPMQDPCEM`nEMTnCPCEURH@B@ȋBЉEmQ̉P8h|"CEMmQ̉h"h"Cj DEPCPQCE DCЅth' h C8D: MQB@I@BЉE
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YM3װ] Ujhd P Tp 3ʼnEPEd pE h`!M{`sE PppB ЉEЃ} }3MQhh!j j D IEu 3fh j P) h QTARB t#E\u3ҋfEDž u9 jhd!Ru ujPQRuqEh! hPHCt^h!gPHCt@h!gPHCt"h!gPHC PuPxEjj\xӨtt tQj URxpllhEhQMoEM'gRMfPHCt"ExfE f2
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YM3m] Ujh6d P4 Tp 3ʼnEPEd Dž M
pE Mnh MQgEEPDP DEMeh` h DMQP҉EePh DEMe D tSQh j j E EDž E DEMqy DPhDEhtDЅ h MfEEPQh,DEPMpEGqEM{d QMLUPM2PM7ȅt$M7PMqj RMv뽍 DPDEPhDEDEhDE DEMdpMd
YM3o] UjhHd P Tp 3ʼnEVWPEd ME E EPMvE} t$MQhP5j j CEq } u h5j j ~C EK UREMB ЉEMME u h5j j蕿 .C(EMbUREMB Љ||xE xRMEEMAb} tgEPMMB ЉttpE URp h6j j ݾ vB,EMaEEMM} tjUM҉l
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Y_^M3] UQME MM]UQME PMQMUME] Ujhd P Tp 3ʼnEPEd h MM\E h`MM\EEPMQDPMCEMM[EMA[MCPHCE8dERM4DEQ8dE葌8Rh<MHCj DEQHCPLRMCE
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YM3=] Ujhtd P0 Tp 3ʼnEPEd hHLMBZE hxLM.ZEEPMQDPMCEMXEMXMCP0CE lbEURMCEJXP變EQ HbEEM-X RhK0Cj DE Q0CP4RMCE D4Cth' h 4C4C t` Q4CE RV (WP PhLj j " 7E W E4CE aE0CEMCMd
YM3虝] Ujh
d P` Tp 3ʼnEPEd h KMWE hpKM~WEEPMQDPhCEMVEMVhCPCEURH@B@ȋBЉEUQ̉PhDKCEMU D_EURMCE"UP膇E Q _EцEMU RhKCj DE
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YM3k] UQME <HML]UQME PMQMLU<HE] Ujhd P Tp 3ʼnEPEd DDžH hMTE EPMQM lDEMRDžP PRj\M[LLt>hjLPM$[LPPRj\M[Lh(MoSEEPDDPTDEMRMQPhlTDTDTDPMDHHETDE MQEMd
YM3v] Ujh-d P Tp 3ʼnEPEd (Dž, hMhRE EP4QM lDEMQDžP PRj\4SZ00tDhj0P4{Y0PPRj\4Z0hMQEEP(DPTDEMcPMQURT@$$ E PPhPTDEMP4OPhpTDTDTDPMD,,ETDE 4OEMd
YM3t] Ujhd P Tp 3ʼnEPEd Dž hMhPE EP DPTDEMOh@hTDMQ B@ I@BЉENPhTDEMNTDDžP TDPP PR0DEhMjOEEPQ0lDEMNU RPSoȅtS0RMDEME0DE TDEQEME0Dj MDE TDEMd
YM3&] Ujhd P Tp 3ʼnEPEd dDžh h@MNE EPdDPlDEMLhhlDM wLPhTlDMQdB@dI@BЉ``\E\'LPhlDEM)LlDlDPMDhhE lDEMd
YM3趒] Ujhd P Tp 3ʼnEPEd HDžL hPMLE EPHDPTDEMEKhhTDM PPREPT@DD@E@JPhTDEMJURHH@HB@ȋBЉ<<8E8sJPhTDEMuJTDTDPMDLLE TDEMd
YM3] UjhKd P Tp 3ʼnEPEd pDž, hMJE EPpDP4DEMIhhl4DMQpB@pI@BЉllhEh!IPh04DEM#I4D,, }*,xE4Dx Dž0 Dž( 4D(( (PDEDž @1 RPQpEtDЅuED뛍PQpEtDЅu%EDEDFh$MHEEPQlDE MGhTRht4EpGEDEDDž| h j Q@ Dž| 000hM HE
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YM3Ԍ] Ujhd P Tp 3ʼnEPEd E EE} MQURE MtDuEMDE MM} UREP$QE$tDЅuE $D몍$PpQEptDЅu%EpDE $DUh MEEEPDQplDEMoDhDRet4EDEDEpDE $DDž h j Q Dž U Eh$MEEMQ`Rp,DEMCj `P{Pj `PaCPPe QMrRE`PEDDCEpDE $DEMDd3Md
YM3ى] Ujhd PLTp 3PEd MEPMQME MtDЅu"E E EMDE]M QUREPMEMtDȅtUE E E MDEMDEMd
Y] Ujhfd P Tp 3ʼnEVWPEd hj j诞 H" Dž lpKE ^KEh MBEEPDP|DEMMAhHh |DMQB@I@BЉ E@Ph|DEM@|D }URhj j 蛝 4!E|DE
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JPEu&Dž R 뒃 Dž Dž j h,rEXXQhRERh 2EPhEtXttt tu> hj j 舘 ! (E;#+QRPD ;P0C%;t+QRP|D:P0C:Dž\ h j `Qł Dž\ `dxjEh;EQR,DE<:QGvj GPxDBxyqPx9PhP[ \QMHEFEx9 DPDERDEDEq9E DE DEDE|DE MElE3XQMGPh`j jՕ nMd
Y_^M3] UjhNd P Tp 3ʼnEVWPEd ,hj j_ Dž | BE hhMl9EEP,DPDEM 8hhDMQ,B@,I@BЉ(($E$7PhDEM7D }FRhxj j Z E DE|C DPDEtD hHM(8EMQURlD E Q|XBEM6EM6DPPDEPRDEPD?|pCPh`j j1 |lCt7EDE DE|B h`d7E dQ,DP4DE d5hh<4Dhh 4DHR,H@,B@ȋBЉE 5Ph(4DE H54D }fRh@j j ؑ qE4DEDE DE|\A= 4DPDE
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YM3j] Ujhd PLTp 3PEd MEPMQME MtDЅu=M"Ph j j 3E EMDE]E PMQURMEMtDtMU E E MDEMDEMd
Y] Ujhcd Ph Tp 3ʼnEPEd Dž $DE hM"EEP DP|DEM!hM"EMQDEM[!hM~"EURDP DEM !M Ph D D }gPhj j } ]Dž E DE PDE DG DPDEtDȅuphj j 4} Dž EDE DE PDE D hdM!E URPlDE M ds)E t PQE
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YM3ab] Ujh/d P Tp 3ʼnEPEd hpMb E EPMQMlDEMDžP PRj\MS$t>hljPM~#PPRj\M$hMEEPDPTDEMiMAPhTDTDTDP0DE0tDȅuADž E0DETDEMB@PQ賽E0RͽEhE0DETDEMYMd
YM3$`] Ujhd P$ Tp 3ʼnEPEd <"E M PM EEP<i$E Mj
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YM3^] Ujhd P@ Tp 3ʼnEPEd hME EP4QMlDEM+DžP PRj\4m tDhjP4 PPRj\4" hMEEPDPTDEM}M QURT@E+Ph TDEM-4Ph@TDTDTDPDEtDȅuGDž EDETDE4 B@PQnER船E#EDETDE4Md
YM3[] Ujhld P$ Tp 3ʼnEPEd PM4DE EPE 0FURP,hDEhrEQlR,`DEQ̉PKFhl\DM Q̉P Fhl\DH@QRM蚷ElPMEMUElDE,dDECMd
YM3Z] Ujhd PxTp 3ʼnEPEd |EPMQ|E |B@P|QM輶EURMܶEE M}EMDEMd
YM3[Y] Ujhd P Tp 3ʼnEPEd j PLhDE h0EQ,RL`DEMu.MQ̉ PC h,\DQ@RPMzE,QMǺEM5E ,DELdDMd
YM3W] Ujhzd P Tp 3ʼnEPEd Džt EP|Q E |tDЅuIM}Phj j ~m Dž, E|D, hMEEPQ|lDEM(DžP PRj\jpptDhtjpPpPPRj\ ph@MEEP DPTDEMzOPhTDTD Q@R P2EDžx TDxx xQPDEPR ltt tht(EPDE育ETDE E|D( EPD,hMsE MQ DPDE M
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YM3oS] Ujhd P Tp 3ʼnEPEd \E EPMQ\E MtDЅu7h(j j i E EMDE E PMQUR\PEMtDS M QURT@XXTEjTQUR\EEMj } E PMQlR\ƹPPLELQMDElDMtDЅuNE Phhj j g wDžh
E MDEMDh KMQhj j g 'Džd E MDEMDdiUREP\BEЃ} }!M!
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E MDEMDh KMQhHj j d Džd E MDEMDdiUREP\EЃ} }!MPhj j d MЉ`E MDEMD`Md
YM3-N] Ujhdd P Tp 3ʼnEPEd XE EPMQXŹE MtDЅu7h j j c Y E EMDE E PMQURXEMtDV M QURT@TTPEjPQURXIEEM*} E PMQlRX膴LLHEHQMDElDMtDЅuNE Ph j j b 7Džh
E MDEMDh NMQhhj j Nb Džd E MDEMDd UREPXEЃ} }KMQhLj j a }Dž` E MDEMD`,UЉ\E MDEMD\Md
YM3`K] Ujhd P Tp 3ʼnEPEd XE EPMQX襴E MtDЅu7htj j ` E EMDE E PMQURX@EMtDV M QURT@TTPEjPQURXyEEMZ} E PMQlRX趱LLHEHQMDElDMtDЅuNE Phj j _ gDžh
E MDEMDh NMQhH j j ~_ Džd E MDEMDd UREPX EЃ} }KMQhj j _ Dž` E MDEMD`,UЉ\E MDEMD\Md
YM3H] Ujh d P Tp 3ʼnEPEd XE EPMQX蕵E MtDЅu;EPhHj j ^ E EMDE M QUREPXlEMtDȅR U REPT@TTPEjPREPXEEM } M QURlPXLLHEHRMDElDMtDuJhj j \ Džh
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Y] Ujh{d P Tp 3ʼnEPEd XE EPMQX%E MtDЅu@MfPhxj j gY E EMDE E PMQURX跪EMtD M QURT@TTPEjPQURXEEM} }ZMPMPEPhj j X 0E E MDEMDEC }
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YM30] UQME TNM@uMPD]UME E@PMMME] Ujh1d PQTp 3PEd ME TNMQMTDE U RM@+EEMd
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=L9o<{ Oyzʩ]B_0gd { | M s v m _ E t h e r n e t S w i t c h P o r t N a m e C I M _ L a n E n d p o i n t C o n n e c t S w i t c h P o r t M s v m _ V i r t u a l E t h e r n e t S w i t c h M a n a g e m e n t S e r v i c e S w i t c h P o r t V 2 L A N E n d p o i n t M s v m _ V i r t u a l E t h e r n e t S w i t c h N a m e M s v m _ E t h e r n e t S w i t c h P o r t S y s t e m N a m e A d d R e s o u r c e S e t t i n g s M s v m _ V i r t u a l E t h e r n e t S w i t c h M a n a g e m e n t S e r v i c e A f f e c t e d C o n f i g u r a t i o n D e f a u l t E l e m e n t N a m e N a m e H o s t R e s o u r c e R e s o u r c e S e t t i n g s R e m o v e R e s o u r c e S e t t i n g s M s v m _ E t h e r n e t S w i t c h P o r t N a m e M s v m _ V i r t u a l E t h e r n e t S w i t c h M a n a g e m e n t S e r v i c e S w i t c h P o r t M s v m _ E t h e r n e t S w i t c h P o r t N a m e D e f i n e S y s t e m M s v m _ V i r t u a l E t h e r n e t S w i t c h M a n a g e m e n t S e r v i c e D e f a u l t E l e m e n t N a m e V i r t u a l S y s t e m I d e n t i f i e r M a x N u m M A C A d d r e s s D e s t r o y S y s t e m M s v m _ V i r t u a l E t h e r n e t S w i t c h M a n a g e m e n t S e r v i c e M s v m _ V i r t u a l E t h e r n e t S w i t c h N a m e A f f e c t e d S y s t e m M s v m _ V i r t u a l E t h e r n e t S w i t c h E l e m e n t N a m e N a m e M s v m _ V i r t u a l E t h e r n e t S w i t c h N a m e I n t e r n a l S w i t c h P o r t I n t e r n a l E t h e r n e t P o r t I n t e r n a l S w i t c h P o r t E x t e r n a l S w i t c h P o r t S e t u p S w i t c h M s v m _ V i r t u a l E t h e r n e t S w i t c h M a n a g e m e n t S e r v i c e I n t e r n a l S w i t c h P o r t E x t e r n a l S w i t c h P o r t E x t e r n a l E t h e r n e t P o r t I n t e r n a l E t h e r n e t P o r t N a m e I n t e r n a l E t h e r n e t P o r t I n t e r n a l E t h e r n e t P o r t F r i e n d l y N a m e M s v m _ V i r t u a l E t h e r n e t S w i t c h M s v m _ S w i t c h P o r t N a m e E l e m e n t N a m e N a m e _ _ P A T H C I M _ L a n E n d p o i n t C o n n e c t S w i t c h P o r t N a m e M s v m _ V i r t u a l S w i t c h M a n a g e m e n t S e r v i c e S w i t c h P o r t L A N E n d p o i n t M s v m _ V i r t u a l S w i t c h E l e m e n t N a m e N a m e _ _ P A T H M s v m _ S w i t c h P o r t S y s t e m N a m e C r e a t e S w i t c h P o r t F r i e n d l y N a m e M s v m _ V i r t u a l S w i t c h M a n a g e m e n t S e r v i c e N a m e V i r t u a l S w i t c h D e l e t e S w i t c h P o r t M s v m _ S w i t c h P o r t N a m e M s v m _ V i r t u a l S w i t c h M a n a g e m e n t S e r v i c e S w i t c h P o r t M s v m _ S w i t c h P o r t N a m e C r e a t e S w i t c h M s v m _ V i r t u a l S w i t c h M a n a g e m e n t S e r v i c e F r i e n d l y N a m e N a m e N u m L e a r n a b l e A d d r e s s e s D e l e t e S w i t c h M s v m _ V i r t u a l S w i t c h M a n a g e m e n t S e r v i c e M s v m _ V i r t u a l S w i t c h N a m e V i r t u a l S w i t c h M s v m _ V i r t u a l S w i t c h E l e m e n t N a m e N a m e M s v m _ V i r t u a l S w i t c h N a m e I n t e r n a l S w i t c h P o r t I n t e r n a l E t h e r n e t P o r t I n t e r n a l S w i t c h P o r t E x t e r n a l S w i t c h P o r t S e t u p S w i t c h E x t e r n a l E t h e r n e t P o r t M s v m _ V i r t u a l S w i t c h M a n a g e m e n t S e r v i c e I n t e r n a l S w i t c h P o r t E x t e r n a l S w i t c h P o r t I n t e r n a l E t h e r n e t P o r t N a m e I n t e r n a l E t h e r n e t P o r t A d r C o n f i g u r e I n t e r n a l E t h e r n e t P o r t F r i e n d l y N a m e M s v m _ V i r t u a l S w i t c h V C M - b i t m a p B a c k u p I n f o . X M L J S * _ * . x m l \ S % 0 1 0 d . D 2 D . x m l . d r z . c t f . d s c . m t a . i d x . b i t m a p C a t a l o g V S t o r e d i s k % 0 1 0 u . D 2 D d i s k % 0 1 0 u . d i s k % 0 1 0 u b l o c k 0 0 0 0 0 0 0 0 0 1 . c t f b l o c k 0 0 0 0 0 0 0 0 0 2 . c t f A d r C o n f i g u r e . x m l A d r I n f o C . d r z A d r C o n f i g u r e _ n o w . x m l A F C o r e I n t e r f a c e . d l l H A R e p o s i t o r y K i t . d l l H A C o m m o n F u n c . d l l AFDecryptString CreateRepositoryKit ReadOfflineCopyInfoXml WriteOfflineCopyInfoXml H a V h d U t i l i t y . d l l O f f l i n e C o p y I n f o . X M L H A T r a n s S e r v e r . e x e 0 0 0 0 0 0 0 0 - 0 0 0 0 - 0 0 0 0 - 0 0 0 0 - 0 0 0 0 0 0 0 0 0 0 0 0 H A D T _ N e w M s g C o m i n g _ S E R V E R H A D T _ N e w M s g S p a c e d _ S E R V E R H A D T _ N e w M s g C o m i n g _ C L I E N T H A D T _ S H M _ S R V _ A B 1 3 1 D C 9 - 5 8 F 5 - 4 2 6 3 - B C 0 3 - 5 7 1 4 3 4 0 3 8 E F D H A D T _ N e w M s g S p a c e d _ C L I E N T H A T r a n s C l i e n t . e x e H A D T _ F n C a l l F i n i s h _ S E R V E R H A D T _ S H M _ C L I _ E E 1 A 9 1 1 6 - D 7 4 9 - 4 a 8 2 - A A E 3 - F 7 C C 2 3 9 8 6 9 2 F H A D T _ F n C a l l N e w C o m i n g _ S E R V E R SerializeJobHeader S H M _ F N C _ S R V _ 9 D B 9 0 8 3 5 - C E B 6 - 4 9 8 d - A 2 3 7 - 9 C 0 9 9 4 9 E 9 A 7 5 H A D T _ S t o p S e r v e r E v e n t _ S E R V E R UnserializeJobHeader SerializeFileHeader UnserializeFileHeader FreeSerializedBuf E n a b l e d S t a t e H e a l t h S t a t e E l e m e n t N a m e N a m e _ _ P A T H M s v m _ S e t t i n g s D e f i n e S t a t e M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a N o t e s M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a b e g i n V i r t u a l M a c h i n e V 2 : : G e t D a t a F o l d e r I n s t a n c e I D C o n f i g u r a t i o n D a t a R o o t f i n i s h V i r t u a l M a c h i n e V 2 : : G e t D a t a F o l d e r , f o l d e r = % s M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a b e g i n V i r t u a l M a c h i n e V 2 : : G e t S n a p s h o t F o l d e r I n s t a n c e I D S n a p s h o t D a t a R o o t f i n i s h V i r t u a l M a c h i n e V 2 : : G e t S n a p s h o t F o l d e r , f o l d e r = % s H o s t R e s o u r c e b e g i n V i r t u a l M a c h i n e V 2 : : G e t D i s k I m a g e s F u l l y Q u a l i f i e d D o m a i n N a m e M s v m _ S t o r a g e A l l o c a t i o n S e t t i n g D a t a O p e r a t i o n a l S t a t u s M i c r o s o f t : H y p e r - V : V i r t u a l H a r d D i s k R e s o u r c e S u b T y p e I n s t a n c e I D G e t D i s k I m a g e s , r e t = % u , i m a g e s c o u n t = % d b e g i n V i r t u a l M a c h i n e V 2 : : G e t K v p I n t r i n s i c I t e m s M s v m _ C o m p u t e r S y s t e m N a m e f i n i s h V i r t u a l M a c h i n e V 2 : : G e t K v p I n t r i n s i c I t e m s O p e r a t i o n a l S t a t u s b e g i n V i r t u a l M a c h i n e V 2 : : G e t H o s t N a m e g e t a d d r i n f o f a i l e d H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e V 2 : : G e t H o s t N a m e : W r o n g F u l l y Q u a l i f i e d D o m a i n N a m e d e t e c t e d . C o n n e c t t h e n e t w o r k m a y f i x i t . f i n i s h V i r t u a l M a c h i n e V 2 : : G e t H o s t N a m e b e g i n G e t L a s t S n a p s h o t G u i d b e g i n V i r t u a l M a c h i n e V 2 : : G e t O S N a m e O S N a m e b e g i n D e l e t e L a s t S n a p s h o t f i n i s h V i r t u a l M a c h i n e V 2 : : G e t O S N a m e b e g i n V i r t u a l M a c h i n e V 2 : : G e t _ M s v m O p e r a t i o n a l S t a t u s . V i r t u a l M a c h i n e V 2 : : G e t _ M s v m O p e r a t i o n a l S t a t u s , v S t a t u s [ % d ] = % d . V i r t u a l M a c h i n e V 2 : : G e t _ M s v m O p e r a t i o n a l S t a t u s , v S t a t u s c o u n t = % d b e g i n D e l e t e S n a p s h o t , G u i d = % s V i r t u a l M a c h i n e V 2 : : G e t _ M s v m O p e r a t i o n a l S t a t u s E x , v S t a t u s [ % d ] = % d . f i n i s h D e l e t e S n a p s h o t , r e t = % u V i r t u a l M a c h i n e V 2 : : G e t _ M s v m O p e r a t i o n a l S t a t u s E x , v S t a t u s c o u n t = % d V i r t u a l M a c h i n e V 2 : : W a i t F o r M e r g i n g D i s k s D o n e , c h e c k i f t h e r e h a s m e r g i n g t a s k V i r t u a l M a c h i n e V 2 : : W a i t F o r M e r g i n g D i s k s D o n e , f a i l e d t o g e t V M I o b j e c t . f i n i s h R e n a m e S n a p s h o t , r e t = % u V i r t u a l M a c h i n e V 2 : : W a i t F o r M e r g i n g D i s k s D o n e , m e r g i n g d i s k s s t a r t e d . b e g i n t o c a l l G e t S n a p s h o t V i r t u a l M a c h i n e V 2 : : W a i t F o r M e r g i n g D i s k s D o n e , n o m e r g e e x i s t s . V i r t u a l M a c h i n e V 2 : : W a i t F o r M e r g i n g D i s k s D o n e , t h e r e h a s m e r g i n g t a s k , w i l l w a i t u n t i l m e r g e i s d o n e . M s v m _ S e t t i n g s D e f i n e S t a t e V i r t u a l M a c h i n e V 2 : : W a i t F o r M e r g i n g D i s k s D o n e , f a i l e d t o g e t V M I o b j e c t . e n d c a l l G e t S n a p s h o t , e c = % d M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a V i r t u a l M a c h i n e V 2 : : W a i t F o r M e r g i n g D i s k s D o n e , m e r g i n g d i s k s r e s u l t % d . f i n i s h G e t L a s t S n a p s h o t G u i d , r e t = % u , g u i d = % s b e g i n T a k e S n a p s h o t f i n i s h T a k e S n a p s h o t : r e t = % u , g u i d = % s B o o t O r d e r f i n i s h D e l e t e L a s t S n a p s h o t , r e t = % u M o d i f y S y s t e m S e t t i n g s b e g i n D e l e t e S n a p s h o t S u b t r e e , G u i d = % s M s v m _ S e t t i n g s D e f i n e S t a t e f i n i s h D e l e t e S n a p s h o t S u b t r e e , r e t = % u b e g i n R e v e r t T o L a s t S n a p s h o t M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a f i n i s h R e v e r t T o L a s t S n a p s h o t : r e t = % u , g u i d = % s B o o t S o u r c e O r d e r \ b e g i n R e v e r t T o S n a p s h o t , g u i d = % s f i n i s h R e v e r t T o S n a p s h o t , r e t = % u b e g i n R e n a m e S n a p s h o t , g u i d = % s , n a m e = % s V i r t u a l M a c h i n e V 2 : : b e g i n S e t B o o t O r d e r S e c u r e B o o t E n a b l e d M s v m _ V i r t u a l S y s t e m M a n a g e m e n t S e r v i c e S y s t e m S e t t i n g s V i r t u a l M a c h i n e V 2 : : f i n i s h S e t B o o t O r d e r M s v m _ S e t t i n g s D e f i n e S t a t e V i r t u a l M a c h i n e V 2 : : b e g i n G e t B o o t S o u r c e O r d e r . \ \ H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e V 2 : : G e t B o o t S o u r c e O r d e r M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a % s : : C a n n o t f i n d t h e b o o t s o u r c e , i n s t a n c e u u i d = % s . B o o t S o u r c e O r d e r \ H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e V 2 : : G e t B o o t S o u r c e O r d e r B o o t S o u r c e O r d e r S e c u r e B o o t E n a b l e d % s : : S k i p t h e b o o t s o u r c e , t y p e = % u . M o d i f y S y s t e m S e t t i n g s V i r t u a l M a c h i n e V 2 : : G e t B o o t S o u r c e O r d e r , v B o o t S o u r c e O d e r [ % d ] = % s , I n s t U U I D = % s . V i r t u a l M a c h i n e V 2 : : G e t B o o t S o u r c e O r d e r , G e t B o o t S o u r c e O r d e r s i z e = % d , b I s S e c u r e B o o t E n a b l e d = % u . M s v m _ E l e m e n t S e t t i n g D a t a M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a V i r t u a l M a c h i n e V 2 : : b e g i n S e t B o o t S o u r c e O r d e r . \ \ M s v m _ V i r t u a l S y s t e m M a n a g e m e n t S e r v i c e S y s t e m S e t t i n g s V i r t u a l M a c h i n e V 2 : : f i n i s h S e t B o o t S o u r c e O r d e r b e g i n S e t S t a r t u p A c t i o n , a c t i o n = % d A u t o m a t i c S t a r t u p A c t i o n M o d i f y S y s t e m S e t t i n g s M s v m _ V i r t u a l S y s t e m M a n a g e m e n t S e r v i c e S y s t e m S e t t i n g s f i n i s h S e t S t a r t u p A c t i o n , r e t = % u V i r t u a l M a c h i n e V 2 : : b e g i n G e t G e n e r a t i o n M s v m _ S e t t i n g s D e f i n e S t a t e M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a V i r t u a l S y s t e m S u b T y p e f i n i s h G e t G e n e r a t i o n , r e t = % u M s v m _ E l e m e n t S e t t i n g D a t a M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a b e g i n S e t S h u t d o w n A c t i o n , a c t i o n = % d A u t o m a t i c S h u t d o w n A c t i o n M o d i f y S y s t e m S e t t i n g s f i n i s h A t t a c h I d e D i s k , r e t = % u M s v m _ V i r t u a l S y s t e m M a n a g e m e n t S e r v i c e S y s t e m S e t t i n g s f i n i s h S e t S h u t d o w n A c t i o n , r e t = % u f i n i s h D e t a c h I d e D i s k , r e t = % u b e g i n A t t a c h I d e D i s k , i n d e x = % d , p o s = % d , p a t h = % s b e g i n D e t a c h I d e D i s k , i n d e x = % d , p o s = % d f i n i s h M o d i f y I d e D i s k , r e t = % u b e g i n M o d i f y I d e D i s k , i n d e x = % d , p o s = % d , d e l = % d , p a t h = % s b e g i n A d d S c s i C o n t r o l , n a m e = % s b e g i n H a s I d e D i s k , i n d e x = % d , p o s = % d f i n i s h H a s I d e D i s k , r e t = % u , b H a s = % d f i n i s h A d d S c s i C o n t r o l , r e t = % u f i n i s h A t t a c h S c s i D i s k , r e t = % u b e g i n R e m o v e S c s i C o n t r o l , n a m e = % s f i n i s h A t t a c h S c s i D i s k , r e t = % u f i n i s h R e m o v e S c s i C o n t r o l , r e t = % u f i n i s h M o d i f y S c s i D i s k , r e t = % u b e g i n A t t a c h S c s i D i s k , n a m e = % s , p o s = % d , p a t h = % s b e g i n A t t a c h S c s i D i s k B y I n s t I D , n a m e = % s , p o s = % d , p a t h = % s b e g i n M o d i f y S c s i D i s k , n a m e = % s , p o s = % d , p a t h = % s , b D e l = % d b e g i n D e t a c h S c s i D i s k , n a m e = % s , p o s = % d f i n i s h D e t a c h S c s i D i s k , r e t = % u b e g i n H a s S c s i D i s k , n a m e = % s f i n i s h H a s S c s i D i s k , r e t = % u , b H a s = % d b e g i n A t t a c h I m a g e D v d , i n d e x = % d , p o s = % d , p a t h = % s f i n i s h A t t a c h I m a g e D v d , r e t = % u M s v m _ S e t t i n g s D e f i n e S t a t e b e g i n A t t a c h I m a g e D v d T o S c s i , s t r S c s i N a m e = % s , p o s = % d , p a t h = % s f i n i s h A t t a c h I m a g e D v d T o S c s i , r e t = % u b e g i n A t t a c h I m a g e D v d T o S c s i B y I n s t I D , s t r S c s i I n s t I D = % s , p o s = % d , p a t h = % s M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a f i n i s h A t t a c h I m a g e D v d T o S c s i B y I n s t I D , r e t = % u b e g i n A t t a c h P h y s i c a l D v d , i n d e x = % d , p o s = % d , p a t h = % s f i n i s h A t t a c h P h y s i c a l D v d , r e t = % u N o t e s M o d i f y S y s t e m S e t t i n g s b e g i n S e t M e m o r y S i z e , n S i z e = % d M s v m _ V i r t u a l S y s t e m M a n a g e m e n t S e r v i c e S y s t e m S e t t i n g s V i r t u a l Q u a n t i t y f i n i s h S e t M e m o r y S i z e , r e t = % u V i r t u a l Q u a n t i t y D y n a m i c M e m o r y E n a b l e d b e g i n E n a b l e D y n a m i c M e m o r y , n S i z e = % d , n R e s e r v a t i o n = % d , n L i m i t = % d . R e s e r v a t i o n L i m i t V i r t u a l S y s t e m I d e n t i f i e r s f i n i s h E n a b l e D y n a m i c M e m o r y , r e t = % u b e g i n S e t L o g i c a l P r o c e s s o r N u m , n u m = % d V i r t u a l Q u a n t i t y f i n i s h S e t L o g i c a l P r o c e s s o r N u m , r e t = % u - M s v m _ S y n t h e t i c E t h e r n e t P o r t S e t t i n g D a t a S t a t i c M a c A d d r e s s M s v m _ E m u l a t e d E t h e r n e t P o r t S e t t i n g D a t a D e f a u l t E l e m e n t N a m e A d d r e s s M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a M s v m _ S e t t i n g s D e f i n e S t a t e D e f a u l t P a r e n t H o s t R e s o u r c e b e g i n A d d N e t w o r k A d a p t e r : n a m e = % s , s t r M a c = % s , s t r V i r t u a l S w i t c h G u i d = % s , b I s S t a t i c M a c = % u . f i n i s h A d d N e t w o r k A d a p t e r r , r e t = % u M s v m _ S e t t i n g s D e f i n e S t a t e b e g i n A d d L e g a c y N e t w o r k A d a p t e r : n a m e = % s , s t r M a c = % s , s t r V i r t u a l S w i t c h G u i d = % s , b I s S t a t i c M a c = % u . f i n i s h A d d L e g a c y N e t w o r k A d a p t e r r , r e t = % u b e g i n C h a n g e F r i e n d l y N a m e : n a m e = % s M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a E l e m e n t N a m e M o d i f y S y s t e m S e t t i n g s R e s o u r c e S u b T y p e b e g i n L i s t S c s i C o n t r o l s E x M s v m _ V i r t u a l S y s t e m M a n a g e m e n t S e r v i c e S y s t e m S e t t i n g s f i n i s h C h a n g e F r i e n d l y N a m e , r e t = % u b e g i n D e t a c h A l l D i s k s b e g i n G e t S n a p s h o t B y G u i d : g u i d = % s b e g i n L i s t S c s i C o n t r o l s E l e m e n t N a m e f i n i s h D e t a c h A l l D i s k s M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a M i c r o s o f t : H y p e r - V : S y n t h e t i c S C S I C o n t r o l l e r I n s t a n c e I D f i n i s h L i s t S c s i C o n t r o l s , c o u n t = % u M i c r o s o f t V i r t u a l M a c h i n e M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a M i c r o s o f t : H y p e r - V : S y n t h e t i c S C S I C o n t r o l l e r R e s o u r c e S u b T y p e I n s t a n c e I D E l e m e n t N a m e I n s t a n c e I D f i n i s h L i s t S c s i C o n t r o l s E x , c o u n t = % u f a i l t o l i s t s c s i c o n t r o l l e r s , e c = % u M s v m _ C o m p u t e r S y s t e m N a m e f a i l t o d e t a c h s c s i d i s k s i n c o n t r o l l e r % s E l e m e n t N a m e D e s c r i p t i o n M i c r o s o f t V i r t u a l C o m p u t e r S y s t e m M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a V i r t u a l M a c h i n e O p e r a t i o n V 2 : : C r e a t e V M : : V M n a m e = % s , s u b t y p e = % u . E l e m e n t N a m e V i r t u a l S y s t e m S u b T y p e C o n f i g u r a t i o n D a t a R o o t D e f i n e S y s t e m M s v m _ V i r t u a l S y s t e m M a n a g e m e n t S e r v i c e S y s t e m S e t t i n g s R e s u l t i n g S y s t e m C r e a t e V M f a i l , e c = % u , e r r M s g = % s D e s t r o y S y s t e m ' M s v m _ V i r t u a l S y s t e m M a n a g e m e n t S e r v i c e M s v m _ C o m p u t e r S y s t e m . n a m e = ' A f f e c t e d S y s t e m M s v m _ S e t t i n g s D e f i n e S t a t e M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a E l e m e n t N a m e M o d i f y S y s t e m S e t t i n g s G e t V M L i s t : : b e g i n M s v m _ V i r t u a l S y s t e m M a n a g e m e n t S e r v i c e S y s t e m S e t t i n g s m _ W m i S e r v i c e i s i n v a l i d M s v m _ C o m p u t e r S y s t e m M i c r o s o f t V i r t u a l M a c h i n e D e s c r i p t i o n b e g i n L i s t N e t w o r k A d a p t e r s E n u m e r a t o r . S t a r t f a i l e d i n V i r t u a l M a c h i n e O p e r a t i o n V 2 : : G e t V M L i s t E C = % u b e g i n E n u m I D E H a r d D i s k G e t V M L i s t : : t h e c o u n t o f V M e n u m e r a t e d o u t i s % d m _ W m i S e r v i c e i s i n v a l i d M s v m _ S y n t h e t i c E t h e r n e t P o r t S e t t i n g D a t a M s v m _ S e t t i n g s D e f i n e S t a t e M i c r o s o f t : H y p e r - V : S y n t h e t i c E t h e r n e t P o r t R e s o u r c e S u b T y p e I n s t a n c e I D E l e m e n t N a m e I n s t a n c e I D R e s o u r c e S u b T y p e M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a f i n i s h L i s t N e t w o r k A d a p t e r s , c o u n t = % u E l e m e n t N a m e M o d i f y S y s t e m S e t t i n g s b e g i n L i s t L e g a c y N e t w o r k A d a p t e r s M s v m _ E m u l a t e d E t h e r n e t P o r t S e t t i n g D a t a D e f a u l t A d r C o n f i g u r e M i c r o s o f t : H y p e r - V : E m u l a t e d E t h e r n e t P o r t I n s t a n c e I D I n s t a n c e I D D e f a u l t J S * _ * . x m l f i n i s h L i s t L e g a c y N e t w o r k A d a p t e r s , c o u n t = % u b e g i n R e m o v e N e t w o r k A d a p t e r : I n s t a n c e I D = % s I n s t a n c e I D \ S % 0 1 0 d . D 2 D f i n i s h R e m o v e N e t w o r k A d a p t e r : I n s t a n c e I D = % s , r e t = % u b e g i n R e m o v e L e g a c y N e t w o r k A d a p t e r : I n s t a n c e I D = % s I n s t a n c e I D f i n i s h R e m o v e L e g a c y N e t w o r k A d a p t e r : I n s t a n c e I D = % s , r e t = % u f i n i s h E n u m I D E H a r d D i s k , r e t = % u b e g i n E n u m S C S I H a r d D i s k f i n i s h E n u m I D E H a r d D i s k , r e t = % u . x m l H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e V 2 : : E n u m I D E H a r d D i s k E x : : b e g i n : . d r z H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e V 2 : : E n u m I D E H a r d D i s k E x : : e n d : n R e s u l t = % d H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e V 2 : : E n u m S C S I H a r d D i s k E x : : b e g i n : . c t f H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e V 2 : : E n u m S C S I H a r d D i s k E x : : e n d : n R e s u l t = % d H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e V 2 : : E n a b l e V i r t u a l N U M A : B e g i n : b E n a b l e = % d V i r t u a l N u m a E n a b l e d M s v m _ V i r t u a l S y s t e m M a n a g e m e n t S e r v i c e S y s t e m S e t t i n g s H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e V 2 : : E n a b l e V i r t u a l N U M A : E n d : n R e s u l t = % d . d s c H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e V 2 : : L i s t I D E C o n t r o l l e r s : B e g i n : H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e V 2 : : L i s t I D E C o n t r o l l e r s : E n d : n R e s u l t = % d H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e V 2 : : L i s t P h y s i c a l D i s k D r i v e : : b e g i n : . m t a H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e V 2 : : L i s t P h y s i c a l D i s k D r i v e : : e n d : n R e s u l t = % d H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e V 2 : : L i s t V i r t u a l H a r d D i s k I m a g e : : b e g i n : H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e V 2 : : L i s t V i r t u a l H a r d D i s k I m a g e : : e n d : n R e s u l t = % d V C M - b i t m a p B a c k u p I n f o . X M L . i d x . b i t m a p C a t a l o g V S t o r e d i s k % 0 1 0 u . D 2 D d i s k % 0 1 0 u . d i s k % 0 1 0 u b l o c k 0 0 0 0 0 0 0 0 0 1 . c t f b l o c k 0 0 0 0 0 0 0 0 0 2 . c t f A d r C o n f i g u r e . x m l A d r I n f o C . d r z A d r C o n f i g u r e _ n o w . x m l A F C o r e I n t e r f a c e . d l l H A R e p o s i t o r y K i t . d l l H A C o m m o n F u n c . d l l AFDecryptString CreateRepositoryKit ReadOfflineCopyInfoXml WriteOfflineCopyInfoXml H a V h d U t i l i t y . d l l O f f l i n e C o p y I n f o . X M L 0 0 0 0 0 0 0 0 - 0 0 0 0 - 0 0 0 0 - 0 0 0 0 - 0 0 0 0 0 0 0 0 0 0 0 0 H A T r a n s S e r v e r . e x e H A D T _ N e w M s g C o m i n g _ S E R V E R H A D T _ N e w M s g S p a c e d _ S E R V E R H A D T _ S H M _ S R V _ A B 1 3 1 D C 9 - 5 8 F 5 - 4 2 6 3 - B C 0 3 - 5 7 1 4 3 4 0 3 8 E F D H A D T _ N e w M s g C o m i n g _ C L I E N T H A D T _ N e w M s g S p a c e d _ C L I E N T H A T r a n s C l i e n t . e x e H A D T _ S H M _ C L I _ E E 1 A 9 1 1 6 - D 7 4 9 - 4 a 8 2 - A A E 3 - F 7 C C 2 3 9 8 6 9 2 F H A D T _ F n C a l l N e w C o m i n g _ S E R V E R H A D T _ F n C a l l F i n i s h _ S E R V E R S H M _ F N C _ S R V _ 9 D B 9 0 8 3 5 - C E B 6 - 4 9 8 d - A 2 3 7 - 9 C 0 9 9 4 9 E 9 A 7 5 H A D T _ S t o p S e r v e r E v e n t _ S E R V E R SerializeJobHeader UnserializeJobHeader SerializeFileHeader UnserializeFileHeader FreeSerializedBuf M i c r o s o f t : H y p e r - V : S u b T y p e : 1 M i c r o s o f t : H y p e r - V : S u b T y p e : 2 M s v m _ C o m p u t e r S y s t e m N a m e E n a b l e d S t a t e H e a l t h S t a t e E l e m e n t N a m e N a m e _ _ P A T H M s v m _ S e t t i n g s D e f i n e S t a t e M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a N o t e s b e g i n V i r t u a l M a c h i n e : : G e t D a t a F o l d e r M s v m _ V i r t u a l S y s t e m G l o b a l S e t t i n g D a t a I n s t a n c e I D E x t e r n a l D a t a R o o t S n a p s h o t D a t a R o o t f i n i s h V i r t u a l M a c h i n e : : G e t D a t a F o l d e r , f o l d e r = % s b e g i n V i r t u a l M a c h i n e : : G e t S n a p s h o t F o l d e r M s v m _ V i r t u a l S y s t e m G l o b a l S e t t i n g D a t a I n s t a n c e I D f i n i s h V i r t u a l M a c h i n e : : G e t S n a p s h o t F o l d e r , f o l d e r = % s b e g i n V i r t u a l M a c h i n e : : G e t D i s k I m a g e s M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a 2 1 R e s o u r c e T y p e I n s t a n c e I D C o n n e c t i o n G e t D i s k I m a g e s , r e t = % u , i m a g e s c o u n t = % d b e g i n V i r t u a l M a c h i n e : : G e t K v p I n t r i n s i c I t e m s f i n i s h V i r t u a l M a c h i n e : : G e t K v p I n t r i n s i c I t e m s G e t K v p I n t r i n s i c I t e m B y N a m e : : G e t K v p I n t r i n s i c I t e m s f a i l e d , r c = % d G e t K v p I n t r i n s i c I t e m B y N a m e : : L o a d r e p o s i t o r y D L L f a i l e d CreateKvpItemFromXml F u l l y Q u a l i f i e d D o m a i n N a m e G e t K v p I n t r i n s i c I t e m B y N a m e : : G e t f u n c a d d r o f C r e a t e K v p I t e m F r o m X m l f a i l e d G e t K v p I n t r i n s i c I t e m B y N a m e , c r e a t e K v p I t e m f o r I t e m = [ % s ] f a i l e d , r c = % d ; G e t K v p I n t r i n s i c I t e m B y N a m e , f i n d I t e m = [ % s ] , V a l u e = % s G e t K v p I n t r i n s i c I t e m B y N a m e , c a n n o t f i n d f i n d I t e m = [ % s ] b e g i n V i r t u a l M a c h i n e : : G e t H o s t N a m e g e t a d d r i n f o f a i l e d ; H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e : : G e t H o s t N a m e : W r o n g F u l l y Q u a l i f i e d D o m a i n N a m e d e t e c t e d . C o n n e c t t h e n e t w o r k m a y f i x i t . ; f i n i s h V i r t u a l M a c h i n e : : G e t H o s t N a m e H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e : : G e t N e t w o r k A d d r e s s I P v 4 b e g i n N e t w o r k A d d r e s s I P v 4 H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e : : G e t N e t w o r k A d d r e s s I P v 4 f i n i s h c o u n t o f I P v 4 = % d H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e : : G e t N e t w o r k A d d r e s s I P v 6 b e g i n N e t w o r k A d d r e s s I P v 6 ; O S V e r s i o n H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e : : G e t N e t w o r k A d d r e s s I P v 6 f i n i s h c o u n t o f I P v 6 = % d b e g i n V i r t u a l M a c h i n e : : G e t O S N a m e O S N a m e f i n i s h V i r t u a l M a c h i n e : : G e t O S N a m e M s v m _ S y s t e m D e v i c e H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e : : G e t O S V e r s i o n : : b e g i n H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e : : G e t O S V e r s i o n : : e n d O p e r a t i o n a l S t a t u s H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e : : G e t I n t e g r a t i o n S e r v i c e s V e r s i o n : : b e g i n I n t e g r a t i o n S e r v i c e s V e r s i o n E n a b l e d S t a t e H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e : : G e t I n t e g r a t i o n S e r v i c e s V e r s i o n : : e n d H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e : : G e t S e r v i c e S t a t u s B y N a m e : : b e g i n : s e r v i c e C l a s s N a m e = % s S t a t u s D e s c r i p t i o n s I n s t a l l D a t e M s v m _ K v p E x c h a n g e C o m p o n e n t H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e : : G e t S e r v i c e S t a t u s B y N a m e : : v O p e r a t i o n a l S t a t u s . s i z e = % d , v O p e r a t i o n a l S t a t u s [ 0 ] = % d , n E n a b l e S t a t e = % d , s t r I n s t a l l D a t e = % s M s v m _ V s s C o m p o n e n t H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e : : G e t S e r v i c e S t a t u s B y N a m e : : e n d : n R e s u l t = % d O p e r a t i o n a l S t a t u s H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e : : G e t I n t e g r a t i o n S e r v i c e s S t a t u s : : b e g i n : s t r H y p e r V G u e s t I n s t a l l e r V e r s i o n = % s W i n d o w s 6 . 2 N a m e H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e : : G e t I n t e g r a t i o n S e r v i c e s S t a t u s : : e n d : n R e s u l t = % d b e g i n V i r t u a l M a c h i n e : : G e t _ M s v m O p e r a t i o n a l S t a t u s . M s v m _ C o m p u t e r S y s t e m O p e r a t i o n a l S t a t u s V i r t u a l M a c h i n e : : G e t _ M s v m O p e r a t i o n a l S t a t u s , v S t a t u s [ % d ] = % d . M s v m _ C o m p u t e r S y s t e m b e g i n P o w e r O n V i r t u a l M a c h i n e : : G e t _ M s v m O p e r a t i o n a l S t a t u s , v S t a t u s c o u n t = % d V i r t u a l M a c h i n e : : G e t _ M s v m O p e r a t i o n a l S t a t u s E x , v S t a t u s [ % d ] = % d . V i r t u a l M a c h i n e : : G e t _ M s v m O p e r a t i o n a l S t a t u s E x , v S t a t u s c o u n t = % d b e g i n R e b o o t V i r t u a l M a c h i n e : : W a i t F o r M e r g i n g D i s k s D o n e , c h e c k i f t h e r e h a s m e r g i n g t a s k f i n i s h S h u t d o w n , r e t = % u b e g i n S u s p e n d V i r t u a l M a c h i n e : : W a i t F o r M e r g i n g D i s k s D o n e , f a i l e d t o g e t V M I o b j e c t . V i r t u a l M a c h i n e : : W a i t F o r M e r g i n g D i s k s D o n e , m e r g i n g d i s k s s t a r t e d . V i r t u a l M a c h i n e : : W a i t F o r M e r g i n g D i s k s D o n e , n o m e r g e e x i s t s . b e g i n G e t L a s t S n a p s h o t G u i d V i r t u a l M a c h i n e : : W a i t F o r M e r g i n g D i s k s D o n e , t h e r e h a s m e r g i n g t a s k , w i l l w a i t u n t i l m e r g e i s d o n e . V i r t u a l M a c h i n e : : W a i t F o r M e r g i n g D i s k s D o n e , f a i l e d t o g e t V M I o b j e c t . V i r t u a l M a c h i n e : : W a i t F o r M e r g i n g D i s k s D o n e , m e r g i n g d i s k s r e s u l t % d . b e g i n D e l e t e L a s t S n a p s h o t b e g i n R e q u e s t S t a t e C h a n g e : n R e q u e s t e d S t a t e = % d R e q u e s t S t a t e C h a n g e R e q u e s t e d S t a t e b e g i n P a u s e b e g i n D e l e t e S n a p s h o t , G u i d = % s R e q u e s t S t a t e C h a n g e f a i l , e c = % u , r e q u e s t s t a t e = % d , e r r M s g = % s f i n i s h R e q u e s t S t a t e C h a n g e : r e t = % d f i n i s h P o w e r O n , r e t = % u b e g i n S h u t d o w n f i n i s h D e l e t e S n a p s h o t , r e t = % u f i n i s h G e t L a s t S n a p s h o t G u i d , r e t = % u , g u i d = % s b e g i n T a k e S n a p s h o t f i n i s h T a k e S n a p s h o t : r e t = % u , g u i d = % s f i n i s h R e n a m e S n a p s h o t , r e t = % u f i n i s h D e l e t e L a s t S n a p s h o t , r e t = % u b e g i n t o c a l l G e t S n a p s h o t b e g i n D e l e t e S n a p s h o t S u b t r e e , G u i d = % s e n d c a l l G e t S n a p s h o t , e c = % d M s v m _ S e t t i n g s D e f i n e S t a t e f i n i s h D e l e t e S n a p s h o t S u b t r e e , r e t = % u b e g i n R e v e r t T o L a s t S n a p s h o t M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a f i n i s h R e v e r t T o L a s t S n a p s h o t : r e t = % u , g u i d = % s B o o t O r d e r b e g i n R e v e r t T o S n a p s h o t , g u i d = % s f i n i s h R e v e r t T o S n a p s h o t , r e t = % u b e g i n R e n a m e S n a p s h o t , g u i d = % s , n a m e = % s b e g i n S e t B o o t O r d e r M o d i f y V i r t u a l S y s t e m M s v m _ V i r t u a l S y s t e m M a n a g e m e n t S e r v i c e C o m p u t e r S y s t e m S y s t e m S e t t i n g D a t a f i n i s h S e t B o o t O r d e r S y s t e m S e t t i n g D a t a b e g i n S e t S t a r t u p A c t i o n , a c t i o n = % d M s v m _ E l e m e n t S e t t i n g D a t a S y s t e m S e t t i n g D a t a M s v m _ V i r t u a l S y s t e m G l o b a l S e t t i n g D a t a A u t o m a t i c S t a r t u p A c t i o n M o d i f y V i r t u a l S y s t e m M s v m _ V i r t u a l S y s t e m M a n a g e m e n t S e r v i c e C o m p u t e r S y s t e m f i n i s h S e t S t a r t u p A c t i o n , r e t = % u b e g i n S e t S h u t d o w n A c t i o n , a c t i o n = % d M s v m _ E l e m e n t S e t t i n g D a t a M s v m _ V i r t u a l S y s t e m G l o b a l S e t t i n g D a t a A u t o m a t i c S h u t d o w n A c t i o n M o d i f y V i r t u a l S y s t e m M s v m _ V i r t u a l S y s t e m M a n a g e m e n t S e r v i c e C o m p u t e r S y s t e m f i n i s h S e t S h u t d o w n A c t i o n , r e t = % u f i n i s h A t t a c h I d e D i s k , r e t = % u b e g i n A t t a c h I d e D i s k , i n d e x = % d , p o s = % d , p a t h = % s b e g i n D e t a c h I d e D i s k , i n d e x = % d , p o s = % d f i n i s h D e t a c h I d e D i s k , r e t = % u b e g i n M o d i f y I d e D i s k , i n d e x = % d , p o s = % d , d e l = % d , p a t h = % s f i n i s h M o d i f y I d e D i s k , r e t = % u b e g i n H a s I d e D i s k , i n d e x = % d , p o s = % d f i n i s h H a s I d e D i s k , r e t = % u , b H a s = % d b e g i n A d d S c s i C o n t r o l , n a m e = % s f i n i s h A d d S c s i C o n t r o l , r e t = % u b e g i n R e m o v e S c s i C o n t r o l , n a m e = % s f i n i s h A t t a c h S c s i D i s k , r e t = % u f i n i s h R e m o v e S c s i C o n t r o l , r e t = % u f i n i s h A t t a c h S c s i D i s k , r e t = % u b e g i n A t t a c h S c s i D i s k , n a m e = % s , p o s = % d , p a t h = % s b e g i n A t t a c h S c s i D i s k B y I n s t I D , n a m e = % s , p o s = % d , p a t h = % s b e g i n M o d i f y S c s i D i s k , n a m e = % s , p o s = % d , p a t h = % s , b D e l = % d f i n i s h M o d i f y S c s i D i s k , r e t = % u f i n i s h D e t a c h S c s i D i s k , r e t = % u b e g i n D e t a c h S c s i D i s k , n a m e = % s , p o s = % d b e g i n H a s S c s i D i s k , n a m e = % s f i n i s h A t t a c h I m a g e D v d , r e t = % u f i n i s h H a s S c s i D i s k , r e t = % u , b H a s = % d b e g i n A t t a c h I m a g e D v d , i n d e x = % d , p o s = % d , p a t h = % s b e g i n A t t a c h I m a g e D v d T o S c s i , s t r S c s i N a m e = % s , p o s = % d , p a t h = % s f i n i s h A t t a c h I m a g e D v d T o S c s i , r e t = % u b e g i n A t t a c h I m a g e D v d T o S c s i B y I n s t I D , s t r S c s i I n s t I D = % s , p o s = % d , p a t h = % s M s v m _ S e t t i n g s D e f i n e S t a t e f i n i s h A t t a c h I m a g e D v d T o S c s i B y I n s t I D , r e t = % u b e g i n A t t a c h P h y s i c a l D v d , i n d e x = % d , p o s = % d , p a t h = % s f i n i s h A t t a c h P h y s i c a l D v d , r e t = % u M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a N o t e s M o d i f y V i r t u a l S y s t e m S y s t e m S e t t i n g D a t a M s v m _ V i r t u a l S y s t e m M a n a g e m e n t S e r v i c e C o m p u t e r S y s t e m b e g i n S e t M e m o r y S i z e , n S i z e = % d V i r t u a l Q u a n t i t y f i n i s h S e t M e m o r y S i z e , r e t = % u b e g i n E n a b l e D y n a m i c M e m o r y , n S i z e = % d , n R e s e r v a t i o n = % d , n L i m i t = % d . V i r t u a l Q u a n t i t y D y n a m i c M e m o r y E n a b l e d R e s e r v a t i o n L i m i t f i n i s h E n a b l e D y n a m i c M e m o r y , r e t = % u b e g i n S e t L o g i c a l P r o c e s s o r N u m , n u m = % d V i r t u a l Q u a n t i t y f i n i s h S e t L o g i c a l P r o c e s s o r N u m , r e t = % u V i r t u a l S y s t e m I d e n t i f i e r s b e g i n A d d N e t w o r k A d a p t e r : n a m e = % s , s t r M a c = % s , s t r V i r t u a l S w i t c h G u i d = % s , b I s S t a t i c M a c = % u , s t r C h a n n e l I n s t a n c e G u i d = % s . D e f a u l t C o n n e c t i o n E l e m e n t N a m e - A d d r e s s S t a t i c M a c A d d r e s s f i n i s h A d d N e t w o r k A d a p t e r , r e t = % u b e g i n A d d L e g a c y N e t w o r k A d a p t e r : n a m e = % s , s t r M a c = % s , s t r V i r t u a l S w i t c h G u i d = % s , b I s S t a t i c M a c = % u . D e f a u l t C o n n e c t i o n E l e m e n t N a m e - A d d r e s s S t a t i c M a c A d d r e s s M s v m _ S e t t i n g s D e f i n e S t a t e f i n i s h A d d N e t w o r k A d a p t e r , r e t = % u M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a b e g i n C h a n g e F r i e n d l y N a m e : n a m e = % s E l e m e n t N a m e M o d i f y V i r t u a l S y s t e m ' M s v m _ V i r t u a l S y s t e m M a n a g e m e n t S e r v i c e M s v m _ C o m p u t e r S y s t e m . n a m e = ' C o m p u t e r S y s t e m S y s t e m S e t t i n g D a t a b e g i n L i s t S c s i C o n t r o l s E x f i n i s h C h a n g e F r i e n d l y N a m e , r e t = % u b e g i n D e t a c h A l l D i s k s b e g i n G e t S n a p s h o t B y G u i d : g u i d = % s b e g i n L i s t S c s i C o n t r o l s R e s o u r c e S u b T y p e f i n i s h D e t a c h A l l D i s k s M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a M i c r o s o f t S y n t h e t i c S C S I C o n t r o l l e r I n s t a n c e I D E l e m e n t N a m e f i n i s h L i s t S c s i C o n t r o l s , c o u n t = % u M i c r o s o f t V i r t u a l M a c h i n e H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e : : L i s t I D E C o n t r o l l e r s : B e g i n : N a m e H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e : : L i s t I D E C o n t r o l l e r s : E n d : n R e s u l t = % d R e s o u r c e S u b T y p e E x t e r n a l D a t a R o o t M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a M i c r o s o f t S y n t h e t i c S C S I C o n t r o l l e r I n s t a n c e I D E l e m e n t N a m e I n s t a n c e I D f i n i s h L i s t S c s i C o n t r o l s E x , c o u n t = % u f a i l t o l i s t s c s i c o n t r o l l e r s , e c = % u M s v m _ C o m p u t e r S y s t e m S y s t e m s e t t i n g D a t a f a i l t o d e t a c h s c s i d i s k s i n c o n t r o l l e r % s E l e m e n t N a m e D e s c r i p t i o n M i c r o s o f t V i r t u a l C o m p u t e r S y s t e m D e f i n e d S y s t e m M s v m _ V i r t u a l S y s t e m G l o b a l S e t t i n g D a t a E l e m e n t N a m e D e f i n e V i r t u a l S y s t e m M s v m _ V i r t u a l S y s t e m M a n a g e m e n t S e r v i c e C r e a t e V M f a i l , e c = % u , e r r M s g = % s D e s t r o y V i r t u a l S y s t e m ' M s v m _ V i r t u a l S y s t e m M a n a g e m e n t S e r v i c e M s v m _ C o m p u t e r S y s t e m . n a m e = ' C o m p u t e r S y s t e m M s v m _ S e t t i n g s D e f i n e S t a t e M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a E l e m e n t N a m e M o d i f y V i r t u a l S y s t e m M s v m _ V i r t u a l S y s t e m M a n a g e m e n t S e r v i c e ' M s v m _ C o m p u t e r S y s t e m . n a m e = ' C o m p u t e r S y s t e m S y s t e m S e t t i n g D a t a G e t V M L i s t : : b e g i n m _ W m i S e r v i c e i s i n v a l i d M s v m _ C o m p u t e r S y s t e m M i c r o s o f t V i r t u a l M a c h i n e D e s c r i p t i o n E n u m e r a t o r . S t a r t f a i l e d i n V i r t u a l M a c h i n e O p e r a t i o n : : G e t V M L i s t E C = % u G e t V M L i s t : : t h e c o u n t o f V M e n u m e r a t e d o u t i s % d m _ W m i S e r v i c e i s i n v a l i d b e g i n L i s t N e t w o r k A d a p t e r s b e g i n E n u m I D E H a r d D i s k M s v m _ S y n t h e t i c E t h e r n e t P o r t S e t t i n g D a t a A t t a c h V i r t u a l H a r d D i s k M i c r o s o f t S y n t h e t i c E t h e r n e t P o r t R e s o u r c e S u b T y p e I n s t a n c e I D E l e m e n t N a m e I n s t a n c e I D R e s o u r c e S u b T y p e P a t h f i n i s h L i s t N e t w o r k A d a p t e r s , c o u n t = % u E l e m e n t N a m e A s s i g n D r i v e L e t t e r b e g i n L i s t L e g a c y N e t w o r k A d a p t e r s M s v m _ E m u l a t e d E t h e r n e t P o r t S e t t i n g D a t a D e f a u l t R e a d O n l y M i c r o s o f t E m u l a t e d E t h e r n e t P o r t I n s t a n c e I D I n s t a n c e I D D e f a u l t M o u n t ( ) : : P e r c e n t = % d f i n i s h L i s t L e g a c y N e t w o r k A d a p t e r s , c o u n t = % u b e g i n R e m o v e N e t w o r k A d a p t e r : I n s t a n c e I D = % s I n s t a n c e I D M s v m _ I m a g e M a n a g e m e n t S e r v i c e M s v m _ M o u n t e d S t o r a g e I m a g e f i n i s h R e m o v e N e t w o r k A d a p t e r : I n s t a n c e I D = % s , r e t = % u b e g i n R e m o v e L e g a c y N e t w o r k A d a p t e r : I n s t a n c e I D = % s I n s t a n c e I D f i n i s h R e m o v e L e g a c y N e t w o r k A d a p t e r : I n s t a n c e I D = % s , r e t = % u f i n i s h E n u m I D E H a r d D i s k , r e t = % u b e g i n E n u m S C S I H a r d D i s k f i n i s h E n u m I D E H a r d D i s k , r e t = % u N a m e H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e : : E n u m I D E H a r d D i s k E x : : b e g i n : H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e : : E n u m I D E H a r d D i s k E x : : e n d : n R e s u l t = % d D e t a c h V i r t u a l H a r d D i s k H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e : : E n u m S C S I H a r d D i s k E x : : b e g i n : H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e : : E n u m S C S I H a r d D i s k E x : : e n d : n R e s u l t = % d M s v m _ M o u n t e d S t o r a g e I m a g e H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e : : L i s t P h y s i c a l D i s k D r i v e : : b e g i n : H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e : : L i s t P h y s i c a l D i s k D r i v e : : e n d : n R e s u l t = % d M s v m _ M o u n t e d S t o r a g e I m a g e H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e : : L i s t V i r t u a l H a r d D i s k I m a g e : : b e g i n : N a m e H y p e r V M a n i p u l a t i o n : : V i r t u a l M a c h i n e : : L i s t V i r t u a l H a r d D i s k I m a g e : : e n d : n R e s u l t = % d L e g a c y N e t w o r k A d a p t e r c a n n o t b e r e m o v e d f o r n o w . I n s t a n c e I D = % s , r e t = % u L e g a c y N e t w o r k A d a p t e r i s r e m o v e d . I n s t a n c e I D = % s , r e t = % u N e t w o r k A d a p t e r c a n n o t b e r e m o v e d f o r n o w . I n s t a n c e I D = % s , r e t = % u P o r t N e t w o r k A d a p t e r i s r e m o v e d . I n s t a n c e I D = % s , r e t = % u P o r t N u m b e r P a t h P a t h I d T a r g e t T a r g e t I d L u n L u n P a t h C r e a t e D i f f e r e n c i n g V i r t u a l H a r d D i s k M s v m _ I m a g e M a n a g e m e n t S e r v i c e P a r e n t P a t h M e r g e V i r t u a l H a r d D i s k M s v m _ I m a g e M a n a g e m e n t S e r v i c e S o u r c e P a t h D e s t i n a t i o n P a t h S e t P a r e n t V i r t u a l H a r d D i s k M s v m _ I m a g e M a n a g e m e n t S e r v i c e C h i l d P a t h P a r e n t P a t h I g n o r e I D M i s m a t c h M s v m _ M o u n t e d S t o r a g e I m a g e N a m e M o u n t M s v m _ I m a g e M a n a g e m e n t S e r v i c e P a t h M o u n t ( ) : : P e r c e n t = % d U n m o u n t M s v m _ I m a g e M a n a g e m e n t S e r v i c e P a t h M s v m _ M o u n t e d S t o r a g e I m a g e N a m e P o r t P o r t N u m b e r P a t h P a t h I d T a r g e t T a r g e t I d L u n L u n C r e a t e D i f f e r e n c i n g V i r t u a l H a r d D i s k M s v m _ I m a g e M a n a g e m e n t S e r v i c e P a r e n t P a t h P a t h M e r g e V i r t u a l H a r d D i s k M s v m _ I m a g e M a n a g e m e n t S e r v i c e S o u r c e P a t h D e s t i n a t i o n P a t h R e c o n n e c t P a r e n t V i r t u a l H a r d D i s k M s v m _ I m a g e M a n a g e m e n t S e r v i c e C h i l d P a t h P a r e n t P a t h F o r c e \ V d s S e r v i c e : : i n i t i a l i z e , c r e a t e V d s l o a d e r f a i l e d , r c = 0 x % X V d s S e r v i c e : : i n i t i a l i z e , S e t l o a d e r s e c u r i t y f a i l e d , r c = 0 x % 0 8 X V d s S e r v i c e : : i n i t i a l i z e , l o a d s e r v i c e f a i l e d , r c = 0 x % 0 8 X V d s S e r v i c e : : i n i t i a l i z e , w a i t s e r v i c e r e a d y f a i l e d , r c = 0 x % 0 8 X V d s S e r v i c e : : i n i t i a l i z e , S e t s e r v i c e s e c u r i t y f a i l e d , r c = 0 x % 0 8 X V d s P a c k : : G e t V o l u m e , N U L L p a c k V d s P a c k : : G e t V o l u m e , f a i l e d t o g e t v o l u m e , r c = % d \ w i n d o w s \ s y s t e m 3 2 \ c o n f i g \ s y s t e m \ b o o t . i n i n t l d r B o o t \ B C D \ E F I \ M i c r o s o f t \ B o o t \ B C D \ V d s P a c k : : G e t W i n B o o t V o l P a t h , C r e a t e V o l f a i l e d , v o l = % s , r c = % d \ V d s P a c k : : G e t W i n B o o t V o l P a t h , C r e a t e d i r f a i l e d , d i r = % s , r c = % d G e t W i n B o o t V o l P a t h : : G e t V o l N a m e f a i l e d , v o l = % s , r c = % d G e t W i n B o o t V o l P a t h : : S e t V o l M o u n t P o i n t f a i l e d , v o l = % s , m p = % s , r c = % d G e t W i n B o o t V o l P a t h : : s o m e e x c e p t i o n h a p p e n , e x c p c o d e = % d V d s P a c k : : G e t W i n B o o t V o l P a t h , v o l u m e c o u n t = = 0 , i = % d V d s P a c k : : G e t W i n B o o t V o l P a t h , n o v o l u m e i s e n u m e r a t e d , r e t u r n V d s P a c k : : G e t W i n B o o t V o l P a t h , e n u m e r a t e d a v o l u m e V d s P a c k : : G e t W i n B o o t V o l P a t h , f a i l e d t o G e t P r o p , r c = 0 x % X V d s P a c k : : G e t W i n B o o t V o l P a t h , N U L L v o l n a m e V d s P a c k : : i s b o o t v o l u m e , v o l = % s V d s P a c k : : n o t b o o t v o l u m e , v o l = % s V d s P a c k : : i s s y s v o l u m e , v o l = % s f a i l t o o f f l i n e d i s k , e c = % d \ f a i l t o Q u e r y I n t e r f a c e I I D _ I V d s D i s k O n l i n e i n V d s D i s k : : O n l i n e , e c = % d f a i l t o o n l i n e d i s k , e c = % d f a i l t o Q u e r y I n t e r f a c e I I D _ I V d s D i s k O n l i n e i n V d s D i s k : : O f f l i n e , e c = % d H a r d d i s k V o l u m e H a r d d i s k V o l u m e S h a d o w C o p y \ D e v i c e \ S V d s E n u m e r a t o r : : G e t N e x t m a y e n d , r c = % d V d s E n u m e r a t o r : : G e t N e x t , q u e r y f a i l e d , r c = % d M V d s E n u m e r a t o r : : G e t N e x t m a y e n d , r c = % d V d s E n u m e r a t o r : : G e t N e x t , q u e r y f a i l e d , r c = % d D V d s E n u m e r a t o r : : G e t N e x t m a y e n d , r c = % d V d s E n u m e r a t o r : : G e t N e x t , q u e r y f a i l e d , r c = % d B V d s E n u m e r a t o r : : G e t N e x t m a y e n d , r c = % d V d s E n u m e r a t o r : : G e t N e x t , q u e r y f a i l e d , r c = % d V a l F o r c e R e m o v e N o R e m o v e D e l e t e A p p I D C L S I D C o m p o n e n t C a t e g o r i e s F i l e T y p e I n t e r f a c e H a r d w a r e M i m e S A M S E C U R I T Y S Y S T E M S o f t w a r e T y p e L i b %u 60001 C S o c k e t A d d r U t i l i t y : : G e t H o s t A d d r s : : F a i l e d t o g e t a d d r i n f o f o r h o s t % s , R C = % u . [ ] [ % s ] . C S o c k e t A d d r U t i l i t y : : G e t H o s t A d d r s : : G o t % u a d d r e s s e s f o r h o s t % s : % s . M i c r o s o f t : M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a V i r t u a l S y s t e m T y p e M i c r o s o f t : H y p e r - V : S n a p s h o t : R e a l i z e d V i r t u a l S y s t e m I d e n t i f i e r I n s t a n c e I D E l e m e n t N a m e I n s t a n c e I D M i c r o s o f t : P a r e n t R e s o u r c e S u b T y p e H o s t R e s o u r c e M s v m _ S t o r a g e A l l o c a t i o n S e t t i n g D a t a M i c r o s o f t : H y p e r - V : V i r t u a l H a r d D i s k I n s t a n c e I D f a i l t o c a l l e n u m e r a t o r . S t a r t i n G e t D i s k I m a g e s , e c = % x M i c r o s o f t : M i c r o s o f t : . S n a p s h o t V 2 : : G e t D i s k F o l d e r f a i l e d , r c = 0 x % X
. v h d . a v h d . v h d x . a v h d x C r e a t i o n T i m e C r e a t e S n a p s h o t M s v m _ V i r t u a l S y s t e m S n a p s h o t S e r v i c e A f f e c t e d S y s t e m 2 S n a p s h o t T y p e M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a M s v m _ M o s t C u r r e n t S n a p s h o t I n B r a n c h I n s t a n c e I D D e s t r o y S n a p s h o t A f f e c t e d S n a p s h o t T a k e S n a p s h o t f a i l , e c = % u , e r r M s g = % s M s v m _ V i r t u a l S y s t e m S n a p s h o t S e r v i c e f a i l t o d e l e t e l a s t s n a p s h o t M i c r o s o f t : M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a V i r t u a l S y s t e m T y p e M i c r o s o f t : H y p e r - V : S n a p s h o t : R e a l i z e d V i r t u a l S y s t e m I d e n t i f i e r I n s t a n c e I D f a i l t o f e t c h s n a p s h o t , s n a p s h o t = % s D e s t r o y S n a p s h o t M s v m _ V i r t u a l S y s t e m S n a p s h o t S e r v i c e A f f e c t e d S n a p s h o t D e l e t e S n a p s h o t f a i l , s n a p = % s , e c = % u , e r r M s g = % s M i c r o s o f t : M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a M i c r o s o f t : H y p e r - V : S n a p s h o t : R e a l i z e d V i r t u a l S y s t e m T y p e V i r t u a l S y s t e m I d e n t i f i e r I n s t a n c e I D f a i l t o f e t c h s n a p s h o t M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a M i c r o s o f t : H y p e r - V : S n a p s h o t : R e a l i z e d V i r t u a l S y s t e m T y p e V i r t u a l S y s t e m I d e n t i f i e r P a r e n t I n s t a n c e I D M i c r o s o f t : M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a f a i l t o d e l e t e s n a p s h o t % s i n s n a p s h o t s u b t r e e f a i l t o a p p l y l a s t s n a p s h o t , e c = % x , l a s t s n a p s h o t = % s M i c r o s o f t : V i r t u a l S y s t e m T y p e M i c r o s o f t : H y p e r - V : S n a p s h o t : R e a l i z e d V i r t u a l S y s t e m I d e n t i f i e r I n s t a n c e I D f a i l t o f e t c h s n a p s h o t , s n a p s h o t = % s f a i l t o a p p l y s n a p s h o t , e c = % x , l a s t s n a p s h o t = % s M i c r o s o f t : M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a V i r t u a l S y s t e m T y p e M i c r o s o f t : H y p e r - V : S n a p s h o t : R e a l i z e d V i r t u a l S y s t e m I d e n t i f i e r I n s t a n c e I D c a n n o t f i n d s n a p s h o t % s E l e m e n t N a m e N o t e s M o d i f y S y s t e m S e t t i n g s M s v m _ V i r t u a l S y s t e m M a n a g e m e n t S e r v i c e S y s t e m S e t t i n g s A p p l y S n a p s h o t S n a p s h o t M s v m _ V i r t u a l S y s t e m S n a p s h o t S e r v i c e M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a A p p l y S n a p s h o t f a i l , e c = % u , e r r M s g = % s f a i l t o f e t c h l a s t s n a p s h o t M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a M s v m _ M o s t C u r r e n t S n a p s h o t I n B r a n c h V i r t u a l S y s t e m T y p e S t a r t G e t S n a p s h o t B y P a r e n t I D ( ) , p P a r e n t G U I D = [ % s ] M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a M i c r o s o f t : H y p e r - V : S n a p s h o t : R e a l i z e d V i r t u a l S y s t e m I d e n t i f i e r G e t S n a p s h o t B y P a r e n t I D ( ) f a i l e d t o c a l l e n u m e r a t o r . S t a r t ( ) V i r t u a l S y s t e m T y p e G e t S n a p s h o t B y P a r e n t I D ( ) s u c c e s s f u l l y f i n i s h e d . G e t S n a p s h o t B y P a r e n t I D ( ) f a i l e d , c a n ' t f i n d s u c h s n a p s h o t V i r t u a l S y s t e m I d e n t i f i e r f i n d % d s n a p s h o t s M i c r o s o f t : H y p e r - V : S n a p s h o t : R e a l i z e d f a i l t o c a l l e n u m e r a t o r . S t a r t ( ) i n S n a p s h o t O p e r a t i o n V 2 : : G e t S n a p s h o t S t a r t G e t O l d e s t S n a p s h o t ( ) M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a M i c r o s o f t : H y p e r - V : S n a p s h o t : R e a l i z e d V i r t u a l S y s t e m T y p e V i r t u a l S y s t e m I d e n t i f i e r G e t O l d e s t S n a p s h o t ( ) f a i l e d t o c a l l e n u m e r a t o r . S t a r t ( ) M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a G e t O l d e s t S n a p s h o t ( ) s u c c e s s f u l l y f i n i s h e d , G U I D = [ % s ] . G e t O l d e s t S n a p s h o t ( ) , n o s n a p s h o t f o u n d G e t O l d e s t S n a p s h o t ( ) f a i l e d , r e t = [ % d ] N o s n a p s h o t s f o r m e r g e . T o b e m e r g e d s n a p s h o t : % s
M e r g e o l d e s t s n a p s h o t [ % s ] f a i l e d , r e t = [ % d ] M i c r o s o f t : 5 S e t t i n g T y p e S y s t e m N a m e I n s t a n c e I D E l e m e n t N a m e I n s t a n c e I D M i c r o s o f t : P a r e n t R e s o u r c e T y p e M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a 2 1 I n s t a n c e I D f a i l t o c a l l e n u m e r a t o r . S t a r t i n G e t D i s k I m a g e s , e c = % x C o n n e c t i o n M i c r o s o f t : M i c r o s o f t : S n a p s h o t : : G e t D i s k F o l d e r f a i l e d , r c = 0 x % X
. . v h d . a v h d . v h d x . a v h d x C r e a t i o n T i m e C r e a t e V i r t u a l S y s t e m S n a p s h o t M s v m _ V i r t u a l S y s t e m M a n a g e m e n t S e r v i c e S o u r c e S y s t e m M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a M s v m _ P r e v i o u s S e t t i n g D a t a I n s t a n c e I D R e m o v e V i r t u a l S y s t e m S n a p s h o t f a i l t o d e l e t e l a s t s n a p s h o t T a k e S n a p s h o t f a i l , e c = % u , e r r M s g = % s M s v m _ V i r t u a l S y s t e m M a n a g e m e n t S e r v i c e S n a p s h o t S e t t i n g D a t a M i c r o s o f t : M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a 5 S e t t i n g T y p e S y s t e m N a m e I n s t a n c e I D f a i l t o f e t c h s n a p s h o t , s n a p s h o t = % s R e m o v e V i r t u a l S y s t e m S n a p s h o t M s v m _ V i r t u a l S y s t e m M a n a g e m e n t S e r v i c e S n a p s h o t S e t t i n g D a t a D e l e t e S n a p s h o t f a i l , s n a p = % s , e c = % u , e r r M s g = % s M i c r o s o f t : M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a 5 S e t t i n g T y p e S y s t e m N a m e I n s t a n c e I D f a i l t o f e t c h s n a p s h o t M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a 5 S e t t i n g T y p e S y s t e m N a m e P a r e n t I n s t a n c e I D M i c r o s o f t : M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a f a i l t o d e l e t e s n a p s h o t % s i n s n a p s h o t s u b t r e e f a i l t o a p p l y l a s t s n a p s h o t , e c = % x , l a s t s n a p s h o t = % s M i c r o s o f t : 5 S e t t i n g T y p e S y s t e m N a m e I n s t a n c e I D f a i l t o f e t c h s n a p s h o t , s n a p s h o t = % s f a i l t o a p p l y s n a p s h o t , e c = % x , l a s t s n a p s h o t = % s M i c r o s o f t : M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a 5 S e t t i n g T y p e S y s t e m N a m e I n s t a n c e I D c a n n o t f i n d s n a p s h o t % s E l e m e n t N a m e N o t e s M o d i f y V i r t u a l S y s t e m ' M s v m _ V i r t u a l S y s t e m M a n a g e m e n t S e r v i c e M s v m _ C o m p u t e r S y s t e m . n a m e = ' C o m p u t e r S y s t e m S y s t e m S e t t i n g D a t a M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a R e n a m e S n a p s h o t f a i l , s n a p _ i d = % s , e c = % u , e r r M s g = % s A p p l y V i r t u a l S y s t e m S n a p s h o t M s v m _ V i r t u a l S y s t e m M a n a g e m e n t S e r v i c e C o m p u t e r S y s t e m S n a p s h o t S e t t i n g D a t a A p p l y S n a p s h o t f a i l , e c = % u , e r r M s g = % s M s v m _ P r e v i o u s S e t t i n g D a t a f a i l t o f e t c h l a s t s n a p s h o t S t a r t G e t S n a p s h o t B y P a r e n t I D ( ) , p P a r e n t G U I D = [ % s ] M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a 5 S e t t i n g T y p e S y s t e m N a m e M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a G e t S n a p s h o t B y P a r e n t I D ( ) f a i l e d t o c a l l e n u m e r a t o r . S t a r t ( ) 5 G e t S n a p s h o t B y P a r e n t I D ( ) s u c c e s s f u l l y f i n i s h e d . G e t S n a p s h o t B y P a r e n t I D ( ) f a i l e d , c a n ' t f i n d s u c h s n a p s h o t S e t t i n g T y p e S y s t e m N a m e f i n d % d s n a p s h o t s f a i l t o c a l l e n u m e r a t o r . S t a r t ( ) i n S n a p s h o t O p e r a t i o n : : G e t S n a p s h o t S t a r t G e t O l d e s t S n a p s h o t ( ) M s v m _ V i r t u a l S y s t e m S e t t i n g D a t a 5 S e t t i n g T y p e S y s t e m N a m e G e t O l d e s t S n a p s h o t ( ) f a i l e d t o c a l l e n u m e r a t o r . S t a r t ( ) G e t O l d e s t S n a p s h o t ( ) s u c c e s s f u l l y f i n i s h e d , G U I D = [ % s ] . G e t O l d e s t S n a p s h o t ( ) , n o s n a p s h o t f o u n d G e t O l d e s t S n a p s h o t ( ) f a i l e d , r e t = [ % d ] N o s n a p s h o t s f o r m e r g e . T o b e m e r g e d s n a p s h o t : % s
M e r g e o l d e s t s n a p s h o t [ % s ] f a i l e d , r e t = [ % d ] A d d R e s o u r c e S e t t i n g s A f f e c t e d C o n f i g u r a t i o n M s v m _ V i r t u a l S y s t e m M a n a g e m e n t S e r v i c e R e s o u r c e S e t t i n g s R e s o u r c e S e t t i n g s A d d R e s o u r c e f a i l , e c = % u , e r r M s g = % s M o d i f y R e s o u r c e S e t t i n g s M s v m _ V i r t u a l S y s t e m M a n a g e m e n t S e r v i c e M a n a g e R e s o u r c e f a i l , e c = % u , e r r M s g = % s R e m o v e R e s o u r c e S e t t i n g s R e s o u r c e S e t t i n g s M s v m _ V i r t u a l S y s t e m M a n a g e m e n t S e r v i c e R e m o v e R e s o u r c e f a i l , e c = % u , e r r M s g = % s T a r g e t S y s t e m A d d V i r t u a l S y s t e m R e s o u r c e s C o m p u t e r S y s t e m M o d i f y V i r t u a l S y s t e m R e s o u r c e s M s v m _ V i r t u a l S y s t e m M a n a g e m e n t S e r v i c e R e s o u r c e S e t t i n g D a t a M a n a g e R e s o u r c e f a i l , e c = % u , e r r M s g = % s R e m o v e V i r t u a l S y s t e m R e s o u r c e s M s v m _ V i r t u a l S y s t e m M a n a g e m e n t S e r v i c e T a r g e t S y s t e m R e s o u r c e S e t t i n g D a t a @ R e m o v e R e s o u r c e f a i l , e c = % u , e r r M s g = % s 1 2 7 . I s L o c a l M a c h i n e A d d r e s s : : I s L o c a l M a c h i n e A d d r e s s : : C o n v e r t I P t o m b f a i l e d , r c = % d 0 . 0 . 0 . 0 l o c a l h o s t \ I s L o c a l M a c h i n e W : : I s L o c a l M a c h i n e : : G e t c o m p u t e r n a m e f a i l e d , r c = % d H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : I n i t : : c a l l C N o d e O p e r a t i o n : : I n i t \ H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : I n i t : : f a i l t o c a l l C o I n i t i a l i z e S e c u r i t y , e c = % x r o o t \ v i r t u a l i z a t i o n r o o t \ C I M V 2 \ r o o t \ C I M V 2 \ \ \ H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : I n i t : : f a i l t o c a l l C r e a t e W b e m S e r v i c e , n a m e s p a c e = % s , d o m a i n = % s , u s e r = % s H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : I n i t : : f i n i s h C N o d e O p e r a t i o n : : I n i t , r e t = % l \ H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : B r o w s e F o l d e r : : b e g i n t o B r o w s e F o l d e r , s t r P a r e n t F o l d e r = % s W i n 3 2 _ V o l u m e 3 D r i v e T y p e H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : B r o w s e F o l d e r : : F a i l e d t o e n u m e r a t e W i n 3 2 _ V o l u m e . r e t = % d D r i v e L e t t e r \ H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : B r o w s e F o l d e r : : I n v a l i d p a r e n t f o l d e r . % s W i n 3 2 _ D i r e c t o r y F a l s e S y s t e m D r i v e \ \ \ \ p a t h F i l e N a m e H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : B r o w s e F o l d e r : : F a i l e d t o e n u m e r a t e W i n 3 2 _ D i r e c t o r y . r e t = % d H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : B r o w s e F o l d e r : : f i n i s h t o B r o w s e F o l d e r s t r P a r e n t F o l d e r = % s , c h i l d F o l d e r C o u n t = % d , n R e s u l t = % d H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : I s F o l d e r E x i s t : : b e g i n , s t r F u l l P a t h = % s H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : I s F o l d e r E x i s t : : E m p t y p a t h t o c h e c k H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : I s F o l d e r E x i s t : : I n v a l i d p a t h , % s W i n 3 2 _ V o l u m e 3 D r i v e T y p e D r i v e L e t t e r D r i v e H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : I s F o l d e r E x i s t : : F a i l e d t o e n u m e r a t e W i n 3 2 _ V o l u m e . r e t = % d W i n 3 2 _ D i r e c t o r y \ \ \ \ p a t h \ \ \ \ N a m e " H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : I s F o l d e r E x i s t : : F a i l e d t o e n u m e r a t e W i n 3 2 _ D i r e c t o r y . r e t = % d M D " H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : I s F o l d e r E x i s t : : f i n i s h s t r F u l l P a t h = % s , b R e s u l t = % d & & e x i t % e r r o r l e v e l % H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : C r e a t e F o l d e r : : b e g i n t o C r e a t e F o l d e r , s t r P a t h = % s , s t r F o l d e r = % s c m d . e x e / E : O N / C H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : C r e a t e F o l d e r : : C r e a t e F o l d e r f a i l , i n v a l i d p a t h o r f o l d e r , s t r P a t h = % s , s t r F o l d e r = % s W i n 3 2 _ P r o c e s s H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : C r e a t e F o l d e r : : C r e a t e F o l d e r f a i l , p a t h n o t f o u n d , s t r P a t h = % s , s t r F o l d e r = % s W i n 3 2 _ P r o c e s s H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : C r e a t e F o l d e r : : C r e a t e F o l d e r f a i l , c a n n o t f i n d t h e n e w f o l d e r a f t e r c r e a t e o p e r a t i o n s u c c e e d e d , s t r P a t h = % s , s t r F o l d e r = % s H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : C r e a t e F o l d e r : : f i n i s h t o C r e a t e F o l d e r s t r P a t h = % s , s t r F o l d e r = % s , n R e s u l t = % d H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : C m d : : b e g i n t o C m d , s t r C o m m a n d L i n e = % s H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : C m d : : I n v a l i d c o m m a n d l i n e = % s C r e a t e C o m m a n d L i n e W i n 3 2 _ P r o c e s s S t a r t u p S h o w W i n d o w P r o c e s s S t a r t u p I n f o r m a t i o n H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : C m d : : C m d f a i l , n R e s u l t = % u , e r r M s g = % s h D e f K e y G e t D W O R D V a l u e H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : C m d : : f i n i s h t o C m d s t r C o m m a n d L i n e = % s , n R e s u l t = % d s S u b K e y N a m e T y p e H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : R e g G e t V a l u e S t r i n g : : b e g i n S t d R e g P r o v G e t S t r i n g V a l u e S t d R e g P r o v h D e f K e y G P T : H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : R e g G e t V a l u e S t r i n g : : F a i l e d t o u s e S t d R e g P r o v . G e t S t r i n g V a l u e . P o s s i b l l y i t ' s a W i n d o w s S e r v e r 2 0 0 3 / W i n d o w s X P s V a l u e N a m e H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : R e g G e t V a l u e S t r i n g : : F a i l r e t = % u , e r r M s g = % s s V a l u e s S u b K e y N a m e G P T : H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : R e g G e t V a l u e S t r i n g : : f i n i s h M B R : H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : R e g G e t V a l u e D W O R D : : b e g i n S t d R e g P r o v S t d R e g P r o v H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : R e g G e t V a l u e D W O R D : : F a i l e d t o u s e S t d R e g P r o v . G e t D W O R D V a l u e . P o s s i b l l y i t ' s a W i n d o w s S e r v e r 2 0 0 3 / W i n d o w s X P s V a l u e N a m e W i n 3 2 _ D i s k P a r t i t i o n L o g i c a l D i s k M a n a g e r H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : R e g G e t V a l u e D W O R D : : F a i l r e t = % u , e r r M s g = % s u V a l u e D y n a m i c B a s i c H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : R e g G e t V a l u e D W O R D : : f i n i s h W i n 3 2 _ V o l u m e H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : G e t D i s k T y p e s : : b e g i n t o G e t N o d e D i s k T y p e s H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : G e t D i s k T y p e s : : F a i l e d t o e n u m e r a t e W i n 3 2 _ D i s k P a r t i t i o n . r e t = % d H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : G e t D i s k T y p e s : : f i n i s h t o G e t N o d e D i s k T y p e s 3 H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : G e t F i l e S y s t e m T y p e s : : b e g i n t o G e t F i l e S y s t e m T y p e s D r i v e T y p e W i n 3 2 _ O p e r a t i n g S y s t e m H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : G e t F i l e S y s t e m T y p e s : : F a i l e d t o e n u m e r a t e W i n 3 2 _ V o l u m e . r e t = % d F i l e S y s t e m H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : G e t F i l e S y s t e m T y p e s : : f i n i s h t o G e t F i l e S y s t e m T y p e s V e r s i o n W i n 3 2 _ C o m p u t e r S y s t e m H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : G e t O S V e r s i o n : : b e g i n H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : G e t O S V e r s i o n : : F a i l e d t o e n u m e r a t e W i n 3 2 _ O p e r a t i n g S y s t e m . r e t = % d N u m b e r O f L o g i c a l P r o c e s s o r s H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : G e t O S V e r s i o n : : f i n i s h . s t r V e r s i o n = % s S o c k e t D e s i g n a t i o n H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : G e t N u m b e r O f P r o c e s s o r s : : b e g i n W i n 3 2 _ P r o c e s s o r W i n 3 2 _ V o l u m e H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : G e t N u m b e r O f P r o c e s s o r s : : F a i l e d t o e n u m e r a t e W i n 3 2 _ C o m p u t e r S y s t e m . r e t = % d N u m b e r O f P r o c e s s o r s D r i v e L e t t e r F r e e S p a c e H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : G e t N u m b e r O f P r o c e s s o r s : : F a i l e d t o g e t t h e r e s u l t f r o m W i n 3 2 _ C o m p u t e r S y s t e m . H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : G e t N u m b e r O f P r o c e s s o r s : : F a i l e d t o e n u m e r a t e W i n 3 2 _ P r o c e s s o r . r e t = % d W i n 3 2 _ V o l u m e H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : G e t N u m b e r O f P r o c e s s o r s : : G o t % u C P U s , S o c k e t D e s i g n a t i o n = % s . H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : G e t N u m b e r O f P r o c e s s o r s : : f i n i s h . r e t = % d , n u m b e r O f L o g i c a l P r o c e s s o r s = % d , n u m b e r O f P r o c e s s o r s = % d 3 H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : G e t D i s k F r e e S p a c e W : : b e g i n . s t r D i r e c t o r y N a m e = % s H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : G e t D i s k F r e e S p a c e W : : E m p t y d i r e c t o r y n a m e . r e t = % d H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : G e t D i s k F r e e S p a c e W : : I n v a l i d s t r D i r e c t o r y N a m e , % s H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : G e t D i s k F r e e S p a c e W : : F a i l e d t o e n u m e r a t e W i n 3 2 _ V o l u m e . r e t = % d D r i v e T y p e H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : G e t D i s k F r e e S p a c e W : : f i n i s h . r e t = % d , n F r e e B y t e s A v a i l a b l e = % I 6 4 d D r i v e L e t t e r F r e e S p a c e H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : G e t V o l u m e s : : b e g i n . H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : G e t V o l u m e s : : F a i l e d t o e n u m e r a t e W i n 3 2 _ V o l u m e . r e t = % d C a p a c i t y W i n 3 2 _ P r o c e s s H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : G e t V o l u m e s : : f i n i s h . r e t = % d , v V o l u m e I n f o s = % d H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : R u n C o m m a n d : : b e g i n t o C m d , s t r C o m m a n d L i n e = % s W i n 3 2 _ P r o c e s s H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : R u n C o m m a n d : : I n v a l i d c o m m a n d l i n e = % s C r e a t e C o m m a n d L i n e W i n 3 2 _ P r o c e s s S t a r t u p S h o w W i n d o w P r o c e s s S t a r t u p I n f o r m a t i o n E r r o r D e s c r i p t i o n H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : R u n C o m m a n d : : E r r o r D e s c r i p t i o n f a i l , n R e s u l t = % u , e r r M s g = % s P r o c e s s I d H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : R u n C o m m a n d : : f i n i s h t o C m d s t r C o m m a n d L i n e = % s , n R e s u l t = % d H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : E n u m P r o c e s s : : b e g i n . W i n 3 2 _ P r o c e s s % d P r o c e s s I d C o m m a n d L i n e H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : E n u m P r o c e s s : : F a i l e d t o e n u m e r a t e W i n 3 2 _ P r o c e s s . r e t = % d P r o c e s s I d C o m m a n d L i n e H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : E n u m P r o c e s s : : E n u m e r a t e W i n 3 2 _ P r o c e s s . P r o c e s s I d = % d , C o m m a n d L i n e = % s H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : E n u m P r o c e s s : : f i n i s h . r e t = % d T e r m i n a t e H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : T e r m i n a t e P r o c e s s : : b e g i n t o T e r m i n a t e P r o c e s s % d W i n 3 2 _ P r o c e s s = " % d " W i n 3 2 _ P r o c e s s R e a s o n A d d K v p I t e m s M s v m _ K v p E x c h a n g e D a t a I t e m H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : T e r m i n a t e P r o c e s s : : T e r m i n a t e P r o c e s s f a i l , n R e s u l t = % u , e r r M s g = % s H y p e r V M a n i p u l a t i o n : : C N o d e O p e r a t i o n : : T e r m i n a t e P r o c e s s : : f i n i s h t o C m d T e r m i n a t e P r o c e s s % d , n R e s u l t = % d M o d i f y K v p I t e m s N a m e D a t a S o u r c e D a t a I t e m s M s v m _ V i r t u a l S y s t e m M a n a g e m e n t S e r v i c e T a r g e t S y s t e m M s v m _ K v p E x c h a n g e D a t a I t e m N a m e D a t a S o u r c e R e m o v e K v p I t e m s D a t a I t e m s M s v m _ V i r t u a l S y s t e m M a n a g e m e n t S e r v i c e T a r g e t S y s t e m M s v m _ S y s t e m D e v i c e M s v m _ K v p E x c h a n g e C o m p o n e n t G u e s t E x c h a n g e I t e m s M s v m _ S y s t e m D e v i c e M s v m _ K v p E x c h a n g e C o m p o n e n t G u e s t I n t r i n s i c E x c h a n g e I t e m s f i n i s h _ C r e a t e V m , g u i d = % s G l o b a l \ C A . A R C s e r v e . D 2 D . H y p e r V M g r . M o u n t V H D . C h e c k S i g n a t u r e b e g i n t o _ G e t V m L i s t f i n i s h _ C r e a t e V m , g u i d = % s F a i l e d t o c r e a t e m u t e x l o c k f o r c h e c k i n g d i s k s i g n a t u r e ( % s ) . b e g i n t o _ D e s t r o y V m , g u i d = % s _ C h e c k S a m e S i g n a t u r e D i s k ( ) : : I s S a m e S i g n a r u r e D i s k E x i s t , b C h e c k R e t = % d . b e g i n t o _ C r e a t e V m , n a m e = % s f i n i s h _ D e s t r o y V m F a i l e d t o g e t o w n e r s h i p o f m u t e x l o c k f o r c h e c k i n g d i s k s i g n a t u r e ( % s ) . U s e v i r t u a l i z a t i o n \ v 2 n a m e s p a c e . f i n i s h _ G e t V m L i s t , r c = % d f i n i s h _ R e n a m e V M b e g i n t o _ C r e a t e V m , n a m e = % s , s u b t y p e = % u f a i l t o c a l l C r e a t e V M , e c = % u , r o o t d i r = % s n a m e = % s , s u b t y p e = % u b e g i n t o G e t V m B y G u i d , g u i d = % s f a i l t o c a l l C r e a t e V M , e c = % u , r o o t d i r = % s n a m e = % s f i n i s h G e t V m B y G u i d , p = % u f a i l t o c a l l _ D e s t r o y V m , e c = % u , g u i d = % s b e g i n t o _ R e n a m e V M , g u i d = % s , n e w n a m e = % s f a i l t o c a l l _ R e n a m e V M , e c = % u , g u i d = % s f i n i s h G e t V m B y G u i d , p = % u mountvol /r b e g i n t o M o u n t V H D _ N o O f f s e t , v h d = % s M o u n t V H D _ N o O f f s e t : : I m a g e i s a l r e a d y m o u n t e d b e f o r e e n t e r t h i s r o u t i n e mountvol /n M o u n t V H D _ N o O f f s e t : : % d t i m e s c a l l I m a g e . M o u n t , e c = % x , f i l e = % s mountvol /r M o u n t V H D _ N o O f f s e t : : f a i l t o c a l l I m a g e . M o u n t , e c = % x , f i l e = % s M o u n t V H D _ N o O f f s e t : : f a i l t o c a l l G e t D i s k , i m a g e = % s mountvol /n M o u n t V H D _ N o O f f s e t : : d i s k a d d r e s s = % s , n a m e = % s M o u n t V H D _ N o O f f s e t : : f a i l t o c h e c k i f d i s k w i t h s a m e s i g n a t u r e e x i s t s , e c = 0 x % x , i m a g e = % s M o u n t V H D _ N o O f f s e t : : t h e r e i s d i s k w i t h s a m e s i g n a t u r e ( % s ) t h a t h a s b e e n m o u n t e d . \ M o u n t V H D _ N o O f f s e t : : f a i l t o c a l l O n l i n e D i s k , e c = 0 x % x , i m a g e = % s f i n i s h U n m o u n t V H D , r e t = % u M o u n t V H D _ N o O f f s e t : : f a i l t o m a k e d i s k w r i t a b l e , e c = 0 x % x , i m a g e = % s b e g i n t o U n m o u n t V H D , v h d = % s f i n i s h C r e a t e C h i l d V H D , r e t = % u M o u n t V H D _ N o O f f s e t , t h i s i s d y n a m i c d i s k , s k i p i t . . . M o u n t V H D _ N o O f f s e t : : G e t W i n B o o t V o l P a t h f a i l e d , r c = % d @ M o u n t V H D _ N o O f f s e t : : f i n i s h c a l l M o u n t V H D , v h d = % s , b o o t v o l c n t = % d b e g i n t o M o u n t V H D , v h d = % s , o f f s e t = % l l d % d t i m e s c a l l I m a g e . M o u n t , e c = % x , f i l e = % s , o f f s e t = % u 0 . 0 . 0 . 0 1 2 7 . f a i l t o c a l l I m a g e . M o u n t , e c = % x , f i l e = % s , o f f s e t = % u f a i l t o c a l l G e t D i s k , i m a g e = % s M o u n t V H D : : f a i l t o c h e c k i f d i s k w i t h s a m e s i g n a t u r e e x i s t s , e c = 0 x % x , i m a g e = % s l o c a l h o s t M o u n t V H D : : t h e r e i s d i s k w i t h s a m e s i g n a t u r e ( % s ) t h a t h a s b e e n m o u n t e d . f a i l t o c a l l O n l i n e D i s k , e c = 0 x % x , i m a g e = % s f a i l t o c a l l m a k e d i s k w r i t a b l e , e c = 0 x % x , i m a g e = % s \ \ ? \ G L O B A L R O O T C h e c k w h e t h e r v o l u m e i s U E F I o r n o t , v o l u m e p a t h = % s F o u n d U E F I v o l u m e , v o l u m e p a t h = % s . M o u n t V H D , f a i l e d t o G e t V o l I D B y O f f s e t , o f f = 0 x % I 6 4 X , r c = % d . { 0 0 0 0 0 0 0 0 - 0 0 0 0 - 0 0 0 0 - 0 0 0 0 - 0 0 0 0 0 0 0 0 0 0 0 0 } f a i l t o g e t v o l u m e g u i d b y v o l u m e i d % s f i n i s h c a l l M o u n t V H D , r e t = % u , b o o t v o l u m e p a t h = % s \ r o o t \ v i r t u a l i z a t i o n f a i l t o c a l l U n m o u n t V H D , e c = % u , v h d = % s b e g i n t o C r e a t e C h i l d V H D , p a r e n t = % s , c h i l d = % s r o o t \ v i r t u a l i z a t i o n f a i l t o c a l l C r e a t e C h i l d V H D , e c = % u , v h d = % s , c h i l d = % s \ V 2 b e g i n t o A d d P r i v a t e N e t w o r k , s t r N e t w o r k N a m e = % s f a i l t o c a l l A d d P r i v a t e N e t w o r k , e c = % u , n a m e = % s f i n i s h A d d P r i v a t e N e t w o r k , g u i d = % s b e g i n t o A d d I n t e r n a l N e t w o r k , n a m e = % s \ V 2 f i n i s h _ C r e a t e V m , g u i d = % s f a i l t o c a l l A d d I n t e r n a l N e t w o r k , e c = % u , n a m e = % s f i n i s h A d d I n t e r n a l N e t w o r k , g u i d = % s b e g i n t o A d d E x t e r n a l N e t w o r k , n a m e = % s \ r o o t \ C I M V 2 b e g i n t o _ D e s t r o y V m , g u i d = % s f a i l t o c a l l G e t E x t e r n a l E t h e r n e t P o r t B y N a m e , p h y s i c a l a d a p t e r = % s f a i l t o c a l l A d d E x t e r n a l S w i t c h , e c = % u , n e t w o r k N a m e = % s f i n i s h _ D e s t r o y V m f i n i s h A d d E x t e r n a l N e t w o r k , g u i d = % s b e g i n t o G e t F r e e P h y s i c a l N e t w o r k A d a p t e r f a i l t o c a l l G e t F r e e E x t e r n a l E t h e r n e t P o r t L i s t , e c = % u f i n i s h G e t F r e e P h y s i c a l N e t w o r k A d a p t e r , r e t = % u b e g i n G e t V i r u t a l S w i t c h L i s t b e g i n t o _ G e t V m L i s t f i n i s h _ R e n a m e V M f i n i s h G e t V i r u t a l S w i t c h L i s t , r c = % u , s i z e = % d G l o b a l \ C A . A R C s e r v e . D 2 D . H y p e r V M g r . M o u n t V H D . C h e c k S i g n a t u r e b e g i n t o _ C r e a t e V m , n a m e = % s b e g i n t o G e t V m B y G u i d , g u i d = % s F a i l e d t o c r e a t e m u t e x l o c k f o r c h e c k i n g d i s k s i g n a t u r e ( % s ) . f i n i s h G e t V m B y G u i d , p = % u _ C h e c k S a m e S i g n a t u r e D i s k ( ) : : I s S a m e S i g n a r u r e D i s k E x i s t , b C h e c k R e t = % d . f i n i s h G e t V m B y G u i d , p = % u F a i l e d t o g e t o w n e r s h i p o f m u t e x l o c k f o r c h e c k i n g d i s k s i g n a t u r e ( % s ) . G l o b a l \ C A . A R C s e r v e . D 2 D . H y p e r V M g r . M o u n t V H D . C h e c k S i g n a t u r e mountvol /r F a i l e d t o c r e a t e m u t e x l o c k f o r c h e c k i n g d i s k s i g n a t u r e ( % s ) . mountvol /n _ C h e c k S a m e S i g n a t u r e D i s k ( ) : : I s S a m e S i g n a r u r e D i s k E x i s t , b C h e c k R e t = % d . mountvol /r F a i l e d t o g e t o w n e r s h i p o f m u t e x l o c k f o r c h e c k i n g d i s k s i g n a t u r e ( % s ) . I s L o c a l M a c h i n e A d d r e s s : : C o n v e r t I P t o m b f a i l e d , r c = % d I s L o c a l M a c h i n e : : G e t c o m p u t e r n a m e f a i l e d , r c = % d c a l l H y p e r V O p e r a t i o n : : I n i t mountvol /n f a i l t o c a l l C o I n i t i a l i z e S e c u r i t y , e c = % x r o o t \ C I M V 2 \ \ \ \ b e g i n t o U n m o u n t V H D , v h d = % s f i n i s h U n m o u n t V H D , r e t = % u f a i l t o c a l l C r e a t e W b e m S e r v i c e , n a m e s p a c e = % s , d o m a i n = % s , u s e r = % s f i n i s h C r e a t e C h i l d V H D , r e t = % u f a i l t o c a l l C r e a t e W b e m S e r v i c e , n a m e s p a c e = % s , d o m a i n = % s , u s e r = % s b e g i n G e t M a x C P U S F o r V m f i n i s h H y p e r V O p e r a t i o n : : I n i t , r e t = % l f i n i s h _ G e t V m L i s t , r c = % d W i n 3 2 _ C o m p u t e r S y s t e m H y p e r V O p e r a t i o n : : _ C r e a t e V m E x : : N o t a b l e t o c r e a t e G 2 o r g r e a t e r V M i n V 1 n a m e s p a c e . f a i l t o c a l l C r e a t e V M , e c = % u , r o o t d i r = % s n a m e = % s N u m b e r O f L o g i c a l P r o c e s s o r s f a i l t o c a l l _ D e s t r o y V m , e c = % u , g u i d = % s b e g i n t o _ R e n a m e V M , g u i d = % s , n e w n a m e = % s f a i l t o c a l l _ R e n a m e V M , e c = % u , g u i d = % s b e g i n t o M o u n t V H D _ N o O f f s e t , v h d = % s M o u n t V H D _ N o O f f s e t : : I m a g e i s a l r e a d y m o u n t e d b e f o r e e n t e r t h i s r o u t i n e W i n 3 2 _ C o m p u t e r S y s t e m M o u n t V H D _ N o O f f s e t : : % d t i m e s c a l l I m a g e . M o u n t , e c = % x , f i l e = % s T o t a l P h y s i c a l M e m o r y W i n 3 2 _ O p e r a t i n g S y s t e m M o u n t V H D _ N o O f f s e t : : f a i l t o c a l l I m a g e . M o u n t , e c = % x , f i l e = % s M o u n t V H D _ N o O f f s e t : : f a i l t o c a l l G e t D i s k , i m a g e = % s . M o u n t V H D _ N o O f f s e t : : d i s k a d d r e s s = % s , n a m e = % s M o u n t V H D _ N o O f f s e t : : f a i l t o c h e c k i f d i s k w i t h s a m e s i g n a t u r e e x i s t s , e c = 0 x % x , i m a g e = % s M o u n t V H D _ N o O f f s e t : : t h e r e i s d i s k w i t h s a m e s i g n a t u r e ( % s ) t h a t h a s b e e n m o u n t e d . \ r o o t \ c i m v 2 N T F S M o u n t V H D _ N o O f f s e t : : f a i l t o c a l l O n l i n e D i s k , e c = 0 x % x , i m a g e = % s R e F S M o u n t V H D _ N o O f f s e t : : f a i l t o m a k e d i s k w r i t a b l e , e c = 0 x % x , i m a g e = % s V e r s i o n F r i e n d l y N a m e M o u n t V H D _ N o O f f s e t , t h i s i s d y n a m i c d i s k , s k i p i t . . . M o u n t V H D _ N o O f f s e t : : G e t W i n B o o t V o l P a t h f a i l e d , r c = % d 6 . 3 N a m e M o u n t V H D _ N o O f f s e t : : f i n i s h c a l l M o u n t V H D , v h d = % s , b o o t v o l c n t = % d b e g i n t o M o u n t V H D , v h d = % s , o f f s e t = % l l d % d t i m e s c a l l I m a g e . M o u n t , e c = % x , f i l e = % s , o f f s e t = % u D e f a u l t E x t e r n a l D a t a R o o t M s v m _ I n t e r n a l E t h e r n e t P o r t f a i l t o c a l l I m a g e . M o u n t , e c = % x , f i l e = % s , o f f s e t = % u f a i l t o c a l l G e t D i s k , i m a g e = % s M o u n t V H D : : f a i l t o c h e c k i f d i s k w i t h s a m e s i g n a t u r e e x i s t s , e c = 0 x % x , i m a g e = % s N a m e M o u n t V H D : : t h e r e i s d i s k w i t h s a m e s i g n a t u r e ( % s ) t h a t h a s b e e n m o u n t e d . f a i l t o c a l l O n l i n e D i s k , e c = 0 x % x , i m a g e = % s f a i l t o c a l l m a k e d i s k w r i t a b l e , e c = 0 x % x , i m a g e = % s M o u n t V H D , f a i l e d t o G e t V o l I D B y O f f s e t , o f f = 0 x % I 6 4 X , r c = % d % s \ M s v m _ I n t e r n a l E t h e r n e t P o r t { 0 0 0 0 0 0 0 0 - 0 0 0 0 - 0 0 0 0 - 0 0 0 0 - 0 0 0 0 0 0 0 0 0 0 0 0 } f a i l t o g e t v o l u m e g u i d b y v o l u m e i d % s f i n i s h c a l l M o u n t V H D , r e t = % u , b o o t v o l u m e p a t h = % s N a m e f a i l t o c a l l U n m o u n t V H D , e c = % u , v h d = % s b e g i n t o C r e a t e C h i l d V H D , p a r e n t = % s , c h i l d = % s W i n d o w s M s v m _ E x t e r n a l E t h e r n e t P o r t f a i l t o c a l l C r e a t e C h i l d V H D , e c = % u , v h d = % s , c h i l d = % s 6 . 1 F a l s e b e g i n t o A d d P r i v a t e N e t w o r k , s t r N e t w o r k N a m e = % s 2 f a i l t o c a l l A d d P r i v a t e N e t w o r k , e c = % u , n a m e = % s f i n i s h A d d P r i v a t e N e t w o r k , g u i d = % s E n a b l e d S t a t e b e g i n t o A d d I n t e r n a l N e t w o r k , n a m e = % s 6 . 2 M s v m _ E x t e r n a l E t h e r n e t P o r t f a i l t o c a l l A d d I n t e r n a l N e t w o r k , e c = % u , n a m e = % s f i n i s h A d d I n t e r n a l N e t w o r k , g u i d = % s b e g i n t o A d d E x t e r n a l N e t w o r k , n a m e = % s D y n a m i c N a m e f a i l t o c a l l G e t E x t e r n a l E t h e r n e t P o r t B y N a m e , p h y s i c a l a d a p t e r = % s f a i l t o c a l l A d d E x t e r n a l S w i t c h , e c = % u , n e t w o r k N a m e = % s M s v m _ E x t e r n a l E t h e r n e t P o r t f i n i s h A d d E x t e r n a l N e t w o r k , g u i d = % s b e g i n t o G e t F r e e P h y s i c a l N e t w o r k A d a p t e r f a i l t o c a l l G e t F r e e E x t e r n a l E t h e r n e t P o r t L i s t , e c = % u f i n i s h G e t F r e e P h y s i c a l N e t w o r k A d a p t e r , r e t = % u b e g i n G e t V i r u t a l S w i t c h L i s t I s B o u n d D e v i c e I D f i n i s h G e t V i r u t a l S w i t c h L i s t , r c = % u , s i z e = % d f a i l t o g e t l o g i c a l c p u s t h r o u g h w m i M s v m _ I n t e r n a l E t h e r n e t P o r t f i n i s h G e t M a x C P U S F o r V m , c o u n t = % u N a m e f a i l t o g e t p h y s i c a l m e m o r y t h r o u g h w m i r o o t \ c i m v 2 \ \ f a i l t o g e t o p e r a t i o n s y s t e m v e r s i o n E l e m e n t N a m e H y p e r V M a n i p u l a t i o n : : H y p e r V O p e r a t i o n : : U s e V 2 N a m e s p a c e : : H y p e r V s e r v e r O S v e r s i o n i s % s . N a m e H y p e r V M a n i p u l a t i o n : : H y p e r V O p e r a t i o n : : G e t I n t e g r a t i o n S e r v i c e s G u e s t I n s t a l l e r V e r s i o n : : b e g i n G e t I n t e g r a t i o n S e r v i c e s G u e s t I n s t a l l e r V e r s i o n M i c r o s o f t - H y p e r - V - G u e s t - I n s t a l l e r S O F T W A R E \ M i c r o s o f t \ W i n d o w s N T \ C u r r e n t V e r s i o n \ V i r t u a l i z a t i o n \ G u e s t I n s t a l l e r \ V e r s i o n H y p e r V M a n i p u l a t i o n : : H y p e r V O p e r a t i o n : : G e t I n t e g r a t i o n S e r v i c e s G u e s t I n s t a l l e r V e r s i o n : : f i n i s h G e t I n t e g r a t i o n S e r v i c e s G u e s t I n s t a l l e r V e r s i o n H y p e r V M a n i p u l a t i o n : : H y p e r V O p e r a t i o n : : B r o w s e F o l d e r : : b e g i n B r o w s e F o l d e r . s t r P a r e n t F o l d e r = % s H y p e r V M a n i p u l a t i o n : : H y p e r V O p e r a t i o n : : B r o w s e F o l d e r : : f i n i s h B r o w s e F o l d e r . s t r P a r e n t F o l d e r = % s , c h i l d F o l d e r C o u n t = % d , n R e s u l t = % d M s v m _ E x t e r n a l E t h e r n e t P o r t H y p e r V M a n i p u l a t i o n : : H y p e r V O p e r a t i o n : : C r e a t e F o l d e r : : b e g i n C r e a t e F o l d e r . s t r P a t h = % s , s t r F o l d e r = % s H y p e r V M a n i p u l a t i o n : : H y p e r V O p e r a t i o n : : C r e a t e F o l d e r : : f i n i s h B r o w s e F o l d e r . s t r P a t h = % s , s t r F o l d e r = % s , n R e s u l t = % d H y p e r V M a n i p u l a t i o n : : H y p e r V O p e r a t i o n : : G e t D e f a u l t F o l d e r O f V H D : : b e g i n N a m e M s v m _ V i r t u a l S y s t e m m a n a g e m e n t S e r v i c e S e t t i n g D a t a E n u m e r a t o r . S t a r t f a i l e d i n f o r M s v m _ V i r t u a l S y s t e m m a n a g e m e n t S e r v i c e S e t t i n g D a t a E C = % u N o i t e m o f M s v m _ V i r t u a l S y s t e m m a n a g e m e n t S e r v i c e S e t t i n g D a t a E C = % u D e f a u l t V i r t u a l H a r d D i s k P a t h H y p e r V M a n i p u l a t i o n : : H y p e r V O p e r a t i o n : : G e t D e f a u l t F o l d e r O f V H D : : f i n i s h s t r D e f a u l t F o l d e r = % s , n R e s u l t = % d H y p e r V M a n i p u l a t i o n : : H y p e r V O p e r a t i o n : : G e t D e f a u l t F o l d e r O f V M : : b e g i n C I M _ L a n E n d p o i n t M s v m _ V i r t u a l S y s t e m m a n a g e m e n t S e r v i c e S e t t i n g D a t a E n u m e r a t o r . S t a r t f a i l e d i n f o r M s v m _ V i r t u a l S y s t e m m a n a g e m e n t S e r v i c e S e t t i n g D a t a E C = % u N o i t e m o f M s v m _ V i r t u a l S y s t e m m a n a g e m e n t S e r v i c e S e t t i n g D a t a E C = % u H y p e r V M a n i p u l a t i o n : : H y p e r V O p e r a t i o n : : G e t D e f a u l t F o l d e r O f V M : : f i n i s h s t r D e f a u l t F o l d e r = % s , n R e s u l t = % d % s E l e m e n t N a m e N a m e H y p e r V M a n i p u l a t i o n : : H y p e r V O p e r a t i o n : : P F C C h e c k V M : : b e g i n : s t r V m G u i d = % s , s t r V M U s e r N a m e = % s H y p e r V M a n i p u l a t i o n : : H y p e r V O p e r a t i o n : : P F C C h e c k V M : : F a i l e d t o c r e a t e V M f r o m g u i d . s t r V m G u i d = % s H y p e r V M a n i p u l a t i o n : : H y p e r V O p e r a t i o n : : P F C C h e c k V M : G e t I n t e g r a t i o n S e r v i c e s S t a t u s = % d H y p e r V M a n i p u l a t i o n : : H y p e r V O p e r a t i o n : : P F C C h e c k V M : L i s t P h y s i c a l D i s k D r i v e = % d H y p e r V M a n i p u l a t i o n : : H y p e r V O p e r a t i o n : : P F C C h e c k V M : L i s t V i r t u a l H a r d D i s k I m a g e = % d H y p e r V M a n i p u l a t i o n : : H y p e r V O p e r a t i o n : : P F C C h e c k V M : G e t H o s t N a m e = % s I s B o u n d F r i e n d l y N a m e H y p e r V M a n i p u l a t i o n : : H y p e r V O p e r a t i o n : : P F C C h e c k V M : G e t O S N a m e = % s H y p e r V M a n i p u l a t i o n : : H y p e r V O p e r a t i o n : : P F C C h e c k V M : G e t N e t w o r k A d d r e s s I P v 4 = % s H y p e r V M a n i p u l a t i o n : : H y p e r V O p e r a t i o n : : P F C C h e c k V M : s t r N o d e N a m e = % s N a m e H y p e r V M a n i p u l a t i o n : : H y p e r V O p e r a t i o n : : P F C C h e c k V M : : F a i l e d t o O p e n N o d e O p e r a t i o n . s t r V M H o s t N a m e = % s , s t r V M U s e r N a m e = % s S c o p e S n a p s h o t s M s v m _ I n t e r n a l E t h e r n e t P o r t S O F T W A R E \ M i c r o s o f t \ W i n d o w s N T \ C u r r e n t V e r s i o n \ S y s t e m R e s t o r e H y p e r V M a n i p u l a t i o n : : H y p e r V O p e r a t i o n : : P F C C h e c k V M : S c o p e S n a p s h o t s = % d H y p e r V M a n i p u l a t i o n : : H y p e r V O p e r a t i o n : : P F C C h e c k V M : G e t D i s k T y p e s = % d N a m e H y p e r V M a n i p u l a t i o n : : H y p e r V O p e r a t i o n : : P F C C h e c k V M : G e t F i l e S y s t e m T y p e s = % d H y p e r V M a n i p u l a t i o n : : H y p e r V O p e r a t i o n : : P F C C h e c k V M : : f i n i s h : n R e s u l t = % d I n t e r n a l E t h e r n e t P o r t H y p e r V M a n i p u l a t i o n : : H y p e r V O p e r a t i o n : : G e t N u m b e r O f P r o c e s s o r s : : b e g i n : H y p e r V M a n i p u l a t i o n : : H y p e r V O p e r a t i o n : : G e t N u m b e r O f P r o c e s s o r s : : f i n i s h : n R e s u l t = % d M s v m _ I n t e r n a l E t h e r n e t P o r t H y p e r V M a n i p u l a t i o n : : H y p e r V O p e r a t i o n : : G e t V o l u m e s : : b e g i n : N a m e H y p e r V M a n i p u l a t i o n : : H y p e r V O p e r a t i o n : : G e t V o l u m e s : : f i n i s h : n R e s u l t = % d M s v m _ E x t e r n a l E t h e r n e t P o r t G l o b a l \ C A . A R C s e r v e . D 2 D . H y p e r V M g r . M o u n t V H D . C h e c k S i g n a t u r e F a l s e F a i l e d t o c r e a t e m u t e x l o c k f o r c h e c k i n g d i s k s i g n a t u r e ( % s ) . 2 _ C h e c k S a m e S i g n a t u r e D i s k ( ) : : I s S a m e S i g n a r u r e D i s k E x i s t , b C h e c k R e t = % d . I s B o u n d E n a b l e d S t a t e F a i l e d t o g e t o w n e r s h i p o f m u t e x l o c k f o r c h e c k i n g d i s k s i g n a t u r e ( % s ) . b e g i n O p e n H y p e r V O p e r a t i o n : s e r v e r = % s , u s e r = % s M s v m _ E x t e r n a l E t h e r n e t P o r t f i n i s h O p e n H y p e r V O p e r a t i o n , r e t = % u b e g i n D e l I H y p e r V O p e r a t i o n : p H y p e r V = % u f i n i s h D e l I H y p e r V O p e r a t i o n N a m e b e g i n D e l I V i r t u a l M a c h i n e : p M a c h i n e = % u M s v m _ E x t e r n a l E t h e r n e t P o r t b e g i n D e l I I n t e r n a l E t h e r n e t P o r t : p E t h e r n e t = % u D e v i c e I D b e g i n D e l I E x t e r n a l E t h e r n e t P o r t : p E t h e r n e t = % u R e s o u r c e S u b T y p e \ \ \ \ b e g i n D e l I V i r t u a l S w i t c h : p V i r t u a l S w i t c h = % u H y p e r V M a n i p u l a t i o n : : O p e n N o d e O p e r a t i o n : : b e g i n : s e r v e r = % s , u s e r = % s A d d r e s s \ \ \ \ H y p e r V M a n i p u l a t i o n : : O p e n N o d e O p e r a t i o n : : f i n i s h : r e t = % u H o s t R e s o u r c e H y p e r V M a n i p u l a t i o n : : D e l N o d e O p e r a t i o n : : b e g i n : p N o d e O p e r a t i o n = % u H y p e r V M a n i p u l a t i o n : : D e l N o d e O p e r a t i o n : : f i n i s h : \ \ \ \ C r e a t e I n t e r n a l E t h e r n e t P o r t D y n a m i c M a c R e s o u r c e S u b T y p e \ \ \ \ M s v m _ V i r t u a l S w i t c h M a n a g e m e n t S e r v i c e D e l e t e I n t e r n a l E t h e r n e t P o r t M s v m _ V i r t u a l S w i t c h M a n a g e m e n t S e r v i c e I n t e r n a l E t h e r n e t P o r t V 2 _ _ P A T H _ _ P A T H C r e a t e I n t e r n a l E t h e r n e t P o r t D y n a m i c M a c E l e m e n t N a m e H o s t R e s o u r c e M s v m _ V i r t u a l S w i t c h M a n a g e m e n t S e r v i c e D e l e t e I n t e r n a l E t h e r n e t P o r t M s v m _ V i r t u a l S w i t c h M a n a g e m e n t S e r v i c e M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a M i c r o s o f t : H y p e r - V : E m u l a t e d I D E C o n t r o l l e r I n s t a n c e I D R e s o u r c e S u b T y p e H o s t R e s o u r c e M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a M i c r o s o f t : H y p e r - V : S y n t h e t i c S C S I C o n t r o l l e r I n s t a n c e I D M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a M i c r o s o f t : H y p e r - V : S y n t h e t i c S C S I C o n t r o l l e r I n s t a n c e I D I n s t a n c e I D D e f a u l t E l e m e n t N a m e I n s t a n c e I D M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a A d d r e s s O n P a r e n t P a r e n t D e f a u l t P a r e n t A d d r e s s O n P a r e n t I n s t a n c e I D M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a A d d r e s s O n P a r e n t P a r e n t D e f a u l t P a r e n t I n s t a n c e I D M s v m _ S t o r a g e A l l o c a t i o n S e t t i n g D a t a P a r e n t I n s t a n c e I D D e f a u l t H o s t R e s o u r c e M s v m _ S t o r a g e A l l o c a t i o n S e t t i n g D a t a P a r e n t P a r e n t r o o t \ c i m v 2 r o o t \ c i m v 2 W i n 3 2 _ C D R O M D r i v e D r i v e f a i l t o f e t c h C D R O M d r i v e f a i l t o c a l l E n u m e r a t o r . S t a r t , E C = % x D e v i c e I D D e f a u l t P a r e n t H o s t R e s o u r c e \ \ \ \ f a i l t o g e t I D E c o n t r o l l e r , i n d e x = % d E l e m e n t N a m e H o s t R e s o u r c e f a i l t o a d d i d e h a r d d i s k : e c = % x H a r d D i s k I m a g e H o s t R e s o u r c e f a i l t o a d d i d e d i s k d r i v e : e c = % x f a i l t o c a l l A d d I m a g e D v d : % d f a i l t o r e m o v e d i s k d r i v e , e c = % x , i n d e x = % d , p o s i t i o n = % d f a i l t o r e m o v e h a r d d i s k , e c = % x , i n d e x = % d , p o s i t i o n = % d f a i l t o g e t s c s i c o n t r o l l e r , n a m e = % s R e s o u r c e S u b T y p e f a i l t o c a l l A d d I m a g e D v d : % d f a i l t o a d d s c s i d i s k d r i v e , e c = % x , n a m e = % s , p o s i t i o n = % d , p a t h = % s f a i l t o c a l l A d d I m a g e D v d : % d f a i l t o g e t d i s k d r i v e a f t e r a d d s c s i d i s k d r i v e f a i l t o a d d s c s i h a r d d i s k E l e m e n t N a m e f a i l t o c a l l G e t I d e C o n t r o l l e r f a i l t o g e t s c s i c o n t r o l l e r , i n s t i d = % s f a i l t o a d d s c s i d i s k d r i v e , e c = % x , i n s t i d = % s , p o s i t i o n = % d , p a t h = % s H a r d D i s k I m a g e \ \ \ \ f a i l t o g e t d i s k d r i v e a f t e r a d d s c s i d i s k d r i v e f a i l t o a d d s c s i h a r d d i s k R e s o u r c e S u b T y p e H o s t R e s o u r c e f a i l t o a d d s c s i c o n t r o l l e r , e c = % x , n a m e = % s f a i l t o g e t s c s i c o n t r o l l e r a f t e r a d d i n g s c s i c o n t r o l l e r E l e m e n t N a m e H o s t R e s o u r c e f a i l t o a d d s c s i d i s k d r i v e , e c = % x f a i l t o g e t d i s k d r i v e a f t e r a d d i n g d i s k d r i v e f a i l t o g e t s c s i c o n t r o l l e r , n a m e = % s R e s o u r c e S u b T y p e \ f a i l t o r e m o v e d i s k d r i v e , e c = % x E l e m e n t N a m e \ f a i l t o r e m o v e h a r d d i s k , e c = % x I n s t a n c e I D M s v m _ S t o r a g e A l l o c a t i o n S e t t i n g D a t a P a r e n t A d d r e s s O n P a r e n t \ M s v m _ S t o r a g e A l l o c a t i o n S e t t i n g D a t a \ M i c r o s o f t : H y p e r - V : V i r t u a l H a r d D i s k I n s t a n c e I D f a i l t o g e t I D E c o n t r o l l e r , i n d e x = % d E l e m e n t N a m e H o s t R e s o u r c e f a i l t o c a l l G e t D i s k D r i v e a f t e r a d d i n g d i s k d r i v e \ f a i l t o a d d i d e d i s k d r i v e , e c = % x f a i l t o c a l l G e t S c s i C o n t r o l l e r A d d r e s s \ f a i l t o c a l l G e t D i s k D r i v e a f t e r a d d i n g d i s k d r i v e , p o s i t i o n = % d f a i l t o c a l l A d d D i s k D r i v e , e c = % x f a i l t o c a l l G e t S c s i C o n t r o l l e r E l e m e n t N a m e \ f a i l t o c a l l G e t D i s k D r i v e a f t e r a d d i n g d i s k d r i v e , p o s i t i o n = % d f a i l t o c a l l A d d D i s k D r i v e , e c = % x D r i v e N u m b e r \ f a i l t o c a l l G e t D i s k D r i v e a f t e r a d d i n g d i s k d r i v e , p o s i t i o n = % d f a i l t o c a l l A d d D i s k D r i v e , e c = % x R e s o u r c e S u b T y p e H o s t R e s o u r c e f a i l t o c a l l A d d P h y s i c a l D v d , s t r D r i v e L e t t e r = % s f a i l t o c a l l G e t S c s i C o n t r o l l e r f a i l t o c a l l G e t D i s k D r i v e a f t e r a d d i n g d i s k d r i v e , p o s i t i o n = % d f a i l t o c a l l A d d D i s k D r i v e , e c = % x E l e m e n t N a m e \ \ \ \ f a i l t o c a l l A d d P h y s i c a l D v d , s t r D r i v e L e t t e r = % s f a i l t o g e t s c s i c o n t r o l l e r , n a m e = % s I n s t a n c e I D R e s o u r c e S u b T y p e \ \ \ \ M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a P a r e n t M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a P a r e n t H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n V 2 : : L i s t I D E C o n t r o l l e r s : B e g i n : M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a M i c r o s o f t : H y p e r - V : E m u l a t e d I D E C o n t r o l l e r I n s t a n c e I D I n s t a n c e I D R e s o u r c e S u b T y p e \ \ \ \ H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n V 2 : : L i s t I D E C o n t r o l l e r s : E n d : s i z e = % d , n R e s u l t = % d H a r d D i s k I m a g e \ \ \ \ H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n V 2 : : L i s t P h y s i c a l D i s k D r i v e : B e g i n : W i n 3 2 _ C D R O M D r i v e M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a M i c r o s o f t : H y p e r - V : P h y s i c a l D i s k D r i v e I n s t a n c e I D E l e m e n t N a m e D r i v e H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n V 2 : : L i s t P h y s i c a l D i s k D r i v e : F a i l e d t o e n u m e r a t e p h y s i c a l d i s k d r i v e s . e r r o r = % d I n s t a n c e I D P a r e n t I n s t a n c e I D H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n V 2 : : L i s t P h y s i c a l D i s k D r i v e : E n d : s i z e = % d , n R e s u l t = % d H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n V 2 : : L i s t V i r t u a l H a r d D i s k I m a g e : B e g i n : R e s o u r c e S u b T y p e f a i l t o f e t c h C D R O M d r i v e M s v m _ S t o r a g e A l l o c a t i o n S e t t i n g D a t a D e v i c e I D M i c r o s o f t : H y p e r - V : V i r t u a l H a r d D i s k I n s t a n c e I D H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n V 2 : : L i s t V i r t u a l H a r d D i s k I m a g e : F a i l e d t o e n u m e r a t e v i r t u a l h a r d d i s k i m a g e s . e r r o r = % d I n s t a n c e I D H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n V 2 : : L i s t V i r t u a l H a r d D i s k I m a g e : E n d : s i z e = % d , n R e s u l t = % d H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n V 2 : : E n u m I D E H a r d D i s k E x : B e g i n : \ \ \ \ M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a M i c r o s o f t : H y p e r - V : E m u l a t e d I D E C o n t r o l l e r I n s t a n c e I D R e s o u r c e S u b T y p e f a i l t o c a l l A d d I m a g e D v d : % d H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n V 2 : : E n u m I D E H a r d D i s k E x : F a i l e d t o e n u m e r a t e I D E c o n t r o l l e r s . e r r o r = % d I n s t a n c e I D H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n V 2 : : E n u m I D E H a r d D i s k E x : I D E C o n t r o l l e r c o u n t = % d H a r d D i s k I m a g e f a i l t o c a l l A d d I m a g e D v d : % d M s v m _ S t o r a g e A l l o c a t i o n S e t t i n g D a t a f a i l t o c a l l A d d I m a g e D v d : % d M i c r o s o f t : H y p e r - V : V i r t u a l H a r d D i s k I n s t a n c e I D H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n V 2 : : E n u m I D E H a r d D i s k E x : F a i l e d t o e n u m e r a t e v i r t u a l h a r d d i s k i m a g e s . e r r o r = % d I n s t a n c e I D H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n V 2 : : E n u m I D E H a r d D i s k E x : I n v a l i d I n s t a n c e I D = % s H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n V 2 : : E n u m I D E H a r d D i s k E x : E n d : s i z e = % d , n R e s u l t = % d H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n V 2 : : E n u m S C S I H a r d D i s k E x : B e g i n : M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a M i c r o s o f t : H y p e r - V : S y n t h e t i c S C S I C o n t r o l l e r I n s t a n c e I D H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n V 2 : : E n u m S C S I H a r d D i s k E x : F a i l e d t o e n u m e r a t e S C S I c o n t r o l l e r s . e r r o r = % d I n s t a n c e I D E l e m e n t N a m e f a i l t o c a l l G e t I d e C o n t r o l l e r H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n V 2 : : E n u m S C S I H a r d D i s k E x : I D E C o n t r o l l e r c o u n t = % d \ \ \ \ M s v m _ S t o r a g e A l l o c a t i o n S e t t i n g D a t a M i c r o s o f t P h y s i c a l D i s k D r i v e M i c r o s o f t : H y p e r - V : V i r t u a l H a r d D i s k I n s t a n c e I D H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n V 2 : : E n u m S C S I H a r d D i s k E x : F a i l e d t o e n u m e r a t e v i r t u a l h a r d d i s k i m a g e s . e r r o r = % d I n s t a n c e I D R e s o u r c e S u b T y p e H o s t R e s o u r c e H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n V 2 : : E n u m S C S I H a r d D i s k E x : I n v a l i d I n s t a n c e I D = % s H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n V 2 : : E n u m S C S I H a r d D i s k E x : E n d : s i z e = % d , n R e s u l t = % d A d d r e s s \ M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a M i c r o s o f t E m u l a t e d I D E C o n t r o l l e r I n s t a n c e I D R e s o u r c e S u b T y p e \ M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a M i c r o s o f t S y n t h e t i c S C S I C o n t r o l l e r E l e m e n t N a m e I n s t a n c e I D M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a M i c r o s o f t S y n t h e t i c S C S I C o n t r o l l e r R e s o u r c e S u b T y p e I n s t a n c e I D I n s t a n c e I D D e f a u l t E l e m e n t N a m e I n s t a n c e I D M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a A d d r e s s P a r e n t D e f a u l t P a r e n t A d d r e s s I n s t a n c e I D M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a A d d r e s s P a r e n t D e f a u l t P a r e n t C o n n e c t i o n I n s t a n c e I D M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a P a r e n t I n s t a n c e I D M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a P a r e n t C o n n e c t i o n C o n n e c t i o n D e f a u l t P a r e n t C o n n e c t i o n r o o t \ c i m v 2 r o o t \ c i m v 2 f a i l t o c a l l E n u m e r a t o r . S t a r t , E C = % x D e f a u l t P a r e n t C o n n e c t i o n E l e m e n t N a m e \ f a i l t o g e t I D E c o n t r o l l e r , i n d e x = % d H a r d D i s k I m a g e \ f a i l t o a d d i d e h a r d d i s k : e c = % x R e s o u r c e S u b T y p e \ f a i l t o a d d i d e d i s k d r i v e : e c = % x \ f a i l t o r e m o v e d i s k d r i v e , e c = % x , i n d e x = % d , p o s i t i o n = % d f a i l t o r e m o v e h a r d d i s k , e c = % x , i n d e x = % d , p o s i t i o n = % d f a i l t o g e t s c s i c o n t r o l l e r , i n s t i d = % s f a i l t o a d d s c s i d i s k d r i v e , e c = % x , i n s t i d = % s , p o s i t i o n = % d , p a t h = % s E l e m e n t N a m e \ f a i l t o g e t d i s k d r i v e a f t e r a d d s c s i d i s k d r i v e f a i l t o a d d s c s i h a r d d i s k H a r d D i s k I m a g e \ f a i l t o g e t s c s i c o n t r o l l e r , n a m e = % s R e s o u r c e S u b T y p e f a i l t o a d d s c s i d i s k d r i v e , e c = % x , n a m e = % s , p o s i t i o n = % d , p a t h = % s f a i l t o g e t d i s k d r i v e a f t e r a d d s c s i d i s k d r i v e f a i l t o a d d s c s i h a r d d i s k E l e m e n t N a m e O t h e r L o c a t i o n f a i l t o a d d s c s i c o n t r o l l e r , e c = % x , n a m e = % s f a i l t o g e t s c s i c o n t r o l l e r a f t e r a d d i n g s c s i c o n t r o l l e r R e s o u r c e S u b T y p e f a i l t o a d d s c s i d i s k d r i v e , e c = % x f a i l t o g e t d i s k d r i v e a f t e r a d d i n g d i s k d r i v e f a i l t o g e t s c s i c o n t r o l l e r , n a m e = % s E l e m e n t N a m e f a i l t o r e m o v e d i s k d r i v e , e c = % x f a i l t o r e m o v e h a r d d i s k , e c = % x I n s t a n c e I D M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a P a r e n t C o n n e c t i o n M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a M i c r o s o f t S y n t h e t i c S C S I C o n t r o l l e r I n s t a n c e I D C o n n e c t i o n f a i l t o g e t I D E c o n t r o l l e r , i n d e x = % d f a i l t o c a l l G e t D i s k D r i v e a f t e r a d d i n g d i s k d r i v e f a i l t o a d d i d e d i s k d r i v e , e c = % x f a i l t o c a l l G e t S c s i C o n t r o l l e r f a i l t o c a l l G e t D i s k D r i v e a f t e r a d d i n g d i s k d r i v e , p o s i t i o n = % d f a i l t o c a l l A d d D i s k D r i v e , e c = % x f a i l t o c a l l G e t S c s i C o n t r o l l e r f a i l t o c a l l G e t D i s k D r i v e a f t e r a d d i n g d i s k d r i v e , p o s i t i o n = % d f a i l t o c a l l A d d D i s k D r i v e , e c = % x f a i l t o c a l l G e t D i s k D r i v e a f t e r a d d i n g d i s k d r i v e , p o s i t i o n = % d f a i l t o c a l l A d d D i s k D r i v e , e c = % x f a i l t o c a l l A d d P h y s i c a l D v d , s t r D r i v e L e t t e r = % s f a i l t o c a l l G e t S c s i C o n t r o l l e r f a i l t o c a l l G e t D i s k D r i v e a f t e r a d d i n g d i s k d r i v e , p o s i t i o n = % d f a i l t o c a l l A d d D i s k D r i v e , e c = % x f a i l t o c a l l A d d P h y s i c a l D v d , s t r D r i v e L e t t e r = % s f a i l t o g e t s c s i c o n t r o l l e r , n a m e = % s I n s t a n c e I D M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a P a r e n t M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a P a r e n t H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n : : L i s t I D E C o n t r o l l e r s : B e g i n : M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a M i c r o s o f t E m u l a t e d I D E C o n t r o l l e r I n s t a n c e I D I n s t a n c e I D H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n : : L i s t I D E C o n t r o l l e r s : E n d : s i z e = % d , n R e s u l t = % d H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n : : L i s t P h y s i c a l D i s k D r i v e : B e g i n : M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a I n s t a n c e I D H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n : : L i s t P h y s i c a l D i s k D r i v e : F a i l e d t o e n u m e r a t e p h y s i c a l d i s k d r i v e s . e r r o r = % d I n s t a n c e I D A d d r e s s P a r e n t I n s t a n c e I D E l e m e n t N a m e A d d r e s s E l e m e n t N a m e D r i v e N u m b e r H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n : : L i s t P h y s i c a l D i s k D r i v e : E n d : s i z e = % d , n R e s u l t = % d H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n : : L i s t V i r t u a l H a r d D i s k I m a g e : B e g i n : M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a M i c r o s o f t V i r t u a l H a r d D i s k R e s o u r c e S u b T y p e I n s t a n c e I D H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n : : L i s t V i r t u a l H a r d D i s k I m a g e : F a i l e d t o e n u m e r a t e v i r t u a l h a r d d i s k i m a g e s . e r r o r = % d E l e m e n t N a m e I n s t a n c e I D C o n n e c t i o n H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n : : L i s t V i r t u a l H a r d D i s k I m a g e : E n d : s i z e = % d , n R e s u l t = % d H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n : : E n u m I D E H a r d D i s k E x : B e g i n : M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a M i c r o s o f t E m u l a t e d I D E C o n t r o l l e r R e s o u r c e S u b T y p e I n s t a n c e I D H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n : : E n u m I D E H a r d D i s k E x : F a i l e d t o e n u m e r a t e I D E c o n t r o l l e r s . e r r o r = % d I n s t a n c e I D H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n : : E n u m I D E H a r d D i s k E x : I D E C o n t r o l l e r c o u n t = % d M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a M i c r o s o f t V i r t u a l H a r d D i s k R e s o u r c e S u b T y p e H a r d D i s k I m a g e E l e m e n t N a m e I n s t a n c e I D H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n : : E n u m I D E H a r d D i s k E x : F a i l e d t o e n u m e r a t e v i r t u a l h a r d d i s k i m a g e s . e r r o r = % d I n s t a n c e I D H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n : : E n u m I D E H a r d D i s k E x : I n v a l i d I n s t a n c e I D = % s C o n n e c t i o n H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n : : E n u m I D E H a r d D i s k E x : E n d : s i z e = % d , n R e s u l t = % d H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n : : E n u m S C S I H a r d D i s k E x : B e g i n : M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a M i c r o s o f t S y n t h e t i c S C S I C o n t r o l l e r R e s o u r c e S u b T y p e I n s t a n c e I D H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n : : E n u m S C S I H a r d D i s k E x : F a i l e d t o e n u m e r a t e S C S I c o n t r o l l e r s . e r r o r = % d I n s t a n c e I D H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n : : E n u m S C S I H a r d D i s k E x : I D E C o n t r o l l e r c o u n t = % d M s v m _ R e s o u r c e A l l o c a t i o n S e t t i n g D a t a M i c r o s o f t V i r t u a l H a r d D i s k R e s o u r c e S u b T y p e H a r d D i s k I m a g e E l e m e n t N a m e I n s t a n c e I D H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n : : E n u m S C S I H a r d D i s k E x : F a i l e d t o e n u m e r a t e v i r t u a l h a r d d i s k i m a g e s . e r r o r = % d I n s t a n c e I D H y p e r V M a n i p u l a t i o n : : D i s k O p e r a t i o n : : E n u m S C S I H a r d D i s k E x : I n v a l i d I 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