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******************************************************************************
PSI3 started on augustus.chemistry.gatech.edu at Wed Mar 12 18:36:18 2008

    -----------------------------------------------------------------------    
            PSI3: An Open-Source Ab Initio Electronic Structure Package 
                                Version 3.4 Alpha

    T. D. Crawford, C. D. Sherrill, E. F. Valeev, J. T. Fermann, R. A. King,
    M. L. Leininger, S. T. Brown, C. L. Janssen, E. T. Seidl, J. P. Kenny,
    and W. D. Allen, J. Comput. Chem. 28, 1610-1616 (2007)
    -----------------------------------------------------------------------    

PSI3 will perform a RHF EOM_CC2 energy computation.

The following programs will be executed:

 input
 cints
 cscf
 transqt2
 ccsort
 ccenergy
 cchbar
 cceom
 psiclean

******************************************************************************
tstart called on augustus.chemistry.gatech.edu
Wed Mar 12 18:36:18 2008

                                --------------
                                    INPUT
                                --------------

  LABEL       =	EOM-CC2/cc-pVDZ H2O
  SHOWNORM    =	0
  PUREAM      =	0
  PRINT_LVL   =	1

  Parsed basis sets from /theoryfs/ds/home/ashley/psi3/lib/pbasis.dat
Coordinates after reading z-matrices

           1           2           3

    1   0.0000000   0.0000000   0.0000000
    2   0.0000000   0.0000000   1.7007534
    3   1.6502337   0.0000000   2.1122029

  -Geometry before Center-of-Mass shift (a.u.):
       Center              X                  Y                   Z
    ------------   -----------------  -----------------  -----------------
        HYDROGEN      0.000000000000     0.000000000000     0.000000000000
          OXYGEN      0.000000000000     0.000000000000     1.700753389721
        HYDROGEN      1.650233745496     0.000000000000     2.112202873710


  -Rotational constants (cm-1) :
    A =   30.67311  B =   16.62770  C =   10.78255
    It is an asymmetric top.

  -Geometry after Center-of-Mass shift and reorientation (a.u.):
       Center              X                  Y                   Z
    ------------   -----------------  -----------------  -----------------
        HYDROGEN     -1.340211960333     0.929903582084     0.000000000000
          OXYGEN     -0.000000000000    -0.117184758997     0.000000000000
        HYDROGEN      1.340211960333     0.929903582084     0.000000000000


  -SYMMETRY INFORMATION:
    Computational point group is C2v 
    Number of irr. rep.      = 4
    Number of atoms          = 3
    Number of unique atoms   = 2


  -BASIS SETS:

   -Basis set on unique center 1:
      ( (S ( 11720.00000000     0.00071000)
           (  1759.00000000     0.00547000)
           (   400.80000000     0.02783700)
           (   113.70000000     0.10480000)
           (    37.03000000     0.28306200)
           (    13.27000000     0.44871900)
           (     5.02500000     0.27095200)
           (     1.01300000     0.01545800)
           (     0.30230000    -0.00258500) )
        (S ( 11720.00000000    -0.00016000)
           (  1759.00000000    -0.00126300)
           (   400.80000000    -0.00626700)
           (   113.70000000    -0.02571600)
           (    37.03000000    -0.07092400)
           (    13.27000000    -0.16541100)
           (     5.02500000    -0.11695500)
           (     1.01300000     0.55736800)
           (     0.30230000     0.57275900) )
        (S (     0.30230000     1.00000000) )
        (P (    17.70000000     0.04301800)
           (     3.85400000     0.22891300)
           (     1.04600000     0.50872800)
           (     0.27530000     0.46053100) )
        (P (     0.27530000     1.00000000) )
        (D (     1.18500000     1.00000000) )
       )

   -Basis set on unique center 2:
      ( (S (    13.01000000     0.01968500)
           (     1.96200000     0.13797700)
           (     0.44460000     0.47814800)
           (     0.12200000     0.50124000) )
        (S (     0.12200000     1.00000000) )
        (P (     0.72700000     1.00000000) )
       )


  -BASIS SET INFORMATION:
    Total number of shells = 12
    Number of primitives   = 31
    Number of AO           = 25
    Number of SO           = 24

    Irrep    Number of SO
    -----    ------------
      1           11
      2            2
      3            4
      4            7


  -Unique atoms in the canonical coordinate system (a.u.):
       Center              X                  Y                   Z
    ------------   -----------------  -----------------  -----------------
          OXYGEN      0.000000000000    -0.000000000000    -0.117184758997
        HYDROGEN      0.000000000000     1.340211960333     0.929903582084


  -Geometry in the canonical coordinate system (a.u.):
       Center              X                  Y                   Z
    ------------   -----------------  -----------------  -----------------
        HYDROGEN      0.000000000000    -1.340211960333     0.929903582084
          OXYGEN      0.000000000000    -0.000000000000    -0.117184758997
        HYDROGEN      0.000000000000     1.340211960333     0.929903582084


  -Geometry in the canonical coordinate system (Angstrom):
       Center              X                  Y                   Z
    ------------   -----------------  -----------------  -----------------
        HYDROGEN      0.000000000000    -0.709209678246     0.492083819402
          OXYGEN      0.000000000000    -0.000000000000    -0.062011508391
        HYDROGEN      0.000000000000     0.709209678246     0.492083819402


  -Geometry in the reference coordinate system (a.u.):
       Center              X                  Y                   Z
    ------------   -----------------  -----------------  -----------------
        HYDROGEN      0.000000000000    -1.340211960333     0.929903582084
          OXYGEN      0.000000000000    -0.000000000000    -0.117184758997
        HYDROGEN      0.000000000000     1.340211960333     0.929903582084


  --------------------------------------------------------------------------

    Nuclear Repulsion Energy (a.u.) =       9.780670853324

  -The Interatomic Distances in angstroms:

           1           2           3

    1   0.0000000
    2   0.9000000   0.0000000
    3   1.4184194   0.9000000   0.0000000

    Note: To print *all* bond angles, out-of-plane
          angles, and torsion angles set print = 3


******************************************************************************
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user time   =       0.03 seconds =       0.00 minutes
system time =       0.00 seconds =       0.00 minutes
total time  =          0 seconds =       0.00 minutes
******************************************************************************
tstart called on augustus.chemistry.gatech.edu
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                  --------------------------------------------
                    CINTS: An integrals program written in C
                     Justin T. Fermann and Edward F. Valeev
                  --------------------------------------------


  -OPTIONS:
    Print level                 = 1
    Integral tolerance          = 1e-15
    Max. memory to use          = 4000000 double words
    Number of threads           = 1
    LIBINT's real type length   = 64 bit

  -CALCULATION CONSTANTS:
    Label                       = EOM-CC2/cc-pVDZ H2O
    Number of atoms             = 3
    Number of atomic orbitals   = 25
    Number of symmetry orbitals = 24
    Maximum AM in the basis     = 2

  -SYMMETRY INFORMATION;
    Computational point group        = C2v
    Number of irreps                 = 4

    Wrote 11412 two-electron integrals to IWL file 33

******************************************************************************
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system time =       0.00 seconds =       0.00 minutes
total time  =          0 seconds =       0.00 minutes
******************************************************************************
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             ------------------------------------------

                CSCF3.0: An SCF program written in C

              Written by too many people to mention here

             ------------------------------------------

  I think the multiplicity is 1.
  If this is wrong, please specify the MULTP keyword

  label        = EOM-CC2/cc-pVDZ H2O
  wfn          = EOM_CC2
  reference    = RHF
  multiplicity = 1
  charge       = 0
  direct       = false
  dertype      = NONE
  convergence  = 10
  maxiter      = 100
  guess        = AUTO

  nuclear repulsion energy        9.7806708533239
  first run, so defaulting to core-hamiltonian guess

  level shift                      = 0.100000

  level shifting will stop after 10 cycles
  diis scale factor                = 1.000000
  iterations before extrapolation  = 0
  6 error matrices will be kept

  keeping integrals in 92528 bytes of core

  The lowest eigenvalue of the overlap matrix was 1.647229e-02

  Using core guess to determine occupations


  Symmetry block:   A1    A2    B1    B2   
  DOCC:              3     0     1     1   
  SOCC:              0     0     0     0   

  reading integrals in the IWL format from files 33,35,36,37
  wrote 5210 integrals to file92

  iter       total energy        delta E         delta P          diiser
    1       -68.7814154122    7.856209e+01    0.000000e+00    0.000000e+00
    2       -71.2570545135    2.475639e+00    2.191740e-01    9.938755e-01
    3       -75.9683937738    4.711339e+00    1.102537e-01    1.003176e+00
    4       -76.0176379020    4.924413e-02    7.273461e-03    8.984994e-02
    5       -76.0216677420    4.029840e-03    2.372219e-03    3.027828e-02
    6       -76.0217057840    3.804197e-05    2.304589e-04    2.643135e-03
    7       -76.0217094753    3.691327e-06    6.526616e-05    1.562989e-03
    8       -76.0217097155    2.402331e-07    2.050871e-05    3.879561e-04
    9       -76.0217097165    9.541026e-10    1.640783e-06    1.376333e-05
   10       -76.0217097165    4.735057e-11    2.531131e-07    2.618984e-06
   11       -76.0217097166    3.325340e-12    7.249152e-08    7.441727e-07
   12       -76.0217097166    9.947598e-14    1.275500e-08    1.043731e-07
   13       -76.0217097166    2.842171e-14    2.349989e-09    1.614258e-08
   14       -76.0217097166   -1.421085e-14    3.306745e-10    2.923963e-09
   15       -76.0217097166   -1.421085e-14    6.139565e-11    6.094589e-10

Orbital energies (a.u.):

  Doubly occupied orbitals
   1A1    -20.540311     2A1     -1.368599     1B2     -0.730278  
   3A1     -0.578351     1B1     -0.498029  


  Unoccupied orbitals
   4A1      0.194413     2B2      0.263875     3B2      0.831607  
   5A1      0.914881     6A1      1.159565     2B1      1.197741  
   4B2      1.251838     7A1      1.433606     1A2      1.494790  
   3B1      1.686267     8A1      1.856647     5B2      2.005229  
   6B2      2.592530     9A1      2.645351     4B1      3.340977  
   2A2      3.395191    10A1      3.588460    11A1      3.929927  
   7B2      4.217613  


      * SCF total energy   =     -76.021709716551
        kinetic energy     =      76.236726452845
        nuc. attr. energy  =    -200.410350684894
        elec. rep. energy  =      48.151914515498
        potential energy   =    -152.258436169396
        virial theorem     =       2.002828359650
        wavefunction norm  =       1.000000000000
******************************************************************************
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user time   =       0.01 seconds =       0.00 minutes
system time =       0.00 seconds =       0.00 minutes
total time  =          0 seconds =       0.00 minutes
******************************************************************************
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	**************************************************
	* TRANSQT2: Program to transform integrals from  *
	*           the SO basis to the MO basis.        *
	*                                                *
	*            Daniel, David, & Justin             *
	**************************************************


	Input parameters:
	-----------------
	Wave function   =	EOM_CC2
	Backtransform   =	No
	Print Level     =	1
	Print TEIs      =	No
	Reference wfn   =	RHF
	Derivative      =	None
	Delete TEI File =	Yes
	Memory (Mbytes) =	32.0
	Cache Level     =	2
	Cache Type      =	LRU
	Chkpt Parameters:
	--------------------
	Number of irreps     = 4
	Number of SOs        = 24
	Number of MOs        = 24
	Number of active MOs = 24

	Label	# SOs	# FZDC	# DOCC	# SOCC	# VIRT	# FZVR
	-----	-----	------	------	------	------	------
	 A1 	   11	    0	    3	    0	    8	    0
	 A2 	   2	    0	    0	    0	    2	    0
	 B1 	   4	    0	    1	    0	    3	    0
	 B2 	   7	    0	    1	    0	    6	    0

	Nuclear Rep. energy (chkpt) =      9.78067085332389
	SCF energy          (chkpt) =    -76.02170971655130

	Presorting SO-basis two-electron integrals.
	Sorting File: SO Ints (pq,rs) nbuckets = 1
	Frozen-core energy =    0.000000000000000
	Starting first half-transformation.
	Sorting half-transformed integrals.
	Starting second half-transformation.
	Two-electron integral transformation complete.
******************************************************************************
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user time   =       0.02 seconds =       0.00 minutes
system time =       0.00 seconds =       0.00 minutes
total time  =          0 seconds =       0.00 minutes
******************************************************************************
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			**************************
			*                        *
			*         CCSORT         *
			*                        *
			**************************


	Input parameters:
	-----------------
	Wave function   =	EOM_CC2
	Reference wfn   =	RHF
	Derivative      =	None
	Memory (Mbytes) =	32.0
	AO Basis        =	NONE
	Make (ab|cd)    =	True
	Cache Level     =	2
	Cache Type      =	LRU
	Local CC        =     No


	Chkpt Parameters:
	--------------------
	Number of irreps     = 4
	Number of MOs        = 24
	Number of active MOs = 24

	Label	# MOs	# FZDC	# DOCC	# SOCC	# VIRT	# FZVR
	-----	-----	------	------	------	------	------
	 A1 	   11	    0	    3	    0	    8	    0
	 A2 	   2	    0	    0	    0	    2	    0
	 B1 	   4	    0	    1	    0	    3	    0
	 B2 	   7	    0	    1	    0	    6	    0

	Nuclear Rep. energy (chkpt) =      9.78067085332389
	SCF energy          (chkpt) =    -76.02170971655130

	Size of irrep 0 of <ab|cd> integrals:      0.013 (MW) /      0.102 (MB)
	Size of irrep 1 of <ab|cd> integrals:      0.005 (MW) /      0.037 (MB)
	Size of irrep 2 of <ab|cd> integrals:      0.005 (MW) /      0.041 (MB)
	Size of irrep 3 of <ab|cd> integrals:      0.012 (MW) /      0.093 (MB)
	Total:                                     0.034 (MW) /      0.274 (MB)

	Size of irrep 0 of <ia|bc> integrals:      0.004 (MW) /      0.030 (MB)
	Size of irrep 1 of <ia|bc> integrals:      0.001 (MW) /      0.008 (MB)
	Size of irrep 2 of <ia|bc> integrals:      0.001 (MW) /      0.011 (MB)
	Size of irrep 3 of <ia|bc> integrals:      0.003 (MW) /      0.024 (MB)
	Total:                                     0.009 (MW) /      0.073 (MB)

	Size of irrep 0 of tijab amplitudes:       0.001 (MW) /      0.010 (MB)
	Size of irrep 1 of tijab amplitudes:       0.000 (MW) /      0.001 (MB)
	Size of irrep 2 of tijab amplitudes:       0.000 (MW) /      0.003 (MB)
	Size of irrep 3 of tijab amplitudes:       0.001 (MW) /      0.005 (MB)
	Total:                                     0.002 (MW) /      0.020 (MB)


	Sorting File: A <ij|kl> nbuckets = 1
	Sorting File: B <ab|cd> nbuckets = 1
	Sorting File: B(+) <ab|cd> nbuckets = 1
	Sorting File: C <ia|jb> nbuckets = 1
	Sorting File: D <ij|ab> nbuckets = 1
	Sorting File: E <ai|jk> nbuckets = 1
	Sorting File: F <ia|bc> nbuckets = 1
	Sorting File: F <ai|bc> nbuckets = 1
	One-electron energy          =   -124.17362423204897
	Two-electron (AA) energy     =     14.66489803967701
	Two-electron (BB) energy     =     14.66489803967701
	Two-electron (AB) energy     =     23.70634562249674
	Two-electron energy          =     38.37124366217375
	Frozen-core energy (transqt) =      0.00000000000000
	Reference energy             =    -76.02170971655134
******************************************************************************
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user time   =       0.02 seconds =       0.00 minutes
system time =       0.02 seconds =       0.00 minutes
total time  =          0 seconds =       0.00 minutes
******************************************************************************
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			**************************
			*                        *
			*        CCENERGY        *
			*                        *
			**************************

	Nuclear Rep. energy (chkpt)   =    9.780670853323889
	SCF energy          (chkpt)   =  -76.021709716551300
	Reference energy    (file100) =  -76.021709716551342

	Input parameters:
	-----------------
	Wave function   =    EOM_CC2
	Reference wfn   =      RHF
	Memory (Mbytes) =   32.0
	Maxiter         =     50
	Convergence     = 1.0e-07
	Restart         =     Yes
	DIIS            =     Yes
	AO Basis        =     NONE
	ABCD            =     NEW
	Cache Level     =    2
	Cache Type      =     LOW
	Print Level     =    0
	Num. of threads =     1
	# Amps to Print =    10
	Print MP2 Amps? =    No
	Analyze T2 Amps =    No
	Print Pair Ener =    No
	Local CC        =     No

	            Solving CC Amplitude Equations
	            ------------------------------
  Iter             Energy              RMS        T1Diag      D1Diag    New D1Diag
  ----     ---------------------    ---------   ----------  ----------  ----------
     0        -0.200137192068569    0.000e+00    0.000000    0.000000    0.000000
     1        -0.200129976134818    1.132e-02    0.003581    0.007890    0.007890
     2        -0.200769720824454    2.835e-03    0.004279    0.009388    0.009388
     3        -0.200833646138275    9.064e-04    0.004575    0.009962    0.009962
     4        -0.200822324455300    2.564e-04    0.004611    0.009977    0.009977
     5        -0.200823082060652    8.748e-05    0.004628    0.009980    0.009980
     6        -0.200823552089405    1.593e-05    0.004628    0.009972    0.009972
     7        -0.200823539701433    2.987e-06    0.004629    0.009971    0.009971
     8        -0.200823539524662    6.376e-07    0.004628    0.009971    0.009971
     9        -0.200823540755784    1.052e-07    0.004628    0.009971    0.009971
    10        -0.200823541084538    2.014e-08    0.004628    0.009971    0.009971

	Iterations converged.


	Largest TIA Amplitudes:
	          4  13        -0.0066725184
	          4  17        -0.0065339310
	          2   0        -0.0059782658
	          2   5         0.0043114701
	          1   0         0.0036088631
	          4  15        -0.0034033841
	          1   2         0.0033053488
	          3  11        -0.0030153676
	          3  10         0.0028450488
	          2   3        -0.0026848381

	Largest TIjAb Amplitudes:
	  3   3  10  10        -0.0463827508
	  2   2   2   2        -0.0315831462
	  4   4  14  14        -0.0290398846
	  2   3   2  10        -0.0284154727
	  3   2  10   2        -0.0284154727
	  3   4  10  15        -0.0234083883
	  4   3  15  10        -0.0234083883
	  4   4  13  13        -0.0228449279
	  4   4   1   1        -0.0222532969
	  2   2  14  14        -0.0219525169

	SCF energy       (chkpt)   =  -76.021709716551300
	Reference energy (file100) =  -76.021709716551342
	MP2 correlation energy     =   -0.200137192068569
      * MP2 total energy           =  -76.221846908619909
	CC2 correlation energy     =   -0.200823541084538
      * CC2 total energy           =  -76.222533257635874

******************************************************************************
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user time   =       0.15 seconds =       0.00 minutes
system time =       0.06 seconds =       0.00 minutes
total time  =          0 seconds =       0.00 minutes
******************************************************************************
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			**************************
			*                        *
			*         CCHBAR         *
			*                        *
			**************************

******************************************************************************
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total time  =          0 seconds =       0.00 minutes
******************************************************************************
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	**********************************************************
	*  CCEOM: An Equation of Motion Coupled Cluster Program  *
	**********************************************************

	Nuclear Rep. energy (chkpt)   =    9.780670853323889
	SCF energy          (chkpt)   =  -76.021709716551300
	Reference energy    (file100) =  -76.021709716551342
	CC2 energy          (file100) =   -0.200823541084538

	Input parameters:
	-----------------
	Reference wfn   =     RHF
	Reference EOM wfn=     RHF
	Memory (Mbytes) =   32.0
	AO Basis        =     No
	ABCD            =     NEW
	Cache Level     =    2
	Cache Type      =     LRU
	Num. of threads =     1
	Local CC        =     No


	CCEOM parameters:
	-----------------
	States sought per irrep     = A1  2, A2  2, B1  2, B2  2,
	Max. number of iterations   =   320
	Vectors stored per root     =    12
	Print HbarSS iterations?    =     0
	Excitation range for HBarSS =     2
	Eigenvalue tolerance        = 1.0e-08
	Eigenvalue toleranceSS      = 1.0e-06
	Residual vector tolerance   = 1.0e-06
	Residual vector toleranceSS = 1.0e-06
	Complex tolerance           = 1.0e-12
	Root for properties         =     2
	Sym of state for properties =    B2 
	Guess vectors taken from    = SINGLES
	Restart EOM CC3             = NO
	Collapse with last vector   = YES



Fae   dot Fae   total  103.6327512695
Fmi   dot Fmi   total  425.3964699996
Fme   dot Fme   total    0.0000070512
WMBIJ dot WMBIJ total    0.0000000000
Wmbij dot Wmbij total    0.0000000000
WMbIj dot WMbIj total    0.0000000000
WmBiJ dot WmBiJ total    0.0000000000
Symmetry of ground state: A1 
Symmetry of excited state: A1 
Symmetry of right eigenvector: A1 
Seeking states with multiplicity of 1
Obtaining initial guess from singles-singles block of Hbar...Done.


	DPD File2: CME 0
	DPD Parameters:
	------------------
	pnum = 0   qnum = 1   irrep = 0 
	Irreps = 4

	   Row and column dimensions for DPD Block:
	   ----------------------------------------
	   Irrep: 0 row =     3	col =     8
	   Irrep: 1 row =     0	col =     2
	   Irrep: 2 row =     1	col =     3
	   Irrep: 3 row =     1	col =     6

	File 141 DPD File2: CME 0
	Matrix for Irrep 0
	----------------------------------------

                         0                  1                  2                  3                  4                  5                  6                  7     
                      (  0)              (  1)              (  2)              (  3)              (  4)              (  5)              (  6)              (  7)    

    0  (  0)  0.000128192662546 -0.000081280219451  0.000045536508007  0.000029062860205  0.000145700560488 -0.000024292286319 -0.000096352080280  0.000047469518733
    1  (  1)  0.004997928750014 -0.005976473838830  0.005271146286161  0.004271391755435  0.004998349059150  0.004059965389796  0.000822825468982 -0.001665399544882
    2  (  2)  0.702223129351310 -0.057541469708258  0.000124313269713  0.017671755877082  0.024182270827795  0.012388597991308  0.002426992683065 -0.000814373014434

	File 141 DPD File2: CME 0
	Matrix for Irrep 1
	----------------------------------------

                         0                  1     
                      (  8)              (  9)    


	File 141 DPD File2: CME 0
	Matrix for Irrep 2
	----------------------------------------

                         0                  1                  2     
                      ( 10)              ( 11)              ( 12)    

    0  (  3)  0.026663994553727 -0.003633045835740 -0.003115018194973

	File 141 DPD File2: CME 0
	Matrix for Irrep 3
	----------------------------------------

                         0                  1                  2                  3                  4                  5     
                      ( 13)              ( 14)              ( 15)              ( 16)              ( 17)              ( 18)    

    0  (  4) -0.033767424135613 -0.017547524582445  0.013021793146529 -0.000912809916559  0.001878555493573 -0.002622507595299

	DPD File2: CME 1
	DPD Parameters:
	------------------
	pnum = 0   qnum = 1   irrep = 0 
	Irreps = 4

	   Row and column dimensions for DPD Block:
	   ----------------------------------------
	   Irrep: 0 row =     3	col =     8
	   Irrep: 1 row =     0	col =     2
	   Irrep: 2 row =     1	col =     3
	   Irrep: 3 row =     1	col =     6

	File 141 DPD File2: CME 1
	Matrix for Irrep 0
	----------------------------------------

                         0                  1                  2                  3                  4                  5                  6                  7     
                      (  0)              (  1)              (  2)              (  3)              (  4)              (  5)              (  6)              (  7)    

    0  (  0) -0.000134006230056  0.000045851291798 -0.000056528819729 -0.000090654210159 -0.000122687530098  0.000045503861107 -0.000114185910394  0.000134922217473
    1  (  1)  0.007507202779897  0.007018089048136 -0.000487318891876 -0.010647363306112 -0.011825263479368 -0.009019695089441  0.002306814484651 -0.000812181425238
    2  (  2) -0.034873726588072 -0.043921877916606 -0.060446031779385  0.002086305144123 -0.012985725154647  0.005972562732632 -0.000918079916396 -0.002065791208010

	File 141 DPD File2: CME 1
	Matrix for Irrep 1
	----------------------------------------

                         0                  1     
                      (  8)              (  9)    


	File 141 DPD File2: CME 1
	Matrix for Irrep 2
	----------------------------------------

                         0                  1                  2     
                      ( 10)              ( 11)              ( 12)    

    0  (  3) -0.083842228686009  0.011252533816710 -0.000856179738104

	File 141 DPD File2: CME 1
	Matrix for Irrep 3
	----------------------------------------

                         0                  1                  2                  3                  4                  5     
                      ( 13)              ( 14)              ( 15)              ( 16)              ( 17)              ( 18)    

    0  (  4) -0.694778849120708 -0.042849820516988  0.028602369289707 -0.002302304494255  0.002585885440932  0.000162006734359
resetting norm
Iter=1    L=2   resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1        

    0   0.522277485915289  0.000235374084985
    1  -0.000000000000000  0.778039547653778
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.5484024112903
Norm of residual vector 0  after precondition    0.5484024112903
                     1   0.5222774859   5.22e-01    5.48e-01      N
Norm of residual vector af preconditioning    0.2147463126162
Norm of final new C in schmidt_add():    1.000000000000000
Norm of residual vector 1  before precondition    0.4966710622184
Norm of residual vector 1  after precondition    0.4966710622184
                     2   0.7780395477   7.78e-01    4.97e-01      N
Norm of residual vector af preconditioning    0.1982389175045
Norm of final new C in schmidt_add():    1.000000000000004
Iter=2    L=4   resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3        

    0   0.522277485915289  0.000235374084985  0.497093202014582  0.019677224543851
    1  -0.000000000000000  0.778039547653778 -0.002834213768710  0.440285865803425
    2   0.497197738770959 -0.003217997921920  2.703457231166779  0.089793350388655
    3   0.019285621814756  0.440589798675715  0.089793349973920  2.872843157676981
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0309008216099
Norm of residual vector 0  after precondition    0.0309008216099
                     1   0.4143079738  -1.08e-01    3.09e-02      N
Norm of residual vector af preconditioning    0.0213245733610
Norm of final new C in schmidt_add():    1.000000000000000
Norm of residual vector 1  before precondition    0.0212181302948
Norm of residual vector 1  after precondition    0.0212181302948
                     2   0.6889967523  -8.90e-02    2.12e-02      N
Norm of residual vector af preconditioning    0.0168556193387
Norm of final new C in schmidt_add():    1.000000000000000
Iter=3    L=6   resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.522277485915289  0.000235374084985  0.497093202014582  0.019677224543851 -0.008956155227605
    1  -0.000000000000000  0.778039547653778 -0.002834213768710  0.440285865803425  0.001109538353012
    2   0.497197738770959 -0.003217997921920  2.703457231166779  0.089793350388655 -0.186916121275512
    3   0.019285621814756  0.440589798675715  0.089793349973920  2.872843157676981  0.045306705693775
    4  -0.010678430405892  0.000944291796024 -0.185256236211450  0.045551009246131  1.420790332507062
    5  -0.005864542158423 -0.030107066524747 -0.040207044508583 -0.232538805869520  0.105713808860409

                5        

    0  -0.004891920619079
    1  -0.027470331658801
    2  -0.040904163708275
    3  -0.233819507031717
    4   0.106071632924952
    5   1.621609909944119
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0170092129874
Norm of residual vector 0  after precondition    0.0170092129874
                     1   0.4134065183  -9.01e-04    1.70e-02      N
Norm of residual vector af preconditioning    0.0051862617695
Norm of final new C in schmidt_add():    1.000000000000002
Norm of residual vector 1  before precondition    0.0137736808853
Norm of residual vector 1  after precondition    0.0137736808853
                     2   0.6884605551  -5.36e-04    1.38e-02      N
Norm of residual vector af preconditioning    0.0046197920646
Norm of final new C in schmidt_add():    1.000000000000000
Iter=4    L=8   resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.522277485915289  0.000235374084985  0.497093202014582  0.019677224543851 -0.008956155227605
    1  -0.000000000000000  0.778039547653778 -0.002834213768710  0.440285865803425  0.001109538353012
    2   0.497197738770959 -0.003217997921920  2.703457231166779  0.089793350388655 -0.186916121275512
    3   0.019285621814756  0.440589798675715  0.089793349973920  2.872843157676981  0.045306705693775
    4  -0.010678430405892  0.000944291796024 -0.185256236211450  0.045551009246131  1.420790332507062
    5  -0.005864542158423 -0.030107066524747 -0.040207044508583 -0.232538805869520  0.105713808860409
    6   0.000811568774780 -0.015090970720578  0.009053545071310 -0.074415144879845 -0.567813979043240
    7   0.021147213345045 -0.009202462359221  0.087921708150912 -0.056722796820232  0.064244559616613

                5                  6                  7        

    0  -0.004891920619079  0.001650152917066  0.019686932876526
    1  -0.027470331658801 -0.014629816641899 -0.006567491037535
    2  -0.040904163708275  0.009048995539589  0.087600883887418
    3  -0.233819507031717 -0.074471749917656 -0.055995563565626
    4   0.106071632924952 -0.567878370789476  0.064070304849441
    5   1.621609909944119 -0.009782943232516  0.636216693850959
    6  -0.009379002887750  3.266003984901701  0.058621453550699
    7   0.638005841460463  0.057366219976208  3.055433603961442
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0022280361121
Norm of residual vector 0  after precondition    0.0022280361121
                     1   0.4133008909  -1.06e-04    2.23e-03      N
Norm of residual vector af preconditioning    0.0009245182558
Norm of final new C in schmidt_add():    1.000000000000000
Norm of residual vector 1  before precondition    0.0023996443127
Norm of residual vector 1  after precondition    0.0023996443127
                     2   0.6883933330  -6.72e-05    2.40e-03      N
Norm of residual vector af preconditioning    0.0011486906783
Norm of final new C in schmidt_add():    1.000000000000001
Iter=5    L=10  resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.522277485915289  0.000235374084985  0.497093202014582  0.019677224543851 -0.008956155227605
    1  -0.000000000000000  0.778039547653778 -0.002834213768710  0.440285865803425  0.001109538353012
    2   0.497197738770959 -0.003217997921920  2.703457231166779  0.089793350388655 -0.186916121275512
    3   0.019285621814756  0.440589798675715  0.089793349973920  2.872843157676981  0.045306705693775
    4  -0.010678430405892  0.000944291796024 -0.185256236211450  0.045551009246131  1.420790332507062
    5  -0.005864542158423 -0.030107066524747 -0.040207044508583 -0.232538805869520  0.105713808860409
    6   0.000811568774780 -0.015090970720578  0.009053545071310 -0.074415144879845 -0.567813979043240
    7   0.021147213345045 -0.009202462359221  0.087921708150912 -0.056722796820232  0.064244559616613
    8   0.029146939805865 -0.014458290222287  0.172240755701938 -0.068682251473299 -0.266277982731012
    9   0.007255862945010  0.021514039207656  0.034961395825497  0.129473598680677  0.038204685494113

                5                  6                  7                  8                  9        

    0  -0.004891920619079  0.001650152917066  0.019686932876526  0.026710363860190  0.006579459744462
    1  -0.027470331658801 -0.014629816641899 -0.006567491037535 -0.011726474408293  0.022699887880577
    2  -0.040904163708275  0.009048995539589  0.087600883887418  0.172560374654312  0.034466059850271
    3  -0.233819507031717 -0.074471749917656 -0.055995563565626 -0.069255673447423  0.130255004415485
    4   0.106071632924952 -0.567878370789476  0.064070304849441 -0.267293597657493  0.037380462802602
    5   1.621609909944119 -0.009782943232516  0.636216693850959 -0.149729278251186 -0.147772248935059
    6  -0.009379002887750  3.266003984901701  0.058621453550699 -0.321429891440999 -0.266625246833039
    7   0.638005841460463  0.057366219976208  3.055433603961442  0.162607242199035  0.778788842856009
    8  -0.147681405764684 -0.321227598633700  0.163526918306419  2.376835559833133  0.183735730893973
    9  -0.144755718225512 -0.267201307465659  0.779760571373421  0.184011734866373  2.529821044388804
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0004956648409
Norm of residual vector 0  after precondition    0.0004956648409
                     1   0.4132998937  -9.97e-07    4.96e-04      N
Norm of residual vector af preconditioning    0.0001488918988
Norm of final new C in schmidt_add():    0.999999999999999
Norm of residual vector 1  before precondition    0.0007653775571
Norm of residual vector 1  after precondition    0.0007653775571
                     2   0.6883913411  -1.99e-06    7.65e-04      N
Norm of residual vector af preconditioning    0.0002574489573
Norm of final new C in schmidt_add():    0.999999999999999
Iter=6    L=12  resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.522277485915289  0.000235374084985  0.497093202014582  0.019677224543851 -0.008956155227605
    1  -0.000000000000000  0.778039547653778 -0.002834213768710  0.440285865803425  0.001109538353012
    2   0.497197738770959 -0.003217997921920  2.703457231166779  0.089793350388655 -0.186916121275512
    3   0.019285621814756  0.440589798675715  0.089793349973920  2.872843157676981  0.045306705693775
    4  -0.010678430405892  0.000944291796024 -0.185256236211450  0.045551009246131  1.420790332507062
    5  -0.005864542158423 -0.030107066524747 -0.040207044508583 -0.232538805869520  0.105713808860409
    6   0.000811568774780 -0.015090970720578  0.009053545071310 -0.074415144879845 -0.567813979043240
    7   0.021147213345045 -0.009202462359221  0.087921708150912 -0.056722796820232  0.064244559616613
    8   0.029146939805865 -0.014458290222287  0.172240755701938 -0.068682251473299 -0.266277982731012
    9   0.007255862945010  0.021514039207656  0.034961395825497  0.129473598680677  0.038204685494113
   10  -0.010631284339108 -0.009974425340000 -0.056993265152577 -0.063705488856828  0.127739935151603
   11  -0.036612643936868 -0.037851626798806 -0.175143534790641 -0.216459927451392  0.037938878105445

                5                  6                  7                  8                  9        

    0  -0.004891920619079  0.001650152917066  0.019686932876526  0.026710363860190  0.006579459744462
    1  -0.027470331658801 -0.014629816641899 -0.006567491037535 -0.011726474408293  0.022699887880577
    2  -0.040904163708275  0.009048995539589  0.087600883887418  0.172560374654312  0.034466059850271
    3  -0.233819507031717 -0.074471749917656 -0.055995563565626 -0.069255673447423  0.130255004415485
    4   0.106071632924952 -0.567878370789476  0.064070304849441 -0.267293597657493  0.037380462802602
    5   1.621609909944119 -0.009782943232516  0.636216693850959 -0.149729278251186 -0.147772248935059
    6  -0.009379002887750  3.266003984901701  0.058621453550699 -0.321429891440999 -0.266625246833039
    7   0.638005841460463  0.057366219976208  3.055433603961442  0.162607242199035  0.778788842856009
    8  -0.147681405764684 -0.321227598633700  0.163526918306419  2.376835559833133  0.183735730893973
    9  -0.144755718225512 -0.267201307465659  0.779760571373421  0.184011734866373  2.529821044388804
   10   0.220494073196814 -0.365855908130487  0.387973771894661 -0.307553905873557  0.079855478363707
   11   0.285568851131134  0.096649309743370  0.094665591469816  0.043837057164970 -1.077827670502414

               10                 11        

    0  -0.008960272436435 -0.035995987038322
    1  -0.012084597617874 -0.039793909088275
    2  -0.056806473344023 -0.175085033489874
    3  -0.064250911738953 -0.216530296471204
    4   0.128306197759056  0.038268519903091
    5   0.221891999717916  0.287262872217944
    6  -0.366387671887969  0.096366319631509
    7   0.386816345943855  0.094344311849689
    8  -0.308000750941845  0.043556123999831
    9   0.078468175235921 -1.078536264309997
   10   3.243333517916694 -0.420353952069511
   11  -0.420536394202764  3.310145040590942
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000677864791
Norm of residual vector 0  after precondition    0.0000677864791
                     1   0.4132995931  -3.01e-07    6.78e-05      N
Norm of residual vector af preconditioning    0.0000259593574
Norm of final new C in schmidt_add():    1.000000000000000
Norm of residual vector 1  before precondition    0.0001780679752
Norm of residual vector 1  after precondition    0.0001780679752
                     2   0.6883917432   4.02e-07    1.78e-04      N
Norm of residual vector af preconditioning    0.0000809192572
Norm of final new C in schmidt_add():    1.000000000000000
Iter=7    L=14  resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.522277485915289  0.000235374084985  0.497093202014582  0.019677224543851 -0.008956155227605
    1  -0.000000000000000  0.778039547653778 -0.002834213768710  0.440285865803425  0.001109538353012
    2   0.497197738770959 -0.003217997921920  2.703457231166779  0.089793350388655 -0.186916121275512
    3   0.019285621814756  0.440589798675715  0.089793349973920  2.872843157676981  0.045306705693775
    4  -0.010678430405892  0.000944291796024 -0.185256236211450  0.045551009246131  1.420790332507062
    5  -0.005864542158423 -0.030107066524747 -0.040207044508583 -0.232538805869520  0.105713808860409
    6   0.000811568774780 -0.015090970720578  0.009053545071310 -0.074415144879845 -0.567813979043240
    7   0.021147213345045 -0.009202462359221  0.087921708150912 -0.056722796820232  0.064244559616613
    8   0.029146939805865 -0.014458290222287  0.172240755701938 -0.068682251473299 -0.266277982731012
    9   0.007255862945010  0.021514039207656  0.034961395825497  0.129473598680677  0.038204685494113
   10  -0.010631284339108 -0.009974425340000 -0.056993265152577 -0.063705488856828  0.127739935151603
   11  -0.036612643936868 -0.037851626798806 -0.175143534790641 -0.216459927451392  0.037938878105445
   12   0.020418986344391 -0.018186142721811  0.097339622323143 -0.087142073353150 -0.023753014015867
   13   0.042874147448038  0.009077380484968  0.202231397671586  0.051487521663042  0.004180653525719

                5                  6                  7                  8                  9        

    0  -0.004891920619079  0.001650152917066  0.019686932876526  0.026710363860190  0.006579459744462
    1  -0.027470331658801 -0.014629816641899 -0.006567491037535 -0.011726474408293  0.022699887880577
    2  -0.040904163708275  0.009048995539589  0.087600883887418  0.172560374654312  0.034466059850271
    3  -0.233819507031717 -0.074471749917656 -0.055995563565626 -0.069255673447423  0.130255004415485
    4   0.106071632924952 -0.567878370789476  0.064070304849441 -0.267293597657493  0.037380462802602
    5   1.621609909944119 -0.009782943232516  0.636216693850959 -0.149729278251186 -0.147772248935059
    6  -0.009379002887750  3.266003984901701  0.058621453550699 -0.321429891440999 -0.266625246833039
    7   0.638005841460463  0.057366219976208  3.055433603961442  0.162607242199035  0.778788842856009
    8  -0.147681405764684 -0.321227598633700  0.163526918306419  2.376835559833133  0.183735730893973
    9  -0.144755718225512 -0.267201307465659  0.779760571373421  0.184011734866373  2.529821044388804
   10   0.220494073196814 -0.365855908130487  0.387973771894661 -0.307553905873557  0.079855478363707
   11   0.285568851131134  0.096649309743370  0.094665591469816  0.043837057164970 -1.077827670502414
   12   0.055697719802490 -0.072539244053171  0.323058100922741  0.219636118572468  0.298590830167587
   13  -0.061776489440993 -0.292000993021819 -0.441014331936367  0.004133564618704 -0.605574769795023

               10                 11                 12                 13        

    0  -0.008960272436435 -0.035995987038322  0.020870662963243  0.043182651194783
    1  -0.012084597617874 -0.039793909088275 -0.019627122947188  0.009640198558831
    2  -0.056806473344023 -0.175085033489874  0.097951811090846  0.202049432815711
    3  -0.064250911738953 -0.216530296471204 -0.087590388040089  0.051765541803997
    4   0.128306197759056  0.038268519903091 -0.023723178129256  0.003558381101710
    5   0.221891999717916  0.287262872217944  0.055819515608998 -0.061231443950623
    6  -0.366387671887969  0.096366319631509 -0.073260256023108 -0.291372267347794
    7   0.386816345943855  0.094344311849689  0.322308784010004 -0.439201000139174
    8  -0.308000750941845  0.043556123999831  0.218861048639981  0.006115370527497
    9   0.078468175235921 -1.078536264309997  0.297603757285191 -0.604550204308997
   10   3.243333517916694 -0.420353952069511  0.932459859414272  0.405993706898981
   11  -0.420536394202764  3.310145040590942  0.050630908753195 -0.335266317085789
   12   0.932895186103091  0.050637414867002  2.534696276178736  0.269970492880477
   13   0.406916661860671 -0.334925628502952  0.269853045675412  3.323758353157333
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000185539411
Norm of residual vector 0  after precondition    0.0000185539411
                     1   0.4132995948   1.70e-09    1.86e-05      N
Norm of residual vector af preconditioning    0.0000058235369
Norm of final new C in schmidt_add():    1.000000000000002
Norm of residual vector 1  before precondition    0.0000450106791
Norm of residual vector 1  after precondition    0.0000450106791
                     2   0.6883916235  -1.20e-07    4.50e-05      N
Norm of residual vector af preconditioning    0.0000181250416
Norm of final new C in schmidt_add():    0.999999999999999
Iter=8    L=16  resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.522277485915289  0.000235374084985  0.497093202014582  0.019677224543851 -0.008956155227605
    1  -0.000000000000000  0.778039547653778 -0.002834213768710  0.440285865803425  0.001109538353012
    2   0.497197738770959 -0.003217997921920  2.703457231166779  0.089793350388655 -0.186916121275512
    3   0.019285621814756  0.440589798675715  0.089793349973920  2.872843157676981  0.045306705693775
    4  -0.010678430405892  0.000944291796024 -0.185256236211450  0.045551009246131  1.420790332507062
    5  -0.005864542158423 -0.030107066524747 -0.040207044508583 -0.232538805869520  0.105713808860409
    6   0.000811568774780 -0.015090970720578  0.009053545071310 -0.074415144879845 -0.567813979043240
    7   0.021147213345045 -0.009202462359221  0.087921708150912 -0.056722796820232  0.064244559616613
    8   0.029146939805865 -0.014458290222287  0.172240755701938 -0.068682251473299 -0.266277982731012
    9   0.007255862945010  0.021514039207656  0.034961395825497  0.129473598680677  0.038204685494113
   10  -0.010631284339108 -0.009974425340000 -0.056993265152577 -0.063705488856828  0.127739935151603
   11  -0.036612643936868 -0.037851626798806 -0.175143534790641 -0.216459927451392  0.037938878105445
   12   0.020418986344391 -0.018186142721811  0.097339622323143 -0.087142073353150 -0.023753014015867
   13   0.042874147448038  0.009077380484968  0.202231397671586  0.051487521663042  0.004180653525719
   14   0.024644612082057  0.014968627528196  0.105753486348091  0.091326376394953  0.090785997303496
   15  -0.031374153550760  0.033261508837777 -0.141376815719392  0.154573829316256 -0.030020324428809

                5                  6                  7                  8                  9        

    0  -0.004891920619079  0.001650152917066  0.019686932876526  0.026710363860190  0.006579459744462
    1  -0.027470331658801 -0.014629816641899 -0.006567491037535 -0.011726474408293  0.022699887880577
    2  -0.040904163708275  0.009048995539589  0.087600883887418  0.172560374654312  0.034466059850271
    3  -0.233819507031717 -0.074471749917656 -0.055995563565626 -0.069255673447423  0.130255004415485
    4   0.106071632924952 -0.567878370789476  0.064070304849441 -0.267293597657493  0.037380462802602
    5   1.621609909944119 -0.009782943232516  0.636216693850959 -0.149729278251186 -0.147772248935059
    6  -0.009379002887750  3.266003984901701  0.058621453550699 -0.321429891440999 -0.266625246833039
    7   0.638005841460463  0.057366219976208  3.055433603961442  0.162607242199035  0.778788842856009
    8  -0.147681405764684 -0.321227598633700  0.163526918306419  2.376835559833133  0.183735730893973
    9  -0.144755718225512 -0.267201307465659  0.779760571373421  0.184011734866373  2.529821044388804
   10   0.220494073196814 -0.365855908130487  0.387973771894661 -0.307553905873557  0.079855478363707
   11   0.285568851131134  0.096649309743370  0.094665591469816  0.043837057164970 -1.077827670502414
   12   0.055697719802490 -0.072539244053171  0.323058100922741  0.219636118572468  0.298590830167587
   13  -0.061776489440993 -0.292000993021819 -0.441014331936367  0.004133564618704 -0.605574769795023
   14  -0.092454191245813 -0.283037266703044 -0.061789442751294  0.164199937479619  0.147974375088441
   15   0.001951733854277  0.105524831779811  0.107202333255972  0.117764763497572  0.220561800821720

               10                 11                 12                 13                 14        

    0  -0.008960272436435 -0.035995987038322  0.020870662963243  0.043182651194783  0.026566458799069
    1  -0.012084597617874 -0.039793909088275 -0.019627122947188  0.009640198558831  0.013543792038938
    2  -0.056806473344023 -0.175085033489874  0.097951811090846  0.202049432815711  0.105376258569599
    3  -0.064250911738953 -0.216530296471204 -0.087590388040089  0.051765541803997  0.091391137886766
    4   0.128306197759056  0.038268519903091 -0.023723178129256  0.003558381101710  0.090692121991804
    5   0.221891999717916  0.287262872217944  0.055819515608998 -0.061231443950623 -0.091468127671817
    6  -0.366387671887969  0.096366319631509 -0.073260256023108 -0.291372267347794 -0.283137794256293
    7   0.386816345943855  0.094344311849689  0.322308784010004 -0.439201000139174 -0.061072453838149
    8  -0.308000750941845  0.043556123999831  0.218861048639981  0.006115370527497  0.165186872558108
    9   0.078468175235921 -1.078536264309997  0.297603757285191 -0.604550204308997  0.148498486640633
   10   3.243333517916694 -0.420353952069511  0.932459859414272  0.405993706898981 -0.125094588339249
   11  -0.420536394202764  3.310145040590942  0.050630908753195 -0.335266317085789  0.095848622278986
   12   0.932895186103091  0.050637414867002  2.534696276178736  0.269970492880477  0.960732947690996
   13   0.406916661860671 -0.334925628502952  0.269853045675412  3.323758353157333 -0.046290430054936
   14  -0.124259161518736  0.096186108525611  0.961248809830055 -0.048079856994524  3.484230619974687
   15   0.010817423205530  0.130750388933287  0.276673698877971 -0.910240238479686 -0.099470708139074

               15        

    0  -0.030452487825358
    1   0.032470518991994
    2  -0.141113685039850
    3   0.154351972204629
    4  -0.029920361362644
    5   0.003614873186148
    6   0.105451098210766
    7   0.108898666353678
    8   0.119622379491051
    9   0.220897101593788
   10   0.008020432084416
   11   0.129661104552877
   12   0.276051173308469
   13  -0.908685554621072
   14  -0.100648632383987
   15   2.866606883939317
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000036327679
Norm of residual vector 0  after precondition    0.0000036327679
                     1   0.4132995800  -1.48e-08    3.63e-06      N
Norm of residual vector af preconditioning    0.0000013834622
Norm of final new C in schmidt_add():    1.000000000000002
Norm of residual vector 1  before precondition    0.0000142002467
Norm of residual vector 1  after precondition    0.0000142002467
                     2   0.6883916406   1.72e-08    1.42e-05      N
Norm of residual vector af preconditioning    0.0000069163132
Norm of final new C in schmidt_add():    1.000000000000000
Iter=9    L=18  resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.522277485915289  0.000235374084985  0.497093202014582  0.019677224543851 -0.008956155227605
    1  -0.000000000000000  0.778039547653778 -0.002834213768710  0.440285865803425  0.001109538353012
    2   0.497197738770959 -0.003217997921920  2.703457231166779  0.089793350388655 -0.186916121275512
    3   0.019285621814756  0.440589798675715  0.089793349973920  2.872843157676981  0.045306705693775
    4  -0.010678430405892  0.000944291796024 -0.185256236211450  0.045551009246131  1.420790332507062
    5  -0.005864542158423 -0.030107066524747 -0.040207044508583 -0.232538805869520  0.105713808860409
    6   0.000811568774780 -0.015090970720578  0.009053545071310 -0.074415144879845 -0.567813979043240
    7   0.021147213345045 -0.009202462359221  0.087921708150912 -0.056722796820232  0.064244559616613
    8   0.029146939805865 -0.014458290222287  0.172240755701938 -0.068682251473299 -0.266277982731012
    9   0.007255862945010  0.021514039207656  0.034961395825497  0.129473598680677  0.038204685494113
   10  -0.010631284339108 -0.009974425340000 -0.056993265152577 -0.063705488856828  0.127739935151603
   11  -0.036612643936868 -0.037851626798806 -0.175143534790641 -0.216459927451392  0.037938878105445
   12   0.020418986344391 -0.018186142721811  0.097339622323143 -0.087142073353150 -0.023753014015867
   13   0.042874147448038  0.009077380484968  0.202231397671586  0.051487521663042  0.004180653525719
   14   0.024644612082057  0.014968627528196  0.105753486348091  0.091326376394953  0.090785997303496
   15  -0.031374153550760  0.033261508837777 -0.141376815719392  0.154573829316256 -0.030020324428809
   16  -0.008678974756782 -0.069552338246411 -0.035977260832876 -0.348697456216293 -0.011914085189744
   17   0.030190576427546  0.031633316028976  0.138616046306935  0.160979011907657  0.009916207098925

                5                  6                  7                  8                  9        

    0  -0.004891920619079  0.001650152917066  0.019686932876526  0.026710363860190  0.006579459744462
    1  -0.027470331658801 -0.014629816641899 -0.006567491037535 -0.011726474408293  0.022699887880577
    2  -0.040904163708275  0.009048995539589  0.087600883887418  0.172560374654312  0.034466059850271
    3  -0.233819507031717 -0.074471749917656 -0.055995563565626 -0.069255673447423  0.130255004415485
    4   0.106071632924952 -0.567878370789476  0.064070304849441 -0.267293597657493  0.037380462802602
    5   1.621609909944119 -0.009782943232516  0.636216693850959 -0.149729278251186 -0.147772248935059
    6  -0.009379002887750  3.266003984901701  0.058621453550699 -0.321429891440999 -0.266625246833039
    7   0.638005841460463  0.057366219976208  3.055433603961442  0.162607242199035  0.778788842856009
    8  -0.147681405764684 -0.321227598633700  0.163526918306419  2.376835559833133  0.183735730893973
    9  -0.144755718225512 -0.267201307465659  0.779760571373421  0.184011734866373  2.529821044388804
   10   0.220494073196814 -0.365855908130487  0.387973771894661 -0.307553905873557  0.079855478363707
   11   0.285568851131134  0.096649309743370  0.094665591469816  0.043837057164970 -1.077827670502414
   12   0.055697719802490 -0.072539244053171  0.323058100922741  0.219636118572468  0.298590830167587
   13  -0.061776489440993 -0.292000993021819 -0.441014331936367  0.004133564618704 -0.605574769795023
   14  -0.092454191245813 -0.283037266703044 -0.061789442751294  0.164199937479619  0.147974375088441
   15   0.001951733854277  0.105524831779811  0.107202333255972  0.117764763497572  0.220561800821720
   16  -0.015291621153569 -0.099306945647860 -0.283269169151160 -0.036649615550773 -0.165292169934436
   17   0.024149338573450 -0.102626390256136  0.114259176829138  0.141624800977762  0.102261680769142

               10                 11                 12                 13                 14        

    0  -0.008960272436435 -0.035995987038322  0.020870662963243  0.043182651194783  0.026566458799069
    1  -0.012084597617874 -0.039793909088275 -0.019627122947188  0.009640198558831  0.013543792038938
    2  -0.056806473344023 -0.175085033489874  0.097951811090846  0.202049432815711  0.105376258569599
    3  -0.064250911738953 -0.216530296471204 -0.087590388040089  0.051765541803997  0.091391137886766
    4   0.128306197759056  0.038268519903091 -0.023723178129256  0.003558381101710  0.090692121991804
    5   0.221891999717916  0.287262872217944  0.055819515608998 -0.061231443950623 -0.091468127671817
    6  -0.366387671887969  0.096366319631509 -0.073260256023108 -0.291372267347794 -0.283137794256293
    7   0.386816345943855  0.094344311849689  0.322308784010004 -0.439201000139174 -0.061072453838149
    8  -0.308000750941845  0.043556123999831  0.218861048639981  0.006115370527497  0.165186872558108
    9   0.078468175235921 -1.078536264309997  0.297603757285191 -0.604550204308997  0.148498486640633
   10   3.243333517916694 -0.420353952069511  0.932459859414272  0.405993706898981 -0.125094588339249
   11  -0.420536394202764  3.310145040590942  0.050630908753195 -0.335266317085789  0.095848622278986
   12   0.932895186103091  0.050637414867002  2.534696276178736  0.269970492880477  0.960732947690996
   13   0.406916661860671 -0.334925628502952  0.269853045675412  3.323758353157333 -0.046290430054936
   14  -0.124259161518736  0.096186108525611  0.961248809830055 -0.048079856994524  3.484230619974687
   15   0.010817423205530  0.130750388933287  0.276673698877971 -0.910240238479686 -0.099470708139074
   16   0.326023244340663  0.154827590992028  0.441559593698154 -0.013399955220239 -0.416968896581633
   17   0.054831038871322 -0.068215461877716  0.094764330167743  0.002695363220886 -0.114978719979974

               15                 16                 17        

    0  -0.030452487825358 -0.008604504492827  0.031197319947695
    1   0.032470518991994 -0.070499582716752  0.031815418890520
    2  -0.141113685039850 -0.036348808903915  0.138519692907894
    3   0.154351972204629 -0.348242853868142  0.160953608474548
    4  -0.029920361362644 -0.012536895052174  0.010529542590916
    5   0.003614873186148 -0.014966102295404  0.024147734169069
    6   0.105451098210766 -0.099266658832236 -0.102829087016090
    7   0.108898666353678 -0.282316730149083  0.114154619577168
    8   0.119622379491051 -0.036079083591473  0.141472537644937
    9   0.220897101593788 -0.164825926994332  0.102283046687168
   10   0.008020432084416  0.324714972116771  0.054731660079911
   11   0.129661104552877  0.154758897995802 -0.068361592099832
   12   0.276051173308469  0.441418831181166  0.094923355366583
   13  -0.908685554621072 -0.012899660001788  0.002382439763664
   14  -0.100648632383987 -0.417174131253015 -0.114881166591239
   15   2.866606883939317 -0.364278103087806  0.738849963876802
   16  -0.363230721394512  3.081265166817166  0.161418224527133
   17   0.739113910431426  0.161377730805580  2.963759987331897
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000006639911
Norm of residual vector 0  after precondition    0.0000006639911
                     1   0.4132995790  -9.50e-10    6.64e-07      Y
Norm of residual vector 1  before precondition    0.0000036457463
Norm of residual vector 1  after precondition    0.0000036457463
                     2   0.6883916423   1.70e-09    3.65e-06      N
Norm of residual vector af preconditioning    0.0000010137042
Norm of final new C in schmidt_add():    1.000000000000002
Iter=10   L=19  resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.522277485915289  0.000235374084985  0.497093202014582  0.019677224543851 -0.008956155227605
    1  -0.000000000000000  0.778039547653778 -0.002834213768710  0.440285865803425  0.001109538353012
    2   0.497197738770959 -0.003217997921920  2.703457231166779  0.089793350388655 -0.186916121275512
    3   0.019285621814756  0.440589798675715  0.089793349973920  2.872843157676981  0.045306705693775
    4  -0.010678430405892  0.000944291796024 -0.185256236211450  0.045551009246131  1.420790332507062
    5  -0.005864542158423 -0.030107066524747 -0.040207044508583 -0.232538805869520  0.105713808860409
    6   0.000811568774780 -0.015090970720578  0.009053545071310 -0.074415144879845 -0.567813979043240
    7   0.021147213345045 -0.009202462359221  0.087921708150912 -0.056722796820232  0.064244559616613
    8   0.029146939805865 -0.014458290222287  0.172240755701938 -0.068682251473299 -0.266277982731012
    9   0.007255862945010  0.021514039207656  0.034961395825497  0.129473598680677  0.038204685494113
   10  -0.010631284339108 -0.009974425340000 -0.056993265152577 -0.063705488856828  0.127739935151603
   11  -0.036612643936868 -0.037851626798806 -0.175143534790641 -0.216459927451392  0.037938878105445
   12   0.020418986344391 -0.018186142721811  0.097339622323143 -0.087142073353150 -0.023753014015867
   13   0.042874147448038  0.009077380484968  0.202231397671586  0.051487521663042  0.004180653525719
   14   0.024644612082057  0.014968627528196  0.105753486348091  0.091326376394953  0.090785997303496
   15  -0.031374153550760  0.033261508837777 -0.141376815719392  0.154573829316256 -0.030020324428809
   16  -0.008678974756782 -0.069552338246411 -0.035977260832876 -0.348697456216293 -0.011914085189744
   17   0.030190576427546  0.031633316028976  0.138616046306935  0.160979011907657  0.009916207098925
   18  -0.018231652958400  0.037905818092384 -0.086989759747296  0.184751188445788  0.011350825537108

                5                  6                  7                  8                  9        

    0  -0.004891920619079  0.001650152917066  0.019686932876526  0.026710363860190  0.006579459744462
    1  -0.027470331658801 -0.014629816641899 -0.006567491037535 -0.011726474408293  0.022699887880577
    2  -0.040904163708275  0.009048995539589  0.087600883887418  0.172560374654312  0.034466059850271
    3  -0.233819507031717 -0.074471749917656 -0.055995563565626 -0.069255673447423  0.130255004415485
    4   0.106071632924952 -0.567878370789476  0.064070304849441 -0.267293597657493  0.037380462802602
    5   1.621609909944119 -0.009782943232516  0.636216693850959 -0.149729278251186 -0.147772248935059
    6  -0.009379002887750  3.266003984901701  0.058621453550699 -0.321429891440999 -0.266625246833039
    7   0.638005841460463  0.057366219976208  3.055433603961442  0.162607242199035  0.778788842856009
    8  -0.147681405764684 -0.321227598633700  0.163526918306419  2.376835559833133  0.183735730893973
    9  -0.144755718225512 -0.267201307465659  0.779760571373421  0.184011734866373  2.529821044388804
   10   0.220494073196814 -0.365855908130487  0.387973771894661 -0.307553905873557  0.079855478363707
   11   0.285568851131134  0.096649309743370  0.094665591469816  0.043837057164970 -1.077827670502414
   12   0.055697719802490 -0.072539244053171  0.323058100922741  0.219636118572468  0.298590830167587
   13  -0.061776489440993 -0.292000993021819 -0.441014331936367  0.004133564618704 -0.605574769795023
   14  -0.092454191245813 -0.283037266703044 -0.061789442751294  0.164199937479619  0.147974375088441
   15   0.001951733854277  0.105524831779811  0.107202333255972  0.117764763497572  0.220561800821720
   16  -0.015291621153569 -0.099306945647860 -0.283269169151160 -0.036649615550773 -0.165292169934436
   17   0.024149338573450 -0.102626390256136  0.114259176829138  0.141624800977762  0.102261680769142
   18  -0.004747155328719  0.109296179847358  0.023793606092809 -0.116170500464500 -0.101931810586526

               10                 11                 12                 13                 14        

    0  -0.008960272436435 -0.035995987038322  0.020870662963243  0.043182651194783  0.026566458799069
    1  -0.012084597617874 -0.039793909088275 -0.019627122947188  0.009640198558831  0.013543792038938
    2  -0.056806473344023 -0.175085033489874  0.097951811090846  0.202049432815711  0.105376258569599
    3  -0.064250911738953 -0.216530296471204 -0.087590388040089  0.051765541803997  0.091391137886766
    4   0.128306197759056  0.038268519903091 -0.023723178129256  0.003558381101710  0.090692121991804
    5   0.221891999717916  0.287262872217944  0.055819515608998 -0.061231443950623 -0.091468127671817
    6  -0.366387671887969  0.096366319631509 -0.073260256023108 -0.291372267347794 -0.283137794256293
    7   0.386816345943855  0.094344311849689  0.322308784010004 -0.439201000139174 -0.061072453838149
    8  -0.308000750941845  0.043556123999831  0.218861048639981  0.006115370527497  0.165186872558108
    9   0.078468175235921 -1.078536264309997  0.297603757285191 -0.604550204308997  0.148498486640633
   10   3.243333517916694 -0.420353952069511  0.932459859414272  0.405993706898981 -0.125094588339249
   11  -0.420536394202764  3.310145040590942  0.050630908753195 -0.335266317085789  0.095848622278986
   12   0.932895186103091  0.050637414867002  2.534696276178736  0.269970492880477  0.960732947690996
   13   0.406916661860671 -0.334925628502952  0.269853045675412  3.323758353157333 -0.046290430054936
   14  -0.124259161518736  0.096186108525611  0.961248809830055 -0.048079856994524  3.484230619974687
   15   0.010817423205530  0.130750388933287  0.276673698877971 -0.910240238479686 -0.099470708139074
   16   0.326023244340663  0.154827590992028  0.441559593698154 -0.013399955220239 -0.416968896581633
   17   0.054831038871322 -0.068215461877716  0.094764330167743  0.002695363220886 -0.114978719979974
   18   0.244261292788859  0.085879004514146 -0.113589147274064  0.285462867653280 -0.279851192626771

               15                 16                 17                 18        

    0  -0.030452487825358 -0.008604504492827  0.031197319947695 -0.018177737013185
    1   0.032470518991994 -0.070499582716752  0.031815418890520  0.038062940767740
    2  -0.141113685039850 -0.036348808903915  0.138519692907894 -0.087252848880246
    3   0.154351972204629 -0.348242853868142  0.160953608474548  0.184973261230803
    4  -0.029920361362644 -0.012536895052174  0.010529542590916  0.010550555263167
    5   0.003614873186148 -0.014966102295404  0.024147734169069 -0.006573866897643
    6   0.105451098210766 -0.099266658832236 -0.102829087016090  0.109377630209133
    7   0.108898666353678 -0.282316730149083  0.114154619577168  0.023776960871187
    8   0.119622379491051 -0.036079083591473  0.141472537644937 -0.116397790489367
    9   0.220897101593788 -0.164825926994332  0.102283046687168 -0.101763226350185
   10   0.008020432084416  0.324714972116771  0.054731660079911  0.244229056549346
   11   0.129661104552877  0.154758897995802 -0.068361592099832  0.086359279137175
   12   0.276051173308469  0.441418831181166  0.094923355366583 -0.113427777323801
   13  -0.908685554621072 -0.012899660001788  0.002382439763664  0.285141082830231
   14  -0.100648632383987 -0.417174131253015 -0.114881166591239 -0.280163296785485
   15   2.866606883939317 -0.364278103087806  0.738849963876802 -0.159573333699617
   16  -0.363230721394512  3.081265166817166  0.161418224527133 -0.542910568470226
   17   0.739113910431426  0.161377730805580  2.963759987331897  0.182389701590670
   18  -0.159766724732120 -0.543304634988149  0.183129954718358  3.800526479075057
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000003241542
Norm of residual vector 0  after precondition    0.0000003241542
                     1   0.4132995790  -6.71e-12    3.24e-07      Y
Norm of residual vector 1  before precondition    0.0000005340426
Norm of residual vector 1  after precondition    0.0000005340426
                     2   0.6883916420  -3.21e-10    5.34e-07      Y
Collapsing to only 2 vector(s).
alpha

           1           2           3           4           5           6           7           8           9          10

    1  -0.9761220   0.0073288   0.0205587   0.0447147  -0.0064120  -0.0008968  -0.0203343  -0.0215868  -0.1402113   0.0460590
    2   0.0032584   0.9791003   0.0069010  -0.0286659  -0.0292475  -0.0326626   0.0111095   0.0268765   0.0552120   0.0960232
    3   0.2145650   0.0098177   0.0490454   0.0521909  -0.0064193   0.0013585  -0.0729396  -0.0615304  -0.6324299   0.2147840
    4  -0.0011805  -0.2005237   0.0147976  -0.0174166  -0.0594989  -0.0840252   0.0355219   0.1240262   0.2304513   0.4951615
    5   0.0330732   0.0203806   0.1741097   0.8858304  -0.1145482  -0.0302466  -0.1520139  -0.2249097  -0.0599144  -0.0137355
    6  -0.0002967  -0.0233549   0.2456784  -0.2157573  -0.6054603  -0.5913539   0.0072156  -0.1748113   0.0161296  -0.1248901
    7   0.0063330   0.0041555   0.1982809   0.2417428  -0.0465969   0.0275826   0.0743438   0.0011646   0.1938837  -0.0349629
    8  -0.0003173   0.0046396  -0.1829903   0.0485227   0.4304302  -0.0761529  -0.0625755  -0.1103947   0.2832813   0.0066963
    9   0.0012034   0.0007840   0.1581993   0.2331577  -0.0777943  -0.1613199   0.3410254   0.6406288   0.2791278   0.0292048
   10   0.0000379  -0.0015116   0.4783684  -0.1561003  -0.2444827   0.4411847  -0.2491680  -0.0437515   0.1110348   0.1482663
   11   0.0001749   0.0000250   0.2394189  -0.0003115   0.0872592   0.1312304   0.4494973   0.1927731  -0.2712355  -0.0818468
   12   0.0000068  -0.0003742   0.2521664  -0.0828148  -0.0637067   0.4323423  -0.0697611   0.0793578   0.0079396   0.1358534
   13  -0.0000384   0.0000763  -0.5111583   0.0869072  -0.3833152   0.1021424  -0.3413162   0.1913970   0.0807312   0.0841228
   14   0.0000012  -0.0000862   0.2572507  -0.0545151   0.1324501   0.0335058  -0.3705632   0.0467737   0.3236380  -0.3618275
   15   0.0000074  -0.0000204   0.2242013  -0.0612786   0.2325472  -0.1678645   0.1621621  -0.2990694   0.0228313   0.0298763
   16   0.0000012  -0.0000225   0.2045256  -0.0387975   0.2649167  -0.2570271  -0.4263275   0.2658951  -0.2019109  -0.2761068
   17   0.0000015  -0.0000076   0.1801632  -0.0254126   0.2240354  -0.2454244  -0.1443015  -0.1263723   0.1581874   0.5494035
   18  -0.0000001   0.0000041  -0.0797166   0.0040402  -0.0991839   0.1723983   0.2896725  -0.4640075   0.2391906  -0.1657757
   19   0.0000002  -0.0000012   0.0169883  -0.0086909   0.0460313  -0.1188914  -0.0915536  -0.0172274  -0.0622204   0.2963910

          11          12          13          14          15          16          17          18          19

    1  -0.0294621   0.1277277   0.0606015  -0.0061443   0.0145162   0.0300848   0.0015532  -0.0163534   0.0146496
    2  -0.1281880  -0.0339299   0.0090746  -0.0482826   0.0031738   0.0515375   0.0515771   0.0072904   0.0107445
    3  -0.1221111   0.6014118   0.2915901  -0.0282384   0.0738754   0.1414950   0.0068294  -0.0724780   0.0651025
    4  -0.6298688  -0.1548813   0.0609505  -0.2473959   0.0249119   0.2725552   0.2549330   0.0298914   0.0575905
    5  -0.0821025  -0.0996301  -0.2604244  -0.0491624  -0.0363473  -0.0086843  -0.0021362  -0.0541014   0.0525616
    6  -0.1575932   0.1229784  -0.0982080   0.1470990  -0.1370715  -0.1893047  -0.0167734   0.0267040   0.0417049
    7  -0.0205120  -0.0899399   0.7675035   0.3421927  -0.0042515  -0.1130068   0.0713624   0.2583784  -0.2389310
    8  -0.2447912   0.3890983  -0.1443090   0.4123714  -0.1462526  -0.2482910   0.1279865   0.1842075   0.3684106
    9   0.2764158   0.3928154  -0.0624102  -0.1203268  -0.0192643   0.1383927  -0.0788007   0.0509743   0.1110372
   10   0.2022708   0.0044422  -0.0786201   0.1580544   0.2682138   0.0710117   0.1702891   0.1358829   0.4428638
   11  -0.2026940  -0.2524987   0.0785753   0.0303114  -0.1162389  -0.4324538   0.0984720  -0.3899207   0.3485724
   12  -0.1946440   0.1537107  -0.1657268  -0.0608473  -0.5973103  -0.1658319  -0.3160356   0.1815846  -0.3130987
   13   0.0739802  -0.0713941   0.2850192  -0.0083734  -0.2864758  -0.0773383  -0.1943554  -0.1980719   0.3894755
   14  -0.1605126   0.2271237   0.1296156  -0.0884785  -0.0073031   0.1040877   0.0855413  -0.6289944  -0.1499177
   15   0.1407263  -0.1586850   0.1412791   0.0797692  -0.4135583   0.5568945  -0.3013631  -0.0790637   0.3129189
   16  -0.0316646  -0.1688213   0.1211981  -0.3941861  -0.1125157  -0.1102962   0.0546133   0.4204201   0.2136656
   17   0.2135407  -0.0085964   0.0894030  -0.1728387   0.2044560  -0.4303811  -0.3834382  -0.1816172  -0.0224859
   18   0.0750012   0.2446688   0.1869069  -0.6170792  -0.0577762  -0.1582211   0.1412339   0.1196361   0.1576420
   19   0.4237630  -0.0175117  -0.0287287   0.0065260  -0.4456797  -0.0609523   0.6781535  -0.1340118  -0.1539906
alpha_old

           1           2           3           4           5           6           7           8           9          10

    1  -0.9761221  -0.0073288   0.0205074  -0.0446329   0.0079708   0.0031707   0.0181400  -0.0200806  -0.1382966   0.0627416
    2   0.0032584  -0.9791003   0.0071375   0.0293094   0.0289667  -0.0349248  -0.0059150   0.0263412   0.0565414   0.1391562
    3   0.2145650  -0.0098178   0.0481976  -0.0524371   0.0103226   0.0168463   0.0627962  -0.0544952  -0.6225209   0.2845542
    4  -0.0011805   0.2005238   0.0159110   0.0189514   0.0585832  -0.0948953  -0.0179631   0.1222181   0.2389740   0.7062377
    5   0.0330732  -0.0203806   0.1772958  -0.8829886   0.1349424  -0.0081700   0.1518334  -0.2256868  -0.0664162   0.0274794
    6  -0.0002967   0.0233548   0.2475433   0.2274968   0.6182325  -0.5789446   0.0534818  -0.1797828  -0.0040591  -0.0367077
    7   0.0063330  -0.0041554   0.2006887  -0.2394625   0.0456442   0.0163263  -0.0718246  -0.0011490   0.1903161  -0.0320565
    8  -0.0003173  -0.0046396  -0.1881061  -0.0592192  -0.4255708  -0.0948175   0.0888135  -0.1161086   0.2702897   0.1012892
    9   0.0012034  -0.0007840   0.1588949  -0.2314133   0.0847031  -0.1843771  -0.3315906   0.6420969   0.2984613  -0.1127955
   10   0.0000379   0.0015116   0.4828770   0.1645889   0.2243589   0.4801728   0.1883208  -0.0397116   0.1311000   0.0395252
   11   0.0001749  -0.0000249   0.2425334   0.0012248  -0.1049076   0.0717936  -0.4489957   0.1936618  -0.2782536   0.0057802
   12   0.0000069   0.0003743   0.2566566   0.0874290   0.0421483   0.4371276   0.0256665   0.0808566   0.0148350   0.1869552
   13  -0.0000384  -0.0000762  -0.5074627  -0.0798993   0.3942983   0.1638822   0.3110591   0.1928599   0.0917972   0.0354956
   14   0.0000012   0.0000863   0.2567800   0.0526959  -0.1400373   0.0366111   0.3974636   0.0351750   0.2864058  -0.2629454
   15   0.0000074   0.0000202   0.2190464   0.0552660  -0.2286433  -0.1849110  -0.1489459  -0.2972255   0.0287081  -0.0328942
   16   0.0000012   0.0000223   0.1975324   0.0309832  -0.2534035  -0.2352747   0.4672966   0.2609524  -0.2260800  -0.2139662
   17   0.0000015   0.0000072   0.1714015   0.0174683  -0.2059940  -0.2139784   0.1449703  -0.1191053   0.1998442   0.4199587
   18  -0.0000001  -0.0000039  -0.0750662  -0.0000023   0.0874310   0.1437164  -0.3040299  -0.4661453   0.2304156  -0.2016600

          11          12          13          14          15          16          17          18

    1   0.1275065  -0.0050897   0.0593475   0.0060368  -0.0224398   0.0227008  -0.0152192   0.0157662
    2  -0.0477258  -0.0722810   0.0193539   0.0489722  -0.0360216   0.0561514   0.0144401   0.0147684
    3   0.6024983  -0.0116900   0.2840340   0.0276233  -0.1039263   0.1098264  -0.0677849   0.0697160
    4  -0.2206865  -0.3426864   0.1094202   0.2506357  -0.1915841   0.2900401   0.0654339   0.0778196
    5  -0.1139083  -0.0896157  -0.2488409   0.0495609  -0.0040278  -0.0280582  -0.0471866   0.0589670
    6   0.0876612  -0.2250125  -0.0670399  -0.1448062   0.1275363  -0.1707089   0.0327697   0.0403511
    7  -0.0899153   0.0522944   0.7708665  -0.3403204   0.1180120   0.0045331   0.2403921  -0.2576011
    8   0.3365273  -0.3558421  -0.0969139  -0.4089480   0.1974639  -0.1343335   0.2413190   0.3614701
    9   0.4262372   0.1470382  -0.0885136   0.1184518  -0.1551975  -0.0296579   0.0518412   0.0958824
   10   0.0463427   0.2426824  -0.1166497  -0.1615252   0.0405151   0.2714974   0.1939406   0.4331445
   11  -0.2951176  -0.2321610   0.1204078  -0.0264940   0.3829631  -0.1669718  -0.3299140   0.4059408
   12   0.1114901  -0.2897008  -0.1202386   0.0655276  -0.1007841  -0.6565742   0.1254944  -0.3456595
   13  -0.0558958   0.1040693   0.2777402   0.0094049  -0.0651513  -0.3612518  -0.1715049   0.3957309
   14   0.1733856  -0.3299245   0.1763754   0.0919170  -0.0622340   0.1489248  -0.6258550  -0.0676141
   15  -0.1325888   0.1645618   0.1250165  -0.0795195  -0.7149008  -0.2844598  -0.0758084   0.2949139
   16  -0.1818055  -0.0548820   0.1334699   0.3957398   0.0653315  -0.1129498   0.4464574   0.1710023
   17   0.0808215   0.5581339   0.0014222   0.1658009   0.3912978  -0.2679068  -0.2365648  -0.0475777
   18   0.2325089  -0.0976327   0.2032760   0.6192131   0.1495463  -0.0214828   0.1559642   0.1605073
alpha_tot

           1           2           3           4           5           6           7           8           9          10

    1  -0.9761220   0.0073288   0.0205587   0.0447147  -0.0064120  -0.0008968  -0.0203343  -0.0215868  -0.1402113   0.0460590
    2   0.0032584   0.9791003   0.0069010  -0.0286659  -0.0292475  -0.0326626   0.0111095   0.0268765   0.0552120   0.0960232
    3   0.2145650   0.0098177   0.0490454   0.0521909  -0.0064193   0.0013585  -0.0729396  -0.0615304  -0.6324299   0.2147840
    4  -0.0011805  -0.2005237   0.0147976  -0.0174166  -0.0594989  -0.0840252   0.0355219   0.1240262   0.2304513   0.4951615
    5   0.0330732   0.0203806   0.1741097   0.8858304  -0.1145482  -0.0302466  -0.1520139  -0.2249097  -0.0599144  -0.0137355
    6  -0.0002967  -0.0233549   0.2456784  -0.2157573  -0.6054603  -0.5913539   0.0072156  -0.1748113   0.0161296  -0.1248901
    7   0.0063330   0.0041555   0.1982809   0.2417428  -0.0465969   0.0275826   0.0743438   0.0011646   0.1938837  -0.0349629
    8  -0.0003173   0.0046396  -0.1829903   0.0485227   0.4304302  -0.0761529  -0.0625755  -0.1103947   0.2832813   0.0066963
    9   0.0012034   0.0007840   0.1581993   0.2331577  -0.0777943  -0.1613199   0.3410254   0.6406288   0.2791278   0.0292048
   10   0.0000379  -0.0015116   0.4783684  -0.1561003  -0.2444827   0.4411847  -0.2491680  -0.0437515   0.1110348   0.1482663
   11   0.0001749   0.0000250   0.2394189  -0.0003115   0.0872592   0.1312304   0.4494973   0.1927731  -0.2712355  -0.0818468
   12   0.0000068  -0.0003742   0.2521664  -0.0828148  -0.0637067   0.4323423  -0.0697611   0.0793578   0.0079396   0.1358534
   13  -0.0000384   0.0000763  -0.5111583   0.0869072  -0.3833152   0.1021424  -0.3413162   0.1913970   0.0807312   0.0841228
   14   0.0000012  -0.0000862   0.2572507  -0.0545151   0.1324501   0.0335058  -0.3705632   0.0467737   0.3236380  -0.3618275
   15   0.0000074  -0.0000204   0.2242013  -0.0612786   0.2325472  -0.1678645   0.1621621  -0.2990694   0.0228313   0.0298763
   16   0.0000012  -0.0000225   0.2045256  -0.0387975   0.2649167  -0.2570271  -0.4263275   0.2658951  -0.2019109  -0.2761068
   17   0.0000015  -0.0000076   0.1801632  -0.0254126   0.2240354  -0.2454244  -0.1443015  -0.1263723   0.1581874   0.5494035
   18  -0.0000001   0.0000041  -0.0797166   0.0040402  -0.0991839   0.1723983   0.2896725  -0.4640075   0.2391906  -0.1657757
   19   0.0000002  -0.0000012   0.0169883  -0.0086909   0.0460313  -0.1188914  -0.0915536  -0.0172274  -0.0622204   0.2963910

          11          12          13          14          15          16          17          18          19

    1  -0.0294621   0.1277277   0.0606015  -0.0061443   0.0145162   0.0300848   0.0015532  -0.0163534   0.0146496
    2  -0.1281880  -0.0339299   0.0090746  -0.0482826   0.0031738   0.0515375   0.0515771   0.0072904   0.0107445
    3  -0.1221111   0.6014118   0.2915901  -0.0282384   0.0738754   0.1414950   0.0068294  -0.0724780   0.0651025
    4  -0.6298688  -0.1548813   0.0609505  -0.2473959   0.0249119   0.2725552   0.2549330   0.0298914   0.0575905
    5  -0.0821025  -0.0996301  -0.2604244  -0.0491624  -0.0363473  -0.0086843  -0.0021362  -0.0541014   0.0525616
    6  -0.1575932   0.1229784  -0.0982080   0.1470990  -0.1370715  -0.1893047  -0.0167734   0.0267040   0.0417049
    7  -0.0205120  -0.0899399   0.7675035   0.3421927  -0.0042515  -0.1130068   0.0713624   0.2583784  -0.2389310
    8  -0.2447912   0.3890983  -0.1443090   0.4123714  -0.1462526  -0.2482910   0.1279865   0.1842075   0.3684106
    9   0.2764158   0.3928154  -0.0624102  -0.1203268  -0.0192643   0.1383927  -0.0788007   0.0509743   0.1110372
   10   0.2022708   0.0044422  -0.0786201   0.1580544   0.2682138   0.0710117   0.1702891   0.1358829   0.4428638
   11  -0.2026940  -0.2524987   0.0785753   0.0303114  -0.1162389  -0.4324538   0.0984720  -0.3899207   0.3485724
   12  -0.1946440   0.1537107  -0.1657268  -0.0608473  -0.5973103  -0.1658319  -0.3160356   0.1815846  -0.3130987
   13   0.0739802  -0.0713941   0.2850192  -0.0083734  -0.2864758  -0.0773383  -0.1943554  -0.1980719   0.3894755
   14  -0.1605126   0.2271237   0.1296156  -0.0884785  -0.0073031   0.1040877   0.0855413  -0.6289944  -0.1499177
   15   0.1407263  -0.1586850   0.1412791   0.0797692  -0.4135583   0.5568945  -0.3013631  -0.0790637   0.3129189
   16  -0.0316646  -0.1688213   0.1211981  -0.3941861  -0.1125157  -0.1102962   0.0546133   0.4204201   0.2136656
   17   0.2135407  -0.0085964   0.0894030  -0.1728387   0.2044560  -0.4303811  -0.3834382  -0.1816172  -0.0224859
   18   0.0750012   0.2446688   0.1869069  -0.6170792  -0.0577762  -0.1582211   0.1412339   0.1196361   0.1576420
   19   0.4237630  -0.0175117  -0.0287287   0.0065260  -0.4456797  -0.0609523   0.6781535  -0.1340118  -0.1539906

Procedure converged for 2 root(s).
EOM CC2 R0 for root 0 =  -0.01101414518
Norm with produced ROHF-like quantities =    1.0000000000

	DPD File2: RIA 0 0
	DPD Parameters:
	------------------
	pnum = 0   qnum = 1   irrep = 0 
	Irreps = 4

	   Row and column dimensions for DPD Block:
	   ----------------------------------------
	   Irrep: 0 row =     3	col =     8
	   Irrep: 1 row =     0	col =     2
	   Irrep: 2 row =     1	col =     3
	   Irrep: 3 row =     1	col =     6

	File 122 DPD File2: RIA 0 0
	Matrix for Irrep 0
	----------------------------------------

                         0                  1                  2                  3                  4                  5                  6                  7     
                      (  0)              (  1)              (  2)              (  3)              (  4)              (  5)              (  6)              (  7)    

    0  (  0) -0.000255874622621  0.000055408314176 -0.000048458452768 -0.000017168067318 -0.000131014864397  0.000032993318575  0.000082069974641 -0.000044300590088
    1  (  1) -0.025159980137627  0.007818839022539 -0.002990192674178 -0.003647673099392 -0.004398425487342 -0.003496508564585 -0.000015341704437  0.001464759050960
    2  (  2) -0.686523093786222  0.049355166562297 -0.000454605377731 -0.014437129863836 -0.020171637746236 -0.007328399075333 -0.001969161943636  0.000275242428347

	File 122 DPD File2: RIA 0 0
	Matrix for Irrep 1
	----------------------------------------

                         0                  1     
                      (  8)              (  9)    


	File 122 DPD File2: RIA 0 0
	Matrix for Irrep 2
	----------------------------------------

                         0                  1                  2     
                      ( 10)              ( 11)              ( 12)    

    0  (  3) -0.020612506399628  0.002890572098280  0.002463833966355

	File 122 DPD File2: RIA 0 0
	Matrix for Irrep 3
	----------------------------------------

                         0                  1                  2                  3                  4                  5     
                      ( 13)              ( 14)              ( 15)              ( 16)              ( 17)              ( 18)    

    0  (  4)  0.030416084612769  0.014664452299785 -0.011953754569857  0.001003772993279 -0.001601850959402  0.002283875992952
EOM CC2 R0 for root 1 =  -0.01559959591
Norm with produced ROHF-like quantities =    1.0000000000

	DPD File2: RIA 0 1
	DPD Parameters:
	------------------
	pnum = 0   qnum = 1   irrep = 0 
	Irreps = 4

	   Row and column dimensions for DPD Block:
	   ----------------------------------------
	   Irrep: 0 row =     3	col =     8
	   Irrep: 1 row =     0	col =     2
	   Irrep: 2 row =     1	col =     3
	   Irrep: 3 row =     1	col =     6

	File 122 DPD File2: RIA 0 1
	Matrix for Irrep 0
	----------------------------------------

                         0                  1                  2                  3                  4                  5                  6                  7     
                      (  0)              (  1)              (  2)              (  3)              (  4)              (  5)              (  6)              (  7)    

    0  (  0) -0.000139587290181  0.000044718293202 -0.000037833214249 -0.000094970865241 -0.000127429630134  0.000016761596030 -0.000101697463492  0.000127062366316
    1  (  1) -0.007275256341172  0.009420765348725 -0.000106155020571 -0.010842345869506 -0.011605361554618 -0.007912610068948  0.001262991674375  0.000519317739577
    2  (  2) -0.029086929704485 -0.042521836176669 -0.053949097001726  0.003073672744331 -0.011400836566219  0.005737488909253 -0.001186140614343 -0.001783601606109

	File 122 DPD File2: RIA 0 1
	Matrix for Irrep 1
	----------------------------------------

                         0                  1     
                      (  8)              (  9)    


	File 122 DPD File2: RIA 0 1
	Matrix for Irrep 2
	----------------------------------------

                         0                  1                  2     
                      ( 10)              ( 11)              ( 12)    

    0  (  3) -0.071025634801893  0.010407061870235 -0.000772528737870

	File 122 DPD File2: RIA 0 1
	Matrix for Irrep 3
	----------------------------------------

                         0                  1                  2                  3                  4                  5     
                      ( 13)              ( 14)              ( 15)              ( 16)              ( 17)              ( 18)    

    0  (  4) -0.683135170586225 -0.034618012507132  0.021894372694452 -0.002520866179874 -0.000090163534511  0.000962203237942

Final Energetic Summary for Converged Roots of Irrep A1 
                     Excitation Energy              Total Energy
                (eV)     (cm^-1)     (au)             (au)
EOM State 1     11.246    90708.8   0.4132995790   -75.8092336786

Largest components of excited wave function #1:
	          2   0        -0.6865230938
	          2   1         0.0493551666
	          4  13         0.0304160846
	          1   0        -0.0251599801
	          3  10        -0.0206125064
	  2   2   0   0        -0.0568208091
	  2   4   0  13        -0.0493741141
	  4   2  13   0        -0.0493741141
	  2   2   0   2         0.0477025949
	  2   2   2   0         0.0477025949

EOM State 2     18.732   151084.5   0.6883916420   -75.5341416156

Largest components of excited wave function #2:
	          4  13        -0.6831351706
	          3  10        -0.0710256348
	          2   2        -0.0539490970
	          2   1        -0.0425218362
	          4  14        -0.0346180125
	  4   4  13  13        -0.1003209522
	  3   4  10  13         0.0380946796
	  4   3  13  10         0.0380946796
	  2   4   2  13         0.0308016946
	  4   2  13   2         0.0308016946


Symmetry of excited state: A2 
Symmetry of right eigenvector: A2 
Seeking states with multiplicity of 1
Obtaining initial guess from singles-singles block of Hbar...Done.


	DPD File2: CME 0
	DPD Parameters:
	------------------
	pnum = 0   qnum = 1   irrep = 1 
	Irreps = 4

	   Row and column dimensions for DPD Block:
	   ----------------------------------------
	   Irrep: 0 row =     3	col =     2
	   Irrep: 1 row =     0	col =     8
	   Irrep: 2 row =     1	col =     6
	   Irrep: 3 row =     1	col =     3

	File 141 DPD File2: CME 0
	Matrix for Irrep 0
	----------------------------------------

                         0                  1     
                      (  8)              (  9)    

    0  (  0)  0.000029650712688  0.000204327424427
    1  (  1)  0.003438798510293 -0.002550111010027
    2  (  2) -0.000304371430785 -0.000321343898235

	File 141 DPD File2: CME 0
	Matrix for Irrep 1
	----------------------------------------

                         0                  1                  2                  3                  4                  5                  6                  7     
                      (  0)              (  1)              (  2)              (  3)              (  4)              (  5)              (  6)              (  7)    


	File 141 DPD File2: CME 0
	Matrix for Irrep 2
	----------------------------------------

                         0                  1                  2                  3                  4                  5     
                      ( 13)              ( 14)              ( 15)              ( 16)              ( 17)              ( 18)    

    0  (  3) -0.695125276485353 -0.104562027455359  0.074450766729739 -0.002057212263308  0.016768198193642 -0.002756154868418

	File 141 DPD File2: CME 0
	Matrix for Irrep 3
	----------------------------------------

                         0                  1                  2     
                      ( 10)              ( 11)              ( 12)    

    0  (  4) -0.003381741636136 -0.001296727053149 -0.000173622267264

	DPD File2: CME 1
	DPD Parameters:
	------------------
	pnum = 0   qnum = 1   irrep = 1 
	Irreps = 4

	   Row and column dimensions for DPD Block:
	   ----------------------------------------
	   Irrep: 0 row =     3	col =     2
	   Irrep: 1 row =     0	col =     8
	   Irrep: 2 row =     1	col =     6
	   Irrep: 3 row =     1	col =     3

	File 141 DPD File2: CME 1
	Matrix for Irrep 0
	----------------------------------------

                         0                  1     
                      (  8)              (  9)    

    0  (  0)  0.000000912706519 -0.000175413551195
    1  (  1) -0.005892090398291  0.002241858130297
    2  (  2)  0.000879739243413 -0.000402231435924

	File 141 DPD File2: CME 1
	Matrix for Irrep 1
	----------------------------------------

                         0                  1                  2                  3                  4                  5                  6                  7     
                      (  0)              (  1)              (  2)              (  3)              (  4)              (  5)              (  6)              (  7)    


	File 141 DPD File2: CME 1
	Matrix for Irrep 2
	----------------------------------------

                         0                  1                  2                  3                  4                  5     
                      ( 13)              ( 14)              ( 15)              ( 16)              ( 17)              ( 18)    

    0  (  3) -0.107086273028084  0.697681607336751 -0.010482426645559  0.001094234073337 -0.039507460394006 -0.003292696174574

	File 141 DPD File2: CME 1
	Matrix for Irrep 3
	----------------------------------------

                         0                  1                  2     
                      ( 10)              ( 11)              ( 12)    

    0  (  4)  0.006064408722801  0.003479525991383  0.000742770531330
resetting norm
Iter=1    L=2   resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1        

    0   0.498794575273830 -0.001127870230376
    1   0.000000000000000  0.945977577651896
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.5438327156151
Norm of residual vector 0  after precondition    0.5438327156151
                     1   0.4987945753   4.99e-01    5.44e-01      N
Norm of residual vector af preconditioning    0.2052570283533
Norm of final new C in schmidt_add():    1.000000000000000
Norm of residual vector 1  before precondition    0.5593920593797
Norm of residual vector 1  after precondition    0.5593920593797
                     2   0.9459775777   9.46e-01    5.59e-01      N
Norm of residual vector af preconditioning    0.2060009967521
Norm of final new C in schmidt_add():    0.999999999999999
Iter=2    L=4   resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3        

    0   0.498794575273830 -0.001127870230376  0.489426492581000 -0.070191625987695
    1   0.000000000000000  0.945977577651896  0.063006921330430  0.511247490271177
    2   0.488947883858905  0.064414026315985  2.747362139721465 -0.343707963472779
    3  -0.070225256616638  0.511054777690867 -0.343707963472779  3.552759103714796
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0249891918194
Norm of residual vector 0  after precondition    0.0249891918194
                     1   0.3965697501  -1.02e-01    2.50e-02      N
Norm of residual vector af preconditioning    0.0145330061858
Norm of final new C in schmidt_add():    1.000000000000000
Norm of residual vector 1  before precondition    0.0280406791699
Norm of residual vector 1  after precondition    0.0280406791699
                     2   0.8416306893  -1.04e-01    2.80e-02      N
Norm of residual vector af preconditioning    0.0455912374582
Norm of final new C in schmidt_add():    1.000000000000000
Iter=3    L=6   resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.498794575273830 -0.001127870230376  0.489426492581000 -0.070191625987695  0.012394268263771
    1   0.000000000000000  0.945977577651896  0.063006921330430  0.511247490271177  0.000676079641483
    2   0.488947883858905  0.064414026315985  2.747362139721465 -0.343707963472779  0.191786351166061
    3  -0.070225256616638  0.511054777690867 -0.343707963472779  3.552759103714796 -0.069399753674870
    4   0.015508728557677 -0.000709030389251  0.189821547958969 -0.069129288209763  1.529963156387402
    5  -0.011439530970738  0.018230553963085 -0.090788698387770  0.262302528730295 -0.418812910672773

                5        

    0  -0.010896607255336
    1   0.016519308612931
    2  -0.090968462625758
    3   0.263309513713370
    4  -0.419117101412692
    5   2.543033904571566
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0096178499277
Norm of residual vector 0  after precondition    0.0096178499277
                     1   0.3960054366  -5.64e-04    9.62e-03      N
Norm of residual vector af preconditioning    0.0022208134752
Norm of final new C in schmidt_add():    0.999999999999998
Norm of residual vector 1  before precondition    0.0105484629553
Norm of residual vector 1  after precondition    0.0105484629553
                     2   0.8411209524  -5.10e-04    1.05e-02      N
Norm of residual vector af preconditioning    0.0045365086727
Norm of final new C in schmidt_add():    1.000000000000000
Iter=4    L=8   resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.498794575273830 -0.001127870230376  0.489426492581000 -0.070191625987695  0.012394268263771
    1   0.000000000000000  0.945977577651896  0.063006921330430  0.511247490271177  0.000676079641483
    2   0.488947883858905  0.064414026315985  2.747362139721465 -0.343707963472779  0.191786351166061
    3  -0.070225256616638  0.511054777690867 -0.343707963472779  3.552759103714796 -0.069399753674870
    4   0.015508728557677 -0.000709030389251  0.189821547958969 -0.069129288209763  1.529963156387402
    5  -0.011439530970738  0.018230553963085 -0.090788698387770  0.262302528730295 -0.418812910672773
    6   0.045829166294976 -0.031609085797842  0.216816413484763 -0.235915230381209 -0.421880288792531
    7   0.039792262763627 -0.013211376455784  0.198178067653497 -0.127911768923792  0.022134056485616

                5                  6                  7        

    0  -0.010896607255336  0.045576787329804  0.039492293331364
    1   0.016519308612931 -0.031226071170235 -0.012887600996673
    2  -0.090968462625758  0.216790691916604  0.198266543554665
    3   0.263309513713370 -0.235870892922274 -0.128067915498934
    4  -0.419117101412692 -0.421777691375461  0.023733958467416
    5   2.543033904571566 -0.137957331770148  0.457634385506343
    6  -0.137871741327578  4.238111017527145  0.449623848762715
    7   0.457884036838254  0.449701112781710  4.350568530656250
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0006989385736
Norm of residual vector 0  after precondition    0.0006989385736
                     1   0.3959795532  -2.59e-05    6.99e-04      N
Norm of residual vector af preconditioning    0.0001995025906
Norm of final new C in schmidt_add():    1.000000000000000
Norm of residual vector 1  before precondition    0.0017198256162
Norm of residual vector 1  after precondition    0.0017198256162
                     2   0.8410866981  -3.43e-05    1.72e-03      N
Norm of residual vector af preconditioning    0.0012993823676
Norm of final new C in schmidt_add():    1.000000000000001
Iter=5    L=10  resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.498794575273830 -0.001127870230376  0.489426492581000 -0.070191625987695  0.012394268263771
    1   0.000000000000000  0.945977577651896  0.063006921330430  0.511247490271177  0.000676079641483
    2   0.488947883858905  0.064414026315985  2.747362139721465 -0.343707963472779  0.191786351166061
    3  -0.070225256616638  0.511054777690867 -0.343707963472779  3.552759103714796 -0.069399753674870
    4   0.015508728557677 -0.000709030389251  0.189821547958969 -0.069129288209763  1.529963156387402
    5  -0.011439530970738  0.018230553963085 -0.090788698387770  0.262302528730295 -0.418812910672773
    6   0.045829166294976 -0.031609085797842  0.216816413484763 -0.235915230381209 -0.421880288792531
    7   0.039792262763627 -0.013211376455784  0.198178067653497 -0.127911768923792  0.022134056485616
    8   0.030312278835695  0.014693039920095  0.166888121200563  0.024965875804568  0.175298810846136
    9  -0.028576200583623  0.034014276643697 -0.134182648721771  0.247827936504386  0.028815750363346

                5                  6                  7                  8                  9        

    0  -0.010896607255336  0.045576787329804  0.039492293331364  0.029873930500374 -0.030557823216691
    1   0.016519308612931 -0.031226071170235 -0.012887600996673  0.014463903388211  0.033347242396025
    2  -0.090968462625758  0.216790691916604  0.198266543554665  0.167102418033693 -0.133758792154839
    3   0.263309513713370 -0.235870892922274 -0.128067915498934  0.024711209935925  0.247370065517642
    4  -0.419117101412692 -0.421777691375461  0.023733958467416  0.176234275021406  0.029939139468916
    5   2.543033904571566 -0.137957331770148  0.457634385506343 -0.075080671510413  0.280396792709205
    6  -0.137871741327578  4.238111017527145  0.449623848762715  0.562038366375737 -0.235221596558761
    7   0.457884036838254  0.449701112781710  4.350568530656250 -0.201933603914558 -0.647954771284601
    8  -0.075654091408258  0.562115853542790 -0.201649451592861  3.363878722962299  0.588431376275182
    9   0.279202897567163 -0.235164406740963 -0.647602799907836  0.588826976663850  3.681255013989300
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000939584750
Norm of residual vector 0  after precondition    0.0000939584750
                     1   0.3959793009  -2.52e-07    9.40e-05      N
Norm of residual vector af preconditioning    0.0000249016410
Norm of final new C in schmidt_add():    1.000000000000003
Norm of residual vector 1  before precondition    0.0001838484896
Norm of residual vector 1  after precondition    0.0001838484896
                     2   0.8410861399  -5.58e-07    1.84e-04      N
Norm of residual vector af preconditioning    0.0000724996670
Norm of final new C in schmidt_add():    1.000000000000000
Iter=6    L=12  resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.498794575273830 -0.001127870230376  0.489426492581000 -0.070191625987695  0.012394268263771
    1   0.000000000000000  0.945977577651896  0.063006921330430  0.511247490271177  0.000676079641483
    2   0.488947883858905  0.064414026315985  2.747362139721465 -0.343707963472779  0.191786351166061
    3  -0.070225256616638  0.511054777690867 -0.343707963472779  3.552759103714796 -0.069399753674870
    4   0.015508728557677 -0.000709030389251  0.189821547958969 -0.069129288209763  1.529963156387402
    5  -0.011439530970738  0.018230553963085 -0.090788698387770  0.262302528730295 -0.418812910672773
    6   0.045829166294976 -0.031609085797842  0.216816413484763 -0.235915230381209 -0.421880288792531
    7   0.039792262763627 -0.013211376455784  0.198178067653497 -0.127911768923792  0.022134056485616
    8   0.030312278835695  0.014693039920095  0.166888121200563  0.024965875804568  0.175298810846136
    9  -0.028576200583623  0.034014276643697 -0.134182648721771  0.247827936504386  0.028815750363346
   10   0.068883117062091  0.015829017333193  0.340058585914449 -0.033887496015585  0.064146516652237
   11   0.031930275845707 -0.027902394134638  0.153402507773032 -0.202973186512110  0.018002676728010

                5                  6                  7                  8                  9        

    0  -0.010896607255336  0.045576787329804  0.039492293331364  0.029873930500374 -0.030557823216691
    1   0.016519308612931 -0.031226071170235 -0.012887600996673  0.014463903388211  0.033347242396025
    2  -0.090968462625758  0.216790691916604  0.198266543554665  0.167102418033693 -0.133758792154839
    3   0.263309513713370 -0.235870892922274 -0.128067915498934  0.024711209935925  0.247370065517642
    4  -0.419117101412692 -0.421777691375461  0.023733958467416  0.176234275021406  0.029939139468916
    5   2.543033904571566 -0.137957331770148  0.457634385506343 -0.075080671510413  0.280396792709205
    6  -0.137871741327578  4.238111017527145  0.449623848762715  0.562038366375737 -0.235221596558761
    7   0.457884036838254  0.449701112781710  4.350568530656250 -0.201933603914558 -0.647954771284601
    8  -0.075654091408258  0.562115853542790 -0.201649451592861  3.363878722962299  0.588431376275182
    9   0.279202897567163 -0.235164406740963 -0.647602799907836  0.588826976663850  3.681255013989300
   10  -0.051283407028664  0.426671080076220  0.162792701008330  0.634442685284754 -0.270360707747710
   11  -0.133449150646899  0.013872166028367 -0.103130441623072 -0.191097200426340 -0.450164701102096

               10                 11        

    0   0.069784006856630  0.032907743293299
    1   0.015608336391075 -0.028169397653097
    2   0.339964467132040  0.153306145587002
    3  -0.033845280564877 -0.202813901863044
    4   0.064279813746264  0.017651719281587
    5  -0.051302906253200 -0.133619387631552
    6   0.426489654896832  0.013973791048614
    7   0.162847423768258 -0.103047069403241
    8   0.634343149576833 -0.191245730351037
    9  -0.270493040783212 -0.450082264577087
   10   3.720149487169123  0.475964658204597
   11   0.476027180015967  2.809824658893968
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000130364422
Norm of residual vector 0  after precondition    0.0000130364422
                     1   0.3959793226   2.17e-08    1.30e-05      N
Norm of residual vector af preconditioning    0.0000035202905
Norm of final new C in schmidt_add():    1.000000000000001
Norm of residual vector 1  before precondition    0.0000462271673
Norm of residual vector 1  after precondition    0.0000462271673
                     2   0.8410861351  -4.77e-09    4.62e-05      N
Norm of residual vector af preconditioning    0.0000171163604
Norm of final new C in schmidt_add():    1.000000000000000
Iter=7    L=14  resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.498794575273830 -0.001127870230376  0.489426492581000 -0.070191625987695  0.012394268263771
    1   0.000000000000000  0.945977577651896  0.063006921330430  0.511247490271177  0.000676079641483
    2   0.488947883858905  0.064414026315985  2.747362139721465 -0.343707963472779  0.191786351166061
    3  -0.070225256616638  0.511054777690867 -0.343707963472779  3.552759103714796 -0.069399753674870
    4   0.015508728557677 -0.000709030389251  0.189821547958969 -0.069129288209763  1.529963156387402
    5  -0.011439530970738  0.018230553963085 -0.090788698387770  0.262302528730295 -0.418812910672773
    6   0.045829166294976 -0.031609085797842  0.216816413484763 -0.235915230381209 -0.421880288792531
    7   0.039792262763627 -0.013211376455784  0.198178067653497 -0.127911768923792  0.022134056485616
    8   0.030312278835695  0.014693039920095  0.166888121200563  0.024965875804568  0.175298810846136
    9  -0.028576200583623  0.034014276643697 -0.134182648721771  0.247827936504386  0.028815750363346
   10   0.068883117062091  0.015829017333193  0.340058585914449 -0.033887496015585  0.064146516652237
   11   0.031930275845707 -0.027902394134638  0.153402507773032 -0.202973186512110  0.018002676728010
   12   0.002790803925759  0.006406989963769  0.008588523739749  0.032408307151589 -0.053925284433271
   13  -0.007017179137165  0.016864384094226 -0.034939589021643  0.093128369917132 -0.031281722769331

                5                  6                  7                  8                  9        

    0  -0.010896607255336  0.045576787329804  0.039492293331364  0.029873930500374 -0.030557823216691
    1   0.016519308612931 -0.031226071170235 -0.012887600996673  0.014463903388211  0.033347242396025
    2  -0.090968462625758  0.216790691916604  0.198266543554665  0.167102418033693 -0.133758792154839
    3   0.263309513713370 -0.235870892922274 -0.128067915498934  0.024711209935925  0.247370065517642
    4  -0.419117101412692 -0.421777691375461  0.023733958467416  0.176234275021406  0.029939139468916
    5   2.543033904571566 -0.137957331770148  0.457634385506343 -0.075080671510413  0.280396792709205
    6  -0.137871741327578  4.238111017527145  0.449623848762715  0.562038366375737 -0.235221596558761
    7   0.457884036838254  0.449701112781710  4.350568530656250 -0.201933603914558 -0.647954771284601
    8  -0.075654091408258  0.562115853542790 -0.201649451592861  3.363878722962299  0.588431376275182
    9   0.279202897567163 -0.235164406740963 -0.647602799907836  0.588826976663850  3.681255013989300
   10  -0.051283407028664  0.426671080076220  0.162792701008330  0.634442685284754 -0.270360707747710
   11  -0.133449150646899  0.013872166028367 -0.103130441623072 -0.191097200426340 -0.450164701102096
   12   0.046783396185750  0.004246915220368 -0.056223927932917 -0.577170916658112  0.301121633146852
   13  -0.037070180081373  0.161650566113669  0.041513136313498  0.155738274628702 -0.429440865845481

               10                 11                 12                 13        

    0   0.069784006856630  0.032907743293299  0.002168645300373 -0.006879535317441
    1   0.015608336391075 -0.028169397653097  0.007015162288336  0.016968718309578
    2   0.339964467132040  0.153306145587002  0.008676639292324 -0.035063878025492
    3  -0.033845280564877 -0.202813901863044  0.032200572123136  0.093296121056535
    4   0.064279813746264  0.017651719281587 -0.054203321050918 -0.032063052570225
    5  -0.051302906253200 -0.133619387631552  0.046882960314796 -0.036984813374004
    6   0.426489654896832  0.013973791048614  0.004668021297451  0.161634327212810
    7   0.162847423768258 -0.103047069403241 -0.056439429210488  0.041651300175251
    8   0.634343149576833 -0.191245730351037 -0.577300004816509  0.155646117299727
    9  -0.270493040783212 -0.450082264577087  0.301078475389037 -0.429577473717874
   10   3.720149487169123  0.475964658204597  0.638781430541387  0.019109408589759
   11   0.476027180015967  2.809824658893968 -0.172632499975440 -1.292879907801413
   12   0.638813260228260 -0.172310591229219  3.892575419222998 -0.074551976696814
   13   0.019071620393553 -1.293117970523570 -0.074546551905533  3.529679834662522
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000012748689
Norm of residual vector 0  after precondition    0.0000012748689
                     1   0.3959793249   2.33e-09    1.27e-06      N
Norm of residual vector af preconditioning    0.0000003354725
Norm of final new C in schmidt_add():    1.000000000000000
Norm of residual vector 1  before precondition    0.0000067371067
Norm of residual vector 1  after precondition    0.0000067371067
                     2   0.8410861303  -4.81e-09    6.74e-06      N
Norm of residual vector af preconditioning    0.0000025009707
Norm of final new C in schmidt_add():    1.000000000000000
Iter=8    L=16  resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.498794575273830 -0.001127870230376  0.489426492581000 -0.070191625987695  0.012394268263771
    1   0.000000000000000  0.945977577651896  0.063006921330430  0.511247490271177  0.000676079641483
    2   0.488947883858905  0.064414026315985  2.747362139721465 -0.343707963472779  0.191786351166061
    3  -0.070225256616638  0.511054777690867 -0.343707963472779  3.552759103714796 -0.069399753674870
    4   0.015508728557677 -0.000709030389251  0.189821547958969 -0.069129288209763  1.529963156387402
    5  -0.011439530970738  0.018230553963085 -0.090788698387770  0.262302528730295 -0.418812910672773
    6   0.045829166294976 -0.031609085797842  0.216816413484763 -0.235915230381209 -0.421880288792531
    7   0.039792262763627 -0.013211376455784  0.198178067653497 -0.127911768923792  0.022134056485616
    8   0.030312278835695  0.014693039920095  0.166888121200563  0.024965875804568  0.175298810846136
    9  -0.028576200583623  0.034014276643697 -0.134182648721771  0.247827936504386  0.028815750363346
   10   0.068883117062091  0.015829017333193  0.340058585914449 -0.033887496015585  0.064146516652237
   11   0.031930275845707 -0.027902394134638  0.153402507773032 -0.202973186512110  0.018002676728010
   12   0.002790803925759  0.006406989963769  0.008588523739749  0.032408307151589 -0.053925284433271
   13  -0.007017179137165  0.016864384094226 -0.034939589021643  0.093128369917132 -0.031281722769331
   14   0.078526213691865 -0.007892128720939  0.373871096817862 -0.170275944854692 -0.068756711045689
   15  -0.045161254291065  0.037658060765883 -0.217693674784575  0.266341271943682 -0.005097186570097

                5                  6                  7                  8                  9        

    0  -0.010896607255336  0.045576787329804  0.039492293331364  0.029873930500374 -0.030557823216691
    1   0.016519308612931 -0.031226071170235 -0.012887600996673  0.014463903388211  0.033347242396025
    2  -0.090968462625758  0.216790691916604  0.198266543554665  0.167102418033693 -0.133758792154839
    3   0.263309513713370 -0.235870892922274 -0.128067915498934  0.024711209935925  0.247370065517642
    4  -0.419117101412692 -0.421777691375461  0.023733958467416  0.176234275021406  0.029939139468916
    5   2.543033904571566 -0.137957331770148  0.457634385506343 -0.075080671510413  0.280396792709205
    6  -0.137871741327578  4.238111017527145  0.449623848762715  0.562038366375737 -0.235221596558761
    7   0.457884036838254  0.449701112781710  4.350568530656250 -0.201933603914558 -0.647954771284601
    8  -0.075654091408258  0.562115853542790 -0.201649451592861  3.363878722962299  0.588431376275182
    9   0.279202897567163 -0.235164406740963 -0.647602799907836  0.588826976663850  3.681255013989300
   10  -0.051283407028664  0.426671080076220  0.162792701008330  0.634442685284754 -0.270360707747710
   11  -0.133449150646899  0.013872166028367 -0.103130441623072 -0.191097200426340 -0.450164701102096
   12   0.046783396185750  0.004246915220368 -0.056223927932917 -0.577170916658112  0.301121633146852
   13  -0.037070180081373  0.161650566113669  0.041513136313498  0.155738274628702 -0.429440865845481
   14  -0.082747679815902  0.637680534343261 -0.118374842041615  0.034368772826487  0.051174745483102
   15  -0.000640086820928 -0.234797332395675 -0.459334063336352 -0.002501508572398  0.269346529734756

               10                 11                 12                 13                 14        

    0   0.069784006856630  0.032907743293299  0.002168645300373 -0.006879535317441  0.080041880997415
    1   0.015608336391075 -0.028169397653097  0.007015162288336  0.016968718309578 -0.007472891857180
    2   0.339964467132040  0.153306145587002  0.008676639292324 -0.035063878025492  0.373687356512898
    3  -0.033845280564877 -0.202813901863044  0.032200572123136  0.093296121056535 -0.170130422996158
    4   0.064279813746264  0.017651719281587 -0.054203321050918 -0.032063052570225 -0.068387270985538
    5  -0.051302906253200 -0.133619387631552  0.046882960314796 -0.036984813374004 -0.083636586879375
    6   0.426489654896832  0.013973791048614  0.004668021297451  0.161634327212810  0.637745251494516
    7   0.162847423768258 -0.103047069403241 -0.056439429210488  0.041651300175251 -0.118114468749734
    8   0.634343149576833 -0.191245730351037 -0.577300004816509  0.155646117299727  0.034553107803425
    9  -0.270493040783212 -0.450082264577087  0.301078475389037 -0.429577473717874  0.051529032414407
   10   3.720149487169123  0.475964658204597  0.638781430541387  0.019109408589759 -0.396573336727908
   11   0.476027180015967  2.809824658893968 -0.172632499975440 -1.292879907801413  0.245925443212094
   12   0.638813260228260 -0.172310591229219  3.892575419222998 -0.074551976696814 -0.492522322422677
   13   0.019071620393553 -1.293117970523570 -0.074546551905533  3.529679834662522 -0.417258459868823
   14  -0.396372132952770  0.246034541026155 -0.492887616113129 -0.416861897539406  4.063787376274807
   15  -0.169163223828873  0.327010403803881 -0.447846514105423 -0.967853178453754  0.099762484391712

               15        

    0  -0.046032657672138
    1   0.037720940529024
    2  -0.217720963916318
    3   0.266431009176527
    4  -0.005371734157039
    5  -0.000589619664644
    6  -0.234751813471616
    7  -0.459345982194707
    8  -0.002487400780212
    9   0.269117009147723
   10  -0.169230707242506
   11   0.327435746769515
   12  -0.447869031577230
   13  -0.967674859234083
   14   0.100160852718925
   15   3.182794241761772
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000001033603
Norm of residual vector 0  after precondition    0.0000001033603
                     1   0.3959793244  -5.06e-10    1.03e-07      Y
Norm of residual vector 1  before precondition    0.0000014976204
Norm of residual vector 1  after precondition    0.0000014976204
                     2   0.8410861292  -1.03e-09    1.50e-06      N
Norm of residual vector af preconditioning    0.0000005719220
Norm of final new C in schmidt_add():    1.000000000000000
Iter=9    L=17  resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.498794575273830 -0.001127870230376  0.489426492581000 -0.070191625987695  0.012394268263771
    1   0.000000000000000  0.945977577651896  0.063006921330430  0.511247490271177  0.000676079641483
    2   0.488947883858905  0.064414026315985  2.747362139721465 -0.343707963472779  0.191786351166061
    3  -0.070225256616638  0.511054777690867 -0.343707963472779  3.552759103714796 -0.069399753674870
    4   0.015508728557677 -0.000709030389251  0.189821547958969 -0.069129288209763  1.529963156387402
    5  -0.011439530970738  0.018230553963085 -0.090788698387770  0.262302528730295 -0.418812910672773
    6   0.045829166294976 -0.031609085797842  0.216816413484763 -0.235915230381209 -0.421880288792531
    7   0.039792262763627 -0.013211376455784  0.198178067653497 -0.127911768923792  0.022134056485616
    8   0.030312278835695  0.014693039920095  0.166888121200563  0.024965875804568  0.175298810846136
    9  -0.028576200583623  0.034014276643697 -0.134182648721771  0.247827936504386  0.028815750363346
   10   0.068883117062091  0.015829017333193  0.340058585914449 -0.033887496015585  0.064146516652237
   11   0.031930275845707 -0.027902394134638  0.153402507773032 -0.202973186512110  0.018002676728010
   12   0.002790803925759  0.006406989963769  0.008588523739749  0.032408307151589 -0.053925284433271
   13  -0.007017179137165  0.016864384094226 -0.034939589021643  0.093128369917132 -0.031281722769331
   14   0.078526213691865 -0.007892128720939  0.373871096817862 -0.170275944854692 -0.068756711045689
   15  -0.045161254291065  0.037658060765883 -0.217693674784575  0.266341271943682 -0.005097186570097
   16  -0.043592225584373  0.058075136475619 -0.211691000244627  0.357185851800156 -0.043198169750643

                5                  6                  7                  8                  9        

    0  -0.010896607255336  0.045576787329804  0.039492293331364  0.029873930500374 -0.030557823216691
    1   0.016519308612931 -0.031226071170235 -0.012887600996673  0.014463903388211  0.033347242396025
    2  -0.090968462625758  0.216790691916604  0.198266543554665  0.167102418033693 -0.133758792154839
    3   0.263309513713370 -0.235870892922274 -0.128067915498934  0.024711209935925  0.247370065517642
    4  -0.419117101412692 -0.421777691375461  0.023733958467416  0.176234275021406  0.029939139468916
    5   2.543033904571566 -0.137957331770148  0.457634385506343 -0.075080671510413  0.280396792709205
    6  -0.137871741327578  4.238111017527145  0.449623848762715  0.562038366375737 -0.235221596558761
    7   0.457884036838254  0.449701112781710  4.350568530656250 -0.201933603914558 -0.647954771284601
    8  -0.075654091408258  0.562115853542790 -0.201649451592861  3.363878722962299  0.588431376275182
    9   0.279202897567163 -0.235164406740963 -0.647602799907836  0.588826976663850  3.681255013989300
   10  -0.051283407028664  0.426671080076220  0.162792701008330  0.634442685284754 -0.270360707747710
   11  -0.133449150646899  0.013872166028367 -0.103130441623072 -0.191097200426340 -0.450164701102096
   12   0.046783396185750  0.004246915220368 -0.056223927932917 -0.577170916658112  0.301121633146852
   13  -0.037070180081373  0.161650566113669  0.041513136313498  0.155738274628702 -0.429440865845481
   14  -0.082747679815902  0.637680534343261 -0.118374842041615  0.034368772826487  0.051174745483102
   15  -0.000640086820928 -0.234797332395675 -0.459334063336352 -0.002501508572398  0.269346529734756
   16  -0.131824771443596 -0.004623154016922 -0.655244609228592 -0.029078025589644  0.145111628662700

               10                 11                 12                 13                 14        

    0   0.069784006856630  0.032907743293299  0.002168645300373 -0.006879535317441  0.080041880997415
    1   0.015608336391075 -0.028169397653097  0.007015162288336  0.016968718309578 -0.007472891857180
    2   0.339964467132040  0.153306145587002  0.008676639292324 -0.035063878025492  0.373687356512898
    3  -0.033845280564877 -0.202813901863044  0.032200572123136  0.093296121056535 -0.170130422996158
    4   0.064279813746264  0.017651719281587 -0.054203321050918 -0.032063052570225 -0.068387270985538
    5  -0.051302906253200 -0.133619387631552  0.046882960314796 -0.036984813374004 -0.083636586879375
    6   0.426489654896832  0.013973791048614  0.004668021297451  0.161634327212810  0.637745251494516
    7   0.162847423768258 -0.103047069403241 -0.056439429210488  0.041651300175251 -0.118114468749734
    8   0.634343149576833 -0.191245730351037 -0.577300004816509  0.155646117299727  0.034553107803425
    9  -0.270493040783212 -0.450082264577087  0.301078475389037 -0.429577473717874  0.051529032414407
   10   3.720149487169123  0.475964658204597  0.638781430541387  0.019109408589759 -0.396573336727908
   11   0.476027180015967  2.809824658893968 -0.172632499975440 -1.292879907801413  0.245925443212094
   12   0.638813260228260 -0.172310591229219  3.892575419222998 -0.074551976696814 -0.492522322422677
   13   0.019071620393553 -1.293117970523570 -0.074546551905533  3.529679834662522 -0.417258459868823
   14  -0.396372132952770  0.246034541026155 -0.492887616113129 -0.416861897539406  4.063787376274807
   15  -0.169163223828873  0.327010403803881 -0.447846514105423 -0.967853178453754  0.099762484391712
   16  -0.364335960041129  0.157907016150465 -0.430402662167606 -0.221186681519299  0.405739032867423

               15                 16        

    0  -0.046032657672138 -0.043716690903742
    1   0.037720940529024  0.058304641740561
    2  -0.217720963916318 -0.211778726260504
    3   0.266431009176527  0.357229686513141
    4  -0.005371734157039 -0.044420426419830
    5  -0.000589619664644 -0.131804016940357
    6  -0.234751813471616 -0.004516771513517
    7  -0.459345982194707 -0.655169058857686
    8  -0.002487400780212 -0.029276540035790
    9   0.269117009147723  0.145384887274621
   10  -0.169230707242506 -0.364363839113482
   11   0.327435746769515  0.157777915129838
   12  -0.447869031577230 -0.430222157136824
   13  -0.967674859234083 -0.221205305890049
   14   0.100160852718925  0.405559832618926
   15   3.182794241761772  1.100010935662328
   16   1.100221702901055  3.697250880845626
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000000979448
Norm of residual vector 0  after precondition    0.0000000979448
                     1   0.3959793244   3.98e-14    9.79e-08      Y
Norm of residual vector 1  before precondition    0.0000001644273
Norm of residual vector 1  after precondition    0.0000001644273
                     2   0.8410861293   4.30e-11    1.64e-07      Y
Collapsing to only 2 vector(s).
alpha

           1           2           3           4           5           6           7           8           9          10

    1   0.9777126   0.0448329  -0.0425773   0.0016232  -0.0077179   0.0053851   0.1335964   0.0919174  -0.0823729  -0.0566391
    2   0.0281881  -0.9779964  -0.0245278  -0.0003464   0.0053099  -0.0005090   0.0318590   0.0965069   0.0263521  -0.1335240
    3  -0.2067589   0.0568274  -0.0856209   0.0049802  -0.0317807   0.0273732   0.6145670   0.4710992  -0.4050895  -0.2754530
    4  -0.0047621   0.1941978  -0.0022272  -0.0024397   0.0131200  -0.0162717   0.0071099   0.2801495   0.2707399  -0.5833389
    5   0.0224383  -0.0122603   0.9065431  -0.0188023   0.0278227   0.0061207  -0.2277500   0.2460470  -0.1400903  -0.0872480
    6   0.0013613  -0.0201371   0.3407052   0.0031195  -0.2622467  -0.0525925   0.5588443  -0.5783736   0.0048154  -0.0192020
    7   0.0025044  -0.0026054   0.1800557   0.0074171   0.1023881   0.0210893   0.1524524   0.1812264   0.2892262   0.3697371
    8  -0.0001154   0.0028133  -0.0899847  -0.0974305   0.0583095  -0.0579625  -0.2596916   0.0892607  -0.3301849   0.0856442
    9  -0.0002422   0.0004744  -0.1026037  -0.0792894  -0.6077137  -0.0728492  -0.2092283   0.0133192  -0.0287972  -0.0176849
   10   0.0000170   0.0003410  -0.0333378  -0.1814554   0.4681250  -0.1570533  -0.0026737   0.0509596  -0.1104412   0.1465161
   11   0.0000291  -0.0000678  -0.0050190   0.1843370   0.3885524   0.1050252  -0.0684564  -0.3692688  -0.1972532  -0.2471448
   12  -0.0000016   0.0000726   0.0056907  -0.6617561   0.0204243  -0.4058865   0.0501208  -0.0214935   0.2538886  -0.0866611
   13  -0.0000040   0.0000129  -0.0059050  -0.1542669  -0.3926567   0.0373591  -0.1599714   0.0697041  -0.2280352   0.0380004
   14  -0.0000003   0.0000203   0.0085990  -0.5877786   0.1382657   0.0585401   0.0411174  -0.1523379  -0.2149357  -0.0781637
   15  -0.0000003   0.0000011   0.0003603  -0.0440824  -0.0183182   0.1438232  -0.2588046  -0.2729025  -0.1131667  -0.4925897
   16  -0.0000000   0.0000032  -0.0031445  -0.3020130  -0.0293549   0.7309238   0.0535796   0.0251008  -0.1667753   0.2138116
   17   0.0000000  -0.0000006   0.0040739   0.1284696  -0.0309562  -0.4762821  -0.0205242  -0.0564512  -0.5362718   0.1565226

          11          12          13          14          15          16          17

    1  -0.0278378  -0.0069458  -0.0342634  -0.0157573   0.0113725  -0.0427899  -0.0220679
    2   0.0452088   0.0264669   0.0916497  -0.0120311  -0.0212470   0.0298385   0.0201926
    3  -0.1429200  -0.0405132  -0.1640007  -0.0800880   0.0538903  -0.2044583  -0.1059377
    4   0.2654459   0.1676768   0.5327548  -0.0352923  -0.1271374   0.2252172   0.1375249
    5  -0.1334102  -0.1151086  -0.0499683  -0.0120643   0.0312762   0.0321653   0.0081705
    6  -0.0980844   0.2905819   0.2305789   0.0667399   0.0093552   0.0721293  -0.0374462
    7   0.3853309   0.1834809   0.1201241  -0.2556287  -0.2571833  -0.5572346  -0.2046854
    8  -0.1984596   0.2913842   0.4878258   0.4003283   0.1651711  -0.2133921  -0.4342903
    9  -0.4061091  -0.1690759   0.2220380  -0.4277636  -0.3319905  -0.1659358  -0.0044257
   10  -0.3790825   0.5161057  -0.0155316  -0.3844166  -0.1819322   0.2005168   0.2355372
   11   0.0583102  -0.2916567   0.2201778  -0.5341976   0.2531817  -0.1157129  -0.2517821
   12  -0.0297695  -0.1522088   0.0109799  -0.0460100   0.4624519  -0.2492727   0.1383845
   13   0.4207911   0.3963079  -0.2086636  -0.3491501   0.3281016   0.2796202  -0.2239064
   14   0.2146069  -0.2275276  -0.0665973   0.0904926  -0.5465648   0.2085822  -0.3194877
   15   0.0536325   0.3495860  -0.3330089   0.1092477  -0.1537735  -0.5165529   0.2062235
   16   0.0356208  -0.0562024   0.2744591  -0.0159862   0.1500072  -0.0614889   0.4366172
   17   0.3883654  -0.1259202   0.1982320   0.0348083  -0.1097670  -0.0830611   0.4621528
alpha_old

           1           2           3           4           5           6           7           8           9          10

    1  -0.9777126  -0.0448329  -0.0426152  -0.0004119   0.0077725   0.0824446   0.1022708  -0.1053353  -0.0825806   0.0461943
    2  -0.0281881   0.9779964  -0.0244647  -0.0018218  -0.0049567   0.0484100  -0.0063445  -0.0877655  -0.1050795  -0.1067761
    3   0.2067589  -0.0568274  -0.0857932   0.0003357   0.0321013   0.3792970   0.4689103  -0.5353906  -0.4033523   0.2302167
    4   0.0047621  -0.1941978  -0.0018683  -0.0099593  -0.0116788   0.1494013  -0.1461879  -0.2158569  -0.3983761  -0.6072499
    5  -0.0224383   0.0122603   0.9065538   0.0170923  -0.0278777  -0.1477398  -0.1792307  -0.2507034  -0.1392071   0.1293625
    6  -0.0013613   0.0201371   0.3404637   0.0052278   0.2591804   0.3291575   0.4760308   0.5581213  -0.0392834   0.0918598
    7  -0.0025044   0.0026054   0.1802355  -0.0164796  -0.1001452   0.1637038   0.0429186  -0.1539090   0.4902025  -0.3283486
    8   0.0001154  -0.0028134  -0.0902301   0.1188091  -0.0637334  -0.2324972  -0.1315308  -0.1287694  -0.0534693   0.3182309
    9   0.0002422  -0.0004744  -0.1025931   0.0914041   0.6032630  -0.0725347  -0.2152577   0.0145696  -0.0641940   0.2490777
   10  -0.0000170  -0.0003410  -0.0329427   0.1914148  -0.4757588   0.0745063  -0.0703304  -0.0344204   0.0376655   0.4624295
   11  -0.0000291   0.0000677  -0.0056707  -0.1858853  -0.3841844  -0.2373210   0.1440039   0.3023328  -0.2790955  -0.0804020
   12   0.0000016  -0.0000725   0.0073381   0.6894545  -0.0407834   0.3375569  -0.2415403   0.1335424  -0.0198840  -0.0934857
   13   0.0000040  -0.0000130  -0.0057305   0.1665986   0.3914156  -0.2013862  -0.0277492  -0.1167897  -0.0207005  -0.0532147
   14   0.0000003  -0.0000202   0.0104605   0.5909594  -0.1397550  -0.1542341   0.2094264   0.0738563  -0.1059869  -0.1248993
   15   0.0000003  -0.0000010   0.0008997   0.0285545   0.0246777  -0.3177587  -0.0470748   0.2370803  -0.4961605  -0.0677087
   16   0.0000000  -0.0000029  -0.0003847   0.2291113   0.0618481  -0.5169654   0.5414561  -0.2177292   0.2345136  -0.1278875

          11          12          13          14          15          16

    1   0.0033873  -0.0300585   0.0168728   0.0062633   0.0353445   0.0319449
    2  -0.0095934   0.0871976   0.0096197  -0.0194394  -0.0262488  -0.0223254
    3   0.0254978  -0.1443899   0.0850672   0.0282241   0.1690568   0.1526203
    4  -0.0687317   0.5115305   0.0208360  -0.1099952  -0.1942885  -0.1668974
    5   0.1290466  -0.0575808   0.0144922   0.0213847  -0.0181581  -0.0314880
    6  -0.1809220   0.3255831  -0.0607724   0.0281915  -0.0783945   0.0066742
    7  -0.2485451   0.0886030   0.2135894  -0.2749158   0.4074218   0.4468927
    8  -0.1140619   0.5529135  -0.3242101   0.3056393   0.0324708   0.5120135
    9   0.3376843   0.2433204   0.3402296  -0.4297609   0.1483601   0.0636207
   10  -0.3626794   0.2438413   0.3042591  -0.3180271  -0.0722195  -0.3448067
   11   0.2859964   0.0681524   0.6035625   0.1853078   0.0247500   0.2821840
   12   0.1578457  -0.0276474   0.1240108   0.4074995   0.3283867  -0.1027546
   13  -0.5743602  -0.1893454   0.4364138   0.2964084  -0.3251486   0.1049104
   14   0.1168035  -0.1949889  -0.1606304  -0.4358101  -0.3874593   0.3376815
   15  -0.3986826  -0.1749218  -0.1792467  -0.2012304   0.5699538  -0.0411756
   16   0.1248799   0.2399059   0.0305231   0.1092184   0.2045506  -0.3802243
alpha_tot

           1           2           3           4           5           6           7           8           9          10

    1   0.9777126   0.0448329  -0.0425773   0.0016232  -0.0077179   0.0053851   0.1335964   0.0919174  -0.0823729  -0.0566391
    2   0.0281881  -0.9779964  -0.0245278  -0.0003464   0.0053099  -0.0005090   0.0318590   0.0965069   0.0263521  -0.1335240
    3  -0.2067589   0.0568274  -0.0856209   0.0049802  -0.0317807   0.0273732   0.6145670   0.4710992  -0.4050895  -0.2754530
    4  -0.0047621   0.1941978  -0.0022272  -0.0024397   0.0131200  -0.0162717   0.0071099   0.2801495   0.2707399  -0.5833389
    5   0.0224383  -0.0122603   0.9065431  -0.0188023   0.0278227   0.0061207  -0.2277500   0.2460470  -0.1400903  -0.0872480
    6   0.0013613  -0.0201371   0.3407052   0.0031195  -0.2622467  -0.0525925   0.5588443  -0.5783736   0.0048154  -0.0192020
    7   0.0025044  -0.0026054   0.1800557   0.0074171   0.1023881   0.0210893   0.1524524   0.1812264   0.2892262   0.3697371
    8  -0.0001154   0.0028133  -0.0899847  -0.0974305   0.0583095  -0.0579625  -0.2596916   0.0892607  -0.3301849   0.0856442
    9  -0.0002422   0.0004744  -0.1026037  -0.0792894  -0.6077137  -0.0728492  -0.2092283   0.0133192  -0.0287972  -0.0176849
   10   0.0000170   0.0003410  -0.0333378  -0.1814554   0.4681250  -0.1570533  -0.0026737   0.0509596  -0.1104412   0.1465161
   11   0.0000291  -0.0000678  -0.0050190   0.1843370   0.3885524   0.1050252  -0.0684564  -0.3692688  -0.1972532  -0.2471448
   12  -0.0000016   0.0000726   0.0056907  -0.6617561   0.0204243  -0.4058865   0.0501208  -0.0214935   0.2538886  -0.0866611
   13  -0.0000040   0.0000129  -0.0059050  -0.1542669  -0.3926567   0.0373591  -0.1599714   0.0697041  -0.2280352   0.0380004
   14  -0.0000003   0.0000203   0.0085990  -0.5877786   0.1382657   0.0585401   0.0411174  -0.1523379  -0.2149357  -0.0781637
   15  -0.0000003   0.0000011   0.0003603  -0.0440824  -0.0183182   0.1438232  -0.2588046  -0.2729025  -0.1131667  -0.4925897
   16  -0.0000000   0.0000032  -0.0031445  -0.3020130  -0.0293549   0.7309238   0.0535796   0.0251008  -0.1667753   0.2138116
   17   0.0000000  -0.0000006   0.0040739   0.1284696  -0.0309562  -0.4762821  -0.0205242  -0.0564512  -0.5362718   0.1565226

          11          12          13          14          15          16          17

    1  -0.0278378  -0.0069458  -0.0342634  -0.0157573   0.0113725  -0.0427899  -0.0220679
    2   0.0452088   0.0264669   0.0916497  -0.0120311  -0.0212470   0.0298385   0.0201926
    3  -0.1429200  -0.0405132  -0.1640007  -0.0800880   0.0538903  -0.2044583  -0.1059377
    4   0.2654459   0.1676768   0.5327548  -0.0352923  -0.1271374   0.2252172   0.1375249
    5  -0.1334102  -0.1151086  -0.0499683  -0.0120643   0.0312762   0.0321653   0.0081705
    6  -0.0980844   0.2905819   0.2305789   0.0667399   0.0093552   0.0721293  -0.0374462
    7   0.3853309   0.1834809   0.1201241  -0.2556287  -0.2571833  -0.5572346  -0.2046854
    8  -0.1984596   0.2913842   0.4878258   0.4003283   0.1651711  -0.2133921  -0.4342903
    9  -0.4061091  -0.1690759   0.2220380  -0.4277636  -0.3319905  -0.1659358  -0.0044257
   10  -0.3790825   0.5161057  -0.0155316  -0.3844166  -0.1819322   0.2005168   0.2355372
   11   0.0583102  -0.2916567   0.2201778  -0.5341976   0.2531817  -0.1157129  -0.2517821
   12  -0.0297695  -0.1522088   0.0109799  -0.0460100   0.4624519  -0.2492727   0.1383845
   13   0.4207911   0.3963079  -0.2086636  -0.3491501   0.3281016   0.2796202  -0.2239064
   14   0.2146069  -0.2275276  -0.0665973   0.0904926  -0.5465648   0.2085822  -0.3194877
   15   0.0536325   0.3495860  -0.3330089   0.1092477  -0.1537735  -0.5165529   0.2062235
   16   0.0356208  -0.0562024   0.2744591  -0.0159862   0.1500072  -0.0614889   0.4366172
   17   0.3883654  -0.1259202   0.1982320   0.0348083  -0.1097670  -0.0830611   0.4621528

Procedure converged for 2 root(s).
EOM CC2 R0 for root 0 =   0.00000000000
Norm with produced ROHF-like quantities =    1.0000000000

	DPD File2: RIA 1 0
	DPD Parameters:
	------------------
	pnum = 0   qnum = 1   irrep = 1 
	Irreps = 4

	   Row and column dimensions for DPD Block:
	   ----------------------------------------
	   Irrep: 0 row =     3	col =     2
	   Irrep: 1 row =     0	col =     8
	   Irrep: 2 row =     1	col =     6
	   Irrep: 3 row =     1	col =     3

	File 122 DPD File2: RIA 1 0
	Matrix for Irrep 0
	----------------------------------------

                         0                  1     
                      (  8)              (  9)    

    0  (  0)  0.000029484795039  0.000174175766571
    1  (  1)  0.003233001960560 -0.001195458871395
    2  (  2) -0.000251650132266  0.000207842335494

	File 122 DPD File2: RIA 1 0
	Matrix for Irrep 1
	----------------------------------------

                         0                  1                  2                  3                  4                  5                  6                  7     
                      (  0)              (  1)              (  2)              (  3)              (  4)              (  5)              (  6)              (  7)    


	File 122 DPD File2: RIA 1 0
	Matrix for Irrep 2
	----------------------------------------

                         0                  1                  2                  3                  4                  5     
                      ( 13)              ( 14)              ( 15)              ( 16)              ( 17)              ( 18)    

    0  (  3) -0.684245616444029 -0.083340726822848  0.057852141738280 -0.001238181229313  0.009813461640427 -0.001907298566929

	File 122 DPD File2: RIA 1 0
	Matrix for Irrep 3
	----------------------------------------

                         0                  1                  2     
                      ( 10)              ( 11)              ( 12)    

    0  (  4) -0.003046379951183 -0.001197232881434 -0.000097906657469
EOM CC2 R0 for root 1 =   0.00000000000
Norm with produced ROHF-like quantities =    1.0000000000

	DPD File2: RIA 1 1
	DPD Parameters:
	------------------
	pnum = 0   qnum = 1   irrep = 1 
	Irreps = 4

	   Row and column dimensions for DPD Block:
	   ----------------------------------------
	   Irrep: 0 row =     3	col =     2
	   Irrep: 1 row =     0	col =     8
	   Irrep: 2 row =     1	col =     6
	   Irrep: 3 row =     1	col =     3

	File 122 DPD File2: RIA 1 1
	Matrix for Irrep 0
	----------------------------------------

                         0                  1     
                      (  8)              (  9)    

    0  (  0) -0.000001501371929  0.000162965961797
    1  (  1)  0.006019162066152 -0.000924964240480
    2  (  2) -0.000526548152957  0.000780366778509

	File 122 DPD File2: RIA 1 1
	Matrix for Irrep 1
	----------------------------------------

                         0                  1                  2                  3                  4                  5                  6                  7     
                      (  0)              (  1)              (  2)              (  3)              (  4)              (  5)              (  6)              (  7)    


	File 122 DPD File2: RIA 1 1
	Matrix for Irrep 2
	----------------------------------------

                         0                  1                  2                  3                  4                  5     
                      ( 13)              ( 14)              ( 15)              ( 16)              ( 17)              ( 18)    

    0  (  3)  0.074827605688425 -0.687127526620253  0.027141253264010  0.001483935849912  0.030813633257043 -0.000015957276864

	File 122 DPD File2: RIA 1 1
	Matrix for Irrep 3
	----------------------------------------

                         0                  1                  2     
                      ( 10)              ( 11)              ( 12)    

    0  (  4) -0.006625566018418 -0.002838434051055 -0.000491963730571

Final Energetic Summary for Converged Roots of Irrep A2 
                     Excitation Energy              Total Energy
                (eV)     (cm^-1)     (au)             (au)
EOM State 3     10.775    86907.4   0.3959793244   -75.8265539332

Largest components of excited wave function #3:
	          3  13        -0.6842456164
	          3  14        -0.0833407268
	          3  15         0.0578521417
	          3  17         0.0098134616
	          1   8         0.0032330020
	  3   4  13  13        -0.0552000414
	  4   3  13  13        -0.0552000414
	  3   3  10  13         0.0528674026
	  3   3  13  10         0.0528674026
	  2   3   2  13         0.0374006826

EOM State 4     22.887   184597.1   0.8410861293   -75.3814471284

Largest components of excited wave function #4:
	          3  14        -0.6871275266
	          3  13         0.0748276057
	          3  17         0.0308136333
	          3  15         0.0271412533
	          4  10        -0.0066255660
	  3   3  10  14         0.0423138399
	  3   3  14  10         0.0423138399
	  3   4  14  14        -0.0395731920
	  4   3  14  14        -0.0395731920
	  3   4  14  13        -0.0318278260


Symmetry of excited state: B1 
Symmetry of right eigenvector: B1 
Seeking states with multiplicity of 1
Obtaining initial guess from singles-singles block of Hbar...Done.


	DPD File2: CME 0
	DPD Parameters:
	------------------
	pnum = 0   qnum = 1   irrep = 2 
	Irreps = 4

	   Row and column dimensions for DPD Block:
	   ----------------------------------------
	   Irrep: 0 row =     3	col =     3
	   Irrep: 1 row =     0	col =     6
	   Irrep: 2 row =     1	col =     8
	   Irrep: 3 row =     1	col =     2

	File 141 DPD File2: CME 0
	Matrix for Irrep 0
	----------------------------------------

                         0                  1                  2     
                      ( 10)              ( 11)              ( 12)    

    0  (  0)  0.000331716834879 -0.000081556004610  0.000098755129984
    1  (  1)  0.003220084945956 -0.001113431746513 -0.000375920175742
    2  (  2)  0.004204532016003  0.002637195111679 -0.004811646509171

	File 141 DPD File2: CME 0
	Matrix for Irrep 1
	----------------------------------------

                         0                  1                  2                  3                  4                  5     
                      ( 13)              ( 14)              ( 15)              ( 16)              ( 17)              ( 18)    


	File 141 DPD File2: CME 0
	Matrix for Irrep 2
	----------------------------------------

                         0                  1                  2                  3                  4                  5                  6                  7     
                      (  0)              (  1)              (  2)              (  3)              (  4)              (  5)              (  6)              (  7)    

    0  (  3)  0.701839192931252 -0.075164890698153 -0.026450532264629  0.016742479881033  0.023458239862109  0.010398036675686 -0.002575207915958 -0.006308614377937

	File 141 DPD File2: CME 0
	Matrix for Irrep 3
	----------------------------------------

                         0                  1     
                      (  8)              (  9)    

    0  (  4)  0.003523574325551  0.003889710526811

	DPD File2: CME 1
	DPD Parameters:
	------------------
	pnum = 0   qnum = 1   irrep = 2 
	Irreps = 4

	   Row and column dimensions for DPD Block:
	   ----------------------------------------
	   Irrep: 0 row =     3	col =     3
	   Irrep: 1 row =     0	col =     6
	   Irrep: 2 row =     1	col =     8
	   Irrep: 3 row =     1	col =     2

	File 141 DPD File2: CME 1
	Matrix for Irrep 0
	----------------------------------------

                         0                  1                  2     
                      ( 10)              ( 11)              ( 12)    

    0  (  0)  0.000441987212639 -0.000027244304225  0.000199655099995
    1  (  1) -0.009226981119803 -0.010207233286392 -0.002536173890681
    2  (  2)  0.001935799756666  0.013992390455158 -0.009958594102854

	File 141 DPD File2: CME 1
	Matrix for Irrep 1
	----------------------------------------

                         0                  1                  2                  3                  4                  5     
                      ( 13)              ( 14)              ( 15)              ( 16)              ( 17)              ( 18)    


	File 141 DPD File2: CME 1
	Matrix for Irrep 2
	----------------------------------------

                         0                  1                  2                  3                  4                  5                  6                  7     
                      (  0)              (  1)              (  2)              (  3)              (  4)              (  5)              (  6)              (  7)    

    0  (  3) -0.078737238830557 -0.687877420475237 -0.131926471846740 -0.023815466929036 -0.008351089481893  0.034326091942901 -0.011189152807532 -0.014896681980265

	File 141 DPD File2: CME 1
	Matrix for Irrep 3
	----------------------------------------

                         0                  1     
                      (  8)              (  9)    

    0  (  4)  0.022772636462378  0.006701329581411
resetting norm
Iter=1    L=2   resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1        

    0   0.425109102716922  0.001556901369068
    1  -0.000000000000000  1.034256876983263
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.5449975075796
Norm of residual vector 0  after precondition    0.5449975075796
                     1   0.4251091027   4.25e-01    5.45e-01      N
Norm of residual vector af preconditioning    0.2117033410084
Norm of final new C in schmidt_add():    1.000000000000000
Norm of residual vector 1  before precondition    0.5648780197814
Norm of residual vector 1  after precondition    0.5648780197814
                     2   1.0342568770   1.03e+00    5.65e-01      N
Norm of residual vector af preconditioning    0.2087878002479
Norm of final new C in schmidt_add():    0.999999999999997
Iter=2    L=4   resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3        

    0   0.425109102716922  0.001556901369068  0.495870805898887  0.069015087507084
    1  -0.000000000000000  1.034256876983263 -0.062091711821834  0.510167031428480
    2   0.495654882161657 -0.063693406108436  2.633706282869699  0.327877446243778
    3   0.069090747779807  0.510321914118900  0.327877446306799  3.629567866800162
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0217039297861
Norm of residual vector 0  after precondition    0.0217039297861
                     1   0.3186156605  -1.06e-01    2.17e-02      N
Norm of residual vector af preconditioning    0.0091337367524
Norm of final new C in schmidt_add():    1.000000000000000
Norm of residual vector 1  before precondition    0.0368497290964
Norm of residual vector 1  after precondition    0.0368497290964
                     2   0.9293811269  -1.05e-01    3.68e-02      N
Norm of residual vector af preconditioning    0.0320646684823
Norm of final new C in schmidt_add():    1.000000000000000
Iter=3    L=6   resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.425109102716922  0.001556901369068  0.495870805898887  0.069015087507084  0.016837885099166
    1  -0.000000000000000  1.034256876983263 -0.062091711821834  0.510167031428480  0.000252377827592
    2   0.495654882161657 -0.063693406108436  2.633706282869699  0.327877446243778  0.192321453872424
    3   0.069090747779807  0.510321914118900  0.327877446306799  3.629567866800162  0.156128107047266
    4   0.019099890836849  0.001017617275487  0.190984137751019  0.155512487125111  2.120939611303712
    5  -0.000087051532266  0.007061501133727  0.002440694230495  0.185979267043807 -0.001568630956928

                5        

    0  -0.000374034709611
    1   0.006116531948676
    2   0.003047835435855
    3   0.186391698363030
    4  -0.001199807030725
    5   1.387545905828579
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0053253292208
Norm of residual vector 0  after precondition    0.0053253292208
                     1   0.3183403992  -2.75e-04    5.33e-03      N
Norm of residual vector af preconditioning    0.0013569675273
Norm of final new C in schmidt_add():    1.000000000000001
Norm of residual vector 1  before precondition    0.0317224126080
Norm of residual vector 1  after precondition    0.0317224126080
                     2   0.9271905059  -2.19e-03    3.17e-02      N
Norm of residual vector af preconditioning    0.0120475475834
Norm of final new C in schmidt_add():    0.999999999999999
Iter=4    L=8   resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.425109102716922  0.001556901369068  0.495870805898887  0.069015087507084  0.016837885099166
    1  -0.000000000000000  1.034256876983263 -0.062091711821834  0.510167031428480  0.000252377827592
    2   0.495654882161657 -0.063693406108436  2.633706282869699  0.327877446243778  0.192321453872424
    3   0.069090747779807  0.510321914118900  0.327877446306799  3.629567866800162  0.156128107047266
    4   0.019099890836849  0.001017617275487  0.190984137751019  0.155512487125111  2.120939611303712
    5  -0.000087051532266  0.007061501133727  0.002440694230495  0.185979267043807 -0.001568630956928
    6  -0.020406709232869 -0.021834877943002 -0.081321053068175 -0.105944004425350  0.625648480534718
    7   0.001532682814875 -0.012880311266984  0.017858461263891 -0.017267081197308  0.113123783387171

                5                  6                  7        

    0  -0.000374034709611 -0.020350899186045  0.001465889165857
    1   0.006116531948676 -0.021404631947953 -0.013566300401205
    2   0.003047835435855 -0.081249826378559  0.017831095539590
    3   0.186391698363030 -0.105542828383365 -0.016972198161473
    4  -0.001199807030725  0.625409196390464  0.112958796234141
    5   1.387545905828579  0.124621821781908  0.476384253917144
    6   0.124718720750949  3.615082196971746 -0.554172428122108
    7   0.476525203074685 -0.554403299045627  3.429836209245752
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0007567995403
Norm of residual vector 0  after precondition    0.0007567995403
                     1   0.3183314444  -8.95e-06    7.57e-04      N
Norm of residual vector af preconditioning    0.0002507436748
Norm of final new C in schmidt_add():    1.000000000000000
Norm of residual vector 1  before precondition    0.0125928241019
Norm of residual vector 1  after precondition    0.0125928241019
                     2   0.9266614491  -5.29e-04    1.26e-02      N
Norm of residual vector af preconditioning    0.0053537470274
Norm of final new C in schmidt_add():    1.000000000000000
Iter=5    L=10  resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.425109102716922  0.001556901369068  0.495870805898887  0.069015087507084  0.016837885099166
    1  -0.000000000000000  1.034256876983263 -0.062091711821834  0.510167031428480  0.000252377827592
    2   0.495654882161657 -0.063693406108436  2.633706282869699  0.327877446243778  0.192321453872424
    3   0.069090747779807  0.510321914118900  0.327877446306799  3.629567866800162  0.156128107047266
    4   0.019099890836849  0.001017617275487  0.190984137751019  0.155512487125111  2.120939611303712
    5  -0.000087051532266  0.007061501133727  0.002440694230495  0.185979267043807 -0.001568630956928
    6  -0.020406709232869 -0.021834877943002 -0.081321053068175 -0.105944004425350  0.625648480534718
    7   0.001532682814875 -0.012880311266984  0.017858461263891 -0.017267081197308  0.113123783387171
    8  -0.038834826856643 -0.034163183017362 -0.195390733322317 -0.268614228247252 -0.162342677433511
    9   0.001638207931541 -0.032030476427789  0.002753748785281 -0.200590126765075 -0.095946507085808

                5                  6                  7                  8                  9        

    0  -0.000374034709611 -0.020350899186045  0.001465889165857 -0.038857375222418  0.002035231325949
    1   0.006116531948676 -0.021404631947953 -0.013566300401205 -0.033558624878309 -0.030806735474875
    2   0.003047835435855 -0.081249826378559  0.017831095539590 -0.195306750262238  0.002681952990497
    3   0.186391698363030 -0.105542828383365 -0.016972198161473 -0.268857995643967 -0.200916086102614
    4  -0.001199807030725  0.625409196390464  0.112958796234141 -0.162633194802657 -0.096442125647852
    5   1.387545905828579  0.124621821781908  0.476384253917144  0.076019318684009 -0.008847048647421
    6   0.124718720750949  3.615082196971746 -0.554172428122108  1.181025342590310 -0.094269113174947
    7   0.476525203074685 -0.554403299045627  3.429836209245752  0.423693849425118  0.859473469301365
    8   0.076250687478344  1.181455862664885  0.423480403558196  3.156229322819462  0.537766661244406
    9  -0.008913843745837 -0.093911731979492  0.859847780884564  0.537585714366706  2.965688327887759
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0001044330596
Norm of residual vector 0  after precondition    0.0001044330596
                     1   0.3183310063  -4.38e-07    1.04e-04      N
Norm of residual vector af preconditioning    0.0000295068453
Norm of final new C in schmidt_add():    1.000000000000002
Norm of residual vector 1  before precondition    0.0021149235022
Norm of residual vector 1  after precondition    0.0021149235022
                     2   0.9265778859  -8.36e-05    2.11e-03      N
Norm of residual vector af preconditioning    0.0008530293353
Norm of final new C in schmidt_add():    1.000000000000000
Iter=6    L=12  resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.425109102716922  0.001556901369068  0.495870805898887  0.069015087507084  0.016837885099166
    1  -0.000000000000000  1.034256876983263 -0.062091711821834  0.510167031428480  0.000252377827592
    2   0.495654882161657 -0.063693406108436  2.633706282869699  0.327877446243778  0.192321453872424
    3   0.069090747779807  0.510321914118900  0.327877446306799  3.629567866800162  0.156128107047266
    4   0.019099890836849  0.001017617275487  0.190984137751019  0.155512487125111  2.120939611303712
    5  -0.000087051532266  0.007061501133727  0.002440694230495  0.185979267043807 -0.001568630956928
    6  -0.020406709232869 -0.021834877943002 -0.081321053068175 -0.105944004425350  0.625648480534718
    7   0.001532682814875 -0.012880311266984  0.017858461263891 -0.017267081197308  0.113123783387171
    8  -0.038834826856643 -0.034163183017362 -0.195390733322317 -0.268614228247252 -0.162342677433511
    9   0.001638207931541 -0.032030476427789  0.002753748785281 -0.200590126765075 -0.095946507085808
   10   0.059936629631695  0.009702881072862  0.282450836698085  0.160717203318110  0.036461458306452
   11   0.016838107706841  0.022897491267966  0.080173126906233  0.165016516199960  0.013198289994359

                5                  6                  7                  8                  9        

    0  -0.000374034709611 -0.020350899186045  0.001465889165857 -0.038857375222418  0.002035231325949
    1   0.006116531948676 -0.021404631947953 -0.013566300401205 -0.033558624878309 -0.030806735474875
    2   0.003047835435855 -0.081249826378559  0.017831095539590 -0.195306750262238  0.002681952990497
    3   0.186391698363030 -0.105542828383365 -0.016972198161473 -0.268857995643967 -0.200916086102614
    4  -0.001199807030725  0.625409196390464  0.112958796234141 -0.162633194802657 -0.096442125647852
    5   1.387545905828579  0.124621821781908  0.476384253917144  0.076019318684009 -0.008847048647421
    6   0.124718720750949  3.615082196971746 -0.554172428122108  1.181025342590310 -0.094269113174947
    7   0.476525203074685 -0.554403299045627  3.429836209245752  0.423693849425118  0.859473469301365
    8   0.076250687478344  1.181455862664885  0.423480403558196  3.156229322819462  0.537766661244406
    9  -0.008913843745837 -0.093911731979492  0.859847780884564  0.537585714366706  2.965688327887759
   10   0.039062022407521 -0.301780413139098  0.199057531598505 -0.729502135863118  0.545315750224762
   11   0.110313947977450 -0.241100361411771  0.305125218016428 -0.388773221023703 -0.263957535551974

               10                 11        

    0   0.061427340915633  0.017306786078519
    1   0.010693021802007  0.022817511552702
    2   0.282295846500064  0.080316142102738
    3   0.160670680488063  0.165127783721796
    4   0.036660428429177  0.013112687041349
    5   0.039830120319112  0.110899958911838
    6  -0.301635926120937 -0.240351791460375
    7   0.199298749369418  0.305462357786916
    8  -0.729483043610561 -0.388708539495815
    9   0.545417255325770 -0.264359517873780
   10   3.513333792899703  0.110919653566333
   11   0.110091066619000  2.621222941250657
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000126002617
Norm of residual vector 0  after precondition    0.0000126002617
                     1   0.3183310469   4.06e-08    1.26e-05      N
Norm of residual vector af preconditioning    0.0000031126517
Norm of final new C in schmidt_add():    1.000000000000001
Norm of residual vector 1  before precondition    0.0004833013124
Norm of residual vector 1  after precondition    0.0004833013124
                     2   0.9265767706  -1.12e-06    4.83e-04      N
Norm of residual vector af preconditioning    0.0002048396349
Norm of final new C in schmidt_add():    1.000000000000000
Iter=7    L=14  resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.425109102716922  0.001556901369068  0.495870805898887  0.069015087507084  0.016837885099166
    1  -0.000000000000000  1.034256876983263 -0.062091711821834  0.510167031428480  0.000252377827592
    2   0.495654882161657 -0.063693406108436  2.633706282869699  0.327877446243778  0.192321453872424
    3   0.069090747779807  0.510321914118900  0.327877446306799  3.629567866800162  0.156128107047266
    4   0.019099890836849  0.001017617275487  0.190984137751019  0.155512487125111  2.120939611303712
    5  -0.000087051532266  0.007061501133727  0.002440694230495  0.185979267043807 -0.001568630956928
    6  -0.020406709232869 -0.021834877943002 -0.081321053068175 -0.105944004425350  0.625648480534718
    7   0.001532682814875 -0.012880311266984  0.017858461263891 -0.017267081197308  0.113123783387171
    8  -0.038834826856643 -0.034163183017362 -0.195390733322317 -0.268614228247252 -0.162342677433511
    9   0.001638207931541 -0.032030476427789  0.002753748785281 -0.200590126765075 -0.095946507085808
   10   0.059936629631695  0.009702881072862  0.282450836698085  0.160717203318110  0.036461458306452
   11   0.016838107706841  0.022897491267966  0.080173126906233  0.165016516199960  0.013198289994359
   12  -0.047781249642615 -0.028527289655955 -0.220546807493861 -0.227669492348633  0.016685849359829
   13  -0.001444891839914 -0.007474469349064 -0.003015355525967 -0.030032972921815  0.037626782391373

                5                  6                  7                  8                  9        

    0  -0.000374034709611 -0.020350899186045  0.001465889165857 -0.038857375222418  0.002035231325949
    1   0.006116531948676 -0.021404631947953 -0.013566300401205 -0.033558624878309 -0.030806735474875
    2   0.003047835435855 -0.081249826378559  0.017831095539590 -0.195306750262238  0.002681952990497
    3   0.186391698363030 -0.105542828383365 -0.016972198161473 -0.268857995643967 -0.200916086102614
    4  -0.001199807030725  0.625409196390464  0.112958796234141 -0.162633194802657 -0.096442125647852
    5   1.387545905828579  0.124621821781908  0.476384253917144  0.076019318684009 -0.008847048647421
    6   0.124718720750949  3.615082196971746 -0.554172428122108  1.181025342590310 -0.094269113174947
    7   0.476525203074685 -0.554403299045627  3.429836209245752  0.423693849425118  0.859473469301365
    8   0.076250687478344  1.181455862664885  0.423480403558196  3.156229322819462  0.537766661244406
    9  -0.008913843745837 -0.093911731979492  0.859847780884564  0.537585714366706  2.965688327887759
   10   0.039062022407521 -0.301780413139098  0.199057531598505 -0.729502135863118  0.545315750224762
   11   0.110313947977450 -0.241100361411771  0.305125218016428 -0.388773221023703 -0.263957535551974
   12  -0.003287383043485 -0.041410378960866  0.188593624900035 -0.039191059723880  0.396343214757363
   13  -0.006669804354448 -0.113903281227669  0.046987271472205  0.150535654452366 -0.158429391430783

               10                 11                 12                 13        

    0   0.061427340915633  0.017306786078519 -0.049025484073114 -0.002554599458631
    1   0.010693021802007  0.022817511552702 -0.028868073917688 -0.008040930308232
    2   0.282295846500064  0.080316142102738 -0.220183033959185 -0.002784381336941
    3   0.160670680488063  0.165127783721796 -0.227322485106456 -0.029834484243114
    4   0.036660428429177  0.013112687041349  0.017048999875609  0.037259994944996
    5   0.039830120319112  0.110899958911838 -0.002239454439397 -0.007219139268512
    6  -0.301635926120937 -0.240351791460375 -0.041633084010965 -0.114087114037136
    7   0.199298749369418  0.305462357786916  0.188160529506437  0.046798714314713
    8  -0.729483043610561 -0.388708539495815 -0.038545155480099  0.150910522497027
    9   0.545417255325770 -0.264359517873780  0.396845128661916 -0.158579353458267
   10   3.513333792899703  0.110919653566333 -0.608960152201105  0.343208217066889
   11   0.110091066619000  2.621222941250657 -0.190979544433785 -1.060016091226085
   12  -0.609147299272742 -0.191436728350012  3.961103870224457 -0.089365780791616
   13   0.343255335591367 -1.060220145667445 -0.089298083610015  2.945758034711315
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000014387677
Norm of residual vector 0  after precondition    0.0000014387677
                     1   0.3183310439  -3.07e-09    1.44e-06      N
Norm of residual vector af preconditioning    0.0000004154636
Norm of final new C in schmidt_add():    0.999999999999999
Norm of residual vector 1  before precondition    0.0001368060872
Norm of residual vector 1  after precondition    0.0001368060872
                     2   0.9265765416  -2.29e-07    1.37e-04      N
Norm of residual vector af preconditioning    0.0000521787304
Norm of final new C in schmidt_add():    1.000000000000000
Iter=8    L=16  resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.425109102716922  0.001556901369068  0.495870805898887  0.069015087507084  0.016837885099166
    1  -0.000000000000000  1.034256876983263 -0.062091711821834  0.510167031428480  0.000252377827592
    2   0.495654882161657 -0.063693406108436  2.633706282869699  0.327877446243778  0.192321453872424
    3   0.069090747779807  0.510321914118900  0.327877446306799  3.629567866800162  0.156128107047266
    4   0.019099890836849  0.001017617275487  0.190984137751019  0.155512487125111  2.120939611303712
    5  -0.000087051532266  0.007061501133727  0.002440694230495  0.185979267043807 -0.001568630956928
    6  -0.020406709232869 -0.021834877943002 -0.081321053068175 -0.105944004425350  0.625648480534718
    7   0.001532682814875 -0.012880311266984  0.017858461263891 -0.017267081197308  0.113123783387171
    8  -0.038834826856643 -0.034163183017362 -0.195390733322317 -0.268614228247252 -0.162342677433511
    9   0.001638207931541 -0.032030476427789  0.002753748785281 -0.200590126765075 -0.095946507085808
   10   0.059936629631695  0.009702881072862  0.282450836698085  0.160717203318110  0.036461458306452
   11   0.016838107706841  0.022897491267966  0.080173126906233  0.165016516199960  0.013198289994359
   12  -0.047781249642615 -0.028527289655955 -0.220546807493861 -0.227669492348633  0.016685849359829
   13  -0.001444891839914 -0.007474469349064 -0.003015355525967 -0.030032972921815  0.037626782391373
   14  -0.021051074250684 -0.004537934557692 -0.092281880721479 -0.061319411590083  0.115758228734448
   15  -0.009827614441147  0.013366875976248 -0.042541510673875  0.066729929181910  0.062802294092007

                5                  6                  7                  8                  9        

    0  -0.000374034709611 -0.020350899186045  0.001465889165857 -0.038857375222418  0.002035231325949
    1   0.006116531948676 -0.021404631947953 -0.013566300401205 -0.033558624878309 -0.030806735474875
    2   0.003047835435855 -0.081249826378559  0.017831095539590 -0.195306750262238  0.002681952990497
    3   0.186391698363030 -0.105542828383365 -0.016972198161473 -0.268857995643967 -0.200916086102614
    4  -0.001199807030725  0.625409196390464  0.112958796234141 -0.162633194802657 -0.096442125647852
    5   1.387545905828579  0.124621821781908  0.476384253917144  0.076019318684009 -0.008847048647421
    6   0.124718720750949  3.615082196971746 -0.554172428122108  1.181025342590310 -0.094269113174947
    7   0.476525203074685 -0.554403299045627  3.429836209245752  0.423693849425118  0.859473469301365
    8   0.076250687478344  1.181455862664885  0.423480403558196  3.156229322819462  0.537766661244406
    9  -0.008913843745837 -0.093911731979492  0.859847780884564  0.537585714366706  2.965688327887759
   10   0.039062022407521 -0.301780413139098  0.199057531598505 -0.729502135863118  0.545315750224762
   11   0.110313947977450 -0.241100361411771  0.305125218016428 -0.388773221023703 -0.263957535551974
   12  -0.003287383043485 -0.041410378960866  0.188593624900035 -0.039191059723880  0.396343214757363
   13  -0.006669804354448 -0.113903281227669  0.046987271472205  0.150535654452366 -0.158429391430783
   14  -0.063409381085183  0.205427028867783 -0.106331823231279  0.313989415139267  0.077206777578190
   15  -0.005694191088021  0.070889489209554 -0.196263590461585 -0.042480157839395 -0.219425683472245

               10                 11                 12                 13                 14        

    0   0.061427340915633  0.017306786078519 -0.049025484073114 -0.002554599458631 -0.021872881403207
    1   0.010693021802007  0.022817511552702 -0.028868073917688 -0.008040930308232 -0.005431218898760
    2   0.282295846500064  0.080316142102738 -0.220183033959185 -0.002784381336941 -0.092092664274678
    3   0.160670680488063  0.165127783721796 -0.227322485106456 -0.029834484243114 -0.060919709300875
    4   0.036660428429177  0.013112687041349  0.017048999875609  0.037259994944996  0.116562724808058
    5   0.039830120319112  0.110899958911838 -0.002239454439397 -0.007219139268512 -0.062394406756938
    6  -0.301635926120937 -0.240351791460375 -0.041633084010965 -0.114087114037136  0.205278700889771
    7   0.199298749369418  0.305462357786916  0.188160529506437  0.046798714314713 -0.106917217692722
    8  -0.729483043610561 -0.388708539495815 -0.038545155480099  0.150910522497027  0.314672048126011
    9   0.545417255325770 -0.264359517873780  0.396845128661916 -0.158579353458267  0.077727615258311
   10   3.513333792899703  0.110919653566333 -0.608960152201105  0.343208217066889 -0.202978276919443
   11   0.110091066619000  2.621222941250657 -0.190979544433785 -1.060016091226085 -0.381061580087271
   12  -0.609147299272742 -0.191436728350012  3.961103870224457 -0.089365780791616 -0.506944009503803
   13   0.343255335591367 -1.060220145667445 -0.089298083610015  2.945758034711315  0.340107308283499
   14  -0.203368579959568 -0.381529108438657 -0.507237972533631  0.340025063318422  3.483986665871906
   15   0.043930847178215 -0.018006833922320  0.100556989461981  0.778232030404444 -0.164160879817862

               15        

    0  -0.009101458903573
    1   0.014157954179081
    2  -0.042538386874807
    3   0.066838140592766
    4   0.062765311640929
    5  -0.006268950070963
    6   0.071158905975271
    7  -0.195869365055935
    8  -0.042483036947161
    9  -0.219414441449087
   10   0.044318701301665
   11  -0.018246929705211
   12   0.100340464796105
   13   0.777972516427937
   14  -0.164547867900767
   15   3.108713362073534
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000001496963
Norm of residual vector 0  after precondition    0.0000001496963
                     1   0.3183310436  -2.58e-10    1.50e-07      Y
Norm of residual vector 1  before precondition    0.0000311246011
Norm of residual vector 1  after precondition    0.0000311246011
                     2   0.9265764513  -9.03e-08    3.11e-05      N
Norm of residual vector af preconditioning    0.0000132059906
Norm of final new C in schmidt_add():    1.000000000000001
Iter=9    L=17  resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.425109102716922  0.001556901369068  0.495870805898887  0.069015087507084  0.016837885099166
    1  -0.000000000000000  1.034256876983263 -0.062091711821834  0.510167031428480  0.000252377827592
    2   0.495654882161657 -0.063693406108436  2.633706282869699  0.327877446243778  0.192321453872424
    3   0.069090747779807  0.510321914118900  0.327877446306799  3.629567866800162  0.156128107047266
    4   0.019099890836849  0.001017617275487  0.190984137751019  0.155512487125111  2.120939611303712
    5  -0.000087051532266  0.007061501133727  0.002440694230495  0.185979267043807 -0.001568630956928
    6  -0.020406709232869 -0.021834877943002 -0.081321053068175 -0.105944004425350  0.625648480534718
    7   0.001532682814875 -0.012880311266984  0.017858461263891 -0.017267081197308  0.113123783387171
    8  -0.038834826856643 -0.034163183017362 -0.195390733322317 -0.268614228247252 -0.162342677433511
    9   0.001638207931541 -0.032030476427789  0.002753748785281 -0.200590126765075 -0.095946507085808
   10   0.059936629631695  0.009702881072862  0.282450836698085  0.160717203318110  0.036461458306452
   11   0.016838107706841  0.022897491267966  0.080173126906233  0.165016516199960  0.013198289994359
   12  -0.047781249642615 -0.028527289655955 -0.220546807493861 -0.227669492348633  0.016685849359829
   13  -0.001444891839914 -0.007474469349064 -0.003015355525967 -0.030032972921815  0.037626782391373
   14  -0.021051074250684 -0.004537934557692 -0.092281880721479 -0.061319411590083  0.115758228734448
   15  -0.009827614441147  0.013366875976248 -0.042541510673875  0.066729929181910  0.062802294092007
   16  -0.001058788558029 -0.027766318361894 -0.004519521774099 -0.141392941129189 -0.018767574805963

                5                  6                  7                  8                  9        

    0  -0.000374034709611 -0.020350899186045  0.001465889165857 -0.038857375222418  0.002035231325949
    1   0.006116531948676 -0.021404631947953 -0.013566300401205 -0.033558624878309 -0.030806735474875
    2   0.003047835435855 -0.081249826378559  0.017831095539590 -0.195306750262238  0.002681952990497
    3   0.186391698363030 -0.105542828383365 -0.016972198161473 -0.268857995643967 -0.200916086102614
    4  -0.001199807030725  0.625409196390464  0.112958796234141 -0.162633194802657 -0.096442125647852
    5   1.387545905828579  0.124621821781908  0.476384253917144  0.076019318684009 -0.008847048647421
    6   0.124718720750949  3.615082196971746 -0.554172428122108  1.181025342590310 -0.094269113174947
    7   0.476525203074685 -0.554403299045627  3.429836209245752  0.423693849425118  0.859473469301365
    8   0.076250687478344  1.181455862664885  0.423480403558196  3.156229322819462  0.537766661244406
    9  -0.008913843745837 -0.093911731979492  0.859847780884564  0.537585714366706  2.965688327887759
   10   0.039062022407521 -0.301780413139098  0.199057531598505 -0.729502135863118  0.545315750224762
   11   0.110313947977450 -0.241100361411771  0.305125218016428 -0.388773221023703 -0.263957535551974
   12  -0.003287383043485 -0.041410378960866  0.188593624900035 -0.039191059723880  0.396343214757363
   13  -0.006669804354448 -0.113903281227669  0.046987271472205  0.150535654452366 -0.158429391430783
   14  -0.063409381085183  0.205427028867783 -0.106331823231279  0.313989415139267  0.077206777578190
   15  -0.005694191088021  0.070889489209554 -0.196263590461585 -0.042480157839395 -0.219425683472245
   16   0.048228658620424 -0.087139579014354  0.363459677084575  0.241397875592917 -0.012627823691466

               10                 11                 12                 13                 14        

    0   0.061427340915633  0.017306786078519 -0.049025484073114 -0.002554599458631 -0.021872881403207
    1   0.010693021802007  0.022817511552702 -0.028868073917688 -0.008040930308232 -0.005431218898760
    2   0.282295846500064  0.080316142102738 -0.220183033959185 -0.002784381336941 -0.092092664274678
    3   0.160670680488063  0.165127783721796 -0.227322485106456 -0.029834484243114 -0.060919709300875
    4   0.036660428429177  0.013112687041349  0.017048999875609  0.037259994944996  0.116562724808058
    5   0.039830120319112  0.110899958911838 -0.002239454439397 -0.007219139268512 -0.062394406756938
    6  -0.301635926120937 -0.240351791460375 -0.041633084010965 -0.114087114037136  0.205278700889771
    7   0.199298749369418  0.305462357786916  0.188160529506437  0.046798714314713 -0.106917217692722
    8  -0.729483043610561 -0.388708539495815 -0.038545155480099  0.150910522497027  0.314672048126011
    9   0.545417255325770 -0.264359517873780  0.396845128661916 -0.158579353458267  0.077727615258311
   10   3.513333792899703  0.110919653566333 -0.608960152201105  0.343208217066889 -0.202978276919443
   11   0.110091066619000  2.621222941250657 -0.190979544433785 -1.060016091226085 -0.381061580087271
   12  -0.609147299272742 -0.191436728350012  3.961103870224457 -0.089365780791616 -0.506944009503803
   13   0.343255335591367 -1.060220145667445 -0.089298083610015  2.945758034711315  0.340107308283499
   14  -0.203368579959568 -0.381529108438657 -0.507237972533631  0.340025063318422  3.483986665871906
   15   0.043930847178215 -0.018006833922320  0.100556989461981  0.778232030404444 -0.164160879817862
   16  -0.036946982172507 -0.166931798786958 -0.244603303660145  0.112719529632924  0.167806946528101

               15                 16        

    0  -0.009101458903573 -0.001663386271262
    1   0.014157954179081 -0.028339740798639
    2  -0.042538386874807 -0.004573801757399
    3   0.066838140592766 -0.141263831471650
    4   0.062765311640929 -0.018484297780723
    5  -0.006268950070963  0.048377923886510
    6   0.071158905975271 -0.086816914233397
    7  -0.195869365055935  0.363900571408432
    8  -0.042483036947161  0.241209003620935
    9  -0.219414441449087 -0.013131256669186
   10   0.044318701301665 -0.036040315491532
   11  -0.018246929705211 -0.166686278210708
   12   0.100340464796105 -0.244672512576074
   13   0.777972516427937  0.112196935896005
   14  -0.164547867900767  0.167873299701024
   15   3.108713362073534 -0.947058829110322
   16  -0.947393030140439  3.254562319698093
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000001497679
Norm of residual vector 0  after precondition    0.0000001497679
                     1   0.3183310436  -6.31e-14    1.50e-07      Y
Norm of residual vector 1  before precondition    0.0000072155098
Norm of residual vector 1  after precondition    0.0000072155098
                     2   0.9265764493  -2.04e-09    7.22e-06      N
Norm of residual vector af preconditioning    0.0000022590265
Norm of final new C in schmidt_add():    1.000000000000000
Iter=10   L=18  resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.425109102716922  0.001556901369068  0.495870805898887  0.069015087507084  0.016837885099166
    1  -0.000000000000000  1.034256876983263 -0.062091711821834  0.510167031428480  0.000252377827592
    2   0.495654882161657 -0.063693406108436  2.633706282869699  0.327877446243778  0.192321453872424
    3   0.069090747779807  0.510321914118900  0.327877446306799  3.629567866800162  0.156128107047266
    4   0.019099890836849  0.001017617275487  0.190984137751019  0.155512487125111  2.120939611303712
    5  -0.000087051532266  0.007061501133727  0.002440694230495  0.185979267043807 -0.001568630956928
    6  -0.020406709232869 -0.021834877943002 -0.081321053068175 -0.105944004425350  0.625648480534718
    7   0.001532682814875 -0.012880311266984  0.017858461263891 -0.017267081197308  0.113123783387171
    8  -0.038834826856643 -0.034163183017362 -0.195390733322317 -0.268614228247252 -0.162342677433511
    9   0.001638207931541 -0.032030476427789  0.002753748785281 -0.200590126765075 -0.095946507085808
   10   0.059936629631695  0.009702881072862  0.282450836698085  0.160717203318110  0.036461458306452
   11   0.016838107706841  0.022897491267966  0.080173126906233  0.165016516199960  0.013198289994359
   12  -0.047781249642615 -0.028527289655955 -0.220546807493861 -0.227669492348633  0.016685849359829
   13  -0.001444891839914 -0.007474469349064 -0.003015355525967 -0.030032972921815  0.037626782391373
   14  -0.021051074250684 -0.004537934557692 -0.092281880721479 -0.061319411590083  0.115758228734448
   15  -0.009827614441147  0.013366875976248 -0.042541510673875  0.066729929181910  0.062802294092007
   16  -0.001058788558029 -0.027766318361894 -0.004519521774099 -0.141392941129189 -0.018767574805963
   17  -0.024427576602234 -0.021833016101107 -0.113036384806435 -0.143868034366662  0.019057048474690

                5                  6                  7                  8                  9        

    0  -0.000374034709611 -0.020350899186045  0.001465889165857 -0.038857375222418  0.002035231325949
    1   0.006116531948676 -0.021404631947953 -0.013566300401205 -0.033558624878309 -0.030806735474875
    2   0.003047835435855 -0.081249826378559  0.017831095539590 -0.195306750262238  0.002681952990497
    3   0.186391698363030 -0.105542828383365 -0.016972198161473 -0.268857995643967 -0.200916086102614
    4  -0.001199807030725  0.625409196390464  0.112958796234141 -0.162633194802657 -0.096442125647852
    5   1.387545905828579  0.124621821781908  0.476384253917144  0.076019318684009 -0.008847048647421
    6   0.124718720750949  3.615082196971746 -0.554172428122108  1.181025342590310 -0.094269113174947
    7   0.476525203074685 -0.554403299045627  3.429836209245752  0.423693849425118  0.859473469301365
    8   0.076250687478344  1.181455862664885  0.423480403558196  3.156229322819462  0.537766661244406
    9  -0.008913843745837 -0.093911731979492  0.859847780884564  0.537585714366706  2.965688327887759
   10   0.039062022407521 -0.301780413139098  0.199057531598505 -0.729502135863118  0.545315750224762
   11   0.110313947977450 -0.241100361411771  0.305125218016428 -0.388773221023703 -0.263957535551974
   12  -0.003287383043485 -0.041410378960866  0.188593624900035 -0.039191059723880  0.396343214757363
   13  -0.006669804354448 -0.113903281227669  0.046987271472205  0.150535654452366 -0.158429391430783
   14  -0.063409381085183  0.205427028867783 -0.106331823231279  0.313989415139267  0.077206777578190
   15  -0.005694191088021  0.070889489209554 -0.196263590461585 -0.042480157839395 -0.219425683472245
   16   0.048228658620424 -0.087139579014354  0.363459677084575  0.241397875592917 -0.012627823691466
   17   0.017435265398579  0.212257586804244 -0.005080146619458  0.304048602899626 -0.210605858172881

               10                 11                 12                 13                 14        

    0   0.061427340915633  0.017306786078519 -0.049025484073114 -0.002554599458631 -0.021872881403207
    1   0.010693021802007  0.022817511552702 -0.028868073917688 -0.008040930308232 -0.005431218898760
    2   0.282295846500064  0.080316142102738 -0.220183033959185 -0.002784381336941 -0.092092664274678
    3   0.160670680488063  0.165127783721796 -0.227322485106456 -0.029834484243114 -0.060919709300875
    4   0.036660428429177  0.013112687041349  0.017048999875609  0.037259994944996  0.116562724808058
    5   0.039830120319112  0.110899958911838 -0.002239454439397 -0.007219139268512 -0.062394406756938
    6  -0.301635926120937 -0.240351791460375 -0.041633084010965 -0.114087114037136  0.205278700889771
    7   0.199298749369418  0.305462357786916  0.188160529506437  0.046798714314713 -0.106917217692722
    8  -0.729483043610561 -0.388708539495815 -0.038545155480099  0.150910522497027  0.314672048126011
    9   0.545417255325770 -0.264359517873780  0.396845128661916 -0.158579353458267  0.077727615258311
   10   3.513333792899703  0.110919653566333 -0.608960152201105  0.343208217066889 -0.202978276919443
   11   0.110091066619000  2.621222941250657 -0.190979544433785 -1.060016091226085 -0.381061580087271
   12  -0.609147299272742 -0.191436728350012  3.961103870224457 -0.089365780791616 -0.506944009503803
   13   0.343255335591367 -1.060220145667445 -0.089298083610015  2.945758034711315  0.340107308283499
   14  -0.203368579959568 -0.381529108438657 -0.507237972533631  0.340025063318422  3.483986665871906
   15   0.043930847178215 -0.018006833922320  0.100556989461981  0.778232030404444 -0.164160879817862
   16  -0.036946982172507 -0.166931798786958 -0.244603303660145  0.112719529632924  0.167806946528101
   17  -0.082150454285227 -0.157183680736947  0.421344581537031  0.140460637243820 -0.408757310424939

               15                 16                 17        

    0  -0.009101458903573 -0.001663386271262 -0.024146793941565
    1   0.014157954179081 -0.028339740798639 -0.021132012972083
    2  -0.042538386874807 -0.004573801757399 -0.113264362918848
    3   0.066838140592766 -0.141263831471650 -0.144112408568372
    4   0.062765311640929 -0.018484297780723  0.018256178033517
    5  -0.006268950070963  0.048377923886510  0.016857937091295
    6   0.071158905975271 -0.086816914233397  0.212390207274648
    7  -0.195869365055935  0.363900571408432 -0.005472824904763
    8  -0.042483036947161  0.241209003620935  0.303861651338333
    9  -0.219414441449087 -0.013131256669186 -0.210169126877091
   10   0.044318701301665 -0.036040315491532 -0.082089791663348
   11  -0.018246929705211 -0.166686278210708 -0.157243890593412
   12   0.100340464796105 -0.244672512576074  0.421053709607917
   13   0.777972516427937  0.112196935896005  0.140531913442412
   14  -0.164547867900767  0.167873299701024 -0.408933702174642
   15   3.108713362073534 -0.947058829110322  0.069264955648034
   16  -0.947393030140439  3.254562319698093  0.608728066089026
   17   0.069608714303863  0.609414096557487  4.001884198910343
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000001477537
Norm of residual vector 0  after precondition    0.0000001477537
                     1   0.3183310436  -1.42e-12    1.48e-07      Y
Norm of residual vector 1  before precondition    0.0000010894619
Norm of residual vector 1  after precondition    0.0000010894619
                     2   0.9265764510   1.70e-09    1.09e-06      N
Norm of residual vector af preconditioning    0.0000004144491
Norm of final new C in schmidt_add():    1.000000000000000
Iter=11   L=19  resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.425109102716922  0.001556901369068  0.495870805898887  0.069015087507084  0.016837885099166
    1  -0.000000000000000  1.034256876983263 -0.062091711821834  0.510167031428480  0.000252377827592
    2   0.495654882161657 -0.063693406108436  2.633706282869699  0.327877446243778  0.192321453872424
    3   0.069090747779807  0.510321914118900  0.327877446306799  3.629567866800162  0.156128107047266
    4   0.019099890836849  0.001017617275487  0.190984137751019  0.155512487125111  2.120939611303712
    5  -0.000087051532266  0.007061501133727  0.002440694230495  0.185979267043807 -0.001568630956928
    6  -0.020406709232869 -0.021834877943002 -0.081321053068175 -0.105944004425350  0.625648480534718
    7   0.001532682814875 -0.012880311266984  0.017858461263891 -0.017267081197308  0.113123783387171
    8  -0.038834826856643 -0.034163183017362 -0.195390733322317 -0.268614228247252 -0.162342677433511
    9   0.001638207931541 -0.032030476427789  0.002753748785281 -0.200590126765075 -0.095946507085808
   10   0.059936629631695  0.009702881072862  0.282450836698085  0.160717203318110  0.036461458306452
   11   0.016838107706841  0.022897491267966  0.080173126906233  0.165016516199960  0.013198289994359
   12  -0.047781249642615 -0.028527289655955 -0.220546807493861 -0.227669492348633  0.016685849359829
   13  -0.001444891839914 -0.007474469349064 -0.003015355525967 -0.030032972921815  0.037626782391373
   14  -0.021051074250684 -0.004537934557692 -0.092281880721479 -0.061319411590083  0.115758228734448
   15  -0.009827614441147  0.013366875976248 -0.042541510673875  0.066729929181910  0.062802294092007
   16  -0.001058788558029 -0.027766318361894 -0.004519521774099 -0.141392941129189 -0.018767574805963
   17  -0.024427576602234 -0.021833016101107 -0.113036384806435 -0.143868034366662  0.019057048474690
   18  -0.026374536738213 -0.030199263397349 -0.125563334484834 -0.199189907008140 -0.059188692485068

                5                  6                  7                  8                  9        

    0  -0.000374034709611 -0.020350899186045  0.001465889165857 -0.038857375222418  0.002035231325949
    1   0.006116531948676 -0.021404631947953 -0.013566300401205 -0.033558624878309 -0.030806735474875
    2   0.003047835435855 -0.081249826378559  0.017831095539590 -0.195306750262238  0.002681952990497
    3   0.186391698363030 -0.105542828383365 -0.016972198161473 -0.268857995643967 -0.200916086102614
    4  -0.001199807030725  0.625409196390464  0.112958796234141 -0.162633194802657 -0.096442125647852
    5   1.387545905828579  0.124621821781908  0.476384253917144  0.076019318684009 -0.008847048647421
    6   0.124718720750949  3.615082196971746 -0.554172428122108  1.181025342590310 -0.094269113174947
    7   0.476525203074685 -0.554403299045627  3.429836209245752  0.423693849425118  0.859473469301365
    8   0.076250687478344  1.181455862664885  0.423480403558196  3.156229322819462  0.537766661244406
    9  -0.008913843745837 -0.093911731979492  0.859847780884564  0.537585714366706  2.965688327887759
   10   0.039062022407521 -0.301780413139098  0.199057531598505 -0.729502135863118  0.545315750224762
   11   0.110313947977450 -0.241100361411771  0.305125218016428 -0.388773221023703 -0.263957535551974
   12  -0.003287383043485 -0.041410378960866  0.188593624900035 -0.039191059723880  0.396343214757363
   13  -0.006669804354448 -0.113903281227669  0.046987271472205  0.150535654452366 -0.158429391430783
   14  -0.063409381085183  0.205427028867783 -0.106331823231279  0.313989415139267  0.077206777578190
   15  -0.005694191088021  0.070889489209554 -0.196263590461585 -0.042480157839395 -0.219425683472245
   16   0.048228658620424 -0.087139579014354  0.363459677084575  0.241397875592917 -0.012627823691466
   17   0.017435265398579  0.212257586804244 -0.005080146619458  0.304048602899626 -0.210605858172881
   18   0.049548249067455  0.038794399025528  0.284077483378136  0.253968318772069  0.059878153609866

               10                 11                 12                 13                 14        

    0   0.061427340915633  0.017306786078519 -0.049025484073114 -0.002554599458631 -0.021872881403207
    1   0.010693021802007  0.022817511552702 -0.028868073917688 -0.008040930308232 -0.005431218898760
    2   0.282295846500064  0.080316142102738 -0.220183033959185 -0.002784381336941 -0.092092664274678
    3   0.160670680488063  0.165127783721796 -0.227322485106456 -0.029834484243114 -0.060919709300875
    4   0.036660428429177  0.013112687041349  0.017048999875609  0.037259994944996  0.116562724808058
    5   0.039830120319112  0.110899958911838 -0.002239454439397 -0.007219139268512 -0.062394406756938
    6  -0.301635926120937 -0.240351791460375 -0.041633084010965 -0.114087114037136  0.205278700889771
    7   0.199298749369418  0.305462357786916  0.188160529506437  0.046798714314713 -0.106917217692722
    8  -0.729483043610561 -0.388708539495815 -0.038545155480099  0.150910522497027  0.314672048126011
    9   0.545417255325770 -0.264359517873780  0.396845128661916 -0.158579353458267  0.077727615258311
   10   3.513333792899703  0.110919653566333 -0.608960152201105  0.343208217066889 -0.202978276919443
   11   0.110091066619000  2.621222941250657 -0.190979544433785 -1.060016091226085 -0.381061580087271
   12  -0.609147299272742 -0.191436728350012  3.961103870224457 -0.089365780791616 -0.506944009503803
   13   0.343255335591367 -1.060220145667445 -0.089298083610015  2.945758034711315  0.340107308283499
   14  -0.203368579959568 -0.381529108438657 -0.507237972533631  0.340025063318422  3.483986665871906
   15   0.043930847178215 -0.018006833922320  0.100556989461981  0.778232030404444 -0.164160879817862
   16  -0.036946982172507 -0.166931798786958 -0.244603303660145  0.112719529632924  0.167806946528101
   17  -0.082150454285227 -0.157183680736947  0.421344581537031  0.140460637243820 -0.408757310424939
   18  -0.287118500052110  0.078431262326293  0.168894617452779 -0.001759107611639 -0.275135890080865

               15                 16                 17                 18        

    0  -0.009101458903573 -0.001663386271262 -0.024146793941565 -0.026614575583507
    1   0.014157954179081 -0.028339740798639 -0.021132012972083 -0.030564818714546
    2  -0.042538386874807 -0.004573801757399 -0.113264362918848 -0.125787721175627
    3   0.066838140592766 -0.141263831471650 -0.144112408568372 -0.199399344319784
    4   0.062765311640929 -0.018484297780723  0.018256178033517 -0.059929491686589
    5  -0.006268950070963  0.048377923886510  0.016857937091295  0.049422136809472
    6   0.071158905975271 -0.086816914233397  0.212390207274648  0.039322021835670
    7  -0.195869365055935  0.363900571408432 -0.005472824904763  0.284167434342861
    8  -0.042483036947161  0.241209003620935  0.303861651338333  0.253337184823310
    9  -0.219414441449087 -0.013131256669186 -0.210169126877091  0.059920311861004
   10   0.044318701301665 -0.036040315491532 -0.082089791663348 -0.287443960124193
   11  -0.018246929705211 -0.166686278210708 -0.157243890593412  0.078536094242857
   12   0.100340464796105 -0.244672512576074  0.421053709607917  0.169009319668964
   13   0.777972516427937  0.112196935896005  0.140531913442412 -0.001367959496278
   14  -0.164547867900767  0.167873299701024 -0.408933702174642 -0.274902840214757
   15   3.108713362073534 -0.947058829110322  0.069264955648034  0.339241575488546
   16  -0.947393030140439  3.254562319698093  0.608728066089026  0.080430581283321
   17   0.069608714303863  0.609414096557487  4.001884198910343 -0.403010338696830
   18   0.339212898986804  0.080105741891508 -0.402612088714260  3.509511357411573
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000001485743
Norm of residual vector 0  after precondition    0.0000001485743
                     1   0.3183310436  -1.59e-12    1.49e-07      Y
Norm of residual vector 1  before precondition    0.0000002155876
Norm of residual vector 1  after precondition    0.0000002155876
                     2   0.9265764508  -1.56e-10    2.16e-07      Y
Collapsing to only 2 vector(s).
alpha

           1           2           3           4           5           6           7           8           9          10

    1   0.9771329  -0.0367895   0.0124261   0.0033249   0.0181018  -0.0209641  -0.0289643  -0.0904321   0.1369874  -0.0978289
    2  -0.0205451  -0.9724171   0.1055849  -0.0032737  -0.0285544   0.0166990   0.0034974   0.0038274  -0.0686840   0.0984694
    3  -0.2112401  -0.0609849   0.0198150   0.0069486   0.0545623  -0.0773791  -0.1050597  -0.4044514   0.6288719  -0.4889125
    4   0.0030521   0.1994801   0.0405150   0.0031602  -0.0209277   0.0228380  -0.0037278  -0.0723475  -0.1415769   0.2677709
    5   0.0124142  -0.0262448  -0.2847010  -0.1470292  -0.4255524   0.3326734   0.4507843   0.2444134  -0.1751663  -0.4822521
    6   0.0004528  -0.0899708  -0.8049916   0.0826486   0.4695989  -0.2223671  -0.0658634   0.1498783  -0.0340453  -0.0671484
    7  -0.0017227   0.0154669   0.2864913   0.2018205   0.3198288  -0.0712431  -0.0827711   0.1807179  -0.1502971  -0.1062764
    8  -0.0002066   0.0211802   0.3403191  -0.1132647   0.1386951  -0.1900661   0.1094118   0.3148597   0.0210253  -0.2875754
    9   0.0003276  -0.0074647  -0.2206735  -0.2669286  -0.4750863  -0.1224029  -0.2588794  -0.0795946   0.2570997   0.2580675
   10  -0.0000189  -0.0033648  -0.0870816   0.3483356   0.1042656   0.4758844   0.1740141  -0.3244160   0.0039023   0.2387426
   11   0.0000345  -0.0006692  -0.0285923  -0.2553866  -0.1389247  -0.2531424  -0.2412963  -0.0514590  -0.3302803   0.0664162
   12   0.0000012  -0.0009988  -0.0436509   0.4946034  -0.3185539   0.0658483  -0.4200886  -0.0386891  -0.1824273  -0.2108742
   13   0.0000035  -0.0001117  -0.0117609  -0.0623777  -0.0798546  -0.1233944  -0.2990358   0.0029342  -0.1622797  -0.1732109
   14  -0.0000001  -0.0003301  -0.0070745   0.5707229  -0.2311477  -0.1221056  -0.0692323   0.2655917   0.1148032  -0.0348280
   15   0.0000005  -0.0000096   0.0078111  -0.0234714   0.0377673  -0.1080819  -0.1014358  -0.3830313  -0.4054571  -0.3341981
   16  -0.0000000   0.0000762   0.0195168  -0.2657744   0.2051224   0.4697336  -0.3029323  -0.0564371  -0.0279949  -0.1281393
   17   0.0000000   0.0000170  -0.0002399  -0.0909009   0.1044964   0.4384507  -0.4009544   0.1490543  -0.0625030  -0.0593914
   18  -0.0000000  -0.0000026   0.0056498   0.0716956   0.0136789  -0.0899642   0.2176322  -0.3645903  -0.1559052  -0.0510256
   19   0.0000000  -0.0000004  -0.0061321   0.0355243  -0.0229754  -0.1370686   0.1591610  -0.3430457  -0.2544259  -0.0315667

          11          12          13          14          15          16          17          18          19

    1  -0.0500821   0.0039733  -0.0038583  -0.0432339  -0.0002668  -0.0103596   0.0140342  -0.0075892   0.0352008
    2  -0.0019289   0.1260595  -0.0223245  -0.0916673   0.0161138  -0.0161936  -0.0084846  -0.0241032   0.0418077
    3  -0.2408527   0.0182811  -0.0209019  -0.2073061  -0.0015613  -0.0486498   0.0656384  -0.0380278   0.1624160
    4  -0.0915742   0.6489257  -0.1110503  -0.5572309   0.0823443  -0.1008670  -0.0187994  -0.1360717   0.2711573
    5  -0.1429494  -0.0266565  -0.0534151  -0.2079661   0.0239986  -0.0139254   0.0024472  -0.0958240  -0.0342381
    6   0.0713214   0.0604990   0.0401387  -0.1328186   0.0065062   0.0278223   0.0432514   0.0619526  -0.0043336
    7  -0.2257405  -0.2940652  -0.0411932  -0.4355384   0.1836999   0.0404852  -0.0018341  -0.3529747  -0.4546545
    8   0.3441994   0.1611571   0.0627455  -0.2456093  -0.1314087   0.2306232   0.3028398   0.4996081  -0.0086106
    9   0.1800543   0.0095796   0.0422946  -0.2416842   0.0267388   0.1868591   0.1963498  -0.0380785  -0.5148499
   10  -0.0496851  -0.1862321  -0.3142719  -0.1780684  -0.1771943   0.2739873   0.2440788   0.3192815  -0.0701627
   11  -0.2557123  -0.4511841   0.0002831  -0.2385910  -0.3693520  -0.0596555   0.2373975   0.0379765   0.3908242
   12   0.3199170  -0.1409820   0.1342681  -0.1443510   0.3860624  -0.0100658  -0.0819862   0.1554347   0.2226055
   13  -0.2980036   0.1629462  -0.4711397   0.0563844  -0.0969054   0.0088496  -0.4743982   0.4318532  -0.2598869
   14  -0.1109983   0.2089208   0.1115724   0.0794064  -0.6277501   0.0330024   0.0414481  -0.1979383  -0.0699187
   15   0.2082907   0.2373104  -0.2893838   0.2691585  -0.0431265   0.1651490   0.3744361  -0.3425012  -0.1077236
   16   0.3209817  -0.0085826   0.1954909  -0.1560475  -0.3991441   0.1861596  -0.3949336  -0.1930570   0.0226338
   17  -0.3350787   0.2085063   0.2687016   0.1601448   0.0654311  -0.3022183   0.4383214   0.1768063  -0.1551396
   18   0.2495546  -0.0347861   0.1856305  -0.1592698  -0.2283607  -0.6886627  -0.0701414   0.1670283  -0.3116303
   19  -0.3337947   0.1278531   0.6284870   0.0126503   0.0517741   0.4346960  -0.1424017   0.1541866  -0.1054216
alpha_old

           1           2           3           4           5           6           7           8           9          10

    1   0.9771329   0.0367895  -0.0124859  -0.0030279   0.0183900   0.0239486   0.0297578  -0.1419899   0.1198965  -0.0521535
    2  -0.0205451   0.9724171  -0.1056381   0.0041280  -0.0282961  -0.0188739   0.0038542   0.0396450  -0.1102172   0.0206046
    3  -0.2112401   0.0609849  -0.0201006  -0.0053963   0.0559567   0.0860842   0.1123945  -0.6419474   0.5901786  -0.2356698
    4   0.0030521  -0.1994801  -0.0409260  -0.0005403  -0.0194030  -0.0328320   0.0316924   0.0241091  -0.2924803   0.0284003
    5   0.0124142   0.0262448   0.2847556   0.1500034  -0.4245980  -0.4127208  -0.3859429   0.3088506   0.4519677   0.1263102
    6   0.0004528   0.0899707   0.8050852  -0.0890305   0.4689346   0.2373371   0.0013310   0.1344673   0.0689897  -0.0015278
    7  -0.0017227  -0.0154669  -0.2868059  -0.2040774   0.3180682   0.0890967   0.0587820   0.2536485   0.0989511  -0.0104029
    8  -0.0002066  -0.0211801  -0.3394991   0.1116742   0.1394823   0.1844449  -0.1960089   0.2129594   0.2945846   0.0393504
    9   0.0003276   0.0074648   0.2217567   0.2664948  -0.4756734   0.1856817   0.2075626  -0.2229351  -0.2020799  -0.1820013
   10  -0.0000189   0.0033648   0.0862888  -0.3517086   0.0989306  -0.5125041  -0.0413771  -0.2809682  -0.2705097   0.1061343
   11   0.0000345   0.0006692   0.0285770   0.2612239  -0.1332500   0.2787919   0.2211617   0.1647206  -0.1351720   0.1744192
   12   0.0000012   0.0009988   0.0425268  -0.4974740  -0.3272695   0.0309246   0.4190954   0.0774703   0.1445950   0.2724330
   13   0.0000035   0.0001117   0.0121467   0.0614610  -0.0804887   0.1809356   0.2733993   0.1165888   0.1380521   0.1070388
   14  -0.0000001   0.0003301   0.0052693  -0.5705755  -0.2370375   0.1575285  -0.0033989   0.1661989   0.1015432  -0.2521165
   15   0.0000005   0.0000096  -0.0086775   0.0293863   0.0425484   0.0955188   0.1445527  -0.1064874   0.1579675   0.6807391
   16  -0.0000000  -0.0000761  -0.0169183   0.2535908   0.1983860  -0.3978044   0.3994895   0.0007348   0.1112574   0.0921898
   17   0.0000000  -0.0000170   0.0019311   0.0807834   0.0969510  -0.3477892   0.4890997   0.2581040   0.1069694  -0.2464893
   18  -0.0000000   0.0000025  -0.0072843  -0.0626885   0.0200563   0.0159477  -0.1755612  -0.2479506  -0.0517770   0.4076553

          11          12          13          14          15          16          17          18

    1  -0.0399759  -0.0055337  -0.0433799  -0.0148444   0.0057425  -0.0129958  -0.0059069  -0.0340115
    2  -0.0080342  -0.1285022  -0.0917869  -0.0118510   0.0224243   0.0086034  -0.0241305  -0.0402575
    3  -0.1942163  -0.0262908  -0.2079541  -0.0693224   0.0265523  -0.0608409  -0.0299647  -0.1567058
    4  -0.0992816  -0.6619738  -0.5582309  -0.0880406   0.1255224   0.0211311  -0.1333453  -0.2612997
    5  -0.1603072   0.0120999  -0.2074104  -0.0011619   0.0278654  -0.0055992  -0.0903043   0.0395380
    6   0.1021137  -0.0489807  -0.1332309   0.0194837  -0.0025289  -0.0437534   0.0611581   0.0008280
    7  -0.2349561   0.2758761  -0.4340540   0.1093541   0.1548852  -0.0252468  -0.3382501   0.4666743
    8   0.3989576  -0.1353208  -0.2445219   0.1628400  -0.2129365  -0.3009329   0.4956750  -0.0156955
    9   0.2300854   0.0054549  -0.2405445   0.1682727  -0.0436908  -0.2220221  -0.0243619   0.5109373
   10  -0.2287640   0.1174185  -0.1703826   0.2780952  -0.2978350  -0.2536778   0.3201548   0.0571051
   11  -0.3472884   0.4325069  -0.2395834  -0.2445693  -0.2986924  -0.2199639   0.0612907  -0.3807564
   12   0.2956442   0.1702742  -0.1452609   0.1429139   0.3566271   0.0839904   0.1330293  -0.2332103
   13  -0.4445659  -0.2588748   0.0653677   0.2399106  -0.1809380   0.5134976   0.3976087   0.2383681
   14   0.0328729  -0.1817188   0.0760957  -0.2907107  -0.5665698  -0.0589748  -0.1920766   0.0767783
   15  -0.0769998  -0.2939412   0.2733732   0.0969671  -0.0857558  -0.4150379  -0.3078345   0.1280333
   16   0.3950272   0.0563396  -0.1576621  -0.0030105  -0.4391565   0.3334082  -0.2584497  -0.0362259
   17  -0.1059260  -0.1545462   0.1518722  -0.3909175   0.2234019  -0.3660008   0.2497727   0.1644011
   18   0.1227243   0.0649686  -0.1665881  -0.6767844   0.0448742   0.2210172   0.2553921   0.3371436
alpha_tot

           1           2           3           4           5           6           7           8           9          10

    1   0.9771329  -0.0367895   0.0124261   0.0033249   0.0181018  -0.0209641  -0.0289643  -0.0904321   0.1369874  -0.0978289
    2  -0.0205451  -0.9724171   0.1055849  -0.0032737  -0.0285544   0.0166990   0.0034974   0.0038274  -0.0686840   0.0984694
    3  -0.2112401  -0.0609849   0.0198150   0.0069486   0.0545623  -0.0773791  -0.1050597  -0.4044514   0.6288719  -0.4889125
    4   0.0030521   0.1994801   0.0405150   0.0031602  -0.0209277   0.0228380  -0.0037278  -0.0723475  -0.1415769   0.2677709
    5   0.0124142  -0.0262448  -0.2847010  -0.1470292  -0.4255524   0.3326734   0.4507843   0.2444134  -0.1751663  -0.4822521
    6   0.0004528  -0.0899708  -0.8049916   0.0826486   0.4695989  -0.2223671  -0.0658634   0.1498783  -0.0340453  -0.0671484
    7  -0.0017227   0.0154669   0.2864913   0.2018205   0.3198288  -0.0712431  -0.0827711   0.1807179  -0.1502971  -0.1062764
    8  -0.0002066   0.0211802   0.3403191  -0.1132647   0.1386951  -0.1900661   0.1094118   0.3148597   0.0210253  -0.2875754
    9   0.0003276  -0.0074647  -0.2206735  -0.2669286  -0.4750863  -0.1224029  -0.2588794  -0.0795946   0.2570997   0.2580675
   10  -0.0000189  -0.0033648  -0.0870816   0.3483356   0.1042656   0.4758844   0.1740141  -0.3244160   0.0039023   0.2387426
   11   0.0000345  -0.0006692  -0.0285923  -0.2553866  -0.1389247  -0.2531424  -0.2412963  -0.0514590  -0.3302803   0.0664162
   12   0.0000012  -0.0009988  -0.0436509   0.4946034  -0.3185539   0.0658483  -0.4200886  -0.0386891  -0.1824273  -0.2108742
   13   0.0000035  -0.0001117  -0.0117609  -0.0623777  -0.0798546  -0.1233944  -0.2990358   0.0029342  -0.1622797  -0.1732109
   14  -0.0000001  -0.0003301  -0.0070745   0.5707229  -0.2311477  -0.1221056  -0.0692323   0.2655917   0.1148032  -0.0348280
   15   0.0000005  -0.0000096   0.0078111  -0.0234714   0.0377673  -0.1080819  -0.1014358  -0.3830313  -0.4054571  -0.3341981
   16  -0.0000000   0.0000762   0.0195168  -0.2657744   0.2051224   0.4697336  -0.3029323  -0.0564371  -0.0279949  -0.1281393
   17   0.0000000   0.0000170  -0.0002399  -0.0909009   0.1044964   0.4384507  -0.4009544   0.1490543  -0.0625030  -0.0593914
   18  -0.0000000  -0.0000026   0.0056498   0.0716956   0.0136789  -0.0899642   0.2176322  -0.3645903  -0.1559052  -0.0510256
   19   0.0000000  -0.0000004  -0.0061321   0.0355243  -0.0229754  -0.1370686   0.1591610  -0.3430457  -0.2544259  -0.0315667

          11          12          13          14          15          16          17          18          19

    1  -0.0500821   0.0039733  -0.0038583  -0.0432339  -0.0002668  -0.0103596   0.0140342  -0.0075892   0.0352008
    2  -0.0019289   0.1260595  -0.0223245  -0.0916673   0.0161138  -0.0161936  -0.0084846  -0.0241032   0.0418077
    3  -0.2408527   0.0182811  -0.0209019  -0.2073061  -0.0015613  -0.0486498   0.0656384  -0.0380278   0.1624160
    4  -0.0915742   0.6489257  -0.1110503  -0.5572309   0.0823443  -0.1008670  -0.0187994  -0.1360717   0.2711573
    5  -0.1429494  -0.0266565  -0.0534151  -0.2079661   0.0239986  -0.0139254   0.0024472  -0.0958240  -0.0342381
    6   0.0713214   0.0604990   0.0401387  -0.1328186   0.0065062   0.0278223   0.0432514   0.0619526  -0.0043336
    7  -0.2257405  -0.2940652  -0.0411932  -0.4355384   0.1836999   0.0404852  -0.0018341  -0.3529747  -0.4546545
    8   0.3441994   0.1611571   0.0627455  -0.2456093  -0.1314087   0.2306232   0.3028398   0.4996081  -0.0086106
    9   0.1800543   0.0095796   0.0422946  -0.2416842   0.0267388   0.1868591   0.1963498  -0.0380785  -0.5148499
   10  -0.0496851  -0.1862321  -0.3142719  -0.1780684  -0.1771943   0.2739873   0.2440788   0.3192815  -0.0701627
   11  -0.2557123  -0.4511841   0.0002831  -0.2385910  -0.3693520  -0.0596555   0.2373975   0.0379765   0.3908242
   12   0.3199170  -0.1409820   0.1342681  -0.1443510   0.3860624  -0.0100658  -0.0819862   0.1554347   0.2226055
   13  -0.2980036   0.1629462  -0.4711397   0.0563844  -0.0969054   0.0088496  -0.4743982   0.4318532  -0.2598869
   14  -0.1109983   0.2089208   0.1115724   0.0794064  -0.6277501   0.0330024   0.0414481  -0.1979383  -0.0699187
   15   0.2082907   0.2373104  -0.2893838   0.2691585  -0.0431265   0.1651490   0.3744361  -0.3425012  -0.1077236
   16   0.3209817  -0.0085826   0.1954909  -0.1560475  -0.3991441   0.1861596  -0.3949336  -0.1930570   0.0226338
   17  -0.3350787   0.2085063   0.2687016   0.1601448   0.0654311  -0.3022183   0.4383214   0.1768063  -0.1551396
   18   0.2495546  -0.0347861   0.1856305  -0.1592698  -0.2283607  -0.6886627  -0.0701414   0.1670283  -0.3116303
   19  -0.3337947   0.1278531   0.6284870   0.0126503   0.0517741   0.4346960  -0.1424017   0.1541866  -0.1054216

Procedure converged for 2 root(s).
EOM CC2 R0 for root 0 =   0.00000000000
Norm with produced ROHF-like quantities =    1.0000000000

	DPD File2: RIA 2 0
	DPD Parameters:
	------------------
	pnum = 0   qnum = 1   irrep = 2 
	Irreps = 4

	   Row and column dimensions for DPD Block:
	   ----------------------------------------
	   Irrep: 0 row =     3	col =     3
	   Irrep: 1 row =     0	col =     6
	   Irrep: 2 row =     1	col =     8
	   Irrep: 3 row =     1	col =     2

	File 122 DPD File2: RIA 2 0
	Matrix for Irrep 0
	----------------------------------------

                         0                  1                  2     
                      ( 10)              ( 11)              ( 12)    

    0  (  0)  0.000316327508722 -0.000077126197056  0.000082726679571
    1  (  1)  0.000607371498201 -0.000876401703164  0.000372863127287
    2  (  2)  0.002303097490881  0.002643971785638 -0.004262482279387

	File 122 DPD File2: RIA 2 0
	Matrix for Irrep 1
	----------------------------------------

                         0                  1                  2                  3                  4                  5     
                      ( 13)              ( 14)              ( 15)              ( 16)              ( 17)              ( 18)    


	File 122 DPD File2: RIA 2 0
	Matrix for Irrep 2
	----------------------------------------

                         0                  1                  2                  3                  4                  5                  6                  7     
                      (  0)              (  1)              (  2)              (  3)              (  4)              (  5)              (  6)              (  7)    

    0  (  3)  0.687776873086410 -0.059917640413691 -0.020343763776857  0.012720568846844  0.019251749227581  0.004502553811422 -0.002095159142486 -0.005084098886986

	File 122 DPD File2: RIA 2 0
	Matrix for Irrep 3
	----------------------------------------

                         0                  1     
                      (  8)              (  9)    

    0  (  4)  0.003492480907613  0.003762713219339
EOM CC2 R0 for root 1 =   0.00000000000
Norm with produced ROHF-like quantities =    1.0000000000

	DPD File2: RIA 2 1
	DPD Parameters:
	------------------
	pnum = 0   qnum = 1   irrep = 2 
	Irreps = 4

	   Row and column dimensions for DPD Block:
	   ----------------------------------------
	   Irrep: 0 row =     3	col =     3
	   Irrep: 1 row =     0	col =     6
	   Irrep: 2 row =     1	col =     8
	   Irrep: 3 row =     1	col =     2

	File 122 DPD File2: RIA 2 1
	Matrix for Irrep 0
	----------------------------------------

                         0                  1                  2     
                      ( 10)              ( 11)              ( 12)    

    0  (  0) -0.000487549991567  0.000036177626463 -0.000165999148804
    1  (  1)  0.010243875568104  0.008893653389997  0.000650992037835
    2  (  2) -0.001278578819959 -0.013783666199020  0.009875244756761

	File 122 DPD File2: RIA 2 1
	Matrix for Irrep 1
	----------------------------------------

                         0                  1                  2                  3                  4                  5     
                      ( 13)              ( 14)              ( 15)              ( 16)              ( 17)              ( 18)    


	File 122 DPD File2: RIA 2 1
	Matrix for Irrep 2
	----------------------------------------

                         0                  1                  2                  3                  4                  5                  6                  7     
                      (  0)              (  1)              (  2)              (  3)              (  4)              (  5)              (  6)              (  7)    

    0  (  3)  0.049961639284624  0.685227001887751  0.064136393761358  0.013281548524363  0.001939957638181 -0.022000358691176  0.009899128166116  0.015756150728771

	File 122 DPD File2: RIA 2 1
	Matrix for Irrep 3
	----------------------------------------

                         0                  1     
                      (  8)              (  9)    

    0  (  4) -0.021831179220599 -0.007469004040538

Final Energetic Summary for Converged Roots of Irrep B1 
                     Excitation Energy              Total Energy
                (eV)     (cm^-1)     (au)             (au)
EOM State 5      8.662    69865.6   0.3183310436   -75.9042022140

Largest components of excited wave function #5:
	          3   0         0.6877768731
	          3   1        -0.0599176404
	          3   2        -0.0203437638
	          3   4         0.0192517492
	          3   3         0.0127205688
	  3   3   0  10        -0.0553402501
	  3   3  10   0        -0.0553402501
	  3   4   0  13         0.0511727564
	  4   3  13   0         0.0511727564
	  2   3   2   0        -0.0409052839

EOM State 6     25.213   203360.0   0.9265764508   -75.2959568068

Largest components of excited wave function #6:
	          3   1         0.6852270019
	          3   2         0.0641363938
	          3   0         0.0499616393
	          3   5        -0.0220003587
	          4   8        -0.0218311792
	  3   4   1  14         0.0413164622
	  4   3  14   1         0.0413164622
	  3   4   1  13         0.0351593989
	  4   3  13   1         0.0351593989
	  3   3   1  10        -0.0345892794


Symmetry of excited state: B2 
Symmetry of right eigenvector: B2 
Seeking states with multiplicity of 1
Obtaining initial guess from singles-singles block of Hbar...Done.


	DPD File2: CME 0
	DPD Parameters:
	------------------
	pnum = 0   qnum = 1   irrep = 3 
	Irreps = 4

	   Row and column dimensions for DPD Block:
	   ----------------------------------------
	   Irrep: 0 row =     3	col =     6
	   Irrep: 1 row =     0	col =     3
	   Irrep: 2 row =     1	col =     2
	   Irrep: 3 row =     1	col =     8

	File 141 DPD File2: CME 0
	Matrix for Irrep 0
	----------------------------------------

                         0                  1                  2                  3                  4                  5     
                      ( 13)              ( 14)              ( 15)              ( 16)              ( 17)              ( 18)    

    0  (  0)  0.000257125387981  0.000171469392088 -0.000427075764399 -0.000006325681300 -0.000264079632984  0.000357105045209
    1  (  1) -0.011395364354506 -0.002309144262121 -0.001070767097921  0.003044384447559 -0.004920245426208 -0.001161343569371
    2  (  2)  0.699325537788386  0.068633018691937 -0.072452751708997  0.001378833811062 -0.011199719615595  0.004755313176769

	File 141 DPD File2: CME 0
	Matrix for Irrep 1
	----------------------------------------

                         0                  1                  2     
                      ( 10)              ( 11)              ( 12)    


	File 141 DPD File2: CME 0
	Matrix for Irrep 2
	----------------------------------------

                         0                  1     
                      (  8)              (  9)    

    0  (  3) -0.012418271281103 -0.004179936471772

	File 141 DPD File2: CME 0
	Matrix for Irrep 3
	----------------------------------------

                         0                  1                  2                  3                  4                  5                  6                  7     
                      (  0)              (  1)              (  2)              (  3)              (  4)              (  5)              (  6)              (  7)    

    0  (  4)  0.003069933150682  0.019375459152208 -0.003277751628634  0.007331358481623  0.000989318623891 -0.005125563431891  0.003138595654694 -0.002050883175808

	DPD File2: CME 1
	DPD Parameters:
	------------------
	pnum = 0   qnum = 1   irrep = 3 
	Irreps = 4

	   Row and column dimensions for DPD Block:
	   ----------------------------------------
	   Irrep: 0 row =     3	col =     6
	   Irrep: 1 row =     0	col =     3
	   Irrep: 2 row =     1	col =     2
	   Irrep: 3 row =     1	col =     8

	File 141 DPD File2: CME 1
	Matrix for Irrep 0
	----------------------------------------

                         0                  1                  2                  3                  4                  5     
                      ( 13)              ( 14)              ( 15)              ( 16)              ( 17)              ( 18)    

    0  (  0)  0.000031243938247  0.000117140325055 -0.000188765915785  0.000007116387378 -0.000334839718478  0.000120809243548
    1  (  1)  0.029484180093764 -0.003139117053586 -0.005165167812652  0.000406996769703  0.003730295463612 -0.000253444863273
    2  (  2)  0.000351836987753  0.019922253459746  0.000605260380074 -0.000273675578264  0.000289453892230  0.001806919852808

	File 141 DPD File2: CME 1
	Matrix for Irrep 1
	----------------------------------------

                         0                  1                  2     
                      ( 10)              ( 11)              ( 12)    


	File 141 DPD File2: CME 1
	Matrix for Irrep 2
	----------------------------------------

                         0                  1     
                      (  8)              (  9)    

    0  (  3)  0.004602026229486 -0.002829876972835

	File 141 DPD File2: CME 1
	Matrix for Irrep 3
	----------------------------------------

                         0                  1                  2                  3                  4                  5                  6                  7     
                      (  0)              (  1)              (  2)              (  3)              (  4)              (  5)              (  6)              (  7)    

    0  (  4) -0.702721621615632  0.058076170128105  0.027846392591773 -0.015841636803482 -0.017405819338324 -0.010955005921994  0.003066873493137 -0.000743474289471
resetting norm
Iter=1    L=2   resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1        

    0   0.596676587163570 -0.000199060060828
    1  -0.000000000000000  0.664127551517068
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.5390446441504
Norm of residual vector 0  after precondition    0.5390446441504
                     1   0.5966765872   5.97e-01    5.39e-01      N
Norm of residual vector af preconditioning    0.2072133900452
Norm of final new C in schmidt_add():    1.000000000000000
Norm of residual vector 1  before precondition    0.4908965041519
Norm of residual vector 1  after precondition    0.4908965041519
                     2   0.6641275515   6.64e-01    4.91e-01      N
Norm of residual vector af preconditioning    0.1850271816730
Norm of final new C in schmidt_add():    1.000000000000000
Iter=2    L=4   resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3        

    0   0.596676587163570 -0.000199060060828  0.485103795270656  0.005689144919685
    1  -0.000000000000000  0.664127551517068  0.010692088992404  0.444950890614316
    2   0.484847498823764  0.010491336270927  2.801577264848575  0.025918857505725
    3   0.005376026201665  0.444919015937308  0.025918855338937  2.934393922593746
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0327866691635
Norm of residual vector 0  after precondition    0.0327866691635
                     1   0.4946598192  -1.02e-01    3.28e-02      N
Norm of residual vector af preconditioning    0.0234416535189
Norm of final new C in schmidt_add():    1.000000000000000
Norm of residual vector 1  before precondition    0.0199867860350
Norm of residual vector 1  after precondition    0.0199867860350
                     2   0.5800894015  -8.40e-02    2.00e-02      N
Norm of residual vector af preconditioning    0.0131520377196
Norm of final new C in schmidt_add():    1.000000000000000
Iter=3    L=6   resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.596676587163570 -0.000199060060828  0.485103795270656  0.005689144919685 -0.009225038297941
    1  -0.000000000000000  0.664127551517068  0.010692088992404  0.444950890614316  0.000772778350165
    2   0.484847498823764  0.010491336270927  2.801577264848575  0.025918857505725 -0.208190556045443
    3   0.005376026201665  0.444919015937308  0.025918855338937  2.934393922593746  0.040125987681863
    4  -0.011830546521961  0.000752496590474 -0.205649451619728  0.040318333736051  1.443143387105313
    5  -0.002950916442008 -0.028767382267654 -0.024953748426229 -0.243991850529126  0.056230441037503

                5        

    0  -0.002721912823565
    1  -0.026524233550250
    2  -0.025578611560239
    3  -0.245000751578003
    4   0.054645655003375
    5   1.712326443222329
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0192001863410
Norm of residual vector 0  after precondition    0.0192001863410
                     1   0.4935551063  -1.10e-03    1.92e-02      N
Norm of residual vector af preconditioning    0.0060058173652
Norm of final new C in schmidt_add():    1.000000000000000
Norm of residual vector 1  before precondition    0.0102881459102
Norm of residual vector 1  after precondition    0.0102881459102
                     2   0.5797148327  -3.75e-04    1.03e-02      N
Norm of residual vector af preconditioning    0.0031440725871
Norm of final new C in schmidt_add():    1.000000000000002
Iter=4    L=8   resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.596676587163570 -0.000199060060828  0.485103795270656  0.005689144919685 -0.009225038297941
    1  -0.000000000000000  0.664127551517068  0.010692088992404  0.444950890614316  0.000772778350165
    2   0.484847498823764  0.010491336270927  2.801577264848575  0.025918857505725 -0.208190556045443
    3   0.005376026201665  0.444919015937308  0.025918855338937  2.934393922593746  0.040125987681863
    4  -0.011830546521961  0.000752496590474 -0.205649451619728  0.040318333736051  1.443143387105313
    5  -0.002950916442008 -0.028767382267654 -0.024953748426229 -0.243991850529126  0.056230441037503
    6   0.026546104307297  0.002491920634743  0.117412086123197  0.003603035031523  0.565899772466808
    7  -0.025152038625148  0.017145759673552 -0.110934244800904  0.108428203075744 -0.027418588535517

                5                  6                  7        

    0  -0.002721912823565  0.025083195981649 -0.024772375816253
    1  -0.026524233550250  0.002780834110304  0.016926915230607
    2  -0.025578611560239  0.117335508161458 -0.110922709543780
    3  -0.245000751578003  0.003523689690542  0.108305487116640
    4   0.054645655003375  0.565323701903232 -0.027290509220546
    5   1.712326443222329  0.083793653604028 -0.666644655967805
    6   0.084227928328547  3.259943637106749  0.080948682380666
    7  -0.666191124868998  0.081677439026269  3.176890635640076
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0030228794163
Norm of residual vector 0  after precondition    0.0030228794163
                     1   0.4934098431  -1.45e-04    3.02e-03      N
Norm of residual vector af preconditioning    0.0013909519567
Norm of final new C in schmidt_add():    1.000000000000000
Norm of residual vector 1  before precondition    0.0016611105317
Norm of residual vector 1  after precondition    0.0016611105317
                     2   0.5796766905  -3.81e-05    1.66e-03      N
Norm of residual vector af preconditioning    0.0007045940997
Norm of final new C in schmidt_add():    1.000000000000000
Iter=5    L=10  resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.596676587163570 -0.000199060060828  0.485103795270656  0.005689144919685 -0.009225038297941
    1  -0.000000000000000  0.664127551517068  0.010692088992404  0.444950890614316  0.000772778350165
    2   0.484847498823764  0.010491336270927  2.801577264848575  0.025918857505725 -0.208190556045443
    3   0.005376026201665  0.444919015937308  0.025918855338937  2.934393922593746  0.040125987681863
    4  -0.011830546521961  0.000752496590474 -0.205649451619728  0.040318333736051  1.443143387105313
    5  -0.002950916442008 -0.028767382267654 -0.024953748426229 -0.243991850529126  0.056230441037503
    6   0.026546104307297  0.002491920634743  0.117412086123197  0.003603035031523  0.565899772466808
    7  -0.025152038625148  0.017145759673552 -0.110934244800904  0.108428203075744 -0.027418588535517
    8   0.024937066757037 -0.014566588960703  0.156095935973365 -0.082076614378756 -0.174444986160508
    9   0.010808119514891  0.037057206925388  0.047358525093682  0.218886090726196  0.103477622249340

                5                  6                  7                  8                  9        

    0  -0.002721912823565  0.025083195981649 -0.024772375816253  0.023901332253741  0.011008101737516
    1  -0.026524233550250  0.002780834110304  0.016926915230607 -0.014245325455655  0.036045336693486
    2  -0.025578611560239  0.117335508161458 -0.110922709543780  0.156578360581044  0.046970911865168
    3  -0.245000751578003  0.003523689690542  0.108305487116640 -0.082375044789395  0.219472738599760
    4   0.054645655003375  0.565323701903232 -0.027290509220546 -0.175119595056910  0.103507345310732
    5   1.712326443222329  0.083793653604028 -0.666644655967805 -0.025621822193434 -0.171936687483436
    6   0.084227928328547  3.259943637106749  0.080948682380666  0.590109403074677  0.347655549846508
    7  -0.666191124868998  0.081677439026269  3.176890635640076 -0.535534701309184 -0.927128759945995
    8  -0.025206596748899  0.589677439233762 -0.534877161882644  2.223339729112352  0.166179100801034
    9  -0.170634242014833  0.348024019206025 -0.926620340761139  0.165776440390504  2.905496010602353
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0009012093502
Norm of residual vector 0  after precondition    0.0009012093502
                     1   0.4934036282  -6.21e-06    9.01e-04      N
Norm of residual vector af preconditioning    0.0003268134107
Norm of final new C in schmidt_add():    0.999999999999999
Norm of residual vector 1  before precondition    0.0003812037239
Norm of residual vector 1  after precondition    0.0003812037239
                     2   0.5796755883  -1.10e-06    3.81e-04      N
Norm of residual vector af preconditioning    0.0001290742716
Norm of final new C in schmidt_add():    1.000000000000000
Iter=6    L=12  resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.596676587163570 -0.000199060060828  0.485103795270656  0.005689144919685 -0.009225038297941
    1  -0.000000000000000  0.664127551517068  0.010692088992404  0.444950890614316  0.000772778350165
    2   0.484847498823764  0.010491336270927  2.801577264848575  0.025918857505725 -0.208190556045443
    3   0.005376026201665  0.444919015937308  0.025918855338937  2.934393922593746  0.040125987681863
    4  -0.011830546521961  0.000752496590474 -0.205649451619728  0.040318333736051  1.443143387105313
    5  -0.002950916442008 -0.028767382267654 -0.024953748426229 -0.243991850529126  0.056230441037503
    6   0.026546104307297  0.002491920634743  0.117412086123197  0.003603035031523  0.565899772466808
    7  -0.025152038625148  0.017145759673552 -0.110934244800904  0.108428203075744 -0.027418588535517
    8   0.024937066757037 -0.014566588960703  0.156095935973365 -0.082076614378756 -0.174444986160508
    9   0.010808119514891  0.037057206925388  0.047358525093682  0.218886090726196  0.103477622249340
   10  -0.023772157697426 -0.000397056040864 -0.135110643715905  0.001172229692993  0.189925208434908
   11   0.020276224352187  0.039112678940040  0.107683683814375  0.208370472547820 -0.034460524487344

                5                  6                  7                  8                  9        

    0  -0.002721912823565  0.025083195981649 -0.024772375816253  0.023901332253741  0.011008101737516
    1  -0.026524233550250  0.002780834110304  0.016926915230607 -0.014245325455655  0.036045336693486
    2  -0.025578611560239  0.117335508161458 -0.110922709543780  0.156578360581044  0.046970911865168
    3  -0.245000751578003  0.003523689690542  0.108305487116640 -0.082375044789395  0.219472738599760
    4   0.054645655003375  0.565323701903232 -0.027290509220546 -0.175119595056910  0.103507345310732
    5   1.712326443222329  0.083793653604028 -0.666644655967805 -0.025621822193434 -0.171936687483436
    6   0.084227928328547  3.259943637106749  0.080948682380666  0.590109403074677  0.347655549846508
    7  -0.666191124868998  0.081677439026269  3.176890635640076 -0.535534701309184 -0.927128759945995
    8  -0.025206596748899  0.589677439233762 -0.534877161882644  2.223339729112352  0.166179100801034
    9  -0.170634242014833  0.348024019206025 -0.926620340761139  0.165776440390504  2.905496010602353
   10   0.039850810100548  0.208937362888253  0.146916756250986 -0.802196116975972 -0.145958924404859
   11  -0.123993527477714  0.115183785689316  0.246988849651491 -0.251370114160762  0.428122188230423

               10                 11        

    0  -0.024236121162835  0.020104716592900
    1  -0.000337094064759  0.040319644474439
    2  -0.135205864909322  0.107972562374877
    3   0.001242483004047  0.208109060031416
    4   0.189760903662956 -0.034332421082053
    5   0.039319911878716 -0.123074458916076
    6   0.208835288551158  0.115522510001647
    7   0.147209885118130  0.246212091196675
    8  -0.801550592040634 -0.251674448868474
    9  -0.145901192707362  0.428441574624530
   10   2.994273254624949  0.172242196391592
   11   0.171752323040826  3.188863780216065
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0002410905887
Norm of residual vector 0  after precondition    0.0002410905887
                     1   0.4934035103  -1.18e-07    2.41e-04      N
Norm of residual vector af preconditioning    0.0000886982377
Norm of final new C in schmidt_add():    0.999999999999999
Norm of residual vector 1  before precondition    0.0000704369255
Norm of residual vector 1  after precondition    0.0000704369255
                     2   0.5796757386   1.50e-07    7.04e-05      N
Norm of residual vector af preconditioning    0.0000319294977
Norm of final new C in schmidt_add():    1.000000000000000
Iter=7    L=14  resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.596676587163570 -0.000199060060828  0.485103795270656  0.005689144919685 -0.009225038297941
    1  -0.000000000000000  0.664127551517068  0.010692088992404  0.444950890614316  0.000772778350165
    2   0.484847498823764  0.010491336270927  2.801577264848575  0.025918857505725 -0.208190556045443
    3   0.005376026201665  0.444919015937308  0.025918855338937  2.934393922593746  0.040125987681863
    4  -0.011830546521961  0.000752496590474 -0.205649451619728  0.040318333736051  1.443143387105313
    5  -0.002950916442008 -0.028767382267654 -0.024953748426229 -0.243991850529126  0.056230441037503
    6   0.026546104307297  0.002491920634743  0.117412086123197  0.003603035031523  0.565899772466808
    7  -0.025152038625148  0.017145759673552 -0.110934244800904  0.108428203075744 -0.027418588535517
    8   0.024937066757037 -0.014566588960703  0.156095935973365 -0.082076614378756 -0.174444986160508
    9   0.010808119514891  0.037057206925388  0.047358525093682  0.218886090726196  0.103477622249340
   10  -0.023772157697426 -0.000397056040864 -0.135110643715905  0.001172229692993  0.189925208434908
   11   0.020276224352187  0.039112678940040  0.107683683814375  0.208370472547820 -0.034460524487344
   12   0.009195722101238 -0.007769442909142  0.052536519526291 -0.037889367055806 -0.020196236090189
   13   0.026643110009169 -0.025349262524922  0.137867629337591 -0.142569590530532 -0.016865341997723

                5                  6                  7                  8                  9        

    0  -0.002721912823565  0.025083195981649 -0.024772375816253  0.023901332253741  0.011008101737516
    1  -0.026524233550250  0.002780834110304  0.016926915230607 -0.014245325455655  0.036045336693486
    2  -0.025578611560239  0.117335508161458 -0.110922709543780  0.156578360581044  0.046970911865168
    3  -0.245000751578003  0.003523689690542  0.108305487116640 -0.082375044789395  0.219472738599760
    4   0.054645655003375  0.565323701903232 -0.027290509220546 -0.175119595056910  0.103507345310732
    5   1.712326443222329  0.083793653604028 -0.666644655967805 -0.025621822193434 -0.171936687483436
    6   0.084227928328547  3.259943637106749  0.080948682380666  0.590109403074677  0.347655549846508
    7  -0.666191124868998  0.081677439026269  3.176890635640076 -0.535534701309184 -0.927128759945995
    8  -0.025206596748899  0.589677439233762 -0.534877161882644  2.223339729112352  0.166179100801034
    9  -0.170634242014833  0.348024019206025 -0.926620340761139  0.165776440390504  2.905496010602353
   10   0.039850810100548  0.208937362888253  0.146916756250986 -0.802196116975972 -0.145958924404859
   11  -0.123993527477714  0.115183785689316  0.246988849651491 -0.251370114160762  0.428122188230423
   12  -0.021393721713119  0.258736028627948 -0.346971982109205  0.425120746143160  0.288764230148710
   13  -0.013122066657942  0.329250073528824  0.449551636423659  0.005593939531478 -0.581171034446510

               10                 11                 12                 13        

    0  -0.024236121162835  0.020104716592900  0.009697469878461  0.027133360906459
    1  -0.000337094064759  0.040319644474439 -0.007682867663591 -0.026008958795613
    2  -0.135205864909322  0.107972562374877  0.052670199714760  0.137737781665358
    3   0.001242483004047  0.208109060031416 -0.038140575552832 -0.142232587189318
    4   0.189760903662956 -0.034332421082053 -0.019646323057689 -0.017529703569771
    5   0.039319911878716 -0.123074458916076 -0.022375916135206 -0.013068447030577
    6   0.208835288551158  0.115522510001647  0.258753033298920  0.329405161061956
    7   0.147209885118130  0.246212091196675 -0.346751158986144  0.449430970624218
    8  -0.801550592040634 -0.251674448868474  0.424742788741789  0.005634473033138
    9  -0.145901192707362  0.428441574624530  0.287878984521020 -0.581958241630305
   10   2.994273254624949  0.172242196391592  0.878760976886836  0.123290974042540
   11   0.171752323040826  3.188863780216065 -0.088770995662211  0.605104066575720
   12   0.879233589407305 -0.089400949228125  3.169182948606916  0.204492344741825
   13   0.123838045883344  0.605349476160437  0.203878959293170  2.860348003113489
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000376571656
Norm of residual vector 0  after precondition    0.0000376571656
                     1   0.4934036039   9.36e-08    3.77e-05      N
Norm of residual vector af preconditioning    0.0000104542548
Norm of final new C in schmidt_add():    0.999999999999998
Norm of residual vector 1  before precondition    0.0000178046263
Norm of residual vector 1  after precondition    0.0000178046263
                     2   0.5796757819   4.33e-08    1.78e-05      N
Norm of residual vector af preconditioning    0.0000062115473
Norm of final new C in schmidt_add():    1.000000000000001
Iter=8    L=16  resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.596676587163570 -0.000199060060828  0.485103795270656  0.005689144919685 -0.009225038297941
    1  -0.000000000000000  0.664127551517068  0.010692088992404  0.444950890614316  0.000772778350165
    2   0.484847498823764  0.010491336270927  2.801577264848575  0.025918857505725 -0.208190556045443
    3   0.005376026201665  0.444919015937308  0.025918855338937  2.934393922593746  0.040125987681863
    4  -0.011830546521961  0.000752496590474 -0.205649451619728  0.040318333736051  1.443143387105313
    5  -0.002950916442008 -0.028767382267654 -0.024953748426229 -0.243991850529126  0.056230441037503
    6   0.026546104307297  0.002491920634743  0.117412086123197  0.003603035031523  0.565899772466808
    7  -0.025152038625148  0.017145759673552 -0.110934244800904  0.108428203075744 -0.027418588535517
    8   0.024937066757037 -0.014566588960703  0.156095935973365 -0.082076614378756 -0.174444986160508
    9   0.010808119514891  0.037057206925388  0.047358525093682  0.218886090726196  0.103477622249340
   10  -0.023772157697426 -0.000397056040864 -0.135110643715905  0.001172229692993  0.189925208434908
   11   0.020276224352187  0.039112678940040  0.107683683814375  0.208370472547820 -0.034460524487344
   12   0.009195722101238 -0.007769442909142  0.052536519526291 -0.037889367055806 -0.020196236090189
   13   0.026643110009169 -0.025349262524922  0.137867629337591 -0.142569590530532 -0.016865341997723
   14   0.081971258200472  0.038675029320598  0.395901449143725  0.200443042267988 -0.009354159559969
   15   0.052987249168172 -0.055959905803961  0.254464036501438 -0.298145553361675 -0.000642721622318

                5                  6                  7                  8                  9        

    0  -0.002721912823565  0.025083195981649 -0.024772375816253  0.023901332253741  0.011008101737516
    1  -0.026524233550250  0.002780834110304  0.016926915230607 -0.014245325455655  0.036045336693486
    2  -0.025578611560239  0.117335508161458 -0.110922709543780  0.156578360581044  0.046970911865168
    3  -0.245000751578003  0.003523689690542  0.108305487116640 -0.082375044789395  0.219472738599760
    4   0.054645655003375  0.565323701903232 -0.027290509220546 -0.175119595056910  0.103507345310732
    5   1.712326443222329  0.083793653604028 -0.666644655967805 -0.025621822193434 -0.171936687483436
    6   0.084227928328547  3.259943637106749  0.080948682380666  0.590109403074677  0.347655549846508
    7  -0.666191124868998  0.081677439026269  3.176890635640076 -0.535534701309184 -0.927128759945995
    8  -0.025206596748899  0.589677439233762 -0.534877161882644  2.223339729112352  0.166179100801034
    9  -0.170634242014833  0.348024019206025 -0.926620340761139  0.165776440390504  2.905496010602353
   10   0.039850810100548  0.208937362888253  0.146916756250986 -0.802196116975972 -0.145958924404859
   11  -0.123993527477714  0.115183785689316  0.246988849651491 -0.251370114160762  0.428122188230423
   12  -0.021393721713119  0.258736028627948 -0.346971982109205  0.425120746143160  0.288764230148710
   13  -0.013122066657942  0.329250073528824  0.449551636423659  0.005593939531478 -0.581171034446510
   14  -0.024559097134942  0.299823994887475 -0.188839604194272  0.151982408010168  0.286263548173107
   15  -0.015731300060295  0.171366323883152  0.158766345484379 -0.194028513735232 -0.099725996576317

               10                 11                 12                 13                 14        

    0  -0.024236121162835  0.020104716592900  0.009697469878461  0.027133360906459  0.084339342600896
    1  -0.000337094064759  0.040319644474439 -0.007682867663591 -0.026008958795613  0.038046305874255
    2  -0.135205864909322  0.107972562374877  0.052670199714760  0.137737781665358  0.395697655247455
    3   0.001242483004047  0.208109060031416 -0.038140575552832 -0.142232587189318  0.200538033564834
    4   0.189760903662956 -0.034332421082053 -0.019646323057689 -0.017529703569771 -0.010416929892366
    5   0.039319911878716 -0.123074458916076 -0.022375916135206 -0.013068447030577 -0.023129164782805
    6   0.208835288551158  0.115522510001647  0.258753033298920  0.329405161061956  0.299492746473408
    7   0.147209885118130  0.246212091196675 -0.346751158986144  0.449430970624218 -0.189346483936784
    8  -0.801550592040634 -0.251674448868474  0.424742788741789  0.005634473033138  0.152674904504622
    9  -0.145901192707362  0.428441574624530  0.287878984521020 -0.581958241630305  0.286871443851411
   10   2.994273254624949  0.172242196391592  0.878760976886836  0.123290974042540  0.104400368812476
   11   0.171752323040826  3.188863780216065 -0.088770995662211  0.605104066575720  0.197805703282207
   12   0.879233589407305 -0.089400949228125  3.169182948606916  0.204492344741825  0.700889208814662
   13   0.123838045883344  0.605349476160437  0.203878959293170  2.860348003113489  0.175555393868699
   14   0.104273335141245  0.196901772869228  0.702100304548634  0.175377381259855  3.733518722255512
   15   0.149082740238521  0.185876698481109  0.005370410501294  1.075816853143301  0.247238144408527

               15        

    0   0.053010514745100
    1  -0.056383529859023
    2   0.254438409732143
    3  -0.298485489041802
    4  -0.000002485054727
    5  -0.015498575089519
    6   0.171835211787791
    7   0.158448819391100
    8  -0.194576613466614
    9  -0.100234545133193
   10   0.149500198501127
   11   0.185134974871099
   12   0.005745372072855
   13   1.075619104434593
   14   0.247831512815090
   15   3.229921762562022
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000056442305
Norm of residual vector 0  after precondition    0.0000056442305
                     1   0.4934035765  -2.73e-08    5.64e-06      N
Norm of residual vector af preconditioning    0.0000022476635
Norm of final new C in schmidt_add():    1.000000000000000
Norm of residual vector 1  before precondition    0.0000037258735
Norm of residual vector 1  after precondition    0.0000037258735
                     2   0.5796757869   5.08e-09    3.73e-06      N
Norm of residual vector af preconditioning    0.0000012746806
Norm of final new C in schmidt_add():    1.000000000000000
Iter=9    L=18  resetting norm
resetting norm
resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.596676587163570 -0.000199060060828  0.485103795270656  0.005689144919685 -0.009225038297941
    1  -0.000000000000000  0.664127551517068  0.010692088992404  0.444950890614316  0.000772778350165
    2   0.484847498823764  0.010491336270927  2.801577264848575  0.025918857505725 -0.208190556045443
    3   0.005376026201665  0.444919015937308  0.025918855338937  2.934393922593746  0.040125987681863
    4  -0.011830546521961  0.000752496590474 -0.205649451619728  0.040318333736051  1.443143387105313
    5  -0.002950916442008 -0.028767382267654 -0.024953748426229 -0.243991850529126  0.056230441037503
    6   0.026546104307297  0.002491920634743  0.117412086123197  0.003603035031523  0.565899772466808
    7  -0.025152038625148  0.017145759673552 -0.110934244800904  0.108428203075744 -0.027418588535517
    8   0.024937066757037 -0.014566588960703  0.156095935973365 -0.082076614378756 -0.174444986160508
    9   0.010808119514891  0.037057206925388  0.047358525093682  0.218886090726196  0.103477622249340
   10  -0.023772157697426 -0.000397056040864 -0.135110643715905  0.001172229692993  0.189925208434908
   11   0.020276224352187  0.039112678940040  0.107683683814375  0.208370472547820 -0.034460524487344
   12   0.009195722101238 -0.007769442909142  0.052536519526291 -0.037889367055806 -0.020196236090189
   13   0.026643110009169 -0.025349262524922  0.137867629337591 -0.142569590530532 -0.016865341997723
   14   0.081971258200472  0.038675029320598  0.395901449143725  0.200443042267988 -0.009354159559969
   15   0.052987249168172 -0.055959905803961  0.254464036501438 -0.298145553361675 -0.000642721622318
   16  -0.028221490906101 -0.022194526311602 -0.131421944094318 -0.121695597458361 -0.037627473555949
   17  -0.000555352825117  0.005891438883326  0.001369763706665  0.025002568396471 -0.055838601220612

                5                  6                  7                  8                  9        

    0  -0.002721912823565  0.025083195981649 -0.024772375816253  0.023901332253741  0.011008101737516
    1  -0.026524233550250  0.002780834110304  0.016926915230607 -0.014245325455655  0.036045336693486
    2  -0.025578611560239  0.117335508161458 -0.110922709543780  0.156578360581044  0.046970911865168
    3  -0.245000751578003  0.003523689690542  0.108305487116640 -0.082375044789395  0.219472738599760
    4   0.054645655003375  0.565323701903232 -0.027290509220546 -0.175119595056910  0.103507345310732
    5   1.712326443222329  0.083793653604028 -0.666644655967805 -0.025621822193434 -0.171936687483436
    6   0.084227928328547  3.259943637106749  0.080948682380666  0.590109403074677  0.347655549846508
    7  -0.666191124868998  0.081677439026269  3.176890635640076 -0.535534701309184 -0.927128759945995
    8  -0.025206596748899  0.589677439233762 -0.534877161882644  2.223339729112352  0.166179100801034
    9  -0.170634242014833  0.348024019206025 -0.926620340761139  0.165776440390504  2.905496010602353
   10   0.039850810100548  0.208937362888253  0.146916756250986 -0.802196116975972 -0.145958924404859
   11  -0.123993527477714  0.115183785689316  0.246988849651491 -0.251370114160762  0.428122188230423
   12  -0.021393721713119  0.258736028627948 -0.346971982109205  0.425120746143160  0.288764230148710
   13  -0.013122066657942  0.329250073528824  0.449551636423659  0.005593939531478 -0.581171034446510
   14  -0.024559097134942  0.299823994887475 -0.188839604194272  0.151982408010168  0.286263548173107
   15  -0.015731300060295  0.171366323883152  0.158766345484379 -0.194028513735232 -0.099725996576317
   16   0.024180113918093 -0.150665033230715  0.240309022945161 -0.116799345823994 -0.170952382346266
   17   0.101960616639819 -0.145906383734112 -0.336555839143505  0.137174338989647  0.255060851554597

               10                 11                 12                 13                 14        

    0  -0.024236121162835  0.020104716592900  0.009697469878461  0.027133360906459  0.084339342600896
    1  -0.000337094064759  0.040319644474439 -0.007682867663591 -0.026008958795613  0.038046305874255
    2  -0.135205864909322  0.107972562374877  0.052670199714760  0.137737781665358  0.395697655247455
    3   0.001242483004047  0.208109060031416 -0.038140575552832 -0.142232587189318  0.200538033564834
    4   0.189760903662956 -0.034332421082053 -0.019646323057689 -0.017529703569771 -0.010416929892366
    5   0.039319911878716 -0.123074458916076 -0.022375916135206 -0.013068447030577 -0.023129164782805
    6   0.208835288551158  0.115522510001647  0.258753033298920  0.329405161061956  0.299492746473408
    7   0.147209885118130  0.246212091196675 -0.346751158986144  0.449430970624218 -0.189346483936784
    8  -0.801550592040634 -0.251674448868474  0.424742788741789  0.005634473033138  0.152674904504622
    9  -0.145901192707362  0.428441574624530  0.287878984521020 -0.581958241630305  0.286871443851411
   10   2.994273254624949  0.172242196391592  0.878760976886836  0.123290974042540  0.104400368812476
   11   0.171752323040826  3.188863780216065 -0.088770995662211  0.605104066575720  0.197805703282207
   12   0.879233589407305 -0.089400949228125  3.169182948606916  0.204492344741825  0.700889208814662
   13   0.123838045883344  0.605349476160437  0.203878959293170  2.860348003113489  0.175555393868699
   14   0.104273335141245  0.196901772869228  0.702100304548634  0.175377381259855  3.733518722255512
   15   0.149082740238521  0.185876698481109  0.005370410501294  1.075816853143301  0.247238144408527
   16   0.378020603652051  0.032018698029666  0.555148801821764  0.204769604306492 -0.520684375807221
   17   0.069582391289496  0.580452109783500  0.171135371593681  0.394693850518349 -0.112239093843278

               15                 16                 17        

    0   0.053010514745100 -0.028685421905729 -0.000525723801415
    1  -0.056383529859023 -0.022866101747853  0.006589231546584
    2   0.254438409732143 -0.131518519634088  0.001488741288676
    3  -0.298485489041802 -0.121446567673978  0.024618202938835
    4  -0.000002485054727 -0.039124653164557 -0.055000895118589
    5  -0.015498575089519  0.024555826404738  0.102006319713562
    6   0.171835211787791 -0.150117511751832 -0.146009370789700
    7   0.158448819391100  0.239662918324853 -0.336238731605566
    8  -0.194576613466614 -0.116694139340039  0.136480420531018
    9  -0.100234545133193 -0.170971695178907  0.255104395606576
   10   0.149500198501127  0.377351087028566  0.069186297609092
   11   0.185134974871099  0.031696042765821  0.580550633185162
   12   0.005745372072855  0.554927290486025  0.171602787253453
   13   1.075619104434593  0.205571729983420  0.393580223495832
   14   0.247831512815090 -0.521837877492969 -0.110890616510436
   15   3.229921762562022  0.218867462432928 -0.591900438509104
   16   0.218752641597815  2.697303428890837 -0.003043307445853
   17  -0.592161616294639 -0.002385112575017  3.349621587668069
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000014640093
Norm of residual vector 0  after precondition    0.0000014640093
                     1   0.4934035768   3.10e-10    1.46e-06      N
Norm of residual vector af preconditioning    0.0000004509201
Norm of final new C in schmidt_add():    1.000000000000000
Norm of residual vector 1  before precondition    0.0000007784927
Norm of residual vector 1  after precondition    0.0000007784927
                     2   0.5796757886   1.70e-09    7.78e-07      Y
Iter=10   L=19  resetting norm
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.596676587163570 -0.000199060060828  0.485103795270656  0.005689144919685 -0.009225038297941
    1  -0.000000000000000  0.664127551517068  0.010692088992404  0.444950890614316  0.000772778350165
    2   0.484847498823764  0.010491336270927  2.801577264848575  0.025918857505725 -0.208190556045443
    3   0.005376026201665  0.444919015937308  0.025918855338937  2.934393922593746  0.040125987681863
    4  -0.011830546521961  0.000752496590474 -0.205649451619728  0.040318333736051  1.443143387105313
    5  -0.002950916442008 -0.028767382267654 -0.024953748426229 -0.243991850529126  0.056230441037503
    6   0.026546104307297  0.002491920634743  0.117412086123197  0.003603035031523  0.565899772466808
    7  -0.025152038625148  0.017145759673552 -0.110934244800904  0.108428203075744 -0.027418588535517
    8   0.024937066757037 -0.014566588960703  0.156095935973365 -0.082076614378756 -0.174444986160508
    9   0.010808119514891  0.037057206925388  0.047358525093682  0.218886090726196  0.103477622249340
   10  -0.023772157697426 -0.000397056040864 -0.135110643715905  0.001172229692993  0.189925208434908
   11   0.020276224352187  0.039112678940040  0.107683683814375  0.208370472547820 -0.034460524487344
   12   0.009195722101238 -0.007769442909142  0.052536519526291 -0.037889367055806 -0.020196236090189
   13   0.026643110009169 -0.025349262524922  0.137867629337591 -0.142569590530532 -0.016865341997723
   14   0.081971258200472  0.038675029320598  0.395901449143725  0.200443042267988 -0.009354159559969
   15   0.052987249168172 -0.055959905803961  0.254464036501438 -0.298145553361675 -0.000642721622318
   16  -0.028221490906101 -0.022194526311602 -0.131421944094318 -0.121695597458361 -0.037627473555949
   17  -0.000555352825117  0.005891438883326  0.001369763706665  0.025002568396471 -0.055838601220612
   18   0.034589434421720 -0.011044383576918  0.163113875096726 -0.066698814333233  0.005568178954685

                5                  6                  7                  8                  9        

    0  -0.002721912823565  0.025083195981649 -0.024772375816253  0.023901332253741  0.011008101737516
    1  -0.026524233550250  0.002780834110304  0.016926915230607 -0.014245325455655  0.036045336693486
    2  -0.025578611560239  0.117335508161458 -0.110922709543780  0.156578360581044  0.046970911865168
    3  -0.245000751578003  0.003523689690542  0.108305487116640 -0.082375044789395  0.219472738599760
    4   0.054645655003375  0.565323701903232 -0.027290509220546 -0.175119595056910  0.103507345310732
    5   1.712326443222329  0.083793653604028 -0.666644655967805 -0.025621822193434 -0.171936687483436
    6   0.084227928328547  3.259943637106749  0.080948682380666  0.590109403074677  0.347655549846508
    7  -0.666191124868998  0.081677439026269  3.176890635640076 -0.535534701309184 -0.927128759945995
    8  -0.025206596748899  0.589677439233762 -0.534877161882644  2.223339729112352  0.166179100801034
    9  -0.170634242014833  0.348024019206025 -0.926620340761139  0.165776440390504  2.905496010602353
   10   0.039850810100548  0.208937362888253  0.146916756250986 -0.802196116975972 -0.145958924404859
   11  -0.123993527477714  0.115183785689316  0.246988849651491 -0.251370114160762  0.428122188230423
   12  -0.021393721713119  0.258736028627948 -0.346971982109205  0.425120746143160  0.288764230148710
   13  -0.013122066657942  0.329250073528824  0.449551636423659  0.005593939531478 -0.581171034446510
   14  -0.024559097134942  0.299823994887475 -0.188839604194272  0.151982408010168  0.286263548173107
   15  -0.015731300060295  0.171366323883152  0.158766345484379 -0.194028513735232 -0.099725996576317
   16   0.024180113918093 -0.150665033230715  0.240309022945161 -0.116799345823994 -0.170952382346266
   17   0.101960616639819 -0.145906383734112 -0.336555839143505  0.137174338989647  0.255060851554597
   18   0.101385726693581  0.115548685225820 -0.225579713525193  0.208860485177636  0.247051128040596

               10                 11                 12                 13                 14        

    0  -0.024236121162835  0.020104716592900  0.009697469878461  0.027133360906459  0.084339342600896
    1  -0.000337094064759  0.040319644474439 -0.007682867663591 -0.026008958795613  0.038046305874255
    2  -0.135205864909322  0.107972562374877  0.052670199714760  0.137737781665358  0.395697655247455
    3   0.001242483004047  0.208109060031416 -0.038140575552832 -0.142232587189318  0.200538033564834
    4   0.189760903662956 -0.034332421082053 -0.019646323057689 -0.017529703569771 -0.010416929892366
    5   0.039319911878716 -0.123074458916076 -0.022375916135206 -0.013068447030577 -0.023129164782805
    6   0.208835288551158  0.115522510001647  0.258753033298920  0.329405161061956  0.299492746473408
    7   0.147209885118130  0.246212091196675 -0.346751158986144  0.449430970624218 -0.189346483936784
    8  -0.801550592040634 -0.251674448868474  0.424742788741789  0.005634473033138  0.152674904504622
    9  -0.145901192707362  0.428441574624530  0.287878984521020 -0.581958241630305  0.286871443851411
   10   2.994273254624949  0.172242196391592  0.878760976886836  0.123290974042540  0.104400368812476
   11   0.171752323040826  3.188863780216065 -0.088770995662211  0.605104066575720  0.197805703282207
   12   0.879233589407305 -0.089400949228125  3.169182948606916  0.204492344741825  0.700889208814662
   13   0.123838045883344  0.605349476160437  0.203878959293170  2.860348003113489  0.175555393868699
   14   0.104273335141245  0.196901772869228  0.702100304548634  0.175377381259855  3.733518722255512
   15   0.149082740238521  0.185876698481109  0.005370410501294  1.075816853143301  0.247238144408527
   16   0.378020603652051  0.032018698029666  0.555148801821764  0.204769604306492 -0.520684375807221
   17   0.069582391289496  0.580452109783500  0.171135371593681  0.394693850518349 -0.112239093843278
   18  -0.065919357716661  0.231259773581902  0.248493770631752 -0.047372236052016  0.147848163025665

               15                 16                 17                 18        

    0   0.053010514745100 -0.028685421905729 -0.000525723801415  0.036404133718447
    1  -0.056383529859023 -0.022866101747853  0.006589231546584 -0.010610372251539
    2   0.254438409732143 -0.131518519634088  0.001488741288676  0.163061963531179
    3  -0.298485489041802 -0.121446567673978  0.024618202938835 -0.066836849225946
    4  -0.000002485054727 -0.039124653164557 -0.055000895118589  0.006102644737597
    5  -0.015498575089519  0.024555826404738  0.102006319713562  0.102438720593937
    6   0.171835211787791 -0.150117511751832 -0.146009370789700  0.114960627601555
    7   0.158448819391100  0.239662918324853 -0.336238731605566 -0.225303297419205
    8  -0.194576613466614 -0.116694139340039  0.136480420531018  0.209222711307026
    9  -0.100234545133193 -0.170971695178907  0.255104395606576  0.247874683643859
   10   0.149500198501127  0.377351087028566  0.069186297609092 -0.066065696707585
   11   0.185134974871099  0.031696042765821  0.580550633185162  0.231956735057806
   12   0.005745372072855  0.554927290486025  0.171602787253453  0.247653234453874
   13   1.075619104434593  0.205571729983420  0.393580223495832 -0.047557500724589
   14   0.247831512815090 -0.521837877492969 -0.110890616510436  0.148694545426253
   15   3.229921762562022  0.218867462432928 -0.591900438509104  0.082945284863451
   16   0.218752641597815  2.697303428890837 -0.003043307445853  0.898862741110535
   17  -0.592161616294639 -0.002385112575017  3.349621587668069 -0.107366761722403
   18   0.082990920008765  0.898026483115260 -0.106077638391523  3.624123604241539
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000002221124
Norm of residual vector 0  after precondition    0.0000002221124
                     1   0.4934035777   8.90e-10    2.22e-07      Y
Norm of residual vector 1  before precondition    0.0000006172099
Norm of residual vector 1  after precondition    0.0000006172099
                     2   0.5796757888   1.08e-10    6.17e-07      Y
Collapsing to only 2 vector(s).
alpha

           1           2           3           4           5           6           7           8           9          10

    1   0.9768936  -0.0236827  -0.0359611  -0.0398672   0.0267389   0.0277253   0.0165608   0.0054926  -0.0076233  -0.1527347
    2   0.0219218   0.9817751  -0.0060302   0.0276069   0.0143294  -0.0158244   0.0039974  -0.0131280   0.0802621   0.0594056
    3  -0.2090089   0.0034804  -0.0500811  -0.0510572   0.0458874   0.0782157   0.0651938   0.0057661  -0.0628509  -0.7142181
    4  -0.0034797  -0.1873110  -0.0124300   0.0415608   0.0403826  -0.0601476  -0.0010607  -0.0374771   0.3944326   0.3280612
    5  -0.0378479   0.0108991  -0.4482220  -0.6789498   0.3751539   0.2374789   0.0950142   0.1099141   0.1704818  -0.0396357
    6  -0.0014322  -0.0179698  -0.3395015   0.5508301   0.4193475  -0.0312950   0.2746659  -0.2783768   0.4051048  -0.0776800
    7   0.0078072  -0.0020836   0.3384417   0.1042216  -0.0340367  -0.0889292   0.1262555   0.0351057   0.1255053  -0.1907879
    8  -0.0009131  -0.0035055  -0.2898323   0.2925593   0.2432118  -0.0611539  -0.0320043   0.2577695  -0.3252861  -0.0741216
    9  -0.0022081  -0.0000474  -0.5570140  -0.0499150  -0.2952809  -0.3394476  -0.1336646  -0.2009760  -0.1832321   0.2088145
   10  -0.0001380  -0.0009014  -0.2347510   0.3038227  -0.0410489   0.2864944   0.0304040   0.3672130  -0.3814049   0.0571203
   11  -0.0004564  -0.0000416  -0.2765863   0.0514774  -0.3999885  -0.1625656  -0.2356441   0.0018534   0.1901276  -0.3158183
   12   0.0000023   0.0001501   0.0111198  -0.1175937   0.0598818  -0.1691489   0.0610968  -0.5567642  -0.2274386  -0.0619220
   13   0.0001100   0.0000249   0.1700276  -0.0045548   0.4498358   0.0736790  -0.1810457  -0.1834914  -0.3368011   0.1691430
   14  -0.0000010  -0.0000344  -0.0799001   0.1059313  -0.2317438   0.6322682  -0.1197955  -0.0575223   0.1623041   0.2293676
   15  -0.0000122  -0.0000037  -0.0272216  -0.0254626  -0.1260015  -0.0318028   0.2786108   0.1240574   0.1100086   0.0982504
   16   0.0000005   0.0000072   0.0097353  -0.0509243   0.1810911  -0.4504198  -0.0615409   0.2678734   0.0204195   0.2239165
   17  -0.0000029  -0.0000009  -0.0083609  -0.0732489  -0.2173568  -0.0152777   0.7372874   0.0580708  -0.1112507   0.0976248
   18   0.0000001   0.0000013   0.0500786  -0.0278016   0.1045486  -0.2408900   0.0063885   0.4676565   0.1641044  -0.0315241
   19   0.0000005   0.0000002   0.0243903   0.0239683   0.0555460   0.0231621  -0.3792093   0.0983956   0.2463983  -0.0627337

          11          12          13          14          15          16          17          18          19

    1  -0.0969380   0.0285115  -0.0497074  -0.0136620   0.0424597  -0.0186065   0.0371708   0.0066868  -0.0361627
    2  -0.1073905   0.0134728   0.0239826  -0.0976823  -0.0175158   0.0366125   0.0236077  -0.0167931  -0.0056612
    3  -0.4727949   0.1509143  -0.2482708  -0.0623218   0.2109849  -0.0869841   0.1783518   0.0312319  -0.1710190
    4  -0.5662066   0.0664887   0.1347301  -0.5274472  -0.0992963   0.1956641   0.1265794  -0.0878332  -0.0269363
    5   0.0896372  -0.1005857   0.2510419   0.0155690  -0.0708540  -0.0141203   0.0144817   0.0136545  -0.0384556
    6   0.0911256  -0.0906858  -0.0650981   0.2142317   0.0212259  -0.0518960  -0.0695019  -0.0688493  -0.0438206
    7   0.0392390   0.0829623   0.7823073   0.1469607   0.0191424  -0.1319149   0.1934266   0.0749587  -0.3067288
    8   0.1319643   0.3561581   0.1986890  -0.3214744  -0.0720802   0.0712101   0.0901925   0.4430049   0.2939562
    9  -0.1249611   0.3561277   0.1401139   0.2093512   0.1996030  -0.1606467   0.0538425  -0.2001957  -0.1829555
   10  -0.0810870  -0.4629819   0.1417624  -0.1250371   0.0898017   0.1034751   0.0039883  -0.3255902  -0.3203936
   11  -0.0100498  -0.2500561   0.0372271   0.0128729  -0.5609970   0.1658995  -0.1981707   0.2695343  -0.1486650
   12   0.1801683  -0.2331960   0.0616396  -0.2302372   0.2964501   0.5255068   0.0627145   0.1944746  -0.1876110
   13  -0.2055955   0.2071215  -0.0801505   0.1529133  -0.4284101  -0.0158440  -0.2036185   0.0718553  -0.4568854
   14  -0.0932155   0.1220326  -0.0292865   0.2745117   0.2178950   0.1567718   0.1357025   0.4772898  -0.1193835
   15   0.4162290   0.1819873  -0.3426148  -0.2630176  -0.1889412  -0.1068736   0.4353721   0.0227215  -0.4870751
   16  -0.2052483  -0.4241240  -0.1437660   0.1578299   0.2195596  -0.2421784   0.1551022   0.4731007  -0.1194899
   17  -0.1622373   0.0810865   0.0079384  -0.0437155   0.0223743  -0.0430416  -0.5342949   0.2262147  -0.0656281
   18   0.0249258   0.2664299  -0.0900128   0.3159158   0.1252570   0.6667189  -0.0943267  -0.1300545  -0.1280997
   19   0.2272135   0.1153153  -0.0026875  -0.3604546   0.3884179  -0.2136252  -0.5344821   0.0472378  -0.3100615
alpha_old

           1           2           3           4           5           6           7           8           9          10

    1   0.9768936  -0.0236827  -0.0356346   0.0400780  -0.0266326  -0.0285510  -0.0116100   0.0026342  -0.0011927   0.1696036
    2   0.0219218   0.9817751  -0.0062485  -0.0273820  -0.0150464   0.0154659  -0.0023137  -0.0209822  -0.1176795  -0.0271571
    3  -0.2090089   0.0034805  -0.0482288   0.0499722  -0.0494405  -0.0815004  -0.0263950   0.0095444   0.0090934   0.7960977
    4  -0.0034797  -0.1873110  -0.0131656  -0.0406105  -0.0409812   0.0597841  -0.0059122  -0.0679035  -0.6039338  -0.1586470
    5  -0.0378479   0.0108991  -0.4474349   0.6866803  -0.3597695  -0.2418765  -0.1694046   0.0078929  -0.1024605   0.0282046
    6  -0.0014322  -0.0179698  -0.3402241  -0.5477514  -0.4422498   0.0153406  -0.1470558  -0.4433827  -0.2480791   0.0736297
    7   0.0078072  -0.0020836   0.3401981  -0.1088348   0.0218383   0.0848939  -0.1468967  -0.0567314  -0.0488837   0.1820893
    8  -0.0009131  -0.0035055  -0.2938969  -0.2858517  -0.2431205   0.0586905  -0.0636033   0.2833651   0.3508571   0.0153253
    9  -0.0022080  -0.0000474  -0.5546444   0.0469857   0.2968825   0.3472817   0.2298776  -0.0777600   0.0859419  -0.1867897
   10  -0.0001379  -0.0009014  -0.2344816  -0.3042627   0.0377676  -0.2882640  -0.1106252   0.4131115   0.2488212  -0.0548654
   11  -0.0004564  -0.0000416  -0.2785716  -0.0519258   0.4133990   0.1769551   0.1465950   0.0568484  -0.1849169   0.3327178
   12   0.0000024   0.0001501   0.0148178   0.1142687  -0.0702591   0.1641739   0.2431372  -0.4820900   0.3487465  -0.0089034
   13   0.0001100   0.0000249   0.1671465   0.0125605  -0.4448825  -0.0780965   0.3796976   0.0639632   0.1269309  -0.1280044
   14  -0.0000011  -0.0000344  -0.0822114  -0.1045722   0.2484167  -0.6248134   0.1283008  -0.0041714  -0.2514407  -0.1827931
   15  -0.0000122  -0.0000037  -0.0229042   0.0187174   0.1121489   0.0265663  -0.3696017  -0.0963671   0.1198369  -0.1984989
   16   0.0000005   0.0000072   0.0090226   0.0534068  -0.1843122   0.4494328  -0.0478457   0.2943242  -0.1979314  -0.1554786
   17  -0.0000027  -0.0000008   0.0084183   0.0512209   0.1673420  -0.0063115  -0.6378033  -0.2622068   0.1882016  -0.0899159
   18   0.0000000   0.0000013   0.0482074   0.0303894  -0.1036986   0.2411324  -0.2667851   0.3654605  -0.1743325   0.0425301

          11          12          13          14          15          16          17          18

    1  -0.0725860  -0.0150533  -0.0495689  -0.0086040   0.0361045   0.0409742   0.0324851  -0.0211665
    2  -0.0899104   0.0061596   0.0244273   0.0952837   0.0335533  -0.0144129  -0.0037614  -0.0185864
    3  -0.3669014  -0.0835479  -0.2476101  -0.0477139   0.1784348   0.1956258   0.1535921  -0.1005453
    4  -0.4805537   0.0388253   0.1371295   0.5162288   0.1765867  -0.0773781  -0.0207040  -0.0959899
    5   0.1608719   0.0689169   0.2508199   0.0270988  -0.0499606   0.0060981   0.0424452  -0.0201449
    6   0.2083756   0.0387052  -0.0660781  -0.2020397  -0.0819030  -0.0053618  -0.0264322  -0.0729090
    7   0.1079613  -0.1201772   0.7814083  -0.1099788  -0.0007850   0.1930989   0.2977854  -0.1732564
    8  -0.0688165  -0.3098662   0.1996651   0.3611886   0.1161147   0.0147202   0.1063263   0.5147254
    9  -0.2643429  -0.3252563   0.1393574  -0.2867873   0.0322842   0.1724030  -0.0131073  -0.2660536
   10  -0.1340875   0.5090539   0.1431603   0.0067468   0.0896642  -0.0825323   0.0037536  -0.4543840
   11   0.2658372   0.1688478   0.0364775   0.2386243  -0.4111393  -0.3464073   0.3027790   0.0863030
   12   0.0040446   0.2851991   0.0632658   0.0831788   0.5028268  -0.3469606   0.2775924   0.0068316
   13  -0.2548365  -0.2032492  -0.0811314  -0.0008228  -0.4739800  -0.2066728   0.3734323  -0.2583905
   14  -0.0087985  -0.1599050  -0.0306355  -0.2804355   0.2351512  -0.0438890   0.4406661   0.2468677
   15   0.2697948  -0.1971829  -0.3422084   0.3968187   0.0615473   0.2922800   0.4262772  -0.3583004
   16  -0.0803180   0.4204638  -0.1437263  -0.2769569   0.0465942   0.2920948   0.4208932   0.2553997
   17  -0.4604526   0.0475931   0.0092961  -0.1615657  -0.3037724  -0.2640132   0.1028582   0.1875254
   18   0.1434889  -0.3390413  -0.0920283  -0.2299999   0.3204986  -0.5952166   0.0207287  -0.1948693
alpha_tot

           1           2           3           4           5           6           7           8           9          10

    1   0.9768936  -0.0236827  -0.0359611  -0.0398672   0.0267389   0.0277253   0.0165608   0.0054926  -0.0076233  -0.1527347
    2   0.0219218   0.9817751  -0.0060302   0.0276069   0.0143294  -0.0158244   0.0039974  -0.0131280   0.0802621   0.0594056
    3  -0.2090089   0.0034804  -0.0500811  -0.0510572   0.0458874   0.0782157   0.0651938   0.0057661  -0.0628509  -0.7142181
    4  -0.0034797  -0.1873110  -0.0124300   0.0415608   0.0403826  -0.0601476  -0.0010607  -0.0374771   0.3944326   0.3280612
    5  -0.0378479   0.0108991  -0.4482220  -0.6789498   0.3751539   0.2374789   0.0950142   0.1099141   0.1704818  -0.0396357
    6  -0.0014322  -0.0179698  -0.3395015   0.5508301   0.4193475  -0.0312950   0.2746659  -0.2783768   0.4051048  -0.0776800
    7   0.0078072  -0.0020836   0.3384417   0.1042216  -0.0340367  -0.0889292   0.1262555   0.0351057   0.1255053  -0.1907879
    8  -0.0009131  -0.0035055  -0.2898323   0.2925593   0.2432118  -0.0611539  -0.0320043   0.2577695  -0.3252861  -0.0741216
    9  -0.0022081  -0.0000474  -0.5570140  -0.0499150  -0.2952809  -0.3394476  -0.1336646  -0.2009760  -0.1832321   0.2088145
   10  -0.0001380  -0.0009014  -0.2347510   0.3038227  -0.0410489   0.2864944   0.0304040   0.3672130  -0.3814049   0.0571203
   11  -0.0004564  -0.0000416  -0.2765863   0.0514774  -0.3999885  -0.1625656  -0.2356441   0.0018534   0.1901276  -0.3158183
   12   0.0000023   0.0001501   0.0111198  -0.1175937   0.0598818  -0.1691489   0.0610968  -0.5567642  -0.2274386  -0.0619220
   13   0.0001100   0.0000249   0.1700276  -0.0045548   0.4498358   0.0736790  -0.1810457  -0.1834914  -0.3368011   0.1691430
   14  -0.0000010  -0.0000344  -0.0799001   0.1059313  -0.2317438   0.6322682  -0.1197955  -0.0575223   0.1623041   0.2293676
   15  -0.0000122  -0.0000037  -0.0272216  -0.0254626  -0.1260015  -0.0318028   0.2786108   0.1240574   0.1100086   0.0982504
   16   0.0000005   0.0000072   0.0097353  -0.0509243   0.1810911  -0.4504198  -0.0615409   0.2678734   0.0204195   0.2239165
   17  -0.0000029  -0.0000009  -0.0083609  -0.0732489  -0.2173568  -0.0152777   0.7372874   0.0580708  -0.1112507   0.0976248
   18   0.0000001   0.0000013   0.0500786  -0.0278016   0.1045486  -0.2408900   0.0063885   0.4676565   0.1641044  -0.0315241
   19   0.0000005   0.0000002   0.0243903   0.0239683   0.0555460   0.0231621  -0.3792093   0.0983956   0.2463983  -0.0627337

          11          12          13          14          15          16          17          18          19

    1  -0.0969380   0.0285115  -0.0497074  -0.0136620   0.0424597  -0.0186065   0.0371708   0.0066868  -0.0361627
    2  -0.1073905   0.0134728   0.0239826  -0.0976823  -0.0175158   0.0366125   0.0236077  -0.0167931  -0.0056612
    3  -0.4727949   0.1509143  -0.2482708  -0.0623218   0.2109849  -0.0869841   0.1783518   0.0312319  -0.1710190
    4  -0.5662066   0.0664887   0.1347301  -0.5274472  -0.0992963   0.1956641   0.1265794  -0.0878332  -0.0269363
    5   0.0896372  -0.1005857   0.2510419   0.0155690  -0.0708540  -0.0141203   0.0144817   0.0136545  -0.0384556
    6   0.0911256  -0.0906858  -0.0650981   0.2142317   0.0212259  -0.0518960  -0.0695019  -0.0688493  -0.0438206
    7   0.0392390   0.0829623   0.7823073   0.1469607   0.0191424  -0.1319149   0.1934266   0.0749587  -0.3067288
    8   0.1319643   0.3561581   0.1986890  -0.3214744  -0.0720802   0.0712101   0.0901925   0.4430049   0.2939562
    9  -0.1249611   0.3561277   0.1401139   0.2093512   0.1996030  -0.1606467   0.0538425  -0.2001957  -0.1829555
   10  -0.0810870  -0.4629819   0.1417624  -0.1250371   0.0898017   0.1034751   0.0039883  -0.3255902  -0.3203936
   11  -0.0100498  -0.2500561   0.0372271   0.0128729  -0.5609970   0.1658995  -0.1981707   0.2695343  -0.1486650
   12   0.1801683  -0.2331960   0.0616396  -0.2302372   0.2964501   0.5255068   0.0627145   0.1944746  -0.1876110
   13  -0.2055955   0.2071215  -0.0801505   0.1529133  -0.4284101  -0.0158440  -0.2036185   0.0718553  -0.4568854
   14  -0.0932155   0.1220326  -0.0292865   0.2745117   0.2178950   0.1567718   0.1357025   0.4772898  -0.1193835
   15   0.4162290   0.1819873  -0.3426148  -0.2630176  -0.1889412  -0.1068736   0.4353721   0.0227215  -0.4870751
   16  -0.2052483  -0.4241240  -0.1437660   0.1578299   0.2195596  -0.2421784   0.1551022   0.4731007  -0.1194899
   17  -0.1622373   0.0810865   0.0079384  -0.0437155   0.0223743  -0.0430416  -0.5342949   0.2262147  -0.0656281
   18   0.0249258   0.2664299  -0.0900128   0.3159158   0.1252570   0.6667189  -0.0943267  -0.1300545  -0.1280997
   19   0.2272135   0.1153153  -0.0026875  -0.3604546   0.3884179  -0.2136252  -0.5344821   0.0472378  -0.3100615

Procedure converged for 2 root(s).
Energy written to chkpt:Etot  -75.6428574689
EOM CC2 R0 for root 0 =   0.00000000000
Norm with produced ROHF-like quantities =    1.0000000000

	DPD File2: RIA 3 0
	DPD Parameters:
	------------------
	pnum = 0   qnum = 1   irrep = 3 
	Irreps = 4

	   Row and column dimensions for DPD Block:
	   ----------------------------------------
	   Irrep: 0 row =     3	col =     6
	   Irrep: 1 row =     0	col =     3
	   Irrep: 2 row =     1	col =     2
	   Irrep: 3 row =     1	col =     8

	File 122 DPD File2: RIA 3 0
	Matrix for Irrep 0
	----------------------------------------

                         0                  1                  2                  3                  4                  5     
                      ( 13)              ( 14)              ( 15)              ( 16)              ( 17)              ( 18)    

    0  (  0)  0.000370987843502  0.000137572053661 -0.000385585086957 -0.000003391245873 -0.000244682344379  0.000324951681438
    1  (  1)  0.008218279643758 -0.001821958412474 -0.000382970141083  0.002125661551277 -0.002859393378102 -0.000523924240022
    2  (  2)  0.686231428414299  0.055171698640509 -0.057905650065216  0.000433990421163 -0.004926222687558  0.004599838851513

	File 122 DPD File2: RIA 3 0
	Matrix for Irrep 1
	----------------------------------------

                         0                  1                  2     
                      ( 10)              ( 11)              ( 12)    


	File 122 DPD File2: RIA 3 0
	Matrix for Irrep 2
	----------------------------------------

                         0                  1     
                      (  8)              (  9)    

    0  (  3) -0.010643735684559 -0.004497021114441

	File 122 DPD File2: RIA 3 0
	Matrix for Irrep 3
	----------------------------------------

                         0                  1                  2                  3                  4                  5                  6                  7     
                      (  0)              (  1)              (  2)              (  3)              (  4)              (  5)              (  6)              (  7)    

    0  (  4) -0.012112698032697  0.017985982756503 -0.001995610774242  0.006433035069264  0.000985125271787 -0.004660403136585  0.003199764096747 -0.002204337923383
EOM CC2 R0 for root 1 =   0.00000000000
Norm with produced ROHF-like quantities =    1.0000000000

	DPD File2: RIA 3 1
	DPD Parameters:
	------------------
	pnum = 0   qnum = 1   irrep = 3 
	Irreps = 4

	   Row and column dimensions for DPD Block:
	   ----------------------------------------
	   Irrep: 0 row =     3	col =     6
	   Irrep: 1 row =     0	col =     3
	   Irrep: 2 row =     1	col =     2
	   Irrep: 3 row =     1	col =     8

	File 122 DPD File2: RIA 3 1
	Matrix for Irrep 0
	----------------------------------------

                         0                  1                  2                  3                  4                  5     
                      ( 13)              ( 14)              ( 15)              ( 16)              ( 17)              ( 18)    

    0  (  0)  0.000020533996693  0.000114502968307 -0.000164436563410  0.000006840637399 -0.000304289182946  0.000105889298995
    1  (  1)  0.017807521783281 -0.005059022926248 -0.000707223091652 -0.000048407637540  0.003559123423343 -0.000963407758047
    2  (  2) -0.016211409990405  0.016580374153458  0.001591006978596 -0.000119150169698  0.000817475274390  0.001647107236625

	File 122 DPD File2: RIA 3 1
	Matrix for Irrep 1
	----------------------------------------

                         0                  1                  2     
                      ( 10)              ( 11)              ( 12)    


	File 122 DPD File2: RIA 3 1
	Matrix for Irrep 2
	----------------------------------------

                         0                  1     
                      (  8)              (  9)    

    0  (  3)  0.004389112549581 -0.002728374560458

	File 122 DPD File2: RIA 3 1
	Matrix for Irrep 3
	----------------------------------------

                         0                  1                  2                  3                  4                  5                  6                  7     
                      (  0)              (  1)              (  2)              (  3)              (  4)              (  5)              (  6)              (  7)    

    0  (  4) -0.691270010039451  0.051261548717796  0.022871466168343 -0.014433071475016 -0.015366709079597 -0.007614279940481  0.002585322639783 -0.001060061367168

Final Energetic Summary for Converged Roots of Irrep B2 
                     Excitation Energy              Total Energy
                (eV)     (cm^-1)     (au)             (au)
EOM State 7     13.426   108289.6   0.4934035777   -75.7291296799

Largest components of excited wave function #7:
	          2  13         0.6862314284
	          2  15        -0.0579056501
	          2  14         0.0551716986
	          4   1         0.0179859828
	          4   0        -0.0121126980
	  2   4  13  13         0.0535998876
	  4   2  13  13         0.0535998876
	  2   3  13  10        -0.0445219604
	  3   2  10  13        -0.0445219604
	  2   2   2  13        -0.0426370678

EOM State 8     15.774   127224.1   0.5796757888   -75.6428574689

Largest components of excited wave function #8:
	          4   0        -0.6912700100
	          4   1         0.0512615487
	          4   2         0.0228714662
	          1  13         0.0178075218
	          2  14         0.0165803742
	  4   4   0  13        -0.0599002412
	  4   4  13   0        -0.0599002412
	  3   4  10   0         0.0388947808
	  4   3   0  10         0.0388947808
	  2   4   2   0         0.0333808894


	Total # of sigma evaluations: 74
******************************************************************************
tstop called on augustus.chemistry.gatech.edu
Wed Mar 12 18:36:20 2008

user time   =       0.53 seconds =       0.01 minutes
system time =       0.47 seconds =       0.01 minutes
total time  =          1 seconds =       0.02 minutes

                          --------------------------
                          PSI3 Computation Completed
                          --------------------------

PSI3 stopped on augustus.chemistry.gatech.edu at Wed Mar 12 18:36:20 2008

Total PSI3 wall time          2 seconds =       0.03 minutes
******************************************************************************