File: output.ref

package info (click to toggle)
psicode 3.4.0-6
links: PTS, VCS
area: main
in suites: bookworm, bullseye, buster, stretch
size: 46,416 kB
ctags: 18,563
sloc: cpp: 291,425; ansic: 12,788; fortran: 10,489; perl: 3,206; sh: 2,702; makefile: 2,205; ruby: 2,178; yacc: 110; lex: 53
file content (14459 lines) | stat: -rw-r--r-- 882,715 bytes
parent folder | download | duplicates (4)
******************************************************************************
PSI3 started on augustus.chemistry.gatech.edu at Wed Mar 12 18:37:03 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_CCSD one-electron properties computation.

The following programs will be executed:

 input
 cints
 cscf
 transqt2
 ccsort
 ccenergy
 cchbar
 cceom
 cclambda
 cints --oeprop
 ccdensity --onepdm
 oeprop
 psiclean

******************************************************************************
tstart called on augustus.chemistry.gatech.edu
Wed Mar 12 18:37:03 2008

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

  LABEL       =	RHF EOM CCSD expectation value dipole moments
  SHOWNORM    =	0
  PUREAM      =	1
  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   1.8084678
    3   1.7508638   0.0000000   2.2612719

  -Geometry before Center-of-Mass shift (a.u.):
       Center              X                  Y                   Z
    ------------   -----------------  -----------------  -----------------
        HYDROGEN      0.000000000000     0.000000000000     0.000000000000
          OXYGEN      0.000000000000     0.000000000000     1.808467771070
        HYDROGEN      1.750863805261     0.000000000000     2.261271938923


  -Rotational constants (cm-1) :
    A =   27.43417  B =   14.60648  C =    9.53165
    It is an asymmetric top.

  -Geometry after Center-of-Mass shift and reorientation (a.u.):
       Center              X                  Y                   Z
    ------------   -----------------  -----------------  -----------------
        HYDROGEN     -1.429936611037     0.983265845416    -0.000000000000
          OXYGEN     -0.000000000000    -0.123909374418     0.000000000000
        HYDROGEN      1.429936611037     0.983265845416    -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 ( 10662.28500000     0.00079900)
           (  1599.70970000     0.00615300)
           (   364.72526000     0.03115700)
           (   103.65179000     0.11559600)
           (    33.90580500     0.30155200) )
        (S (    12.28746900     0.44487000)
           (     4.75680500     0.24317200) )
        (S (     1.00427100     1.00000000) )
        (S (     0.30068600     1.00000000) )
        (S (     0.09003000     1.00000000) )
        (P (    34.85646300     0.01564800)
           (     7.84313100     0.09819700)
           (     2.30624900     0.30776800)
           (     0.72316400     0.49247000) )
        (P (     0.21488200     1.00000000) )
        (P (     0.06385000     1.00000000) )
        (D (     2.30620000     0.20270000)
           (     0.72320000     0.57910000) )
        (D (     0.21490000     0.78545000)
           (     0.06390000     0.53387000) )
       )

   -Basis set on unique center 2:
      ( (S (    33.86501400     0.00606800)
           (     5.09478800     0.04531600)
           (     1.15878600     0.20284600)
           (     0.32584000     0.50370900) )
        (S (     0.10274100     1.00000000) )
        (S (     0.03240000     1.00000000) )
        (P (     1.15880000     0.18844000)
           (     0.32580000     0.88242000) )
        (P (     0.10270000     0.11780000)
           (     0.03240000     0.00420000) )
       )


  -BASIS SET INFORMATION:
    Total number of shells = 20
    Number of primitives   = 30
    Number of AO           = 44
    Number of SO           = 42

    Irrep    Number of SO
    -----    ------------
      1           19
      2            4
      3            7
      4           12


  -Unique atoms in the canonical coordinate system (a.u.):
       Center              X                  Y                   Z
    ------------   -----------------  -----------------  -----------------
          OXYGEN      0.000000000000    -0.000000000000    -0.123909374418
        HYDROGEN     -0.000000000000     1.429936611037     0.983265845416


  -Geometry in the canonical coordinate system (a.u.):
       Center              X                  Y                   Z
    ------------   -----------------  -----------------  -----------------
        HYDROGEN     -0.000000000000    -1.429936611037     0.983265845416
          OXYGEN      0.000000000000    -0.000000000000    -0.123909374418
        HYDROGEN     -0.000000000000     1.429936611037     0.983265845416


  -Geometry in the canonical coordinate system (Angstrom):
       Center              X                  Y                   Z
    ------------   -----------------  -----------------  -----------------
        HYDROGEN     -0.000000000000    -0.756689922073     0.520321915113
          OXYGEN      0.000000000000    -0.000000000000    -0.065570021880
        HYDROGEN     -0.000000000000     0.756689922073     0.520321915113


  -Geometry in the reference coordinate system (a.u.):
       Center              X                  Y                   Z
    ------------   -----------------  -----------------  -----------------
        HYDROGEN     -0.000000000000    -1.429936611037     0.983265845416
          OXYGEN      0.000000000000    -0.000000000000    -0.123909374418
        HYDROGEN     -0.000000000000     1.429936611037     0.983265845416


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

    Nuclear Repulsion Energy (a.u.) =       9.196934380445

  -The Interatomic Distances in angstroms:

           1           2           3

    1   0.0000000
    2   0.9570000   0.0000000
    3   1.5133798   0.9570000   0.0000000

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


******************************************************************************
tstop called on augustus.chemistry.gatech.edu
Wed Mar 12 18:37:03 2008

user time   =       0.03 seconds =       0.00 minutes
system time =       0.01 seconds =       0.00 minutes
total time  =          0 seconds =       0.00 minutes
******************************************************************************
tstart called on augustus.chemistry.gatech.edu
Wed Mar 12 18:37:03 2008

                  --------------------------------------------
                    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          = 7500000 double words
    Number of threads           = 1
    LIBINT's real type length   = 64 bit

  -CALCULATION CONSTANTS:
    Label                       = RHF EOM CCSD expectation value dipole moments
    Number of atoms             = 3
    Number of atomic orbitals   = 44
    Number of symmetry orbitals = 42
    Maximum AM in the basis     = 2

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

    Wrote 100670 two-electron integrals to IWL file 33

******************************************************************************
tstop called on augustus.chemistry.gatech.edu
Wed Mar 12 18:37:03 2008

user time   =       0.11 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
Wed Mar 12 18:37:03 2008


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

                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        = RHF EOM CCSD expectation value dipole moments
  wfn          = EOM_CCSD
  reference    = RHF
  multiplicity = 1
  charge       = 0
  direct       = false
  dertype      = NONE
  convergence  = 10
  maxiter      = 100
  guess        = AUTO

  nuclear repulsion energy        9.1969343804448
  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 751616 bytes of core

  The lowest eigenvalue of the overlap matrix was 6.224714e-04


  Using DOCC and SOCC 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 42487 integrals to file92

  iter       total energy        delta E         delta P          diiser
    1       -69.3175779940    7.851451e+01    0.000000e+00    0.000000e+00
    2       -66.8418839094   -2.475694e+00    8.397684e-02    1.869950e+00
    3       -74.4307367012    7.588853e+00    7.224491e-02    6.101875e-01
    4       -75.8149466809    1.384210e+00    9.177478e-03    5.790535e-01
    5       -76.0517643476    2.368177e-01    3.213891e-03    1.998350e-01
    6       -76.0526848813    9.205337e-04    1.321720e-03    9.307555e-03
    7       -76.0529298171    2.449358e-04    2.135054e-04    8.244642e-03
    8       -76.0529391137    9.296531e-06    3.312564e-05    1.383391e-03
    9       -76.0529396110    4.973612e-07    6.536301e-06    1.966646e-04
   10       -76.0529396488    3.781703e-08    1.929099e-06    6.206945e-05
   11       -76.0529396496    7.934347e-10    3.489185e-07    7.318632e-06
   12       -76.0529396496    8.043344e-12    2.557570e-08    8.599597e-07
   13       -76.0529396496    6.252776e-13    7.870835e-09    1.728657e-07
   14       -76.0529396496    1.421085e-14    1.095159e-09    3.935045e-08
   15       -76.0529396496   -1.421085e-14    2.633175e-10    7.657249e-09
   16       -76.0529396496   -4.263256e-14    9.519459e-11    2.192121e-09

Orbital energies (a.u.):

  Doubly occupied orbitals
   1A1    -20.567467     2A1     -1.353268     1B2     -0.719779  
   3A1     -0.586252     1B1     -0.510149  


  Unoccupied orbitals
   4A1      0.040362     2B2      0.058622     5A1      0.138000  
   2B1      0.172904     3B2      0.212893     6A1      0.217567  
   4B2      0.245504     7A1      0.281004     1A2      0.295290  
   3B1      0.325840     8A1      0.387484     5B2      0.403968  
   9A1      0.476736     6B2      0.525800    10A1      0.599301  
   4B1      0.658439     7B2      0.693233     2A2      0.753762  
  11A1      0.836620    12A1      0.897964     8B2      0.958237  
   3A2      1.130184     5B1      1.175210    13A1      1.219363  
   6B1      1.260026     9B2      1.416680    14A1      1.488639  
  10B2      1.711484    15A1      1.997968    11B2      2.015137  
  16A1      2.124432     7B1      2.781480     4A2      2.867365  
  17A1      2.935101    18A1      3.348617    12B2      3.738822  
  19A1     43.777005  


      * SCF total energy   =     -76.052939649648
        kinetic energy     =      75.984280229069
        nuc. attr. energy  =    -199.010197952149
        elec. rep. energy  =      46.972978073431
        potential energy   =    -152.037219878717
        virial theorem     =       1.999097215428
        wavefunction norm  =       1.000000000000
******************************************************************************
tstop called on augustus.chemistry.gatech.edu
Wed Mar 12 18:37:03 2008

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
Wed Mar 12 18:37:03 2008


	**************************************************
	* TRANSQT2: Program to transform integrals from  *
	*           the SO basis to the MO basis.        *
	*                                                *
	*            Daniel, David, & Justin             *
	**************************************************


	Input parameters:
	-----------------
	Wave function   =	EOM_CCSD
	Backtransform   =	No
	Print Level     =	1
	Print TEIs      =	No
	Reference wfn   =	RHF
	Derivative      =	None
	Delete TEI File =	Yes
	Memory (Mbytes) =	60.0
	Cache Level     =	2
	Cache Type      =	LRU
	Chkpt Parameters:
	--------------------
	Number of irreps     = 4
	Number of SOs        = 42
	Number of MOs        = 42
	Number of active MOs = 42

	Label	# SOs	# FZDC	# DOCC	# SOCC	# VIRT	# FZVR
	-----	-----	------	------	------	------	------
	 A1 	   19	    0	    3	    0	    16	    0
	 A2 	   4	    0	    0	    0	    4	    0
	 B1 	   7	    0	    1	    0	    6	    0
	 B2 	   12	    0	    1	    0	    11	    0

	Nuclear Rep. energy (chkpt) =      9.19693438044484
	SCF energy          (chkpt) =    -76.05293964964844

	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.
******************************************************************************
tstop called on augustus.chemistry.gatech.edu
Wed Mar 12 18:37:04 2008

user time   =       0.13 seconds =       0.00 minutes
system time =       0.05 seconds =       0.00 minutes
total time  =          1 seconds =       0.02 minutes
******************************************************************************
tstart called on augustus.chemistry.gatech.edu
Wed Mar 12 18:37:04 2008


			**************************
			*                        *
			*         CCSORT         *
			*                        *
			**************************


	Input parameters:
	-----------------
	Wave function   =	EOM_CCSD
	Reference wfn   =	RHF
	Derivative      =	None
	Memory (Mbytes) =	60.0
	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        = 42
	Number of active MOs = 42

	Label	# MOs	# FZDC	# DOCC	# SOCC	# VIRT	# FZVR
	-----	-----	------	------	------	------	------
	 A1 	   19	    0	    3	    0	    16	    0
	 A2 	   4	    0	    0	    0	    4	    0
	 B1 	   7	    0	    1	    0	    6	    0
	 B2 	   12	    0	    1	    0	    11	    0

	Nuclear Rep. energy (chkpt) =      9.19693438044484
	SCF energy          (chkpt) =    -76.05293964964844

	Size of irrep 0 of <ab|cd> integrals:      0.184 (MW) /      1.472 (MB)
	Size of irrep 1 of <ab|cd> integrals:      0.068 (MW) /      0.541 (MB)
	Size of irrep 2 of <ab|cd> integrals:      0.078 (MW) /      0.627 (MB)
	Size of irrep 3 of <ab|cd> integrals:      0.160 (MW) /      1.280 (MB)
	Total:                                     0.490 (MW) /      3.920 (MB)

	Size of irrep 0 of <ia|bc> integrals:      0.028 (MW) /      0.223 (MB)
	Size of irrep 1 of <ia|bc> integrals:      0.008 (MW) /      0.060 (MB)
	Size of irrep 2 of <ia|bc> integrals:      0.011 (MW) /      0.085 (MB)
	Size of irrep 3 of <ia|bc> integrals:      0.021 (MW) /      0.170 (MB)
	Total:                                     0.067 (MW) /      0.538 (MB)

	Size of irrep 0 of tijab amplitudes:       0.005 (MW) /      0.038 (MB)
	Size of irrep 1 of tijab amplitudes:       0.001 (MW) /      0.004 (MB)
	Size of irrep 2 of tijab amplitudes:       0.002 (MW) /      0.013 (MB)
	Size of irrep 3 of tijab amplitudes:       0.002 (MW) /      0.019 (MB)
	Total:                                     0.009 (MW) /      0.075 (MB)


	Sorting File: A <ij|kl> 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
	One-electron energy          =   -123.02591772307993
	Two-electron (AA) energy     =     14.41765701563985
	Two-electron (BB) energy     =     14.41765701563985
	Two-electron (AB) energy     =     23.35838667734681
	Two-electron energy          =     37.77604369298666
	Frozen-core energy (transqt) =      0.00000000000000
	Reference energy             =    -76.05293964964844
******************************************************************************
tstop called on augustus.chemistry.gatech.edu
Wed Mar 12 18:37:04 2008

user time   =       0.05 seconds =       0.00 minutes
system time =       0.05 seconds =       0.00 minutes
total time  =          0 seconds =       0.00 minutes
******************************************************************************
tstart called on augustus.chemistry.gatech.edu
Wed Mar 12 18:37:04 2008

			**************************
			*                        *
			*        CCENERGY        *
			*                        *
			**************************

	Nuclear Rep. energy (chkpt)   =    9.196934380444837
	SCF energy          (chkpt)   =  -76.052939649648437
	Reference energy    (file100) =  -76.052939649648437

	Input parameters:
	-----------------
	Wave function   =    EOM_CCSD
	Reference wfn   =      RHF
	Memory (Mbytes) =   60.0
	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        -0.227976073603458    0.000e+00    0.000000    0.000000    0.000000
     1        -0.231079226606663    3.923e-02    0.009370    0.021950    0.021950
     2        -0.235410765265942    1.310e-02    0.009413    0.022341    0.022341
     3        -0.236778883497366    5.715e-03    0.011037    0.026712    0.026712
     4        -0.236716347320451    1.115e-03    0.011271    0.027482    0.027482
     5        -0.236718499613156    3.824e-04    0.011345    0.027767    0.027767
     6        -0.236723908412072    1.099e-04    0.011372    0.027876    0.027876
     7        -0.236721830687748    3.220e-05    0.011376    0.027896    0.027896
     8        -0.236721281762781    9.432e-06    0.011377    0.027902    0.027902
     9        -0.236721375242647    2.969e-06    0.011378    0.027903    0.027903
    10        -0.236721263650820    1.020e-06    0.011378    0.027903    0.027903
    11        -0.236721268066300    3.640e-07    0.011378    0.027903    0.027903
    12        -0.236721261749252    1.438e-07    0.011378    0.027903    0.027903
    13        -0.236721263832381    4.162e-08    0.011378    0.027903    0.027903

	Iterations converged.


	Largest TIA Amplitudes:
	          3  20        -0.0227406397
	          3  21        -0.0144371303
	          2   1        -0.0119665509
	          2   4         0.0074752569
	          2   5        -0.0067257986
	          4  34         0.0064609898
	          4  35        -0.0053787047
	          3  23         0.0051580161
	          2   0         0.0048725440
	          2   3         0.0046370474

	Largest TIjAb Amplitudes:
	  3   3  23  23        -0.0372944536
	  4   4  30  30        -0.0211895859
	  3   3  20  23         0.0188795075
	  3   3  23  20         0.0188795075
	  2   2  10  10        -0.0176234502
	  3   4  23  30         0.0172093639
	  4   3  30  23         0.0172093639
	  4   4  31  31        -0.0169287822
	  2   3  10  23        -0.0165109394
	  3   2  23  10        -0.0165109394

	SCF energy       (chkpt)   =  -76.052939649648437
	Reference energy (file100) =  -76.052939649648437
	MP2 correlation energy     =   -0.227976073603458
      * MP2 total energy           =  -76.280915723251894
	CCSD correlation energy    =   -0.236721263832381
      * CCSD total energy          =  -76.289660913480816

******************************************************************************
tstop called on augustus.chemistry.gatech.edu
Wed Mar 12 18:37:05 2008

user time   =       0.52 seconds =       0.01 minutes
system time =       0.22 seconds =       0.00 minutes
total time  =          1 seconds =       0.02 minutes
******************************************************************************
tstart called on augustus.chemistry.gatech.edu
Wed Mar 12 18:37:05 2008


			**************************
			*                        *
			*         CCHBAR         *
			*                        *
			**************************

******************************************************************************
tstop called on augustus.chemistry.gatech.edu
Wed Mar 12 18:37:05 2008

user time   =       0.09 seconds =       0.00 minutes
system time =       0.05 seconds =       0.00 minutes
total time  =          0 seconds =       0.00 minutes
******************************************************************************
tstart called on augustus.chemistry.gatech.edu
Wed Mar 12 18:37:05 2008


	**********************************************************
	*  CCEOM: An Equation of Motion Coupled Cluster Program  *
	**********************************************************

	Nuclear Rep. energy (chkpt)   =    9.196934380444837
	SCF energy          (chkpt)   =  -76.052939649648437
	Reference energy    (file100) =  -76.052939649648437
	CCSD energy         (file100) =   -0.236721263832381

	Input parameters:
	-----------------
	Reference wfn   =     RHF
	Reference EOM wfn=     RHF
	Memory (Mbytes) =   60.0
	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 1996.7417887993
Fmi   dot Fmi   total  427.7360718601
Fme   dot Fme   total    0.0001600413
WMBIJ dot WMBIJ total    0.0000000000
Wmbij dot Wmbij total    0.0000000000
WMbIj dot WMbIj total    3.5022971105
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...SigmaSS, D(norm sigma)=   1.2573520462
SigmaSS, D(norm sigma)=   0.0901893346
SigmaSS, D(norm sigma)=  -0.8287324000
SigmaSS, D(norm sigma)=   0.0977106504
SigmaSS, D(norm sigma)=  -0.0570135372
SigmaSS, D(norm sigma)=   0.1098002875
SigmaSS, D(norm sigma)=   0.0382465352
SigmaSS, D(norm sigma)=   0.1171208295
SigmaSS, D(norm sigma)=   0.4326783000
SigmaSS, D(norm sigma)=   0.0901893346
SigmaSS, D(norm sigma)=  -0.8287324000
SigmaSS, D(norm sigma)=   0.0977106504
SigmaSS, D(norm sigma)=  -0.0570135372
SigmaSS, D(norm sigma)=   0.1098002875
SigmaSS, D(norm sigma)=   0.0382465352
SigmaSS, D(norm sigma)=   0.1171208295
SigmaSS, D(norm sigma)=  -0.1731176704
SigmaSS, D(norm sigma)=   0.6274720816
SigmaSS, D(norm sigma)=  -0.0931350380
SigmaSS, D(norm sigma)=  -0.1043263957
SigmaSS, D(norm sigma)=   0.4367416035
SigmaSS, D(norm sigma)=  -0.4743434381
SigmaSS, D(norm sigma)=   0.2542709459
SigmaSS, D(norm sigma)=   0.1481528610
SigmaSS, D(norm sigma)=  -0.9634460645
SigmaSS, D(norm sigma)=   0.0517039195
SigmaSS, D(norm sigma)=  -0.0517039195
SigmaSS, D(norm sigma)=   0.0517039195
SigmaSS, D(norm sigma)=  -0.0517039195
SigmaSS, D(norm sigma)=   0.0517039195
SigmaSS, D(norm sigma)=   0.5660898851
SigmaSS, D(norm sigma)=   0.5114458711
SigmaSS, D(norm sigma)=  -1.1292396757
SigmaSS, D(norm sigma)=   0.0517039195
SigmaSS, D(norm sigma)=   0.5660898851
SigmaSS, D(norm sigma)=   0.5114458711
SigmaSS, D(norm sigma)=  -0.4847440600
SigmaSS, D(norm sigma)=   0.8513253037
SigmaSS, D(norm sigma)=  -1.4958209194
SigmaSS, D(norm sigma)=   0.0517039195
SigmaSS, D(norm sigma)=   0.5660898851
SigmaSS, D(norm sigma)=   0.5114458711
SigmaSS, D(norm sigma)=  -0.4847440600
SigmaSS, D(norm sigma)=   0.8513253037
SigmaSS, D(norm sigma)=   0.8154914946
SigmaSS, D(norm sigma)=  -0.9803557709
SigmaSS, D(norm sigma)=  -1.3309566431
SigmaSS, D(norm sigma)=   0.0517039195
SigmaSS, D(norm sigma)=   0.5660898851
SigmaSS, D(norm sigma)=   0.5114458711
SigmaSS, D(norm sigma)=  -0.4847440600
SigmaSS, D(norm sigma)=   0.8513253037
SigmaSS, D(norm sigma)=   0.8154914946
SigmaSS, D(norm sigma)=  -0.9803557709
SigmaSS, D(norm sigma)=   2.9977128475
SigmaSS, D(norm sigma)=  -3.3632741832
SigmaSS, D(norm sigma)=  -0.9653953074
SigmaSS, D(norm sigma)=   0.0517039195
SigmaSS, D(norm sigma)=   0.5660898851
SigmaSS, D(norm sigma)=   0.5114458711
SigmaSS, D(norm sigma)=  -0.4847440600
SigmaSS, D(norm sigma)=   0.8513253037
SigmaSS, D(norm sigma)=   0.8154914946
SigmaSS, D(norm sigma)=  -0.9803557709
SigmaSS, D(norm sigma)=   2.9977128475
SigmaSS, D(norm sigma)=  -3.3632741832
SigmaSS, D(norm sigma)=   7.4087251648
SigmaSS, D(norm sigma)=  -7.1348169055
SigmaSS, D(norm sigma)=  -1.2408630782
SigmaSS, D(norm sigma)=   0.0528769643
SigmaSS, D(norm sigma)=  -0.0528769643
SigmaSS, D(norm sigma)=   0.0528769643
SigmaSS, D(norm sigma)=   2.2803794431
SigmaSS, D(norm sigma)=  -0.9115380959
SigmaSS, D(norm sigma)=  -1.4217183115
SigmaSS, D(norm sigma)=   0.0528769643
SigmaSS, D(norm sigma)=   2.2803794431
SigmaSS, D(norm sigma)=  -0.9115380959
SigmaSS, D(norm sigma)=   5.9380139815
SigmaSS, D(norm sigma)=  -3.4121509654
SigmaSS, D(norm sigma)=  -3.9475813276
SigmaSS, D(norm sigma)=   0.0528769643
SigmaSS, D(norm sigma)=   2.2803794431
SigmaSS, D(norm sigma)=  -0.9115380959
SigmaSS, D(norm sigma)=   5.9380139815
SigmaSS, D(norm sigma)=  -3.4121509654
SigmaSS, D(norm sigma)=  10.6487074172
SigmaSS, D(norm sigma)=  -8.4181722081
SigmaSS, D(norm sigma)=  -6.1781165367
SigmaSS, D(norm sigma)=   0.0528769643
SigmaSS, D(norm sigma)=   2.2803794431
SigmaSS, D(norm sigma)=  -0.9115380959
SigmaSS, D(norm sigma)=   5.9380139815
SigmaSS, D(norm sigma)=  -3.4121509654
SigmaSS, D(norm sigma)=  10.6487074172
SigmaSS, D(norm sigma)=  -8.4181722081
SigmaSS, D(norm sigma)=  -1.9110182627
SigmaSS, D(norm sigma)=  -4.2670982740
SigmaSS, D(norm sigma)=   0.0528769643
SigmaSS, D(norm sigma)=   2.2803794431
SigmaSS, D(norm sigma)=  -0.9115380959
SigmaSS, D(norm sigma)=   5.9380139815
SigmaSS, D(norm sigma)=  -3.4121509654
SigmaSS, D(norm sigma)=  10.6487074172
SigmaSS, D(norm sigma)=  -8.4181722081
SigmaSS, D(norm sigma)=  -1.9110182627
SigmaSS, D(norm sigma)=  -0.3899795059
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 =    16
	   Irrep: 1 row =     0	col =     4
	   Irrep: 2 row =     1	col =     6
	   Irrep: 3 row =     1	col =    11

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

                         0                  1                  2                  3                  4                  5                  6                  7                  8     
                      (  0)              (  1)              (  2)              (  3)              (  4)              (  5)              (  6)              (  7)              (  8)    

    0  (  0) -0.000008769471271  0.000029151037025  0.000025689694801 -0.000007870439456 -0.000011868165732  0.000037060804778 -0.000009956808543  0.000027842207260  0.000007071989739
    1  (  1)  0.001924962730143  0.009637676782617 -0.002229894027766 -0.002355108971085 -0.009273079888210  0.001611072160135  0.003809393424415 -0.001318331578782  0.000977613189481
    2  (  2)  0.620757272161671 -0.064849808824051 -0.260276114402425  0.026680935925911 -0.066677121300414 -0.076244011381953  0.040168800450886 -0.019750922644572  0.007615236743890

                         9                 10                 11                 12                 13                 14                 15     
                      (  9)              ( 10)              ( 11)              ( 12)              ( 13)              ( 14)              ( 15)    

    0  (  0)  0.000024871642801  0.000058582061843  0.000007426288827 -0.000089205021560 -0.000079078075548 -0.000012463842311  0.000005128801255
    1  (  1)  0.000369504798432  0.000226044413498 -0.003910855348073 -0.000218089600152 -0.001116904541918 -0.000026296263028 -0.000015840297973
    2  (  2)  0.006052048978297  0.003909809682616 -0.015753700046450  0.003743119651332 -0.002623787745545  0.000589779845076 -0.000084938833038

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

                         0                  1                  2                  3     
                      ( 16)              ( 17)              ( 18)              ( 19)    


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

                         0                  1                  2                  3                  4                  5     
                      ( 20)              ( 21)              ( 22)              ( 23)              ( 24)              ( 25)    

    0  (  3)  0.159872179532338  0.052337198138274  0.013658494124524 -0.021523184931251 -0.000630572205694 -0.002418855224816

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

                         0                  1                  2                  3                  4                  5                  6                  7                  8     
                      ( 26)              ( 27)              ( 28)              ( 29)              ( 30)              ( 31)              ( 32)              ( 33)              ( 34)    

    0  (  4) -0.002883086173015 -0.001277249772531  0.003982929088074  0.001009079134732  0.008090215230504  0.007698840379089 -0.003561698336682 -0.001433562080146  0.001746059415485

                         9                 10     
                      ( 35)              ( 36)    

    0  (  4) -0.001125974023195 -0.001665785288748

	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 =    16
	   Irrep: 1 row =     0	col =     4
	   Irrep: 2 row =     1	col =     6
	   Irrep: 3 row =     1	col =    11

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

                         0                  1                  2                  3                  4                  5                  6                  7                  8     
                      (  0)              (  1)              (  2)              (  3)              (  4)              (  5)              (  6)              (  7)              (  8)    

    0  (  0)  0.000049432133119  0.000012093334377 -0.000033978402660  0.000006125118778 -0.000106597776357 -0.000018658592884  0.000033372068527 -0.000022294517936  0.000002825987681
    1  (  1) -0.000175963145101 -0.001977239993022  0.015119038686530 -0.000714919467523 -0.006362117257865  0.003818621534817 -0.011549137886467  0.003391487056306 -0.003319568183136
    2  (  2) -0.170929932667395 -0.144796187908097  0.046381845308234  0.002475189585139  0.051504567103489 -0.043316180003439 -0.025521937509808 -0.012321555116610  0.005619499032950

                         9                 10                 11                 12                 13                 14                 15     
                      (  9)              ( 10)              ( 11)              ( 12)              ( 13)              ( 14)              ( 15)    

    0  (  0) -0.000034588526150 -0.000106840530548 -0.000112713102523 -0.000000096551797 -0.000063264708257  0.000153051207250 -0.000035666949515
    1  (  1) -0.000733738730497  0.002229423474362  0.005261581902762 -0.006094409922939 -0.000304664511669  0.001157022635692  0.000079625897921
    2  (  2)  0.014746540512822  0.016989014986015  0.001415779772405 -0.004344553909242  0.001668980862016 -0.002158786660314  0.000053873310116

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

                         0                  1                  2                  3     
                      ( 16)              ( 17)              ( 18)              ( 19)    


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

                         0                  1                  2                  3                  4                  5     
                      ( 20)              ( 21)              ( 22)              ( 23)              ( 24)              ( 25)    

    0  (  3)  0.649264696251278  0.101602445844182  0.030996296421759 -0.027889856525766  0.004842548713329  0.002750277302111

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

                         0                  1                  2                  3                  4                  5                  6                  7                  8     
                      ( 26)              ( 27)              ( 28)              ( 29)              ( 30)              ( 31)              ( 32)              ( 33)              ( 34)    

    0  (  4) -0.039528006670903  0.045518504656264 -0.042912055587659  0.002111153624058 -0.039528861790641 -0.007751218466091  0.018331042979386  0.008525879995244 -0.009179547045491

                         9                 10     
                      ( 35)              ( 36)    

    0  (  4)  0.002319430660233  0.002641198694948
resetting norm
Iter=1    L=2   resetting norm
SigmaSS, D(norm sigma)=   0.4813831309
FSD    , D(norm sigma)=   0.0000000000
WamefSD, D(norm sigma)=   0.0000000000
WmnieSD, D(norm sigma)=   0.0000000000
WmaijDS, D(norm sigma)=   0.1764351559
WabejDS, D(norm sigma)=   0.0235158404
WnmjeDS, D(norm sigma)=   0.0004990141
WbmfeDS, D(norm sigma)=  -0.0008462041
FDD_Fbe, D(norm sigma)=   0.0000000000
FDD_Fmj, D(norm sigma)=   0.0000000000
WmnijDD, D(norm sigma)=   0.0000000000
WabefDD, D(norm sigma)=   0.0000000000
WmbejDD, D(norm sigma)=   0.0000000000
WmnefDD XAF, D(norm sigma)=   0.0000000000
WmnefDD XLI, D(norm sigma)=   0.0000000000
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.5342601303
FSD    , D(norm sigma)=   0.0000000000
WamefSD, D(norm sigma)=   0.0000000000
WmnieSD, D(norm sigma)=   0.0000000000
WmaijDS, D(norm sigma)=   0.1710784702
WabejDS, D(norm sigma)=   0.0020127414
WnmjeDS, D(norm sigma)=  -0.0006749894
WbmfeDS, D(norm sigma)=   0.0000272410
FDD_Fbe, D(norm sigma)=   0.0000000000
FDD_Fmj, D(norm sigma)=   0.0000000000
WmnijDD, D(norm sigma)=   0.0000000000
WabefDD, D(norm sigma)=   0.0000000000
WmbejDD, D(norm sigma)=   0.0000000000
WmnefDD XAF, D(norm sigma)=   0.0000000000
WmnefDD XLI, D(norm sigma)=   0.0000000000
resetting norm
The G Matrix

                0                  1        

    0   0.481383130911840  0.000449017051314
    1  -0.000000000000000  0.534259941567789
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.4816777864536
Norm of residual vector 0  after precondition    0.4816777864536
                     1   0.4813831309   4.81e-01    4.82e-01      N
Norm of residual vector af preconditioning    0.2354012439981
Norm of final new C in schmidt_add():    1.000000000000000
Norm of residual vector 1  before precondition    0.4625025973699
Norm of residual vector 1  after precondition    0.4625025973699
                     2   0.5342599416   5.34e-01    4.63e-01      N
Norm of residual vector af preconditioning    0.2457671070749
Norm of final new C in schmidt_add():    0.999999999999997
Iter=2    L=4   resetting norm
SigmaSS, D(norm sigma)=   0.0000017132
FSD    , D(norm sigma)=   0.0093370255
WamefSD, D(norm sigma)=   0.0632807863
WmnieSD, D(norm sigma)=   0.4195490777
WmaijDS, D(norm sigma)=   0.0000000000
WabejDS, D(norm sigma)=   0.0000000000
WnmjeDS, D(norm sigma)=   0.0000000000
WbmfeDS, D(norm sigma)=  -0.0000000000
FDD_Fbe, D(norm sigma)=   0.7630644554
FDD_Fmj, D(norm sigma)=   1.2795467224
WmnijDD, D(norm sigma)=   0.6210179244
WabefDD, D(norm sigma)=   0.2931711858
WmbejDD, D(norm sigma)=  -1.1561350681
WmnefDD XAF, D(norm sigma)=   0.0202020398
WmnefDD XLI, D(norm sigma)=   0.0005034925
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.0000029265
FSD    , D(norm sigma)=   0.0094184455
WamefSD, D(norm sigma)=   0.0501013687
WmnieSD, D(norm sigma)=   0.4128616820
WmaijDS, D(norm sigma)=   0.0000000000
WabejDS, D(norm sigma)=  -0.0000000000
WnmjeDS, D(norm sigma)=   0.0000000000
WbmfeDS, D(norm sigma)=  -0.0000000000
FDD_Fbe, D(norm sigma)=   0.7224654521
FDD_Fmj, D(norm sigma)=   1.2268535659
WmnijDD, D(norm sigma)=   0.6418012254
WabefDD, D(norm sigma)=   0.2447915303
WmbejDD, D(norm sigma)=  -1.0923156493
WmnefDD XAF, D(norm sigma)=   0.0230654544
WmnefDD XLI, D(norm sigma)=   0.0018860031
resetting norm
The G Matrix

                0                  1                  2                  3        

    0   0.481383130911840  0.000449017051314  0.474084547658159  0.002375570142335
    1  -0.000000000000000  0.534259941567789 -0.012333088274522  0.463025841860044
    2   0.413165252109944 -0.008035674460305  2.050079277973093  0.010025569414640
    3   0.003889722030938  0.402307243060568  0.009810137541926  2.026839898292099
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0857070069059
Norm of residual vector 0  after precondition    0.0857070069059
                     1   0.3650127768  -1.16e-01    8.57e-02      N
Norm of residual vector af preconditioning    0.0448074362844
Norm of final new C in schmidt_add():    1.000000000000000
Norm of residual vector 1  before precondition    0.0776358403906
Norm of residual vector 1  after precondition    0.0776358403906
                     2   0.4184816762  -1.16e-01    7.76e-02      N
Norm of residual vector af preconditioning    0.0419216907178
Norm of final new C in schmidt_add():    0.999999999999997
Iter=3    L=6   resetting norm
SigmaSS, D(norm sigma)=   0.7628823995
FSD    , D(norm sigma)=   0.0008460519
WamefSD, D(norm sigma)=   0.0022278748
WmnieSD, D(norm sigma)=   0.0258625147
WmaijDS, D(norm sigma)=   0.0777588795
WabejDS, D(norm sigma)=   0.0070107765
WnmjeDS, D(norm sigma)=   0.0000665621
WbmfeDS, D(norm sigma)=  -0.0001048606
FDD_Fbe, D(norm sigma)=   0.5626080493
FDD_Fmj, D(norm sigma)=   0.9070190876
WmnijDD, D(norm sigma)=   0.4625627747
WabefDD, D(norm sigma)=   0.2366946296
WmbejDD, D(norm sigma)=  -0.9526313092
WmnefDD XAF, D(norm sigma)=   0.0022061619
WmnefDD XLI, D(norm sigma)=   0.0002249303
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.6025858057
FSD    , D(norm sigma)=   0.0014784718
WamefSD, D(norm sigma)=  -0.0222906497
WmnieSD, D(norm sigma)=   0.0697654273
WmaijDS, D(norm sigma)=   0.0605990783
WabejDS, D(norm sigma)=  -0.0025196949
WnmjeDS, D(norm sigma)=  -0.0002812135
WbmfeDS, D(norm sigma)=  -0.0013818215
FDD_Fbe, D(norm sigma)=   0.6879805751
FDD_Fmj, D(norm sigma)=   0.9714265867
WmnijDD, D(norm sigma)=   0.5132235987
WabefDD, D(norm sigma)=   0.2137261389
WmbejDD, D(norm sigma)=  -0.9614296810
WmnefDD XAF, D(norm sigma)=   0.0030748936
WmnefDD XLI, D(norm sigma)=   0.0012815966
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.481383130911840  0.000449017051314  0.474084547658159  0.002375570142335  0.078486367870287
    1  -0.000000000000000  0.534259941567789 -0.012333088274522  0.463025841860044 -0.013189410150887
    2   0.413165252109944 -0.008035674460305  2.050079277973093  0.010025569414640  0.014787816587650
    3   0.003889722030938  0.402307243060568  0.009810137541926  2.026839898292099 -0.013608259433488
    4   0.071568380659303 -0.011652007311446 -0.004124787338219 -0.012260903003002  1.777965777834565
    5   0.005085980564711  0.079027867049393 -0.008777864487335  0.063125866236600  0.058807487944384

                5        

    0   0.005714408783898
    1   0.090998800355477
    2  -0.006252986090320
    3   0.073082218164198
    4   0.057197099050467
    5   1.788879541544533
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0293307262795
Norm of residual vector 0  after precondition    0.0293307262795
                     1   0.3614144289  -3.60e-03    2.93e-02      N
Norm of residual vector af preconditioning    0.0144870952976
Norm of final new C in schmidt_add():    1.000000000000003
Norm of residual vector 1  before precondition    0.0228181363957
Norm of residual vector 1  after precondition    0.0228181363957
                     2   0.4154023309  -3.08e-03    2.28e-02      N
Norm of residual vector af preconditioning    0.0122170006848
Norm of final new C in schmidt_add():    1.000000000000007
Iter=4    L=8   resetting norm
SigmaSS, D(norm sigma)=   0.5838056318
FSD    , D(norm sigma)=  -0.0004717943
WamefSD, D(norm sigma)=  -0.0215822363
WmnieSD, D(norm sigma)=  -0.0344729772
WmaijDS, D(norm sigma)=   0.0712002963
WabejDS, D(norm sigma)=   0.0111105573
WnmjeDS, D(norm sigma)=   0.0003278553
WbmfeDS, D(norm sigma)=  -0.0002426540
FDD_Fbe, D(norm sigma)=   0.6019823054
FDD_Fmj, D(norm sigma)=   1.0971743150
WmnijDD, D(norm sigma)=   0.5299438627
WabefDD, D(norm sigma)=   0.2592023850
WmbejDD, D(norm sigma)=  -0.9830824051
WmnefDD XAF, D(norm sigma)=   0.0048585832
WmnefDD XLI, D(norm sigma)=   0.0005123138
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.4875825739
FSD    , D(norm sigma)=   0.0001512693
WamefSD, D(norm sigma)=  -0.0416767016
WmnieSD, D(norm sigma)=   0.0301216333
WmaijDS, D(norm sigma)=   0.0387144668
WabejDS, D(norm sigma)=  -0.0053485330
WnmjeDS, D(norm sigma)=   0.0000874630
WbmfeDS, D(norm sigma)=  -0.0000863416
FDD_Fbe, D(norm sigma)=   0.6086489226
FDD_Fmj, D(norm sigma)=   1.1947680370
WmnijDD, D(norm sigma)=   0.5992164425
WabefDD, D(norm sigma)=   0.2551279330
WmbejDD, D(norm sigma)=  -1.0357197594
WmnefDD XAF, D(norm sigma)=   0.0049172420
WmnefDD XLI, D(norm sigma)=   0.0005100696
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.481383130911840  0.000449017051314  0.474084547658159  0.002375570142335  0.078486367870287
    1  -0.000000000000000  0.534259941567789 -0.012333088274522  0.463025841860044 -0.013189410150887
    2   0.413165252109944 -0.008035674460305  2.050079277973093  0.010025569414640  0.014787816587650
    3   0.003889722030938  0.402307243060568  0.009810137541926  2.026839898292099 -0.013608259433488
    4   0.071568380659303 -0.011652007311446 -0.004124787338219 -0.012260903003002  1.777965777834565
    5   0.005085980564711  0.079027867049393 -0.008777864487335  0.063125866236600  0.058807487944384
    6   0.048512362096557  0.001971108115733  0.218052146108275  0.015402487050481  0.389927266384915
    7   0.022239590030386  0.068592534937623  0.089014875294951  0.262393182683409  0.023170980925525

                5                  6                  7        

    0   0.005714408783898  0.066251159707015  0.027231144395477
    1   0.090998800355477  0.001763734468678  0.093914402971271
    2  -0.006252986090320  0.215910615159878  0.084932123523885
    3   0.073082218164198  0.013844554812817  0.257821620548946
    4   0.057197099050467  0.398213237567076  0.018348730976654
    5   1.788879541544533 -0.060095039294574  0.520755724533834
    6  -0.055893213457396  1.727770254451990  0.111805025453440
    7   0.514969371659259  0.110102153894487  1.834430516140926
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0110547173428
Norm of residual vector 0  after precondition    0.0110547173428
                     1   0.3611237432  -2.91e-04    1.11e-02      N
Norm of residual vector af preconditioning    0.0059554926462
Norm of final new C in schmidt_add():    1.000000000000000
Norm of residual vector 1  before precondition    0.0097212678173
Norm of residual vector 1  after precondition    0.0097212678173
                     2   0.4152893775  -1.13e-04    9.72e-03      N
Norm of residual vector af preconditioning    0.0084134100384
Norm of final new C in schmidt_add():    0.999999999999999
Iter=5    L=10  resetting norm
SigmaSS, D(norm sigma)=   0.6291460123
FSD    , D(norm sigma)=   0.0009605458
WamefSD, D(norm sigma)=   0.0048864169
WmnieSD, D(norm sigma)=   0.0504708185
WmaijDS, D(norm sigma)=   0.0703919479
WabejDS, D(norm sigma)=   0.0067351951
WnmjeDS, D(norm sigma)=  -0.0007990335
WbmfeDS, D(norm sigma)=  -0.0002493041
FDD_Fbe, D(norm sigma)=   0.7347459881
FDD_Fmj, D(norm sigma)=   1.0505127661
WmnijDD, D(norm sigma)=   0.4913323509
WabefDD, D(norm sigma)=   0.2248009027
WmbejDD, D(norm sigma)=  -0.8841793384
WmnefDD XAF, D(norm sigma)=   0.0017417010
WmnefDD XLI, D(norm sigma)=   0.0001651548
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.6696072580
FSD    , D(norm sigma)=  -0.0001130517
WamefSD, D(norm sigma)=   0.0107802433
WmnieSD, D(norm sigma)=   0.0006688423
WmaijDS, D(norm sigma)=   0.0740193649
WabejDS, D(norm sigma)=  -0.0103456811
WnmjeDS, D(norm sigma)=  -0.0008585389
WbmfeDS, D(norm sigma)=  -0.0017961491
FDD_Fbe, D(norm sigma)=   0.7753813441
FDD_Fmj, D(norm sigma)=   0.9897549455
WmnijDD, D(norm sigma)=   0.4722692773
WabefDD, D(norm sigma)=   0.2205458907
WmbejDD, D(norm sigma)=  -0.9249306753
WmnefDD XAF, D(norm sigma)=   0.0018834870
WmnefDD XLI, D(norm sigma)=   0.0004853249
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.481383130911840  0.000449017051314  0.474084547658159  0.002375570142335  0.078486367870287
    1  -0.000000000000000  0.534259941567789 -0.012333088274522  0.463025841860044 -0.013189410150887
    2   0.413165252109944 -0.008035674460305  2.050079277973093  0.010025569414640  0.014787816587650
    3   0.003889722030938  0.402307243060568  0.009810137541926  2.026839898292099 -0.013608259433488
    4   0.071568380659303 -0.011652007311446 -0.004124787338219 -0.012260903003002  1.777965777834565
    5   0.005085980564711  0.079027867049393 -0.008777864487335  0.063125866236600  0.058807487944384
    6   0.048512362096557  0.001971108115733  0.218052146108275  0.015402487050481  0.389927266384915
    7   0.022239590030386  0.068592534937623  0.089014875294951  0.262393182683409  0.023170980925525
    8   0.040912875352538 -0.020389868092224  0.095536508656245 -0.022849286622354  0.311886314291486
    9   0.023450366720466  0.050915147128312  0.067705806005459  0.113576532825825  0.138672824971796

                5                  6                  7                  8                  9        

    0   0.005714408783898  0.066251159707015  0.027231144395477  0.041775185611215  0.025084962443604
    1   0.090998800355477  0.001763734468678  0.093914402971271 -0.021939383324792  0.053776078310363
    2  -0.006252986090320  0.215910615159878  0.084932123523885  0.098601862580000  0.068164828649620
    3   0.073082218164198  0.013844554812817  0.257821620548946 -0.022491449102523  0.110681116286645
    4   0.057197099050467  0.398213237567076  0.018348730976654  0.309909193292402  0.142852745198875
    5   1.788879541544533 -0.060095039294574  0.520755724533834 -0.192492410211737  0.489603211090939
    6  -0.055893213457396  1.727770254451990  0.111805025453440 -0.417171205972483 -0.036451234287028
    7   0.514969371659259  0.110102153894487  1.834430516140926  0.141857918989886 -0.244398364982838
    8  -0.192899712453146 -0.423709909529251  0.151635426167439  1.863759261234402  0.351617808212884
    9   0.482718926313966 -0.031620331885175 -0.261125443568774  0.352022533880241  1.768718844631805
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0042251539946
Norm of residual vector 0  after precondition    0.0042251539946
                     1   0.3610628558  -6.09e-05    4.23e-03      N
Norm of residual vector af preconditioning    0.0023738597840
Norm of final new C in schmidt_add():    1.000000000000002
Norm of residual vector 1  before precondition    0.0060706968797
Norm of residual vector 1  after precondition    0.0060706968797
                     2   0.4152471127  -4.23e-05    6.07e-03      N
Norm of residual vector af preconditioning    0.0038426507557
Norm of final new C in schmidt_add():    1.000000000000002
Iter=6    L=12  resetting norm
SigmaSS, D(norm sigma)=   0.5834470312
FSD    , D(norm sigma)=  -0.0008646241
WamefSD, D(norm sigma)=  -0.0098638033
WmnieSD, D(norm sigma)=  -0.0335558533
WmaijDS, D(norm sigma)=   0.0677105425
WabejDS, D(norm sigma)=   0.0061111275
WnmjeDS, D(norm sigma)=   0.0005375015
WbmfeDS, D(norm sigma)=  -0.0005042373
FDD_Fbe, D(norm sigma)=   0.6710913466
FDD_Fmj, D(norm sigma)=   1.0358720262
WmnijDD, D(norm sigma)=   0.5117961612
WabefDD, D(norm sigma)=   0.2356728509
WmbejDD, D(norm sigma)=  -0.8823500418
WmnefDD XAF, D(norm sigma)=   0.0040251427
WmnefDD XLI, D(norm sigma)=   0.0001015193
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.5937120951
FSD    , D(norm sigma)=  -0.0006949562
WamefSD, D(norm sigma)=  -0.0269150130
WmnieSD, D(norm sigma)=  -0.0256279413
WmaijDS, D(norm sigma)=   0.0569942044
WabejDS, D(norm sigma)=   0.0031247292
WnmjeDS, D(norm sigma)=   0.0002020045
WbmfeDS, D(norm sigma)=  -0.0005628783
FDD_Fbe, D(norm sigma)=   0.5720878297
FDD_Fmj, D(norm sigma)=   1.0410694051
WmnijDD, D(norm sigma)=   0.5474734967
WabefDD, D(norm sigma)=   0.2097832041
WmbejDD, D(norm sigma)=  -0.8490727407
WmnefDD XAF, D(norm sigma)=   0.0023474336
WmnefDD XLI, D(norm sigma)=   0.0001284545
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.481383130911840  0.000449017051314  0.474084547658159  0.002375570142335  0.078486367870287
    1  -0.000000000000000  0.534259941567789 -0.012333088274522  0.463025841860044 -0.013189410150887
    2   0.413165252109944 -0.008035674460305  2.050079277973093  0.010025569414640  0.014787816587650
    3   0.003889722030938  0.402307243060568  0.009810137541926  2.026839898292099 -0.013608259433488
    4   0.071568380659303 -0.011652007311446 -0.004124787338219 -0.012260903003002  1.777965777834565
    5   0.005085980564711  0.079027867049393 -0.008777864487335  0.063125866236600  0.058807487944384
    6   0.048512362096557  0.001971108115733  0.218052146108275  0.015402487050481  0.389927266384915
    7   0.022239590030386  0.068592534937623  0.089014875294951  0.262393182683409  0.023170980925525
    8   0.040912875352538 -0.020389868092224  0.095536508656245 -0.022849286622354  0.311886314291486
    9   0.023450366720466  0.050915147128312  0.067705806005459  0.113576532825825  0.138672824971796
   10  -0.044230391863659  0.028817919274774 -0.175225070924479  0.106385548203841 -0.140286592651092
   11  -0.025424616429889 -0.039270669001816 -0.099417441383117 -0.174978688003251 -0.083492062638535

                5                  6                  7                  8                  9        

    0   0.005714408783898  0.066251159707015  0.027231144395477  0.041775185611215  0.025084962443604
    1   0.090998800355477  0.001763734468678  0.093914402971271 -0.021939383324792  0.053776078310363
    2  -0.006252986090320  0.215910615159878  0.084932123523885  0.098601862580000  0.068164828649620
    3   0.073082218164198  0.013844554812817  0.257821620548946 -0.022491449102523  0.110681116286645
    4   0.057197099050467  0.398213237567076  0.018348730976654  0.309909193292402  0.142852745198875
    5   1.788879541544533 -0.060095039294574  0.520755724533834 -0.192492410211737  0.489603211090939
    6  -0.055893213457396  1.727770254451990  0.111805025453440 -0.417171205972483 -0.036451234287028
    7   0.514969371659259  0.110102153894487  1.834430516140926  0.141857918989886 -0.244398364982838
    8  -0.192899712453146 -0.423709909529251  0.151635426167439  1.863759261234402  0.351617808212884
    9   0.482718926313966 -0.031620331885175 -0.261125443568774  0.352022533880241  1.768718844631805
   10   0.067205795256730 -0.268038285761186  0.046774793118478 -0.539743560449234  0.022331684358762
   11   0.004994702962010 -0.209738364312968 -0.138402439364658 -0.013605201829245 -0.530157432965400

               10                 11        

    0  -0.055083854507514 -0.033800536831877
    1   0.038369014638956 -0.052830566210390
    2  -0.171552459671888 -0.098373860662514
    3   0.103796067525032 -0.173602427653387
    4  -0.145399655937678 -0.088508534351664
    5   0.064041147070331  0.014170410628289
    6  -0.271471273228084 -0.208215840190458
    7   0.050620945942244 -0.136561997604501
    8  -0.544276210871179 -0.004217064789840
    9   0.033003917259395 -0.536227548070122
   10   1.682933925106456  0.005912211050158
   11   0.007631409538062  1.710154011025481
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0022459713558
Norm of residual vector 0  after precondition    0.0022459713558
                     1   0.3610382455  -2.46e-05    2.25e-03      N
Norm of residual vector af preconditioning    0.0013679763363
Norm of final new C in schmidt_add():    0.999999999999997
Norm of residual vector 1  before precondition    0.0044932956313
Norm of residual vector 1  after precondition    0.0044932956313
                     2   0.4151737383  -7.34e-05    4.49e-03      N
Norm of residual vector af preconditioning    0.0030073517863
Norm of final new C in schmidt_add():    1.000000000000002
Iter=7    L=14  resetting norm
SigmaSS, D(norm sigma)=   0.6802320411
FSD    , D(norm sigma)=   0.0012410359
WamefSD, D(norm sigma)=  -0.0205159849
WmnieSD, D(norm sigma)=   0.0486587056
WmaijDS, D(norm sigma)=   0.0520878007
WabejDS, D(norm sigma)=   0.0079580653
WnmjeDS, D(norm sigma)=   0.0000193792
WbmfeDS, D(norm sigma)=  -0.0002881955
FDD_Fbe, D(norm sigma)=   0.8808116490
FDD_Fmj, D(norm sigma)=   1.1154349066
WmnijDD, D(norm sigma)=   0.5190235107
WabefDD, D(norm sigma)=   0.2224509911
WmbejDD, D(norm sigma)=  -0.9616814684
WmnefDD XAF, D(norm sigma)=   0.0017435345
WmnefDD XLI, D(norm sigma)=   0.0001588095
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.5680692552
FSD    , D(norm sigma)=  -0.0004741067
WamefSD, D(norm sigma)=  -0.0199807621
WmnieSD, D(norm sigma)=  -0.0100623892
WmaijDS, D(norm sigma)=   0.0633378056
WabejDS, D(norm sigma)=   0.0046316195
WnmjeDS, D(norm sigma)=  -0.0002403582
WbmfeDS, D(norm sigma)=  -0.0007174717
FDD_Fbe, D(norm sigma)=   0.7115781230
FDD_Fmj, D(norm sigma)=   1.0788919310
WmnijDD, D(norm sigma)=   0.5522162918
WabefDD, D(norm sigma)=   0.2200244018
WmbejDD, D(norm sigma)=  -0.9332920846
WmnefDD XAF, D(norm sigma)=   0.0018450361
WmnefDD XLI, D(norm sigma)=   0.0002236504
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.481383130911840  0.000449017051314  0.474084547658159  0.002375570142335  0.078486367870287
    1  -0.000000000000000  0.534259941567789 -0.012333088274522  0.463025841860044 -0.013189410150887
    2   0.413165252109944 -0.008035674460305  2.050079277973093  0.010025569414640  0.014787816587650
    3   0.003889722030938  0.402307243060568  0.009810137541926  2.026839898292099 -0.013608259433488
    4   0.071568380659303 -0.011652007311446 -0.004124787338219 -0.012260903003002  1.777965777834565
    5   0.005085980564711  0.079027867049393 -0.008777864487335  0.063125866236600  0.058807487944384
    6   0.048512362096557  0.001971108115733  0.218052146108275  0.015402487050481  0.389927266384915
    7   0.022239590030386  0.068592534937623  0.089014875294951  0.262393182683409  0.023170980925525
    8   0.040912875352538 -0.020389868092224  0.095536508656245 -0.022849286622354  0.311886314291486
    9   0.023450366720466  0.050915147128312  0.067705806005459  0.113576532825825  0.138672824971796
   10  -0.044230391863659  0.028817919274774 -0.175225070924479  0.106385548203841 -0.140286592651092
   11  -0.025424616429889 -0.039270669001816 -0.099417441383117 -0.174978688003251 -0.083492062638535
   12   0.034902783036590 -0.026405825269260  0.084353146620830 -0.067302610778234  0.288145056012694
   13   0.032302097030217  0.015853881744807  0.087809687566504  0.060844582248980  0.230790250839205

                5                  6                  7                  8                  9        

    0   0.005714408783898  0.066251159707015  0.027231144395477  0.041775185611215  0.025084962443604
    1   0.090998800355477  0.001763734468678  0.093914402971271 -0.021939383324792  0.053776078310363
    2  -0.006252986090320  0.215910615159878  0.084932123523885  0.098601862580000  0.068164828649620
    3   0.073082218164198  0.013844554812817  0.257821620548946 -0.022491449102523  0.110681116286645
    4   0.057197099050467  0.398213237567076  0.018348730976654  0.309909193292402  0.142852745198875
    5   1.788879541544533 -0.060095039294574  0.520755724533834 -0.192492410211737  0.489603211090939
    6  -0.055893213457396  1.727770254451990  0.111805025453440 -0.417171205972483 -0.036451234287028
    7   0.514969371659259  0.110102153894487  1.834430516140926  0.141857918989886 -0.244398364982838
    8  -0.192899712453146 -0.423709909529251  0.151635426167439  1.863759261234402  0.351617808212884
    9   0.482718926313966 -0.031620331885175 -0.261125443568774  0.352022533880241  1.768718844631805
   10   0.067205795256730 -0.268038285761186  0.046774793118478 -0.539743560449234  0.022331684358762
   11   0.004994702962010 -0.209738364312968 -0.138402439364658 -0.013605201829245 -0.530157432965400
   12  -0.134440740635761 -0.047449215751984  0.084641047536871  0.452605414005497 -0.053594025977247
   13   0.058227228428417  0.097767324828928 -0.128044263237598  0.090303083510958  0.403481906212004

               10                 11                 12                 13        

    0  -0.055083854507514 -0.033800536831877  0.035199830957101  0.031333429184197
    1   0.038369014638956 -0.052830566210390 -0.026440149085921  0.012702820265954
    2  -0.171552459671888 -0.098373860662514  0.079695112003928  0.083566580626408
    3   0.103796067525032 -0.173602427653387 -0.065431483917316  0.061411545356742
    4  -0.145399655937678 -0.088508534351664  0.287952903978329  0.235193126613381
    5   0.064041147070331  0.014170410628289 -0.135794178555173  0.057090282179285
    6  -0.271471273228084 -0.208215840190458 -0.039681792353212  0.106382281654285
    7   0.050620945942244 -0.136561997604501  0.083706176465467 -0.128648294734436
    8  -0.544276210871179 -0.004217064789840  0.451642672789879  0.089449160640372
    9   0.033003917259395 -0.536227548070122 -0.052579213800475  0.407621076253143
   10   1.682933925106456  0.005912211050158  0.469714689188982  0.136312333426919
   11   0.007631409538062  1.710154011025481  0.117436082114864  0.400428386049168
   12   0.477922303394232  0.114864142513261  2.046472824512791  0.052459586237837
   13   0.131594337797612  0.401876705129399  0.054436079052292  1.790401688589726
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0010177010203
Norm of residual vector 0  after precondition    0.0010177010203
                     1   0.3610319431  -6.30e-06    1.02e-03      N
Norm of residual vector af preconditioning    0.0005115999308
Norm of final new C in schmidt_add():    0.999999999999999
Norm of residual vector 1  before precondition    0.0023624594020
Norm of residual vector 1  after precondition    0.0023624594020
                     2   0.4151601133  -1.36e-05    2.36e-03      N
Norm of residual vector af preconditioning    0.0014624466517
Norm of final new C in schmidt_add():    0.999999999999994
Iter=8    L=16  resetting norm
SigmaSS, D(norm sigma)=   0.6947386889
FSD    , D(norm sigma)=  -0.0000579250
WamefSD, D(norm sigma)=  -0.0056926516
WmnieSD, D(norm sigma)=  -0.0042844223
WmaijDS, D(norm sigma)=   0.0430858782
WabejDS, D(norm sigma)=   0.0050240261
WnmjeDS, D(norm sigma)=   0.0001873605
WbmfeDS, D(norm sigma)=  -0.0002620566
FDD_Fbe, D(norm sigma)=   0.7440780766
FDD_Fmj, D(norm sigma)=   1.1492883086
WmnijDD, D(norm sigma)=   0.5363470113
WabefDD, D(norm sigma)=   0.2434887046
WmbejDD, D(norm sigma)=  -1.0457063562
WmnefDD XAF, D(norm sigma)=   0.0022245073
WmnefDD XLI, D(norm sigma)=   0.0003595998
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.6399429260
FSD    , D(norm sigma)=  -0.0006520867
WamefSD, D(norm sigma)=  -0.0077930782
WmnieSD, D(norm sigma)=  -0.0153211331
WmaijDS, D(norm sigma)=   0.0535377534
WabejDS, D(norm sigma)=   0.0037886151
WnmjeDS, D(norm sigma)=   0.0001491207
WbmfeDS, D(norm sigma)=  -0.0004295179
FDD_Fbe, D(norm sigma)=   0.6602208591
FDD_Fmj, D(norm sigma)=   1.0808636828
WmnijDD, D(norm sigma)=   0.5198851131
WabefDD, D(norm sigma)=   0.2100312285
WmbejDD, D(norm sigma)=  -0.8827043616
WmnefDD XAF, D(norm sigma)=   0.0020692443
WmnefDD XLI, D(norm sigma)=   0.0001506719
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.481383130911840  0.000449017051314  0.474084547658159  0.002375570142335  0.078486367870287
    1  -0.000000000000000  0.534259941567789 -0.012333088274522  0.463025841860044 -0.013189410150887
    2   0.413165252109944 -0.008035674460305  2.050079277973093  0.010025569414640  0.014787816587650
    3   0.003889722030938  0.402307243060568  0.009810137541926  2.026839898292099 -0.013608259433488
    4   0.071568380659303 -0.011652007311446 -0.004124787338219 -0.012260903003002  1.777965777834565
    5   0.005085980564711  0.079027867049393 -0.008777864487335  0.063125866236600  0.058807487944384
    6   0.048512362096557  0.001971108115733  0.218052146108275  0.015402487050481  0.389927266384915
    7   0.022239590030386  0.068592534937623  0.089014875294951  0.262393182683409  0.023170980925525
    8   0.040912875352538 -0.020389868092224  0.095536508656245 -0.022849286622354  0.311886314291486
    9   0.023450366720466  0.050915147128312  0.067705806005459  0.113576532825825  0.138672824971796
   10  -0.044230391863659  0.028817919274774 -0.175225070924479  0.106385548203841 -0.140286592651092
   11  -0.025424616429889 -0.039270669001816 -0.099417441383117 -0.174978688003251 -0.083492062638535
   12   0.034902783036590 -0.026405825269260  0.084353146620830 -0.067302610778234  0.288145056012694
   13   0.032302097030217  0.015853881744807  0.087809687566504  0.060844582248980  0.230790250839205
   14  -0.032170341634263  0.029917485328149 -0.128733514336838  0.116370737937125 -0.020876417156806
   15  -0.017359079528283 -0.036660333290711 -0.090618625043486 -0.149274663458482  0.119063402483827

                5                  6                  7                  8                  9        

    0   0.005714408783898  0.066251159707015  0.027231144395477  0.041775185611215  0.025084962443604
    1   0.090998800355477  0.001763734468678  0.093914402971271 -0.021939383324792  0.053776078310363
    2  -0.006252986090320  0.215910615159878  0.084932123523885  0.098601862580000  0.068164828649620
    3   0.073082218164198  0.013844554812817  0.257821620548946 -0.022491449102523  0.110681116286645
    4   0.057197099050467  0.398213237567076  0.018348730976654  0.309909193292402  0.142852745198875
    5   1.788879541544533 -0.060095039294574  0.520755724533834 -0.192492410211737  0.489603211090939
    6  -0.055893213457396  1.727770254451990  0.111805025453440 -0.417171205972483 -0.036451234287028
    7   0.514969371659259  0.110102153894487  1.834430516140926  0.141857918989886 -0.244398364982838
    8  -0.192899712453146 -0.423709909529251  0.151635426167439  1.863759261234402  0.351617808212884
    9   0.482718926313966 -0.031620331885175 -0.261125443568774  0.352022533880241  1.768718844631805
   10   0.067205795256730 -0.268038285761186  0.046774793118478 -0.539743560449234  0.022331684358762
   11   0.004994702962010 -0.209738364312968 -0.138402439364658 -0.013605201829245 -0.530157432965400
   12  -0.134440740635761 -0.047449215751984  0.084641047536871  0.452605414005497 -0.053594025977247
   13   0.058227228428417  0.097767324828928 -0.128044263237598  0.090303083510958  0.403481906212004
   14   0.009205976138285 -0.054397839883003  0.010860205068452 -0.046693437632436  0.093809119613293
   15  -0.021053811276764  0.088765435314332 -0.093729370971572 -0.100018514679643 -0.170105784929578

               10                 11                 12                 13                 14        

    0  -0.055083854507514 -0.033800536831877  0.035199830957101  0.031333429184197 -0.044225518097213
    1   0.038369014638956 -0.052830566210390 -0.026440149085921  0.012702820265954  0.040036262989002
    2  -0.171552459671888 -0.098373860662514  0.079695112003928  0.083566580626408 -0.126371821114860
    3   0.103796067525032 -0.173602427653387 -0.065431483917316  0.061411545356742  0.113882073958224
    4  -0.145399655937678 -0.088508534351664  0.287952903978329  0.235193126613381 -0.011589547938567
    5   0.064041147070331  0.014170410628289 -0.135794178555173  0.057090282179285  0.005652994899167
    6  -0.271471273228084 -0.208215840190458 -0.039681792353212  0.106382281654285 -0.058631735448513
    7   0.050620945942244 -0.136561997604501  0.083706176465467 -0.128648294734436  0.013919978887633
    8  -0.544276210871179 -0.004217064789840  0.451642672789879  0.089449160640372 -0.048393255814233
    9   0.033003917259395 -0.536227548070122 -0.052579213800475  0.407621076253143  0.097964993237083
   10   1.682933925106456  0.005912211050158  0.469714689188982  0.136312333426919  0.333206373565154
   11   0.007631409538062  1.710154011025481  0.117436082114864  0.400428386049168  0.006546109449375
   12   0.477922303394232  0.114864142513261  2.046472824512791  0.052459586237837 -0.332901566986217
   13   0.131594337797612  0.401876705129399  0.054436079052292  1.790401688589726  0.073232697589627
   14   0.328612926805072  0.003957620342161 -0.328645816947848  0.077478666671084  1.891468170039316
   15   0.048626662894512  0.323850546395891  0.038905038982953 -0.450666091631551  0.195948975731178

               15        

    0  -0.025607548007665
    1  -0.043037401592204
    2  -0.093324725271772
    3  -0.148109634162494
    4   0.131035868664321
    5  -0.022809090157658
    6   0.090045159193673
    7  -0.094824377239188
    8  -0.105177799704393
    9  -0.170754907726517
   10   0.049294156472430
   11   0.323297947515366
   12   0.036179423261395
   13  -0.451597937154698
   14   0.199790040475774
   15   1.768914021451642
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0003981720430
Norm of residual vector 0  after precondition    0.0003981720430
                     1   0.3610357612   3.82e-06    3.98e-04      N
Norm of residual vector af preconditioning    0.0002152054194
Norm of final new C in schmidt_add():    0.999999999999996
Norm of residual vector 1  before precondition    0.0012136203663
Norm of residual vector 1  after precondition    0.0012136203663
                     2   0.4151638023   3.69e-06    1.21e-03      N
Norm of residual vector af preconditioning    0.0008271006686
Norm of final new C in schmidt_add():    1.000000000000003
Iter=9    L=18  resetting norm
SigmaSS, D(norm sigma)=   0.6213154798
FSD    , D(norm sigma)=   0.0003559917
WamefSD, D(norm sigma)=  -0.0128607294
WmnieSD, D(norm sigma)=   0.0164765985
WmaijDS, D(norm sigma)=   0.0427411629
WabejDS, D(norm sigma)=   0.0017362055
WnmjeDS, D(norm sigma)=  -0.0001716831
WbmfeDS, D(norm sigma)=  -0.0013455390
FDD_Fbe, D(norm sigma)=   0.7713697783
FDD_Fmj, D(norm sigma)=   1.1206264209
WmnijDD, D(norm sigma)=   0.5544290705
WabefDD, D(norm sigma)=   0.2217072576
WmbejDD, D(norm sigma)=  -0.9643006049
WmnefDD XAF, D(norm sigma)=   0.0018861751
WmnefDD XLI, D(norm sigma)=   0.0002166195
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.5783100406
FSD    , D(norm sigma)=  -0.0004192659
WamefSD, D(norm sigma)=  -0.0200892192
WmnieSD, D(norm sigma)=  -0.0148872018
WmaijDS, D(norm sigma)=   0.0528569498
WabejDS, D(norm sigma)=   0.0039402053
WnmjeDS, D(norm sigma)=   0.0000209235
WbmfeDS, D(norm sigma)=  -0.0001600463
FDD_Fbe, D(norm sigma)=   0.7383724351
FDD_Fmj, D(norm sigma)=   1.1368621391
WmnijDD, D(norm sigma)=   0.5430412931
WabefDD, D(norm sigma)=   0.2375069443
WmbejDD, D(norm sigma)=  -0.9610547896
WmnefDD XAF, D(norm sigma)=   0.0014333882
WmnefDD XLI, D(norm sigma)=   0.0002413067
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.481383130911840  0.000449017051314  0.474084547658159  0.002375570142335  0.078486367870287
    1  -0.000000000000000  0.534259941567789 -0.012333088274522  0.463025841860044 -0.013189410150887
    2   0.413165252109944 -0.008035674460305  2.050079277973093  0.010025569414640  0.014787816587650
    3   0.003889722030938  0.402307243060568  0.009810137541926  2.026839898292099 -0.013608259433488
    4   0.071568380659303 -0.011652007311446 -0.004124787338219 -0.012260903003002  1.777965777834565
    5   0.005085980564711  0.079027867049393 -0.008777864487335  0.063125866236600  0.058807487944384
    6   0.048512362096557  0.001971108115733  0.218052146108275  0.015402487050481  0.389927266384915
    7   0.022239590030386  0.068592534937623  0.089014875294951  0.262393182683409  0.023170980925525
    8   0.040912875352538 -0.020389868092224  0.095536508656245 -0.022849286622354  0.311886314291486
    9   0.023450366720466  0.050915147128312  0.067705806005459  0.113576532825825  0.138672824971796
   10  -0.044230391863659  0.028817919274774 -0.175225070924479  0.106385548203841 -0.140286592651092
   11  -0.025424616429889 -0.039270669001816 -0.099417441383117 -0.174978688003251 -0.083492062638535
   12   0.034902783036590 -0.026405825269260  0.084353146620830 -0.067302610778234  0.288145056012694
   13   0.032302097030217  0.015853881744807  0.087809687566504  0.060844582248980  0.230790250839205
   14  -0.032170341634263  0.029917485328149 -0.128733514336838  0.116370737937125 -0.020876417156806
   15  -0.017359079528283 -0.036660333290711 -0.090618625043486 -0.149274663458482  0.119063402483827
   16  -0.013392111208906  0.016185272786736 -0.043023161303295  0.053597892838106 -0.043628344209039
   17  -0.002480793734797 -0.008609905174817 -0.021927253527561 -0.022176380814747  0.101470301138409

                5                  6                  7                  8                  9        

    0   0.005714408783898  0.066251159707015  0.027231144395477  0.041775185611215  0.025084962443604
    1   0.090998800355477  0.001763734468678  0.093914402971271 -0.021939383324792  0.053776078310363
    2  -0.006252986090320  0.215910615159878  0.084932123523885  0.098601862580000  0.068164828649620
    3   0.073082218164198  0.013844554812817  0.257821620548946 -0.022491449102523  0.110681116286645
    4   0.057197099050467  0.398213237567076  0.018348730976654  0.309909193292402  0.142852745198875
    5   1.788879541544533 -0.060095039294574  0.520755724533834 -0.192492410211737  0.489603211090939
    6  -0.055893213457396  1.727770254451990  0.111805025453440 -0.417171205972483 -0.036451234287028
    7   0.514969371659259  0.110102153894487  1.834430516140926  0.141857918989886 -0.244398364982838
    8  -0.192899712453146 -0.423709909529251  0.151635426167439  1.863759261234402  0.351617808212884
    9   0.482718926313966 -0.031620331885175 -0.261125443568774  0.352022533880241  1.768718844631805
   10   0.067205795256730 -0.268038285761186  0.046774793118478 -0.539743560449234  0.022331684358762
   11   0.004994702962010 -0.209738364312968 -0.138402439364658 -0.013605201829245 -0.530157432965400
   12  -0.134440740635761 -0.047449215751984  0.084641047536871  0.452605414005497 -0.053594025977247
   13   0.058227228428417  0.097767324828928 -0.128044263237598  0.090303083510958  0.403481906212004
   14   0.009205976138285 -0.054397839883003  0.010860205068452 -0.046693437632436  0.093809119613293
   15  -0.021053811276764  0.088765435314332 -0.093729370971572 -0.100018514679643 -0.170105784929578
   16   0.061806238988651  0.070154006323449 -0.008156210770634 -0.197104925969056  0.087381356855200
   17  -0.085689346074160  0.158917029875774 -0.023546592482840 -0.092732656946611 -0.166675455457540

               10                 11                 12                 13                 14        

    0  -0.055083854507514 -0.033800536831877  0.035199830957101  0.031333429184197 -0.044225518097213
    1   0.038369014638956 -0.052830566210390 -0.026440149085921  0.012702820265954  0.040036262989002
    2  -0.171552459671888 -0.098373860662514  0.079695112003928  0.083566580626408 -0.126371821114860
    3   0.103796067525032 -0.173602427653387 -0.065431483917316  0.061411545356742  0.113882073958224
    4  -0.145399655937678 -0.088508534351664  0.287952903978329  0.235193126613381 -0.011589547938567
    5   0.064041147070331  0.014170410628289 -0.135794178555173  0.057090282179285  0.005652994899167
    6  -0.271471273228084 -0.208215840190458 -0.039681792353212  0.106382281654285 -0.058631735448513
    7   0.050620945942244 -0.136561997604501  0.083706176465467 -0.128648294734436  0.013919978887633
    8  -0.544276210871179 -0.004217064789840  0.451642672789879  0.089449160640372 -0.048393255814233
    9   0.033003917259395 -0.536227548070122 -0.052579213800475  0.407621076253143  0.097964993237083
   10   1.682933925106456  0.005912211050158  0.469714689188982  0.136312333426919  0.333206373565154
   11   0.007631409538062  1.710154011025481  0.117436082114864  0.400428386049168  0.006546109449375
   12   0.477922303394232  0.114864142513261  2.046472824512791  0.052459586237837 -0.332901566986217
   13   0.131594337797612  0.401876705129399  0.054436079052292  1.790401688589726  0.073232697589627
   14   0.328612926805072  0.003957620342161 -0.328645816947848  0.077478666671084  1.891468170039316
   15   0.048626662894512  0.323850546395891  0.038905038982953 -0.450666091631551  0.195948975731178
   16   0.010274586670598  0.010196083242000 -0.408848497312262  0.068745467782714 -0.353764967420136
   17  -0.086169864850089 -0.155809287852663 -0.100812479866979 -0.329111629201501  0.078201371568652

               15                 16                 17        

    0  -0.025607548007665 -0.011615480570388  0.002330450979683
    1  -0.043037401592204  0.013862905447505 -0.006927031881022
    2  -0.093324725271772 -0.044050506425011 -0.025621003471689
    3  -0.148109634162494  0.057099310065884 -0.023311272579337
    4   0.131035868664321 -0.047069195898001  0.106476127792231
    5  -0.022809090157658  0.067131629624407 -0.086124777298674
    6   0.090045159193673  0.070471275167959  0.160989495195836
    7  -0.094824377239188 -0.012257650300370 -0.022756669806445
    8  -0.105177799704393 -0.196216087384391 -0.097258084238981
    9  -0.170754907726517  0.081994661389042 -0.170351479571358
   10   0.049294156472430  0.012170839663929 -0.088514320937858
   11   0.323297947515366  0.003573729760973 -0.155793223079488
   12   0.036179423261395 -0.407804359828281 -0.102927076484166
   13  -0.451597937154698  0.074299334487630 -0.328458397153908
   14   0.199790040475774 -0.354701586986640  0.080531101321093
   15   1.768914021451642  0.100484174440272 -0.469273902136498
   16   0.096252378979811  1.916219118752731  0.096292872987647
   17  -0.470192951475598  0.098081114624764  1.801572138050092
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0001521125183
Norm of residual vector 0  after precondition    0.0001521125183
                     1   0.3610351772  -5.84e-07    1.52e-04      N
Norm of residual vector af preconditioning    0.0000787378642
Norm of final new C in schmidt_add():    1.000000000000002
Norm of residual vector 1  before precondition    0.0007391717679
Norm of residual vector 1  after precondition    0.0007391717679
                     2   0.4151580920  -5.71e-06    7.39e-04      N
Norm of residual vector af preconditioning    0.0004499473025
Norm of final new C in schmidt_add():    0.999999999999996
Iter=10   L=20  resetting norm
SigmaSS, D(norm sigma)=   0.5424740005
FSD    , D(norm sigma)=  -0.0003355528
WamefSD, D(norm sigma)=  -0.0100213751
WmnieSD, D(norm sigma)=  -0.0031292996
WmaijDS, D(norm sigma)=   0.0267599936
WabejDS, D(norm sigma)=   0.0021746943
WnmjeDS, D(norm sigma)=   0.0000407581
WbmfeDS, D(norm sigma)=  -0.0000326090
FDD_Fbe, D(norm sigma)=   0.8474193618
FDD_Fmj, D(norm sigma)=   1.2390401010
WmnijDD, D(norm sigma)=   0.5888235874
WabefDD, D(norm sigma)=   0.2187912481
WmbejDD, D(norm sigma)=  -1.0198761695
WmnefDD XAF, D(norm sigma)=   0.0026829416
WmnefDD XLI, D(norm sigma)=   0.0002011339
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.6441280790
FSD    , D(norm sigma)=  -0.0003682599
WamefSD, D(norm sigma)=  -0.0047456665
WmnieSD, D(norm sigma)=  -0.0072371074
WmaijDS, D(norm sigma)=   0.0402787151
WabejDS, D(norm sigma)=   0.0040502204
WnmjeDS, D(norm sigma)=   0.0002197478
WbmfeDS, D(norm sigma)=  -0.0002432240
FDD_Fbe, D(norm sigma)=   0.8483885860
FDD_Fmj, D(norm sigma)=   1.2288927532
WmnijDD, D(norm sigma)=   0.5515948478
WabefDD, D(norm sigma)=   0.2406765479
WmbejDD, D(norm sigma)=  -1.0103290510
WmnefDD XAF, D(norm sigma)=   0.0028987777
WmnefDD XLI, D(norm sigma)=   0.0002314137
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.481383130911840  0.000449017051314  0.474084547658159  0.002375570142335  0.078486367870287
    1  -0.000000000000000  0.534259941567789 -0.012333088274522  0.463025841860044 -0.013189410150887
    2   0.413165252109944 -0.008035674460305  2.050079277973093  0.010025569414640  0.014787816587650
    3   0.003889722030938  0.402307243060568  0.009810137541926  2.026839898292099 -0.013608259433488
    4   0.071568380659303 -0.011652007311446 -0.004124787338219 -0.012260903003002  1.777965777834565
    5   0.005085980564711  0.079027867049393 -0.008777864487335  0.063125866236600  0.058807487944384
    6   0.048512362096557  0.001971108115733  0.218052146108275  0.015402487050481  0.389927266384915
    7   0.022239590030386  0.068592534937623  0.089014875294951  0.262393182683409  0.023170980925525
    8   0.040912875352538 -0.020389868092224  0.095536508656245 -0.022849286622354  0.311886314291486
    9   0.023450366720466  0.050915147128312  0.067705806005459  0.113576532825825  0.138672824971796
   10  -0.044230391863659  0.028817919274774 -0.175225070924479  0.106385548203841 -0.140286592651092
   11  -0.025424616429889 -0.039270669001816 -0.099417441383117 -0.174978688003251 -0.083492062638535
   12   0.034902783036590 -0.026405825269260  0.084353146620830 -0.067302610778234  0.288145056012694
   13   0.032302097030217  0.015853881744807  0.087809687566504  0.060844582248980  0.230790250839205
   14  -0.032170341634263  0.029917485328149 -0.128733514336838  0.116370737937125 -0.020876417156806
   15  -0.017359079528283 -0.036660333290711 -0.090618625043486 -0.149274663458482  0.119063402483827
   16  -0.013392111208906  0.016185272786736 -0.043023161303295  0.053597892838106 -0.043628344209039
   17  -0.002480793734797 -0.008609905174817 -0.021927253527561 -0.022176380814747  0.101470301138409
   18  -0.020291162287233  0.032375345654733 -0.078969156193304  0.133092002815844 -0.054308518925146
   19  -0.036865868436922 -0.019860531410621 -0.136019093587212 -0.089085723027685 -0.114010131169182

                5                  6                  7                  8                  9        

    0   0.005714408783898  0.066251159707015  0.027231144395477  0.041775185611215  0.025084962443604
    1   0.090998800355477  0.001763734468678  0.093914402971271 -0.021939383324792  0.053776078310363
    2  -0.006252986090320  0.215910615159878  0.084932123523885  0.098601862580000  0.068164828649620
    3   0.073082218164198  0.013844554812817  0.257821620548946 -0.022491449102523  0.110681116286645
    4   0.057197099050467  0.398213237567076  0.018348730976654  0.309909193292402  0.142852745198875
    5   1.788879541544533 -0.060095039294574  0.520755724533834 -0.192492410211737  0.489603211090939
    6  -0.055893213457396  1.727770254451990  0.111805025453440 -0.417171205972483 -0.036451234287028
    7   0.514969371659259  0.110102153894487  1.834430516140926  0.141857918989886 -0.244398364982838
    8  -0.192899712453146 -0.423709909529251  0.151635426167439  1.863759261234402  0.351617808212884
    9   0.482718926313966 -0.031620331885175 -0.261125443568774  0.352022533880241  1.768718844631805
   10   0.067205795256730 -0.268038285761186  0.046774793118478 -0.539743560449234  0.022331684358762
   11   0.004994702962010 -0.209738364312968 -0.138402439364658 -0.013605201829245 -0.530157432965400
   12  -0.134440740635761 -0.047449215751984  0.084641047536871  0.452605414005497 -0.053594025977247
   13   0.058227228428417  0.097767324828928 -0.128044263237598  0.090303083510958  0.403481906212004
   14   0.009205976138285 -0.054397839883003  0.010860205068452 -0.046693437632436  0.093809119613293
   15  -0.021053811276764  0.088765435314332 -0.093729370971572 -0.100018514679643 -0.170105784929578
   16   0.061806238988651  0.070154006323449 -0.008156210770634 -0.197104925969056  0.087381356855200
   17  -0.085689346074160  0.158917029875774 -0.023546592482840 -0.092732656946611 -0.166675455457540
   18  -0.018731811695787 -0.105437862182165  0.012812473854994  0.007958749936572  0.005225716928804
   19   0.023859702261005 -0.183923239950200 -0.011824515748440  0.055723224910206 -0.019533201493677

               10                 11                 12                 13                 14        

    0  -0.055083854507514 -0.033800536831877  0.035199830957101  0.031333429184197 -0.044225518097213
    1   0.038369014638956 -0.052830566210390 -0.026440149085921  0.012702820265954  0.040036262989002
    2  -0.171552459671888 -0.098373860662514  0.079695112003928  0.083566580626408 -0.126371821114860
    3   0.103796067525032 -0.173602427653387 -0.065431483917316  0.061411545356742  0.113882073958224
    4  -0.145399655937678 -0.088508534351664  0.287952903978329  0.235193126613381 -0.011589547938567
    5   0.064041147070331  0.014170410628289 -0.135794178555173  0.057090282179285  0.005652994899167
    6  -0.271471273228084 -0.208215840190458 -0.039681792353212  0.106382281654285 -0.058631735448513
    7   0.050620945942244 -0.136561997604501  0.083706176465467 -0.128648294734436  0.013919978887633
    8  -0.544276210871179 -0.004217064789840  0.451642672789879  0.089449160640372 -0.048393255814233
    9   0.033003917259395 -0.536227548070122 -0.052579213800475  0.407621076253143  0.097964993237083
   10   1.682933925106456  0.005912211050158  0.469714689188982  0.136312333426919  0.333206373565154
   11   0.007631409538062  1.710154011025481  0.117436082114864  0.400428386049168  0.006546109449375
   12   0.477922303394232  0.114864142513261  2.046472824512791  0.052459586237837 -0.332901566986217
   13   0.131594337797612  0.401876705129399  0.054436079052292  1.790401688589726  0.073232697589627
   14   0.328612926805072  0.003957620342161 -0.328645816947848  0.077478666671084  1.891468170039316
   15   0.048626662894512  0.323850546395891  0.038905038982953 -0.450666091631551  0.195948975731178
   16   0.010274586670598  0.010196083242000 -0.408848497312262  0.068745467782714 -0.353764967420136
   17  -0.086169864850089 -0.155809287852663 -0.100812479866979 -0.329111629201501  0.078201371568652
   18   0.130669996285046 -0.025251528162520  0.010411550264210  0.061174953515592  0.390818997638780
   19   0.065765540944138  0.111362965591163  0.051516735974430 -0.211839228243692  0.048545468820467

               15                 16                 17                 18                 19        

    0  -0.025607548007665 -0.011615480570388  0.002330450979683 -0.028018138686691 -0.041765553817523
    1  -0.043037401592204  0.013862905447505 -0.006927031881022  0.036727243571990 -0.020832533925822
    2  -0.093324725271772 -0.044050506425011 -0.025621003471689 -0.076910566397837 -0.134002528038079
    3  -0.148109634162494  0.057099310065884 -0.023311272579337  0.130329669411634 -0.088897394987175
    4   0.131035868664321 -0.047069195898001  0.106476127792231 -0.055062775164697 -0.116624853661682
    5  -0.022809090157658  0.067131629624407 -0.086124777298674 -0.017222356393062  0.024980466018096
    6   0.090045159193673  0.070471275167959  0.160989495195836 -0.105169391769514 -0.192202061157257
    7  -0.094824377239188 -0.012257650300370 -0.022756669806445  0.009216042371664 -0.011039895258655
    8  -0.105177799704393 -0.196216087384391 -0.097258084238981  0.016402390993114  0.056870735876462
    9  -0.170754907726517  0.081994661389042 -0.170351479571358 -0.002653244535896 -0.019018325990571
   10   0.049294156472430  0.012170839663929 -0.088514320937858  0.132438784481812  0.060383399505752
   11   0.323297947515366  0.003573729760973 -0.155793223079488 -0.029020956299840  0.107595789766778
   12   0.036179423261395 -0.407804359828281 -0.102927076484166  0.005997974384047  0.055841085537432
   13  -0.451597937154698  0.074299334487630 -0.328458397153908  0.063612577804479 -0.212817063051285
   14   0.199790040475774 -0.354701586986640  0.080531101321093  0.391838065409819  0.045153307757954
   15   1.768914021451642  0.100484174440272 -0.469273902136498 -0.115095347516964  0.328014042526962
   16   0.096252378979811  1.916219118752731  0.096292872987647  0.262741862895818  0.090630189301390
   17  -0.470192951475598  0.098081114624764  1.801572138050092 -0.056667568371936  0.488569719351738
   18  -0.113693902621999  0.258212286765779 -0.055892316014154  1.982933693978732  0.070570021871215
   19   0.327135330180511  0.088429082566495  0.484563870467653  0.072042799229195  2.026779386453831
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000544590921
Norm of residual vector 0  after precondition    0.0000544590921
                     1   0.3610348991  -2.78e-07    5.45e-05      N
Norm of residual vector af preconditioning    0.0000294118865
Norm of final new C in schmidt_add():    1.000000000000004
Norm of residual vector 1  before precondition    0.0003645723673
Norm of residual vector 1  after precondition    0.0003645723673
                     2   0.4151583072   2.15e-07    3.65e-04      N
Norm of residual vector af preconditioning    0.0002243380443
Norm of final new C in schmidt_add():    0.999999999999999
Iter=11   L=22  resetting norm
SigmaSS, D(norm sigma)=   0.6633499866
FSD    , D(norm sigma)=  -0.0006189701
WamefSD, D(norm sigma)=   0.0112212413
WmnieSD, D(norm sigma)=  -0.0194971914
WmaijDS, D(norm sigma)=   0.0485227838
WabejDS, D(norm sigma)=  -0.0012021045
WnmjeDS, D(norm sigma)=   0.0004286819
WbmfeDS, D(norm sigma)=  -0.0011919666
FDD_Fbe, D(norm sigma)=   0.7050887857
FDD_Fmj, D(norm sigma)=   1.1415523022
WmnijDD, D(norm sigma)=   0.5517090255
WabefDD, D(norm sigma)=   0.2003895564
WmbejDD, D(norm sigma)=  -0.9165096875
WmnefDD XAF, D(norm sigma)=   0.0023366647
WmnefDD XLI, D(norm sigma)=   0.0007807542
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.7504334667
FSD    , D(norm sigma)=   0.0000598173
WamefSD, D(norm sigma)=  -0.0146221328
WmnieSD, D(norm sigma)=   0.0133311936
WmaijDS, D(norm sigma)=   0.0552784639
WabejDS, D(norm sigma)=   0.0034240079
WnmjeDS, D(norm sigma)=  -0.0002096604
WbmfeDS, D(norm sigma)=  -0.0004984062
FDD_Fbe, D(norm sigma)=   0.8267851657
FDD_Fmj, D(norm sigma)=   1.1362019754
WmnijDD, D(norm sigma)=   0.4808715015
WabefDD, D(norm sigma)=   0.2172795155
WmbejDD, D(norm sigma)=  -0.9249604144
WmnefDD XAF, D(norm sigma)=   0.0021017097
WmnefDD XLI, D(norm sigma)=   0.0001265846
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.481383130911840  0.000449017051314  0.474084547658159  0.002375570142335  0.078486367870287
    1  -0.000000000000000  0.534259941567789 -0.012333088274522  0.463025841860044 -0.013189410150887
    2   0.413165252109944 -0.008035674460305  2.050079277973093  0.010025569414640  0.014787816587650
    3   0.003889722030938  0.402307243060568  0.009810137541926  2.026839898292099 -0.013608259433488
    4   0.071568380659303 -0.011652007311446 -0.004124787338219 -0.012260903003002  1.777965777834565
    5   0.005085980564711  0.079027867049393 -0.008777864487335  0.063125866236600  0.058807487944384
    6   0.048512362096557  0.001971108115733  0.218052146108275  0.015402487050481  0.389927266384915
    7   0.022239590030386  0.068592534937623  0.089014875294951  0.262393182683409  0.023170980925525
    8   0.040912875352538 -0.020389868092224  0.095536508656245 -0.022849286622354  0.311886314291486
    9   0.023450366720466  0.050915147128312  0.067705806005459  0.113576532825825  0.138672824971796
   10  -0.044230391863659  0.028817919274774 -0.175225070924479  0.106385548203841 -0.140286592651092
   11  -0.025424616429889 -0.039270669001816 -0.099417441383117 -0.174978688003251 -0.083492062638535
   12   0.034902783036590 -0.026405825269260  0.084353146620830 -0.067302610778234  0.288145056012694
   13   0.032302097030217  0.015853881744807  0.087809687566504  0.060844582248980  0.230790250839205
   14  -0.032170341634263  0.029917485328149 -0.128733514336838  0.116370737937125 -0.020876417156806
   15  -0.017359079528283 -0.036660333290711 -0.090618625043486 -0.149274663458482  0.119063402483827
   16  -0.013392111208906  0.016185272786736 -0.043023161303295  0.053597892838106 -0.043628344209039
   17  -0.002480793734797 -0.008609905174817 -0.021927253527561 -0.022176380814747  0.101470301138409
   18  -0.020291162287233  0.032375345654733 -0.078969156193304  0.133092002815844 -0.054308518925146
   19  -0.036865868436922 -0.019860531410621 -0.136019093587212 -0.089085723027685 -0.114010131169182
   20  -0.016271054734036  0.019313996716260 -0.045474403921746  0.070778508047476 -0.119188105952524
   21   0.012561107166658 -0.005736987122005  0.025084218702199 -0.024606505433707  0.156591745023765

                5                  6                  7                  8                  9        

    0   0.005714408783898  0.066251159707015  0.027231144395477  0.041775185611215  0.025084962443604
    1   0.090998800355477  0.001763734468678  0.093914402971271 -0.021939383324792  0.053776078310363
    2  -0.006252986090320  0.215910615159878  0.084932123523885  0.098601862580000  0.068164828649620
    3   0.073082218164198  0.013844554812817  0.257821620548946 -0.022491449102523  0.110681116286645
    4   0.057197099050467  0.398213237567076  0.018348730976654  0.309909193292402  0.142852745198875
    5   1.788879541544533 -0.060095039294574  0.520755724533834 -0.192492410211737  0.489603211090939
    6  -0.055893213457396  1.727770254451990  0.111805025453440 -0.417171205972483 -0.036451234287028
    7   0.514969371659259  0.110102153894487  1.834430516140926  0.141857918989886 -0.244398364982838
    8  -0.192899712453146 -0.423709909529251  0.151635426167439  1.863759261234402  0.351617808212884
    9   0.482718926313966 -0.031620331885175 -0.261125443568774  0.352022533880241  1.768718844631805
   10   0.067205795256730 -0.268038285761186  0.046774793118478 -0.539743560449234  0.022331684358762
   11   0.004994702962010 -0.209738364312968 -0.138402439364658 -0.013605201829245 -0.530157432965400
   12  -0.134440740635761 -0.047449215751984  0.084641047536871  0.452605414005497 -0.053594025977247
   13   0.058227228428417  0.097767324828928 -0.128044263237598  0.090303083510958  0.403481906212004
   14   0.009205976138285 -0.054397839883003  0.010860205068452 -0.046693437632436  0.093809119613293
   15  -0.021053811276764  0.088765435314332 -0.093729370971572 -0.100018514679643 -0.170105784929578
   16   0.061806238988651  0.070154006323449 -0.008156210770634 -0.197104925969056  0.087381356855200
   17  -0.085689346074160  0.158917029875774 -0.023546592482840 -0.092732656946611 -0.166675455457540
   18  -0.018731811695787 -0.105437862182165  0.012812473854994  0.007958749936572  0.005225716928804
   19   0.023859702261005 -0.183923239950200 -0.011824515748440  0.055723224910206 -0.019533201493677
   20   0.017743106304690 -0.087443384255116 -0.007164252073105 -0.002089973879884  0.071139989249804
   21   0.022946960502289  0.133232996942399 -0.027921350598812 -0.066239981012470  0.047390122747638

               10                 11                 12                 13                 14        

    0  -0.055083854507514 -0.033800536831877  0.035199830957101  0.031333429184197 -0.044225518097213
    1   0.038369014638956 -0.052830566210390 -0.026440149085921  0.012702820265954  0.040036262989002
    2  -0.171552459671888 -0.098373860662514  0.079695112003928  0.083566580626408 -0.126371821114860
    3   0.103796067525032 -0.173602427653387 -0.065431483917316  0.061411545356742  0.113882073958224
    4  -0.145399655937678 -0.088508534351664  0.287952903978329  0.235193126613381 -0.011589547938567
    5   0.064041147070331  0.014170410628289 -0.135794178555173  0.057090282179285  0.005652994899167
    6  -0.271471273228084 -0.208215840190458 -0.039681792353212  0.106382281654285 -0.058631735448513
    7   0.050620945942244 -0.136561997604501  0.083706176465467 -0.128648294734436  0.013919978887633
    8  -0.544276210871179 -0.004217064789840  0.451642672789879  0.089449160640372 -0.048393255814233
    9   0.033003917259395 -0.536227548070122 -0.052579213800475  0.407621076253143  0.097964993237083
   10   1.682933925106456  0.005912211050158  0.469714689188982  0.136312333426919  0.333206373565154
   11   0.007631409538062  1.710154011025481  0.117436082114864  0.400428386049168  0.006546109449375
   12   0.477922303394232  0.114864142513261  2.046472824512791  0.052459586237837 -0.332901566986217
   13   0.131594337797612  0.401876705129399  0.054436079052292  1.790401688589726  0.073232697589627
   14   0.328612926805072  0.003957620342161 -0.328645816947848  0.077478666671084  1.891468170039316
   15   0.048626662894512  0.323850546395891  0.038905038982953 -0.450666091631551  0.195948975731178
   16   0.010274586670598  0.010196083242000 -0.408848497312262  0.068745467782714 -0.353764967420136
   17  -0.086169864850089 -0.155809287852663 -0.100812479866979 -0.329111629201501  0.078201371568652
   18   0.130669996285046 -0.025251528162520  0.010411550264210  0.061174953515592  0.390818997638780
   19   0.065765540944138  0.111362965591163  0.051516735974430 -0.211839228243692  0.048545468820467
   20   0.017073225060434  0.018936736560355 -0.198198036976207  0.066043177909675 -0.010802299236752
   21   0.100906299483463  0.085793636932085  0.078966296611946  0.225081429186662  0.113387694563198

               15                 16                 17                 18                 19        

    0  -0.025607548007665 -0.011615480570388  0.002330450979683 -0.028018138686691 -0.041765553817523
    1  -0.043037401592204  0.013862905447505 -0.006927031881022  0.036727243571990 -0.020832533925822
    2  -0.093324725271772 -0.044050506425011 -0.025621003471689 -0.076910566397837 -0.134002528038079
    3  -0.148109634162494  0.057099310065884 -0.023311272579337  0.130329669411634 -0.088897394987175
    4   0.131035868664321 -0.047069195898001  0.106476127792231 -0.055062775164697 -0.116624853661682
    5  -0.022809090157658  0.067131629624407 -0.086124777298674 -0.017222356393062  0.024980466018096
    6   0.090045159193673  0.070471275167959  0.160989495195836 -0.105169391769514 -0.192202061157257
    7  -0.094824377239188 -0.012257650300370 -0.022756669806445  0.009216042371664 -0.011039895258655
    8  -0.105177799704393 -0.196216087384391 -0.097258084238981  0.016402390993114  0.056870735876462
    9  -0.170754907726517  0.081994661389042 -0.170351479571358 -0.002653244535896 -0.019018325990571
   10   0.049294156472430  0.012170839663929 -0.088514320937858  0.132438784481812  0.060383399505752
   11   0.323297947515366  0.003573729760973 -0.155793223079488 -0.029020956299840  0.107595789766778
   12   0.036179423261395 -0.407804359828281 -0.102927076484166  0.005997974384047  0.055841085537432
   13  -0.451597937154698  0.074299334487630 -0.328458397153908  0.063612577804479 -0.212817063051285
   14   0.199790040475774 -0.354701586986640  0.080531101321093  0.391838065409819  0.045153307757954
   15   1.768914021451642  0.100484174440272 -0.469273902136498 -0.115095347516964  0.328014042526962
   16   0.096252378979811  1.916219118752731  0.096292872987647  0.262741862895818  0.090630189301390
   17  -0.470192951475598  0.098081114624764  1.801572138050092 -0.056667568371936  0.488569719351738
   18  -0.113693902621999  0.258212286765779 -0.055892316014154  1.982933693978732  0.070570021871215
   19   0.327135330180511  0.088429082566495  0.484563870467653  0.072042799229195  2.026779386453831
   20   0.029285711132400  0.432045698641022 -0.082710584997166 -0.326625686601850  0.111088854674551
   21   0.182063958334596 -0.208330902962634 -0.399925806415280  0.051838283958168  0.367420640033653

               20                 21        

    0  -0.015402762107818  0.008454130586936
    1   0.015962181292821 -0.004722703146872
    2  -0.042939590346171  0.025013454367785
    3   0.074945285878492 -0.023001086671907
    4  -0.125062060738124  0.163763038245870
    5   0.015122331997733  0.017005107980640
    6  -0.090570739063549  0.135866587565375
    7  -0.010521315819949 -0.030557177279878
    8  -0.002448566491374 -0.076290320958344
    9   0.073134829068983  0.050505132130187
   10   0.010606509792489  0.102928724481178
   11   0.018225110000804  0.088759814793176
   12  -0.196073989958377  0.077597175828822
   13   0.069255905717263  0.227781233879916
   14  -0.011997266070263  0.118693030609402
   15   0.028650054826676  0.183697491126630
   16   0.432699889204205 -0.213630603002939
   17  -0.079992831765710 -0.400877955004039
   18  -0.322996762853489  0.049230534472734
   19   0.111442445166008  0.357540156187423
   20   1.906506467723837 -0.087499132162162
   21  -0.084422921401425  1.879937902007261
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000198640931
Norm of residual vector 0  after precondition    0.0000198640931
                     1   0.3610349548   5.56e-08    1.99e-05      N
Norm of residual vector af preconditioning    0.0000111213186
Norm of final new C in schmidt_add():    1.000000000000006
Norm of residual vector 1  before precondition    0.0001643991185
Norm of residual vector 1  after precondition    0.0001643991185
                     2   0.4151591504   8.43e-07    1.64e-04      N
Norm of residual vector af preconditioning    0.0000930864032
Norm of final new C in schmidt_add():    1.000000000000001
Iter=12   L=24  resetting norm
SigmaSS, D(norm sigma)=   0.6546391870
FSD    , D(norm sigma)=  -0.0009421041
WamefSD, D(norm sigma)=   0.0003996813
WmnieSD, D(norm sigma)=  -0.0410425427
WmaijDS, D(norm sigma)=   0.0636186418
WabejDS, D(norm sigma)=   0.0017312186
WnmjeDS, D(norm sigma)=   0.0001155673
WbmfeDS, D(norm sigma)=  -0.0001801616
FDD_Fbe, D(norm sigma)=   0.6777525850
FDD_Fmj, D(norm sigma)=   1.1151320024
WmnijDD, D(norm sigma)=   0.5136904558
WabefDD, D(norm sigma)=   0.1943747878
WmbejDD, D(norm sigma)=  -0.8435945992
WmnefDD XAF, D(norm sigma)=   0.0019842166
WmnefDD XLI, D(norm sigma)=   0.0002401755
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.6195984198
FSD    , D(norm sigma)=  -0.0002850580
WamefSD, D(norm sigma)=  -0.0040909740
WmnieSD, D(norm sigma)=   0.0066129719
WmaijDS, D(norm sigma)=   0.0625015602
WabejDS, D(norm sigma)=   0.0059288307
WnmjeDS, D(norm sigma)=  -0.0002650703
WbmfeDS, D(norm sigma)=  -0.0004065687
FDD_Fbe, D(norm sigma)=   0.7037705606
FDD_Fmj, D(norm sigma)=   1.1354051551
WmnijDD, D(norm sigma)=   0.5128272621
WabefDD, D(norm sigma)=   0.2229618208
WmbejDD, D(norm sigma)=  -0.8899507349
WmnefDD XAF, D(norm sigma)=   0.0034793285
WmnefDD XLI, D(norm sigma)=   0.0002295786
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.481383130911840  0.000449017051314  0.474084547658159  0.002375570142335  0.078486367870287
    1  -0.000000000000000  0.534259941567789 -0.012333088274522  0.463025841860044 -0.013189410150887
    2   0.413165252109944 -0.008035674460305  2.050079277973093  0.010025569414640  0.014787816587650
    3   0.003889722030938  0.402307243060568  0.009810137541926  2.026839898292099 -0.013608259433488
    4   0.071568380659303 -0.011652007311446 -0.004124787338219 -0.012260903003002  1.777965777834565
    5   0.005085980564711  0.079027867049393 -0.008777864487335  0.063125866236600  0.058807487944384
    6   0.048512362096557  0.001971108115733  0.218052146108275  0.015402487050481  0.389927266384915
    7   0.022239590030386  0.068592534937623  0.089014875294951  0.262393182683409  0.023170980925525
    8   0.040912875352538 -0.020389868092224  0.095536508656245 -0.022849286622354  0.311886314291486
    9   0.023450366720466  0.050915147128312  0.067705806005459  0.113576532825825  0.138672824971796
   10  -0.044230391863659  0.028817919274774 -0.175225070924479  0.106385548203841 -0.140286592651092
   11  -0.025424616429889 -0.039270669001816 -0.099417441383117 -0.174978688003251 -0.083492062638535
   12   0.034902783036590 -0.026405825269260  0.084353146620830 -0.067302610778234  0.288145056012694
   13   0.032302097030217  0.015853881744807  0.087809687566504  0.060844582248980  0.230790250839205
   14  -0.032170341634263  0.029917485328149 -0.128733514336838  0.116370737937125 -0.020876417156806
   15  -0.017359079528283 -0.036660333290711 -0.090618625043486 -0.149274663458482  0.119063402483827
   16  -0.013392111208906  0.016185272786736 -0.043023161303295  0.053597892838106 -0.043628344209039
   17  -0.002480793734797 -0.008609905174817 -0.021927253527561 -0.022176380814747  0.101470301138409
   18  -0.020291162287233  0.032375345654733 -0.078969156193304  0.133092002815844 -0.054308518925146
   19  -0.036865868436922 -0.019860531410621 -0.136019093587212 -0.089085723027685 -0.114010131169182
   20  -0.016271054734036  0.019313996716260 -0.045474403921746  0.070778508047476 -0.119188105952524
   21   0.012561107166658 -0.005736987122005  0.025084218702199 -0.024606505433707  0.156591745023765
   22   0.003484155479863  0.034312345352455 -0.012340607116403  0.132457737081094  0.121140777350521
   23  -0.008909587282261 -0.016106307237045 -0.043865539708473 -0.050915905033274  0.037088578046882

                5                  6                  7                  8                  9        

    0   0.005714408783898  0.066251159707015  0.027231144395477  0.041775185611215  0.025084962443604
    1   0.090998800355477  0.001763734468678  0.093914402971271 -0.021939383324792  0.053776078310363
    2  -0.006252986090320  0.215910615159878  0.084932123523885  0.098601862580000  0.068164828649620
    3   0.073082218164198  0.013844554812817  0.257821620548946 -0.022491449102523  0.110681116286645
    4   0.057197099050467  0.398213237567076  0.018348730976654  0.309909193292402  0.142852745198875
    5   1.788879541544533 -0.060095039294574  0.520755724533834 -0.192492410211737  0.489603211090939
    6  -0.055893213457396  1.727770254451990  0.111805025453440 -0.417171205972483 -0.036451234287028
    7   0.514969371659259  0.110102153894487  1.834430516140926  0.141857918989886 -0.244398364982838
    8  -0.192899712453146 -0.423709909529251  0.151635426167439  1.863759261234402  0.351617808212884
    9   0.482718926313966 -0.031620331885175 -0.261125443568774  0.352022533880241  1.768718844631805
   10   0.067205795256730 -0.268038285761186  0.046774793118478 -0.539743560449234  0.022331684358762
   11   0.004994702962010 -0.209738364312968 -0.138402439364658 -0.013605201829245 -0.530157432965400
   12  -0.134440740635761 -0.047449215751984  0.084641047536871  0.452605414005497 -0.053594025977247
   13   0.058227228428417  0.097767324828928 -0.128044263237598  0.090303083510958  0.403481906212004
   14   0.009205976138285 -0.054397839883003  0.010860205068452 -0.046693437632436  0.093809119613293
   15  -0.021053811276764  0.088765435314332 -0.093729370971572 -0.100018514679643 -0.170105784929578
   16   0.061806238988651  0.070154006323449 -0.008156210770634 -0.197104925969056  0.087381356855200
   17  -0.085689346074160  0.158917029875774 -0.023546592482840 -0.092732656946611 -0.166675455457540
   18  -0.018731811695787 -0.105437862182165  0.012812473854994  0.007958749936572  0.005225716928804
   19   0.023859702261005 -0.183923239950200 -0.011824515748440  0.055723224910206 -0.019533201493677
   20   0.017743106304690 -0.087443384255116 -0.007164252073105 -0.002089973879884  0.071139989249804
   21   0.022946960502289  0.133232996942399 -0.027921350598812 -0.066239981012470  0.047390122747638
   22   0.081936331996423  0.067375844547361  0.122265173706224 -0.078161033809618 -0.021053576690577
   23  -0.085570708460169  0.025114910562708 -0.094644143034152 -0.082413776385229 -0.034517571962668

               10                 11                 12                 13                 14        

    0  -0.055083854507514 -0.033800536831877  0.035199830957101  0.031333429184197 -0.044225518097213
    1   0.038369014638956 -0.052830566210390 -0.026440149085921  0.012702820265954  0.040036262989002
    2  -0.171552459671888 -0.098373860662514  0.079695112003928  0.083566580626408 -0.126371821114860
    3   0.103796067525032 -0.173602427653387 -0.065431483917316  0.061411545356742  0.113882073958224
    4  -0.145399655937678 -0.088508534351664  0.287952903978329  0.235193126613381 -0.011589547938567
    5   0.064041147070331  0.014170410628289 -0.135794178555173  0.057090282179285  0.005652994899167
    6  -0.271471273228084 -0.208215840190458 -0.039681792353212  0.106382281654285 -0.058631735448513
    7   0.050620945942244 -0.136561997604501  0.083706176465467 -0.128648294734436  0.013919978887633
    8  -0.544276210871179 -0.004217064789840  0.451642672789879  0.089449160640372 -0.048393255814233
    9   0.033003917259395 -0.536227548070122 -0.052579213800475  0.407621076253143  0.097964993237083
   10   1.682933925106456  0.005912211050158  0.469714689188982  0.136312333426919  0.333206373565154
   11   0.007631409538062  1.710154011025481  0.117436082114864  0.400428386049168  0.006546109449375
   12   0.477922303394232  0.114864142513261  2.046472824512791  0.052459586237837 -0.332901566986217
   13   0.131594337797612  0.401876705129399  0.054436079052292  1.790401688589726  0.073232697589627
   14   0.328612926805072  0.003957620342161 -0.328645816947848  0.077478666671084  1.891468170039316
   15   0.048626662894512  0.323850546395891  0.038905038982953 -0.450666091631551  0.195948975731178
   16   0.010274586670598  0.010196083242000 -0.408848497312262  0.068745467782714 -0.353764967420136
   17  -0.086169864850089 -0.155809287852663 -0.100812479866979 -0.329111629201501  0.078201371568652
   18   0.130669996285046 -0.025251528162520  0.010411550264210  0.061174953515592  0.390818997638780
   19   0.065765540944138  0.111362965591163  0.051516735974430 -0.211839228243692  0.048545468820467
   20   0.017073225060434  0.018936736560355 -0.198198036976207  0.066043177909675 -0.010802299236752
   21   0.100906299483463  0.085793636932085  0.078966296611946  0.225081429186662  0.113387694563198
   22   0.072500993559996 -0.032166566387490  0.005225976100998  0.054384092170759  0.141174342291022
   23   0.049382611048786  0.033010731688372 -0.036128034131780 -0.011190822344332  0.108114441162715

               15                 16                 17                 18                 19        

    0  -0.025607548007665 -0.011615480570388  0.002330450979683 -0.028018138686691 -0.041765553817523
    1  -0.043037401592204  0.013862905447505 -0.006927031881022  0.036727243571990 -0.020832533925822
    2  -0.093324725271772 -0.044050506425011 -0.025621003471689 -0.076910566397837 -0.134002528038079
    3  -0.148109634162494  0.057099310065884 -0.023311272579337  0.130329669411634 -0.088897394987175
    4   0.131035868664321 -0.047069195898001  0.106476127792231 -0.055062775164697 -0.116624853661682
    5  -0.022809090157658  0.067131629624407 -0.086124777298674 -0.017222356393062  0.024980466018096
    6   0.090045159193673  0.070471275167959  0.160989495195836 -0.105169391769514 -0.192202061157257
    7  -0.094824377239188 -0.012257650300370 -0.022756669806445  0.009216042371664 -0.011039895258655
    8  -0.105177799704393 -0.196216087384391 -0.097258084238981  0.016402390993114  0.056870735876462
    9  -0.170754907726517  0.081994661389042 -0.170351479571358 -0.002653244535896 -0.019018325990571
   10   0.049294156472430  0.012170839663929 -0.088514320937858  0.132438784481812  0.060383399505752
   11   0.323297947515366  0.003573729760973 -0.155793223079488 -0.029020956299840  0.107595789766778
   12   0.036179423261395 -0.407804359828281 -0.102927076484166  0.005997974384047  0.055841085537432
   13  -0.451597937154698  0.074299334487630 -0.328458397153908  0.063612577804479 -0.212817063051285
   14   0.199790040475774 -0.354701586986640  0.080531101321093  0.391838065409819  0.045153307757954
   15   1.768914021451642  0.100484174440272 -0.469273902136498 -0.115095347516964  0.328014042526962
   16   0.096252378979811  1.916219118752731  0.096292872987647  0.262741862895818  0.090630189301390
   17  -0.470192951475598  0.098081114624764  1.801572138050092 -0.056667568371936  0.488569719351738
   18  -0.113693902621999  0.258212286765779 -0.055892316014154  1.982933693978732  0.070570021871215
   19   0.327135330180511  0.088429082566495  0.484563870467653  0.072042799229195  2.026779386453831
   20   0.029285711132400  0.432045698641022 -0.082710584997166 -0.326625686601850  0.111088854674551
   21   0.182063958334596 -0.208330902962634 -0.399925806415280  0.051838283958168  0.367420640033653
   22  -0.029304153884770 -0.000361671653503 -0.089381341040659  0.347476737014935 -0.162262479924282
   23   0.165019545332423 -0.041193722903738  0.088196245660881 -0.010105266802975  0.273009539118133

               20                 21                 22                 23        

    0  -0.015402762107818  0.008454130586936 -0.000799019015420 -0.010833094210841
    1   0.015962181292821 -0.004722703146872  0.036216879832441 -0.017882740630486
    2  -0.042939590346171  0.025013454367785 -0.016550056355363 -0.045719534739936
    3   0.074945285878492 -0.023001086671907  0.130363707856798 -0.048602980395061
    4  -0.125062060738124  0.163763038245870  0.124793395418199  0.040035144765215
    5   0.015122331997733  0.017005107980640  0.086856003785406 -0.089428929953688
    6  -0.090570739063549  0.135866587565375  0.074590807413604  0.034340189579271
    7  -0.010521315819949 -0.030557177279878  0.121236177688585 -0.097515587519211
    8  -0.002448566491374 -0.076290320958344 -0.080725223244886 -0.088548733526810
    9   0.073134829068983  0.050505132130187 -0.026739065298782 -0.035130614388524
   10   0.010606509792489  0.102928724481178  0.070593591723936  0.055166033892542
   11   0.018225110000804  0.088759814793176 -0.034007748651543  0.033873456614513
   12  -0.196073989958377  0.077597175828822  0.005486218170297 -0.037656392342432
   13   0.069255905717263  0.227781233879916  0.056282588126290 -0.012616984581086
   14  -0.011997266070263  0.118693030609402  0.145524682540751  0.112842258046876
   15   0.028650054826676  0.183697491126630 -0.024297189707178  0.160764592879073
   16   0.432699889204205 -0.213630603002939 -0.002240897549747 -0.047394045595137
   17  -0.079992831765710 -0.400877955004039 -0.092177539087190  0.080381790196158
   18  -0.322996762853489  0.049230534472734  0.346228046166505 -0.012400986729163
   19   0.111442445166008  0.357540156187423 -0.165966124372971  0.270290917386614
   20   1.906506467723837 -0.087499132162162  0.494162263996250  0.049157867808675
   21  -0.084422921401425  1.879937902007261 -0.065152214785122 -0.523475245107919
   22   0.496268840036521 -0.066908758402364  1.788958651828400 -0.011506793353195
   23   0.049762084128643 -0.516897695733437 -0.009043532423632  1.845085697321984
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000084777710
Norm of residual vector 0  after precondition    0.0000084777710
                     1   0.3610349900   3.52e-08    8.48e-06      N
Norm of residual vector af preconditioning    0.0000051568143
Norm of final new C in schmidt_add():    0.999999999999998
Norm of residual vector 1  before precondition    0.0000689125833
Norm of residual vector 1  after precondition    0.0000689125833
                     2   0.4151589314  -2.19e-07    6.89e-05      N
Norm of residual vector af preconditioning    0.0000445179993
Norm of final new C in schmidt_add():    1.000000000000003
alpha

           1           2           3           4           5           6           7           8           9          10

    1   0.9672968   0.0566455  -0.0257601   0.0006501   0.0002116   0.0247578   0.0087759   0.0728847   0.0430918   0.0548082
    2  -0.0505085   0.9651607   0.0590098   0.0148002  -0.0267668  -0.0137894   0.0259836  -0.0140332   0.0826492  -0.0164472
    3  -0.2394405  -0.0083850   0.0000661   0.0138624   0.0063646   0.0159895   0.0020915   0.1117298   0.1138825   0.1388224
    4   0.0110339  -0.2424560   0.0023400  -0.0011620  -0.0116783  -0.0105962   0.0263966  -0.0106095   0.2242934  -0.0377007
    5  -0.0585706   0.0111897  -0.1558599   0.1044066   0.0321400   0.2344746   0.1071724   0.5319048   0.1337118   0.2780413
    6   0.0046100  -0.0653287   0.2977731   0.0688405  -0.2388162  -0.0657873   0.3001346  -0.0335839   0.3715271  -0.0570362
    7   0.0257500  -0.0135421   0.1606355   0.3393034   0.0964236  -0.0177395   0.0406412  -0.5448814  -0.1671519  -0.1180225
    8  -0.0041345   0.0280288  -0.2258622  -0.1587404   0.2183539   0.0420553  -0.1947745   0.0104949  -0.4992021   0.0438054
    9   0.0122681  -0.0197175   0.4469776   0.2715017   0.0817838  -0.2209153  -0.0674594  -0.0970638  -0.1413342   0.1381345
   10  -0.0029620   0.0199545  -0.4036407  -0.0553178   0.4021621  -0.0771959  -0.1585145  -0.2283628   0.1015297  -0.0209050
   11   0.0058765  -0.0109883   0.3165540   0.3218070   0.3130430  -0.0100938  -0.1613026   0.1761731  -0.1029580   0.2803990
   12  -0.0003567   0.0080294  -0.2807583   0.2211892   0.3414578  -0.1563504   0.0483109  -0.1661817   0.3183717   0.1059578
   13  -0.0023531   0.0053626  -0.2080593  -0.1847746  -0.2928738  -0.1070128   0.1963552  -0.3236289   0.0389305   0.0269074
   14  -0.0001204  -0.0041422   0.2591209  -0.3570403  -0.1741295   0.2252596  -0.2514275  -0.0713410  -0.1879526  -0.0512261
   15  -0.0008612   0.0027986  -0.1827820   0.0593268  -0.3361606  -0.1221967   0.0694302  -0.1705251  -0.1337843   0.4480520
   16   0.0000848  -0.0028032   0.2516975  -0.4319544   0.1222114   0.0950441  -0.2064617  -0.1481931   0.1512639   0.1971217
   17  -0.0003223   0.0013039  -0.0983163   0.0566395  -0.2778882  -0.3485036  -0.1009985   0.0272354  -0.1562565   0.3336263
   18   0.0000548  -0.0015426   0.1799988  -0.4037850   0.2344219  -0.2342559  -0.0118442  -0.0716913   0.2361341   0.2419346
   19   0.0001139  -0.0006420   0.0691430  -0.0858032   0.2232041   0.2245550   0.3198523  -0.0598502  -0.0151241  -0.1583101
   20  -0.0000123   0.0005964  -0.0866639   0.2409267  -0.1773862   0.3244496  -0.2055953  -0.0419595  -0.0105375  -0.2314952
   21   0.0000432  -0.0002968   0.0317697  -0.0753966   0.1599979   0.2154591   0.4827617  -0.0888053  -0.1521733   0.0867515
   22  -0.0000009  -0.0002131   0.0385101  -0.1463863   0.0897310  -0.4810189   0.1912446   0.2314432  -0.1547481  -0.1964279
   23  -0.0000153   0.0001083  -0.0087192   0.0326699  -0.0911809  -0.2201095  -0.4440635   0.0613456   0.2945088  -0.3056105
   24  -0.0000007  -0.0000702   0.0143200  -0.0529298   0.0398770  -0.3371900   0.1685267   0.2081086  -0.2464998  -0.3732309

          11          12          13          14          15          16          17          18          19          20

    1  -0.0176683  -0.0255296   0.0428075   0.2013892  -0.0235973  -0.0176925   0.0455511   0.0027818  -0.0158171  -0.0631058
    2   0.1959608   0.0209760  -0.0650003   0.0219632  -0.0009949  -0.0114204  -0.0218199   0.0615833  -0.0363034  -0.0226115
    3  -0.0745257  -0.1055735   0.1438961   0.7815616  -0.0783103  -0.0818528   0.0835954   0.0154261  -0.0239156  -0.2243496
    4   0.7194136   0.0554222  -0.2899849   0.1113143  -0.0454878  -0.0812091  -0.0289741   0.2085895  -0.0634542  -0.0674632
    5   0.0779823   0.0716010   0.0254973  -0.3454411  -0.0111908   0.0645508   0.5157105  -0.1010511  -0.1518746  -0.0763612
    6  -0.1740576   0.1323375   0.4257023  -0.1275126   0.1820113   0.1893695  -0.1615762   0.1014963  -0.3888616  -0.0334983
    7   0.0578578   0.0118969  -0.0362925  -0.1136795  -0.0573900   0.1290054   0.3655898  -0.1378039  -0.0384222  -0.4902980
    8  -0.0571590   0.2459242   0.2540858  -0.0812341   0.0217247  -0.1189407  -0.0649881   0.4615464  -0.3122178  -0.2215699
    9   0.0595307   0.0692673   0.0334558  -0.0368602   0.0547410  -0.3990631   0.0650380   0.0472845  -0.1410644   0.4744175
   10  -0.0297173  -0.2565417   0.0055152   0.0299233   0.1981734   0.2039326  -0.0237868  -0.3437110  -0.2141926   0.3196365
   11  -0.0815530  -0.1984410  -0.0889902   0.1232902  -0.0817391   0.4879098  -0.0305040   0.1602665   0.0934351  -0.0379266
   12   0.1622231   0.4700100   0.2848586   0.0243327  -0.1337891  -0.0262156   0.0244342   0.1332400   0.1429165   0.0745907
   13  -0.0478241  -0.2302114  -0.0595441   0.0032099  -0.2154820   0.3028184   0.1755965   0.3917930  -0.0084630   0.0905340
   14   0.1332404   0.3883587   0.1344594   0.0655766  -0.1868461   0.2856734   0.0947646  -0.2009056   0.2020886   0.1751522
   15  -0.1044427   0.2137138  -0.0790802   0.1635763   0.3292464  -0.1917377   0.1672531  -0.2837008   0.0830855  -0.0620537
   16   0.1903746  -0.2952310   0.1197704  -0.0194714   0.3001845  -0.2045906   0.2244489   0.0773748  -0.2607915  -0.1069332
   17   0.1622950  -0.2695644   0.2545288  -0.1226212  -0.4225798   0.0469911   0.0570577   0.0093143  -0.1138534   0.1625176
   18  -0.1482074   0.2709140  -0.1285665  -0.0033742  -0.2890055   0.1888701   0.1018362  -0.1363357  -0.0767002  -0.0184080
   19  -0.0690341  -0.2529581   0.3459175  -0.0512436  -0.3719934  -0.2993270   0.1413584  -0.1584089   0.1883199   0.0226638
   20   0.0423098   0.1099029  -0.0365485   0.2303996  -0.2606471   0.0894627   0.1048853  -0.1343806  -0.5581722   0.2004355
   21  -0.1806214   0.0920281  -0.3734296   0.1773461   0.0312449  -0.0111585   0.2141765   0.2714149  -0.1610271   0.3297393
   22  -0.0370775   0.0526681  -0.2569307   0.0637830  -0.2105703  -0.0729947  -0.1087152  -0.2262946  -0.3217412  -0.2190639
   23  -0.3814708   0.0060359  -0.1652371   0.0061321  -0.0304682  -0.1897078   0.4073574   0.2628158   0.0781473   0.0394908
   24   0.2371083   0.0216995   0.2718155   0.1575159   0.3047215   0.2168194   0.4085941  -0.0014613   0.0917498   0.1733975

          21          22          23          24

    1  -0.0207158  -0.0748794  -0.0083882   0.0862894
    2   0.0715649   0.0461806  -0.1102175   0.0278530
    3  -0.0791948  -0.2449581  -0.0370838   0.2603816
    4   0.2326626   0.1300900  -0.3442865   0.0970574
    5   0.0021463  -0.0623311   0.0650057   0.2872544
    6   0.0125057   0.1271573  -0.2703943   0.1023435
    7  -0.1264229  -0.1712859  -0.0991215   0.0750945
    8   0.2120082   0.0182341  -0.1628017   0.1019186
    9   0.1539849  -0.1498137   0.1816802   0.3512284
   10   0.0158868   0.0402348  -0.2540638   0.3039404
   11   0.1326552   0.4120931   0.0025822  -0.0760880
   12  -0.2795268   0.1967439   0.2614436  -0.1053337
   13   0.1979355   0.0873579   0.3975183   0.3173219
   14  -0.2360373   0.1948162  -0.1171132   0.3233571
   15   0.2632202   0.3935348  -0.0846157  -0.0965625
   16  -0.2402911   0.1974805   0.2577291  -0.2112143
   17  -0.2870183  -0.0846294  -0.3186191  -0.2232123
   18   0.3897083  -0.3246867  -0.0404852  -0.2367664
   19   0.2990526   0.3316603  -0.1478156  -0.0208165
   20   0.1633401   0.0871035   0.2186074  -0.3126782
   21  -0.3414350   0.0053683  -0.2628535  -0.1479582
   22  -0.2102811   0.3502618   0.1726560   0.1786334
   23  -0.0260190   0.1839084  -0.2637900   0.0204020
   24   0.1396561  -0.0828163   0.0410614  -0.2354324
alpha_old

           1           2           3           4           5           6           7           8           9          10

    1  -0.9672967  -0.0566481  -0.0257305   0.0009297   0.0016555  -0.0342446  -0.0256624  -0.0744172   0.0448666  -0.0858112
    2   0.0505081  -0.9651622   0.0589055   0.0140912   0.0297874   0.0221724  -0.0347499   0.0097754   0.1192044   0.0744063
    3   0.2394405   0.0083866   0.0003794   0.0137600  -0.0057620  -0.0326799  -0.0380909  -0.1286898   0.1377101  -0.2597281
    4  -0.0110334   0.2424526   0.0020714  -0.0003300   0.0144784   0.0217494  -0.0566673   0.0027411   0.3719064   0.2489129
    5   0.0585726  -0.0111891  -0.1536869   0.1068389  -0.0095991  -0.3131147  -0.1954813  -0.5000507   0.0746759  -0.2753552
    6  -0.0046094   0.0653174   0.2986014   0.0605361   0.2607316   0.1246884  -0.3832657   0.0308254   0.2549578  -0.0311828
    7  -0.0257495   0.0135496   0.1665308   0.3410085  -0.0719816   0.1303026   0.0783219   0.5564940  -0.0960526  -0.0530759
    8   0.0041355  -0.0280410  -0.2303930  -0.1443392  -0.2314364  -0.0917929   0.3526899   0.0084094  -0.3791341  -0.0851061
    9  -0.0122695   0.0197176   0.4504530   0.2723232  -0.0755267   0.2302648   0.1700770   0.0053954  -0.0919821  -0.0866942
   10   0.0029616  -0.0199520  -0.4068844  -0.0297468  -0.4164811   0.1083374   0.1207660   0.1880597   0.1923973   0.0036268
   11  -0.0058762   0.0109891   0.3212289   0.3283544  -0.3056525  -0.0346131   0.1999804  -0.2413692  -0.0238530  -0.2226331
   12   0.0003564  -0.0080222  -0.2797832   0.2483468  -0.3247062   0.2235506  -0.1150263   0.0790913   0.3471161  -0.1053736
   13   0.0023530  -0.0053642  -0.2110523  -0.1885706   0.2971585   0.2335691  -0.1317688   0.2766543  -0.0171534  -0.1262945
   14   0.0001210   0.0041344   0.2566506  -0.3853713   0.1311285  -0.2495984   0.2956542   0.1367874   0.0259645  -0.0239233
   15   0.0008603  -0.0027791  -0.1797909   0.0489033   0.3496301   0.2380321   0.1191918   0.0204474  -0.0795642  -0.5240137
   16  -0.0000834   0.0027807   0.2453906  -0.4432022  -0.1735162  -0.0248867   0.1429281   0.0864158   0.2963609  -0.2249810
   17   0.0003186  -0.0012816  -0.0969184   0.0525597   0.2749451   0.3558898   0.2954568  -0.2117819  -0.0116144  -0.0671385
   18  -0.0000542   0.0015059   0.1695355  -0.3904385  -0.2711244   0.3284605  -0.0696666  -0.0905012   0.1209809  -0.1488644
   19  -0.0001082   0.0005944   0.0640322  -0.0689155  -0.1947234  -0.1598975  -0.3572337   0.1747243  -0.1691190  -0.0146238
   20   0.0000105  -0.0005453  -0.0755043   0.2110914   0.1728453  -0.3829658   0.1431465   0.1780315   0.0983433   0.1326177
   21  -0.0000359   0.0002394   0.0259969  -0.0553119  -0.1130982  -0.0788951  -0.4298677   0.1507637  -0.4047029  -0.3480800
   22  -0.0000002   0.0001727   0.0277865  -0.1114050  -0.0806069   0.3933692  -0.1290626  -0.2756826  -0.3527849   0.4418984

          11          12          13          14          15          16          17          18          19          20

    1   0.0348391  -0.0006667   0.1793921   0.0810521   0.0109373  -0.0087096   0.0300482  -0.0727160   0.0167324   0.0568317
    2  -0.0297914  -0.1531192  -0.0173817   0.0543983  -0.0008661   0.0779202   0.0383529  -0.0119210  -0.0643314  -0.1009477
    3   0.1386329   0.0065477   0.7200655   0.2915193   0.0029130  -0.0005796   0.0649346  -0.2512541   0.0612650   0.1835508
    4  -0.0893832  -0.6270417  -0.0504322   0.2409185   0.0183909   0.2422932   0.0746237  -0.0395129  -0.2110892  -0.2976005
    5  -0.0712616  -0.0977626  -0.4636099   0.0108069   0.1792518  -0.2541553   0.2177650  -0.1357393   0.0197552   0.0654448
    6  -0.1084541   0.5120438  -0.0302608  -0.1486736  -0.0762019   0.1952915   0.3861206  -0.0022991   0.0147695  -0.2731385
    7  -0.0141393  -0.1011909  -0.1781407  -0.0157968   0.1940301  -0.2055498   0.1170380  -0.5407785   0.0862118   0.1314909
    8  -0.2369102   0.2017707  -0.0741004   0.2148881  -0.0811905   0.4410344   0.3523864  -0.1450151  -0.2494249  -0.0809739
    9  -0.0706940  -0.0683623  -0.0938140   0.2755776  -0.2382198  -0.0707618   0.1084450   0.4959668  -0.1099518   0.1576124
   10   0.2629594   0.0541984   0.0448569  -0.2913320  -0.0549178  -0.2690319   0.1666684   0.2883361   0.0884396  -0.2601794
   11   0.2066415  -0.0529257   0.1117386  -0.2930401   0.3420024   0.2460213  -0.0744791  -0.0552325  -0.0993469  -0.3819259
   12  -0.4580692   0.1508812   0.0029197   0.2611553   0.1016198   0.1408043  -0.1237732   0.0250149   0.2801669  -0.0173365
   13   0.2327284  -0.0843431  -0.0382462  -0.0677103   0.3893661   0.3071511   0.0603262   0.0835314  -0.1882862   0.0680938
   14  -0.3814984   0.0701069   0.0603858   0.0218397   0.3166860  -0.1213711  -0.1990959   0.0607892   0.3284731  -0.2869095
   15  -0.1955297  -0.1318778   0.0483152  -0.0454219  -0.3031334  -0.2960681  -0.0814911  -0.0872201  -0.2149461  -0.4145367
   16   0.3042636  -0.1270903  -0.1728087   0.1338639  -0.2653632   0.0092972   0.3128149  -0.1341431   0.2238409  -0.0113537
   17   0.2685458   0.0695896  -0.1415009   0.3491559   0.3642162  -0.0056047   0.0953249   0.1627791   0.2878808  -0.0068127
   18  -0.2698855   0.0231497   0.0510007  -0.1294860   0.3260890  -0.2308027   0.0500334   0.0620056  -0.4294709   0.2756553
   19   0.2622844   0.2085434  -0.0561390   0.5396511   0.1400580  -0.2331921  -0.2054358   0.0319573  -0.2724054  -0.3542177
   20  -0.1092939  -0.0158246   0.2611542   0.0593162   0.2316650  -0.2416314   0.5195000   0.2861933  -0.1637710   0.0113889
   21  -0.0915932  -0.3537270   0.0691438  -0.0679515   0.0458198   0.1616843   0.1883590   0.2938442   0.3588229   0.0032119
   22  -0.0790922  -0.0874114   0.1844795   0.0287623   0.0415110  -0.2211106   0.2934702  -0.1711534   0.1788532  -0.2496389

          21          22

    1  -0.0452545   0.0924998
    2  -0.0853630   0.0109238
    3  -0.1566849   0.2754506
    4  -0.2701599   0.0476270
    5   0.0235421   0.3252135
    6  -0.2134486   0.0497805
    7  -0.1592729   0.0747750
    8  -0.1397456   0.0717010
    9   0.0744455   0.4058632
   10  -0.2672360   0.2852480
   11   0.1805201  -0.0979317
   12   0.3412276  -0.0933701
   13   0.3883755   0.3839412
   14  -0.0570397   0.3044480
   15   0.0944933  -0.1140265
   16   0.3459933  -0.1921731
   17  -0.3047925  -0.2764979
   18  -0.1635886  -0.2014791
   19   0.0219183  -0.0551773
   20   0.2458283  -0.2777045
   21  -0.1782557  -0.1778428
   22   0.2847110   0.1045925
alpha_tot

           1           2           3           4           5           6           7           8           9          10

    1   0.9672968   0.0566455  -0.9672967  -0.0566481  -0.0257601   0.0006501   0.0002116   0.0247578   0.0087759   0.0728847
    2  -0.0505085   0.9651607   0.0505081  -0.9651622   0.0590098   0.0148002  -0.0267668  -0.0137894   0.0259836  -0.0140332
    3  -0.2394405  -0.0083850   0.2394405   0.0083866   0.0000661   0.0138624   0.0063646   0.0159895   0.0020915   0.1117298
    4   0.0110339  -0.2424560  -0.0110334   0.2424526   0.0023400  -0.0011620  -0.0116783  -0.0105962   0.0263966  -0.0106095
    5  -0.0585706   0.0111897   0.0585726  -0.0111891  -0.1558599   0.1044066   0.0321400   0.2344746   0.1071724   0.5319048
    6   0.0046100  -0.0653287  -0.0046094   0.0653174   0.2977731   0.0688405  -0.2388162  -0.0657873   0.3001346  -0.0335839
    7   0.0257500  -0.0135421  -0.0257495   0.0135496   0.1606355   0.3393034   0.0964236  -0.0177395   0.0406412  -0.5448814
    8  -0.0041345   0.0280288   0.0041355  -0.0280410  -0.2258622  -0.1587404   0.2183539   0.0420553  -0.1947745   0.0104949
    9   0.0122681  -0.0197175  -0.0122695   0.0197176   0.4469776   0.2715017   0.0817838  -0.2209153  -0.0674594  -0.0970638
   10  -0.0029620   0.0199545   0.0029616  -0.0199520  -0.4036407  -0.0553178   0.4021621  -0.0771959  -0.1585145  -0.2283628
   11   0.0058765  -0.0109883  -0.0058762   0.0109891   0.3165540   0.3218070   0.3130430  -0.0100938  -0.1613026   0.1761731
   12  -0.0003567   0.0080294   0.0003564  -0.0080222  -0.2807583   0.2211892   0.3414578  -0.1563504   0.0483109  -0.1661817
   13  -0.0023531   0.0053626   0.0023530  -0.0053642  -0.2080593  -0.1847746  -0.2928738  -0.1070128   0.1963552  -0.3236289
   14  -0.0001204  -0.0041422   0.0001210   0.0041344   0.2591209  -0.3570403  -0.1741295   0.2252596  -0.2514275  -0.0713410
   15  -0.0008612   0.0027986   0.0008603  -0.0027791  -0.1827820   0.0593268  -0.3361606  -0.1221967   0.0694302  -0.1705251
   16   0.0000848  -0.0028032  -0.0000834   0.0027807   0.2516975  -0.4319544   0.1222114   0.0950441  -0.2064617  -0.1481931
   17  -0.0003223   0.0013039   0.0003186  -0.0012816  -0.0983163   0.0566395  -0.2778882  -0.3485036  -0.1009985   0.0272354
   18   0.0000548  -0.0015426  -0.0000542   0.0015059   0.1799988  -0.4037850   0.2344219  -0.2342559  -0.0118442  -0.0716913
   19   0.0001139  -0.0006420  -0.0001082   0.0005944   0.0691430  -0.0858032   0.2232041   0.2245550   0.3198523  -0.0598502
   20  -0.0000123   0.0005964   0.0000105  -0.0005453  -0.0866639   0.2409267  -0.1773862   0.3244496  -0.2055953  -0.0419595
   21   0.0000432  -0.0002968  -0.0000359   0.0002394   0.0317697  -0.0753966   0.1599979   0.2154591   0.4827617  -0.0888053
   22  -0.0000009  -0.0002131  -0.0000002   0.0001727   0.0385101  -0.1463863   0.0897310  -0.4810189   0.1912446   0.2314432
   23  -0.0000153   0.0001083   0.0000000   0.0000000  -0.0087192   0.0326699  -0.0911809  -0.2201095  -0.4440635   0.0613456
   24  -0.0000007  -0.0000702   0.0000000   0.0000000   0.0143200  -0.0529298   0.0398770  -0.3371900   0.1685267   0.2081086

          11          12          13          14          15          16          17          18          19          20

    1   0.0430918   0.0548082  -0.0176683  -0.0255296   0.0428075   0.2013892  -0.0235973  -0.0176925   0.0455511   0.0027818
    2   0.0826492  -0.0164472   0.1959608   0.0209760  -0.0650003   0.0219632  -0.0009949  -0.0114204  -0.0218199   0.0615833
    3   0.1138825   0.1388224  -0.0745257  -0.1055735   0.1438961   0.7815616  -0.0783103  -0.0818528   0.0835954   0.0154261
    4   0.2242934  -0.0377007   0.7194136   0.0554222  -0.2899849   0.1113143  -0.0454878  -0.0812091  -0.0289741   0.2085895
    5   0.1337118   0.2780413   0.0779823   0.0716010   0.0254973  -0.3454411  -0.0111908   0.0645508   0.5157105  -0.1010511
    6   0.3715271  -0.0570362  -0.1740576   0.1323375   0.4257023  -0.1275126   0.1820113   0.1893695  -0.1615762   0.1014963
    7  -0.1671519  -0.1180225   0.0578578   0.0118969  -0.0362925  -0.1136795  -0.0573900   0.1290054   0.3655898  -0.1378039
    8  -0.4992021   0.0438054  -0.0571590   0.2459242   0.2540858  -0.0812341   0.0217247  -0.1189407  -0.0649881   0.4615464
    9  -0.1413342   0.1381345   0.0595307   0.0692673   0.0334558  -0.0368602   0.0547410  -0.3990631   0.0650380   0.0472845
   10   0.1015297  -0.0209050  -0.0297173  -0.2565417   0.0055152   0.0299233   0.1981734   0.2039326  -0.0237868  -0.3437110
   11  -0.1029580   0.2803990  -0.0815530  -0.1984410  -0.0889902   0.1232902  -0.0817391   0.4879098  -0.0305040   0.1602665
   12   0.3183717   0.1059578   0.1622231   0.4700100   0.2848586   0.0243327  -0.1337891  -0.0262156   0.0244342   0.1332400
   13   0.0389305   0.0269074  -0.0478241  -0.2302114  -0.0595441   0.0032099  -0.2154820   0.3028184   0.1755965   0.3917930
   14  -0.1879526  -0.0512261   0.1332404   0.3883587   0.1344594   0.0655766  -0.1868461   0.2856734   0.0947646  -0.2009056
   15  -0.1337843   0.4480520  -0.1044427   0.2137138  -0.0790802   0.1635763   0.3292464  -0.1917377   0.1672531  -0.2837008
   16   0.1512639   0.1971217   0.1903746  -0.2952310   0.1197704  -0.0194714   0.3001845  -0.2045906   0.2244489   0.0773748
   17  -0.1562565   0.3336263   0.1622950  -0.2695644   0.2545288  -0.1226212  -0.4225798   0.0469911   0.0570577   0.0093143
   18   0.2361341   0.2419346  -0.1482074   0.2709140  -0.1285665  -0.0033742  -0.2890055   0.1888701   0.1018362  -0.1363357
   19  -0.0151241  -0.1583101  -0.0690341  -0.2529581   0.3459175  -0.0512436  -0.3719934  -0.2993270   0.1413584  -0.1584089
   20  -0.0105375  -0.2314952   0.0423098   0.1099029  -0.0365485   0.2303996  -0.2606471   0.0894627   0.1048853  -0.1343806
   21  -0.1521733   0.0867515  -0.1806214   0.0920281  -0.3734296   0.1773461   0.0312449  -0.0111585   0.2141765   0.2714149
   22  -0.1547481  -0.1964279  -0.0370775   0.0526681  -0.2569307   0.0637830  -0.2105703  -0.0729947  -0.1087152  -0.2262946
   23   0.2945088  -0.3056105  -0.3814708   0.0060359  -0.1652371   0.0061321  -0.0304682  -0.1897078   0.4073574   0.2628158
   24  -0.2464998  -0.3732309   0.2371083   0.0216995   0.2718155   0.1575159   0.3047215   0.2168194   0.4085941  -0.0014613

          21          22          23          24          25          26          27          28          29          30

    1  -0.0158171  -0.0631058  -0.0207158  -0.0748794  -0.0083882   0.0862894  -0.0257305   0.0009297   0.0016555  -0.0342446
    2  -0.0363034  -0.0226115   0.0715649   0.0461806  -0.1102175   0.0278530   0.0589055   0.0140912   0.0297874   0.0221724
    3  -0.0239156  -0.2243496  -0.0791948  -0.2449581  -0.0370838   0.2603816   0.0003794   0.0137600  -0.0057620  -0.0326799
    4  -0.0634542  -0.0674632   0.2326626   0.1300900  -0.3442865   0.0970574   0.0020714  -0.0003300   0.0144784   0.0217494
    5  -0.1518746  -0.0763612   0.0021463  -0.0623311   0.0650057   0.2872544  -0.1536869   0.1068389  -0.0095991  -0.3131147
    6  -0.3888616  -0.0334983   0.0125057   0.1271573  -0.2703943   0.1023435   0.2986014   0.0605361   0.2607316   0.1246884
    7  -0.0384222  -0.4902980  -0.1264229  -0.1712859  -0.0991215   0.0750945   0.1665308   0.3410085  -0.0719816   0.1303026
    8  -0.3122178  -0.2215699   0.2120082   0.0182341  -0.1628017   0.1019186  -0.2303930  -0.1443392  -0.2314364  -0.0917929
    9  -0.1410644   0.4744175   0.1539849  -0.1498137   0.1816802   0.3512284   0.4504530   0.2723232  -0.0755267   0.2302648
   10  -0.2141926   0.3196365   0.0158868   0.0402348  -0.2540638   0.3039404  -0.4068844  -0.0297468  -0.4164811   0.1083374
   11   0.0934351  -0.0379266   0.1326552   0.4120931   0.0025822  -0.0760880   0.3212289   0.3283544  -0.3056525  -0.0346131
   12   0.1429165   0.0745907  -0.2795268   0.1967439   0.2614436  -0.1053337  -0.2797832   0.2483468  -0.3247062   0.2235506
   13  -0.0084630   0.0905340   0.1979355   0.0873579   0.3975183   0.3173219  -0.2110523  -0.1885706   0.2971585   0.2335691
   14   0.2020886   0.1751522  -0.2360373   0.1948162  -0.1171132   0.3233571   0.2566506  -0.3853713   0.1311285  -0.2495984
   15   0.0830855  -0.0620537   0.2632202   0.3935348  -0.0846157  -0.0965625  -0.1797909   0.0489033   0.3496301   0.2380321
   16  -0.2607915  -0.1069332  -0.2402911   0.1974805   0.2577291  -0.2112143   0.2453906  -0.4432022  -0.1735162  -0.0248867
   17  -0.1138534   0.1625176  -0.2870183  -0.0846294  -0.3186191  -0.2232123  -0.0969184   0.0525597   0.2749451   0.3558898
   18  -0.0767002  -0.0184080   0.3897083  -0.3246867  -0.0404852  -0.2367664   0.1695355  -0.3904385  -0.2711244   0.3284605
   19   0.1883199   0.0226638   0.2990526   0.3316603  -0.1478156  -0.0208165   0.0640322  -0.0689155  -0.1947234  -0.1598975
   20  -0.5581722   0.2004355   0.1633401   0.0871035   0.2186074  -0.3126782  -0.0755043   0.2110914   0.1728453  -0.3829658
   21  -0.1610271   0.3297393  -0.3414350   0.0053683  -0.2628535  -0.1479582   0.0259969  -0.0553119  -0.1130982  -0.0788951
   22  -0.3217412  -0.2190639  -0.2102811   0.3502618   0.1726560   0.1786334   0.0277865  -0.1114050  -0.0806069   0.3933692
   23   0.0781473   0.0394908  -0.0260190   0.1839084  -0.2637900   0.0204020   0.0000000   0.0000000   0.0000000   0.0000000
   24   0.0917498   0.1733975   0.1396561  -0.0828163   0.0410614  -0.2354324   0.0000000   0.0000000   0.0000000   0.0000000

          31          32          33          34          35          36          37          38          39          40

    1  -0.0256624  -0.0744172   0.0448666  -0.0858112   0.0348391  -0.0006667   0.1793921   0.0810521   0.0109373  -0.0087096
    2  -0.0347499   0.0097754   0.1192044   0.0744063  -0.0297914  -0.1531192  -0.0173817   0.0543983  -0.0008661   0.0779202
    3  -0.0380909  -0.1286898   0.1377101  -0.2597281   0.1386329   0.0065477   0.7200655   0.2915193   0.0029130  -0.0005796
    4  -0.0566673   0.0027411   0.3719064   0.2489129  -0.0893832  -0.6270417  -0.0504322   0.2409185   0.0183909   0.2422932
    5  -0.1954813  -0.5000507   0.0746759  -0.2753552  -0.0712616  -0.0977626  -0.4636099   0.0108069   0.1792518  -0.2541553
    6  -0.3832657   0.0308254   0.2549578  -0.0311828  -0.1084541   0.5120438  -0.0302608  -0.1486736  -0.0762019   0.1952915
    7   0.0783219   0.5564940  -0.0960526  -0.0530759  -0.0141393  -0.1011909  -0.1781407  -0.0157968   0.1940301  -0.2055498
    8   0.3526899   0.0084094  -0.3791341  -0.0851061  -0.2369102   0.2017707  -0.0741004   0.2148881  -0.0811905   0.4410344
    9   0.1700770   0.0053954  -0.0919821  -0.0866942  -0.0706940  -0.0683623  -0.0938140   0.2755776  -0.2382198  -0.0707618
   10   0.1207660   0.1880597   0.1923973   0.0036268   0.2629594   0.0541984   0.0448569  -0.2913320  -0.0549178  -0.2690319
   11   0.1999804  -0.2413692  -0.0238530  -0.2226331   0.2066415  -0.0529257   0.1117386  -0.2930401   0.3420024   0.2460213
   12  -0.1150263   0.0790913   0.3471161  -0.1053736  -0.4580692   0.1508812   0.0029197   0.2611553   0.1016198   0.1408043
   13  -0.1317688   0.2766543  -0.0171534  -0.1262945   0.2327284  -0.0843431  -0.0382462  -0.0677103   0.3893661   0.3071511
   14   0.2956542   0.1367874   0.0259645  -0.0239233  -0.3814984   0.0701069   0.0603858   0.0218397   0.3166860  -0.1213711
   15   0.1191918   0.0204474  -0.0795642  -0.5240137  -0.1955297  -0.1318778   0.0483152  -0.0454219  -0.3031334  -0.2960681
   16   0.1429281   0.0864158   0.2963609  -0.2249810   0.3042636  -0.1270903  -0.1728087   0.1338639  -0.2653632   0.0092972
   17   0.2954568  -0.2117819  -0.0116144  -0.0671385   0.2685458   0.0695896  -0.1415009   0.3491559   0.3642162  -0.0056047
   18  -0.0696666  -0.0905012   0.1209809  -0.1488644  -0.2698855   0.0231497   0.0510007  -0.1294860   0.3260890  -0.2308027
   19  -0.3572337   0.1747243  -0.1691190  -0.0146238   0.2622844   0.2085434  -0.0561390   0.5396511   0.1400580  -0.2331921
   20   0.1431465   0.1780315   0.0983433   0.1326177  -0.1092939  -0.0158246   0.2611542   0.0593162   0.2316650  -0.2416314
   21  -0.4298677   0.1507637  -0.4047029  -0.3480800  -0.0915932  -0.3537270   0.0691438  -0.0679515   0.0458198   0.1616843
   22  -0.1290626  -0.2756826  -0.3527849   0.4418984  -0.0790922  -0.0874114   0.1844795   0.0287623   0.0415110  -0.2211106
   23   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000
   24   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000

          41          42          43          44          45          46

    1   0.0300482  -0.0727160   0.0167324   0.0568317  -0.0452545   0.0924998
    2   0.0383529  -0.0119210  -0.0643314  -0.1009477  -0.0853630   0.0109238
    3   0.0649346  -0.2512541   0.0612650   0.1835508  -0.1566849   0.2754506
    4   0.0746237  -0.0395129  -0.2110892  -0.2976005  -0.2701599   0.0476270
    5   0.2177650  -0.1357393   0.0197552   0.0654448   0.0235421   0.3252135
    6   0.3861206  -0.0022991   0.0147695  -0.2731385  -0.2134486   0.0497805
    7   0.1170380  -0.5407785   0.0862118   0.1314909  -0.1592729   0.0747750
    8   0.3523864  -0.1450151  -0.2494249  -0.0809739  -0.1397456   0.0717010
    9   0.1084450   0.4959668  -0.1099518   0.1576124   0.0744455   0.4058632
   10   0.1666684   0.2883361   0.0884396  -0.2601794  -0.2672360   0.2852480
   11  -0.0744791  -0.0552325  -0.0993469  -0.3819259   0.1805201  -0.0979317
   12  -0.1237732   0.0250149   0.2801669  -0.0173365   0.3412276  -0.0933701
   13   0.0603262   0.0835314  -0.1882862   0.0680938   0.3883755   0.3839412
   14  -0.1990959   0.0607892   0.3284731  -0.2869095  -0.0570397   0.3044480
   15  -0.0814911  -0.0872201  -0.2149461  -0.4145367   0.0944933  -0.1140265
   16   0.3128149  -0.1341431   0.2238409  -0.0113537   0.3459933  -0.1921731
   17   0.0953249   0.1627791   0.2878808  -0.0068127  -0.3047925  -0.2764979
   18   0.0500334   0.0620056  -0.4294709   0.2756553  -0.1635886  -0.2014791
   19  -0.2054358   0.0319573  -0.2724054  -0.3542177   0.0219183  -0.0551773
   20   0.5195000   0.2861933  -0.1637710   0.0113889   0.2458283  -0.2777045
   21   0.1883590   0.2938442   0.3588229   0.0032119  -0.1782557  -0.1778428
   22   0.2934702  -0.1711534   0.1788532  -0.2496389   0.2847110   0.1045925
   23   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000
   24   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000
Iter=13   L=4   The G Matrix

                0                  1                  2                  3        

    0   0.361034989977961  0.000193320011013  0.001900121908985  0.000992422167468
    1  -0.000000000000000  0.415158931426939  0.001243364194032 -0.000330113476211
    2   0.000000000004208  0.000000000000002  1.028423940582053  0.016535913520604
    3   0.000000000005274  0.000000000000470  0.019471864587426  0.896958434460043
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000084777661
Norm of residual vector 0  after precondition    0.0000084777661
                     1   0.3610349900  -1.97e-14    8.48e-06      N
Norm of residual vector af preconditioning    0.0000051568133
Norm of final new C in schmidt_add():    1.000000000000002
Norm of residual vector 1  before precondition    0.0000689125831
Norm of residual vector 1  after precondition    0.0000689125831
                     2   0.4151589314   1.94e-15    6.89e-05      N
Norm of residual vector af preconditioning    0.0000445179993
Norm of final new C in schmidt_add():    0.999999999999999
Iter=14   L=6   resetting norm
SigmaSS, D(norm sigma)=   0.6343784090
FSD    , D(norm sigma)=   0.0001303658
WamefSD, D(norm sigma)=  -0.0079588078
WmnieSD, D(norm sigma)=   0.0112430492
WmaijDS, D(norm sigma)=   0.0636917775
WabejDS, D(norm sigma)=   0.0051723326
WnmjeDS, D(norm sigma)=   0.0000542159
WbmfeDS, D(norm sigma)=  -0.0004894046
FDD_Fbe, D(norm sigma)=   0.5177132120
FDD_Fmj, D(norm sigma)=   0.9979689259
WmnijDD, D(norm sigma)=   0.4921333461
WabefDD, D(norm sigma)=   0.1772461139
WmbejDD, D(norm sigma)=  -0.7474927588
WmnefDD XAF, D(norm sigma)=   0.0019348900
WmnefDD XLI, D(norm sigma)=   0.0008876738
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.7269851776
FSD    , D(norm sigma)=  -0.0000261575
WamefSD, D(norm sigma)=  -0.0065451726
WmnieSD, D(norm sigma)=   0.0173846749
WmaijDS, D(norm sigma)=   0.0630289517
WabejDS, D(norm sigma)=   0.0028095804
WnmjeDS, D(norm sigma)=   0.0002641360
WbmfeDS, D(norm sigma)=  -0.0009580312
FDD_Fbe, D(norm sigma)=   0.5375331187
FDD_Fmj, D(norm sigma)=   1.0139152402
WmnijDD, D(norm sigma)=   0.4760718238
WabefDD, D(norm sigma)=   0.1913615391
WmbejDD, D(norm sigma)=  -0.7716536921
WmnefDD XAF, D(norm sigma)=   0.0023089115
WmnefDD XLI, D(norm sigma)=   0.0001460505
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.361034989977961  0.000193320011013  0.001900121908985  0.000992422167468  0.001140959633142
    1  -0.000000000000000  0.415158931426939  0.001243364194032 -0.000330113476211  0.000704618450622
    2   0.000000000004208  0.000000000000002  1.028423940582053  0.016535913520604  0.566906097447639
    3   0.000000000005274  0.000000000000470  0.019471864587426  0.896958434460043  0.091514400238943
    4   0.000006181711275 -0.000039645798024  0.565837851755867  0.087517344595197  1.611003234077329
    5  -0.000000397097030 -0.000030334047803 -0.085125427432980 -0.497312988045235 -0.113024521537112

                5        

    0  -0.002521544988623
    1  -0.001058353987418
    2  -0.086710206561867
    3  -0.488396825283857
    4  -0.118305554390707
    5   1.684875045469401
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000044383674
Norm of residual vector 0  after precondition    0.0000044383674
                     1   0.3610349939   3.90e-09    4.44e-06      N
Norm of residual vector af preconditioning    0.0000023491066
Norm of final new C in schmidt_add():    1.000000000000000
Norm of residual vector 1  before precondition    0.0000368449123
Norm of residual vector 1  after precondition    0.0000368449123
                     2   0.4151588628  -6.86e-08    3.68e-05      N
Norm of residual vector af preconditioning    0.0000216053813
Norm of final new C in schmidt_add():    1.000000000000003
Iter=15   L=8   resetting norm
SigmaSS, D(norm sigma)=   0.5433311526
FSD    , D(norm sigma)=   0.0000667349
WamefSD, D(norm sigma)=   0.0101567589
WmnieSD, D(norm sigma)=   0.0172386644
WmaijDS, D(norm sigma)=   0.0556664312
WabejDS, D(norm sigma)=   0.0016314435
WnmjeDS, D(norm sigma)=  -0.0001299760
WbmfeDS, D(norm sigma)=  -0.0002827131
FDD_Fbe, D(norm sigma)=   0.7534145907
FDD_Fmj, D(norm sigma)=   1.1660537994
WmnijDD, D(norm sigma)=   0.5229422224
WabefDD, D(norm sigma)=   0.2210791171
WmbejDD, D(norm sigma)=  -0.9994704089
WmnefDD XAF, D(norm sigma)=   0.0033418975
WmnefDD XLI, D(norm sigma)=   0.0004108735
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.6652501743
FSD    , D(norm sigma)=   0.0000078074
WamefSD, D(norm sigma)=  -0.0051930267
WmnieSD, D(norm sigma)=   0.0066603918
WmaijDS, D(norm sigma)=   0.0610583341
WabejDS, D(norm sigma)=   0.0013935148
WnmjeDS, D(norm sigma)=   0.0001513999
WbmfeDS, D(norm sigma)=  -0.0005979646
FDD_Fbe, D(norm sigma)=   0.5502244754
FDD_Fmj, D(norm sigma)=   1.0024165826
WmnijDD, D(norm sigma)=   0.4926008458
WabefDD, D(norm sigma)=   0.1932472355
WmbejDD, D(norm sigma)=  -0.7356067813
WmnefDD XAF, D(norm sigma)=   0.0018288041
WmnefDD XLI, D(norm sigma)=   0.0000463638
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.361034989977961  0.000193320011013  0.001900121908985  0.000992422167468  0.001140959633142
    1  -0.000000000000000  0.415158931426939  0.001243364194032 -0.000330113476211  0.000704618450622
    2   0.000000000004208  0.000000000000002  1.028423940582053  0.016535913520604  0.566906097447639
    3   0.000000000005274  0.000000000000470  0.019471864587426  0.896958434460043  0.091514400238943
    4   0.000006181711275 -0.000039645798024  0.565837851755867  0.087517344595197  1.611003234077329
    5  -0.000000397097030 -0.000030334047803 -0.085125427432980 -0.497312988045235 -0.113024521537112
    6  -0.000000748422922  0.000002864322333  0.183711035691105  0.018609149772364 -0.353727616174339
    7   0.000000814010830 -0.000012905481119  0.058441230851584 -0.065618131992792  0.171658823062320

                5                  6                  7        

    0  -0.002521544988623 -0.001360052792403 -0.002651834518878
    1  -0.001058353987418 -0.003793911542020 -0.001725469926912
    2  -0.086710206561867  0.177890357546900  0.059567429584026
    3  -0.488396825283857  0.012885036884359 -0.055896433256063
    4  -0.118305554390707 -0.357389257690508  0.172640408798347
    5   1.684875045469401  0.059476876841801  0.608169629260749
    6   0.061282760821348  1.825765752947532  0.050479853698508
    7   0.611031054468707  0.060817086185144  1.680057089949521
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000018194653
Norm of residual vector 0  after precondition    0.0000018194653
                     1   0.3610350007   6.82e-09    1.82e-06      N
Norm of residual vector af preconditioning    0.0000009063068
Norm of final new C in schmidt_add():    1.000000000000000
Norm of residual vector 1  before precondition    0.0000178585309
Norm of residual vector 1  after precondition    0.0000178585309
                     2   0.4151587669  -9.59e-08    1.79e-05      N
Norm of residual vector af preconditioning    0.0000096510434
Norm of final new C in schmidt_add():    1.000000000000001
Iter=16   L=10  resetting norm
SigmaSS, D(norm sigma)=   0.7233703376
FSD    , D(norm sigma)=   0.0002235641
WamefSD, D(norm sigma)=  -0.0069080643
WmnieSD, D(norm sigma)=   0.0241851430
WmaijDS, D(norm sigma)=   0.0470932244
WabejDS, D(norm sigma)=   0.0002743410
WnmjeDS, D(norm sigma)=  -0.0001021899
WbmfeDS, D(norm sigma)=  -0.0004734128
FDD_Fbe, D(norm sigma)=   0.8067777989
FDD_Fmj, D(norm sigma)=   1.1331693160
WmnijDD, D(norm sigma)=   0.4900676101
WabefDD, D(norm sigma)=   0.2142359405
WmbejDD, D(norm sigma)=  -0.9740041000
WmnefDD XAF, D(norm sigma)=   0.0024804082
WmnefDD XLI, D(norm sigma)=   0.0002744834
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.6852126487
FSD    , D(norm sigma)=  -0.0005187970
WamefSD, D(norm sigma)=  -0.0012874183
WmnieSD, D(norm sigma)=  -0.0098574032
WmaijDS, D(norm sigma)=   0.0371712572
WabejDS, D(norm sigma)=   0.0004744023
WnmjeDS, D(norm sigma)=  -0.0000201990
WbmfeDS, D(norm sigma)=  -0.0000975148
FDD_Fbe, D(norm sigma)=   0.8327516303
FDD_Fmj, D(norm sigma)=   1.2795783273
WmnijDD, D(norm sigma)=   0.5562619336
WabefDD, D(norm sigma)=   0.2314031420
WmbejDD, D(norm sigma)=  -0.9887768123
WmnefDD XAF, D(norm sigma)=   0.0029938014
WmnefDD XLI, D(norm sigma)=   0.0002293171
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.361034989977961  0.000193320011013  0.001900121908985  0.000992422167468  0.001140959633142
    1  -0.000000000000000  0.415158931426939  0.001243364194032 -0.000330113476211  0.000704618450622
    2   0.000000000004208  0.000000000000002  1.028423940582053  0.016535913520604  0.566906097447639
    3   0.000000000005274  0.000000000000470  0.019471864587426  0.896958434460043  0.091514400238943
    4   0.000006181711275 -0.000039645798024  0.565837851755867  0.087517344595197  1.611003234077329
    5  -0.000000397097030 -0.000030334047803 -0.085125427432980 -0.497312988045235 -0.113024521537112
    6  -0.000000748422922  0.000002864322333  0.183711035691105  0.018609149772364 -0.353727616174339
    7   0.000000814010830 -0.000012905481119  0.058441230851584 -0.065618131992792  0.171658823062320
    8   0.000001936964953 -0.000013167474389  0.173272247197009  0.033190640951324  0.395746460424836
    9  -0.000000344639849  0.000011084346463  0.013815591373521  0.169475507137670 -0.019693790566034

                5                  6                  7                  8                  9        

    0  -0.002521544988623 -0.001360052792403 -0.002651834518878  0.000117979770637 -0.003494315393775
    1  -0.001058353987418 -0.003793911542020 -0.001725469926912 -0.006530534915529  0.000684103577406
    2  -0.086710206561867  0.177890357546900  0.059567429584026  0.170186716454936  0.009712243367861
    3  -0.488396825283857  0.012885036884359 -0.055896433256063  0.032563128788701  0.170049292472611
    4  -0.118305554390707 -0.357389257690508  0.172640408798347  0.398591282171366 -0.021828293880573
    5   1.684875045469401  0.059476876841801  0.608169629260749 -0.106924672023408 -0.335660880412273
    6   0.061282760821348  1.825765752947532  0.050479853698508  0.257859301699602  0.061076525296737
    7   0.611031054468707  0.060817086185144  1.680057089949521 -0.083401634735671  0.362753953820442
    8  -0.098667719368031  0.261377727250018 -0.089287509657989  1.859814916132862  0.066264329745609
    9  -0.329855888480850  0.055189461799984  0.356373769138063  0.061932483672314  2.059873956278475
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000006107352
Norm of residual vector 0  after precondition    0.0000006107352
                     1   0.3610350010   3.47e-10    6.11e-07      Y
Norm of residual vector 1  before precondition    0.0000068294194
Norm of residual vector 1  after precondition    0.0000068294194
                     2   0.4151588301   6.32e-08    6.83e-06      N
Norm of residual vector af preconditioning    0.0000034248955
Norm of final new C in schmidt_add():    0.999999999999998
Iter=17   L=11  resetting norm
SigmaSS, D(norm sigma)=   0.7400381028
FSD    , D(norm sigma)=  -0.0000120579
WamefSD, D(norm sigma)=   0.0169367026
WmnieSD, D(norm sigma)=   0.0054130133
WmaijDS, D(norm sigma)=   0.0523685982
WabejDS, D(norm sigma)=  -0.0063611017
WnmjeDS, D(norm sigma)=   0.0003053585
WbmfeDS, D(norm sigma)=  -0.0015737180
FDD_Fbe, D(norm sigma)=   0.7190454467
FDD_Fmj, D(norm sigma)=   1.1451187928
WmnijDD, D(norm sigma)=   0.5018207443
WabefDD, D(norm sigma)=   0.2141946629
WmbejDD, D(norm sigma)=  -0.9612237308
WmnefDD XAF, D(norm sigma)=   0.0024952269
WmnefDD XLI, D(norm sigma)=   0.0003776686
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.361034989977961  0.000193320011013  0.001900121908985  0.000992422167468  0.001140959633142
    1  -0.000000000000000  0.415158931426939  0.001243364194032 -0.000330113476211  0.000704618450622
    2   0.000000000004208  0.000000000000002  1.028423940582053  0.016535913520604  0.566906097447639
    3   0.000000000005274  0.000000000000470  0.019471864587426  0.896958434460043  0.091514400238943
    4   0.000006181711275 -0.000039645798024  0.565837851755867  0.087517344595197  1.611003234077329
    5  -0.000000397097030 -0.000030334047803 -0.085125427432980 -0.497312988045235 -0.113024521537112
    6  -0.000000748422922  0.000002864322333  0.183711035691105  0.018609149772364 -0.353727616174339
    7   0.000000814010830 -0.000012905481119  0.058441230851584 -0.065618131992792  0.171658823062320
    8   0.000001936964953 -0.000013167474389  0.173272247197009  0.033190640951324  0.395746460424836
    9  -0.000000344639849  0.000011084346463  0.013815591373521  0.169475507137670 -0.019693790566034
   10   0.000000165995611 -0.000002163719897 -0.064032824292575  0.006425460747051  0.077983467783714

                5                  6                  7                  8                  9        

    0  -0.002521544988623 -0.001360052792403 -0.002651834518878  0.000117979770637 -0.003494315393775
    1  -0.001058353987418 -0.003793911542020 -0.001725469926912 -0.006530534915529  0.000684103577406
    2  -0.086710206561867  0.177890357546900  0.059567429584026  0.170186716454936  0.009712243367861
    3  -0.488396825283857  0.012885036884359 -0.055896433256063  0.032563128788701  0.170049292472611
    4  -0.118305554390707 -0.357389257690508  0.172640408798347  0.398591282171366 -0.021828293880573
    5   1.684875045469401  0.059476876841801  0.608169629260749 -0.106924672023408 -0.335660880412273
    6   0.061282760821348  1.825765752947532  0.050479853698508  0.257859301699602  0.061076525296737
    7   0.611031054468707  0.060817086185144  1.680057089949521 -0.083401634735671  0.362753953820442
    8  -0.098667719368031  0.261377727250018 -0.089287509657989  1.859814916132862  0.066264329745609
    9  -0.329855888480850  0.055189461799984  0.356373769138063  0.061932483672314  2.059873956278475
   10   0.066574483095031 -0.382745350488181  0.129489952253712  0.159915184038083 -0.279798133275452

               10        

    0   0.005049969207626
    1  -0.002469204648673
    2  -0.060731048553524
    3   0.008238917412834
    4   0.079353835315773
    5   0.067291549244240
    6  -0.386758088544915
    7   0.132156787887196
    8   0.162065057809299
    9  -0.283613707890062
   10   1.877359207732796
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000003880398
Norm of residual vector 0  after precondition    0.0000003880398
                     1   0.3610349998  -1.28e-09    3.88e-07      Y
Norm of residual vector 1  before precondition    0.0000024694660
Norm of residual vector 1  after precondition    0.0000024694660
                     2   0.4151588227  -7.41e-09    2.47e-06      N
Norm of residual vector af preconditioning    0.0000013296145
Norm of final new C in schmidt_add():    0.999999999999997
Iter=18   L=12  resetting norm
SigmaSS, D(norm sigma)=   0.7601204162
FSD    , D(norm sigma)=   0.0001370095
WamefSD, D(norm sigma)=   0.0020899588
WmnieSD, D(norm sigma)=   0.0221501160
WmaijDS, D(norm sigma)=   0.0501241881
WabejDS, D(norm sigma)=  -0.0009818341
WnmjeDS, D(norm sigma)=   0.0001483914
WbmfeDS, D(norm sigma)=  -0.0009958291
FDD_Fbe, D(norm sigma)=   0.8087789810
FDD_Fmj, D(norm sigma)=   1.0672901732
WmnijDD, D(norm sigma)=   0.4620231660
WabefDD, D(norm sigma)=   0.2083686191
WmbejDD, D(norm sigma)=  -0.9458608557
WmnefDD XAF, D(norm sigma)=   0.0022518197
WmnefDD XLI, D(norm sigma)=   0.0002633573
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.361034989977961  0.000193320011013  0.001900121908985  0.000992422167468  0.001140959633142
    1  -0.000000000000000  0.415158931426939  0.001243364194032 -0.000330113476211  0.000704618450622
    2   0.000000000004208  0.000000000000002  1.028423940582053  0.016535913520604  0.566906097447639
    3   0.000000000005274  0.000000000000470  0.019471864587426  0.896958434460043  0.091514400238943
    4   0.000006181711275 -0.000039645798024  0.565837851755867  0.087517344595197  1.611003234077329
    5  -0.000000397097030 -0.000030334047803 -0.085125427432980 -0.497312988045235 -0.113024521537112
    6  -0.000000748422922  0.000002864322333  0.183711035691105  0.018609149772364 -0.353727616174339
    7   0.000000814010830 -0.000012905481119  0.058441230851584 -0.065618131992792  0.171658823062320
    8   0.000001936964953 -0.000013167474389  0.173272247197009  0.033190640951324  0.395746460424836
    9  -0.000000344639849  0.000011084346463  0.013815591373521  0.169475507137670 -0.019693790566034
   10   0.000000165995611 -0.000002163719897 -0.064032824292575  0.006425460747051  0.077983467783714
   11  -0.000000795254452  0.000008129436395 -0.013858181484846  0.003432772442635 -0.147915770351914

                5                  6                  7                  8                  9        

    0  -0.002521544988623 -0.001360052792403 -0.002651834518878  0.000117979770637 -0.003494315393775
    1  -0.001058353987418 -0.003793911542020 -0.001725469926912 -0.006530534915529  0.000684103577406
    2  -0.086710206561867  0.177890357546900  0.059567429584026  0.170186716454936  0.009712243367861
    3  -0.488396825283857  0.012885036884359 -0.055896433256063  0.032563128788701  0.170049292472611
    4  -0.118305554390707 -0.357389257690508  0.172640408798347  0.398591282171366 -0.021828293880573
    5   1.684875045469401  0.059476876841801  0.608169629260749 -0.106924672023408 -0.335660880412273
    6   0.061282760821348  1.825765752947532  0.050479853698508  0.257859301699602  0.061076525296737
    7   0.611031054468707  0.060817086185144  1.680057089949521 -0.083401634735671  0.362753953820442
    8  -0.098667719368031  0.261377727250018 -0.089287509657989  1.859814916132862  0.066264329745609
    9  -0.329855888480850  0.055189461799984  0.356373769138063  0.061932483672314  2.059873956278475
   10   0.066574483095031 -0.382745350488181  0.129489952253712  0.159915184038083 -0.279798133275452
   11  -0.067637673812044  0.055566231490145 -0.007894842149640 -0.300270378140772  0.244208693551602

               10                 11        

    0   0.005049969207626  0.004164715757721
    1  -0.002469204648673 -0.003151862537801
    2  -0.060731048553524 -0.017132686287186
    3   0.008238917412834  0.005454439902580
    4   0.079353835315773 -0.153446716928793
    5   0.067291549244240 -0.068335154402263
    6  -0.386758088544915  0.056450188891193
    7   0.132156787887196 -0.003197446267252
    8   0.162065057809299 -0.292066339195501
    9  -0.283613707890062  0.241634230308357
   10   1.877359207732796  0.433497129845228
   11   0.435865507342959  1.822505198886545
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000003575847
Norm of residual vector 0  after precondition    0.0000003575847
                     1   0.3610350000   2.26e-10    3.58e-07      Y
Norm of residual vector 1  before precondition    0.0000009353436
Norm of residual vector 1  after precondition    0.0000009353436
                     2   0.4151588295   6.80e-09    9.35e-07      Y
Collapsing to only 2 vector(s).
alpha

           1           2           3           4           5           6           7           8           9          10

    1   1.0000000  -0.0035693   0.0049363  -0.0012722   0.0004355  -0.0007218   0.0021564   0.0020964   0.0010586   0.0028855
    2  -0.0000002  -0.9999936   0.0027459   0.0003948   0.0069456  -0.0008536   0.0019353  -0.0050852   0.0013128   0.0003805
    3   0.0000102   0.0000830   0.6793022  -0.1761885   0.4032699  -0.0433254   0.4917807   0.0488896  -0.1628087  -0.0441517
    4   0.0000026  -0.0000311   0.3270838   0.6540394  -0.3988311  -0.4512651   0.0021341  -0.0188535   0.0258492   0.2019343
    5  -0.0000112  -0.0000931  -0.5277239   0.2375706  -0.0233244   0.0745438   0.4594679  -0.1955890  -0.3165878   0.0492621
    6   0.0000011  -0.0000509   0.1482193   0.5409834   0.0975573   0.3570603  -0.0175540   0.0225879  -0.2651707  -0.5016094
    7  -0.0000039  -0.0000340  -0.3105046   0.1111928   0.1686289  -0.3022262   0.2227719   0.6375958   0.0276673  -0.3740416
    8   0.0000003   0.0000270   0.0342450  -0.3695054  -0.3729539  -0.4212401  -0.0181296  -0.0931104  -0.6629139  -0.2544370
    9   0.0000012   0.0000128   0.1560658  -0.1005468  -0.2943161   0.3148240  -0.4211519   0.4708544  -0.1640042  -0.1326244
   10  -0.0000001  -0.0000084  -0.0410096   0.1613180   0.3507535   0.1666778  -0.2879294  -0.1501070  -0.5311613   0.2518225
   11  -0.0000003  -0.0000052  -0.0775402   0.0757412   0.4088859  -0.3511607  -0.2768077   0.3665242  -0.1670410   0.4067405
   12   0.0000001   0.0000018   0.0378775  -0.0362965  -0.3518938   0.3774112   0.3998365   0.4058139  -0.1585128   0.5021345

          11          12

    1   0.0017860   0.0011028
    2  -0.0005209   0.0000899
    3   0.2013542  -0.1804772
    4   0.0047155  -0.2034090
    5   0.5307077  -0.1863051
    6  -0.0225153   0.4762131
    7  -0.3207934  -0.2689486
    8  -0.0948398   0.1968226
    9   0.4395690  -0.3668808
   10  -0.4273288  -0.4195494
   11   0.3345152   0.4358995
   12  -0.2786378   0.2299107
alpha_old

           1           2           3           4           5           6           7           8           9          10

    1  -1.0000000  -0.0035694   0.0044408  -0.0010356   0.0018150  -0.0031256  -0.0008988   0.0002253   0.0017270  -0.0026993
    2   0.0000002  -0.9999936   0.0039771  -0.0005858   0.0038284  -0.0009738   0.0041270  -0.0030403   0.0015504   0.0006001
    3  -0.0000102   0.0000830   0.6863180  -0.2023272   0.3969679  -0.3479000   0.3043967   0.1611440  -0.1946483  -0.2057883
    4  -0.0000026  -0.0000312   0.3333856   0.6557249  -0.5173306  -0.2932449  -0.0675771  -0.1131404   0.0818505  -0.1118976
    5   0.0000112  -0.0000930  -0.5270003   0.2523530   0.0672149  -0.1200367   0.4875754   0.0102834  -0.3268915  -0.5445212
    6  -0.0000011  -0.0000509   0.1585772   0.5379971   0.2200177   0.2917924   0.0888772   0.1833529  -0.3888329   0.2730931
    7   0.0000039  -0.0000335  -0.3012713   0.1097070   0.1161554  -0.4714913  -0.2189207   0.6169583  -0.1004193   0.3864243
    8  -0.0000003   0.0000267   0.0196041  -0.3613932  -0.5118463  -0.2413860  -0.0298970  -0.1701236  -0.6819571   0.1758558
    9  -0.0000012   0.0000122   0.1410769  -0.0895321  -0.2096916   0.5074383  -0.3565138   0.4933620  -0.2552825  -0.4134729
   10   0.0000001  -0.0000079  -0.0258459   0.1488486   0.3646831   0.1625881  -0.2528745  -0.5013539  -0.3941028   0.1923058
   11   0.0000003  -0.0000044  -0.0564853   0.0561388   0.2634367  -0.3590417  -0.6459578  -0.1521749  -0.0415018  -0.4311020

          11

    1  -0.0008954
    2  -0.0001111
    3   0.1306887
    4   0.2253351
    5   0.0762714
    6  -0.5244667
    7   0.2828645
    8  -0.1872147
    9   0.2411733
   10   0.5588074
   11  -0.4071476
alpha_tot

           1           2           3           4           5           6           7           8           9          10

    1   1.0000000  -0.0035693   0.0049363  -0.0012722   0.0004355  -0.0007218   0.0021564   0.0020964   0.0010586   0.0028855
    2  -0.0000002  -0.9999936   0.0027459   0.0003948   0.0069456  -0.0008536   0.0019353  -0.0050852   0.0013128   0.0003805
    3   0.0000102   0.0000830   0.6793022  -0.1761885   0.4032699  -0.0433254   0.4917807   0.0488896  -0.1628087  -0.0441517
    4   0.0000026  -0.0000311   0.3270838   0.6540394  -0.3988311  -0.4512651   0.0021341  -0.0188535   0.0258492   0.2019343
    5  -0.0000112  -0.0000931  -0.5277239   0.2375706  -0.0233244   0.0745438   0.4594679  -0.1955890  -0.3165878   0.0492621
    6   0.0000011  -0.0000509   0.1482193   0.5409834   0.0975573   0.3570603  -0.0175540   0.0225879  -0.2651707  -0.5016094
    7  -0.0000039  -0.0000340  -0.3105046   0.1111928   0.1686289  -0.3022262   0.2227719   0.6375958   0.0276673  -0.3740416
    8   0.0000003   0.0000270   0.0342450  -0.3695054  -0.3729539  -0.4212401  -0.0181296  -0.0931104  -0.6629139  -0.2544370
    9   0.0000012   0.0000128   0.1560658  -0.1005468  -0.2943161   0.3148240  -0.4211519   0.4708544  -0.1640042  -0.1326244
   10  -0.0000001  -0.0000084  -0.0410096   0.1613180   0.3507535   0.1666778  -0.2879294  -0.1501070  -0.5311613   0.2518225
   11  -0.0000003  -0.0000052  -0.0775402   0.0757412   0.4088859  -0.3511607  -0.2768077   0.3665242  -0.1670410   0.4067405
   12   0.0000001   0.0000018   0.0378775  -0.0362965  -0.3518938   0.3774112   0.3998365   0.4058139  -0.1585128   0.5021345

          11          12

    1   0.0017860   0.0011028
    2  -0.0005209   0.0000899
    3   0.2013542  -0.1804772
    4   0.0047155  -0.2034090
    5   0.5307077  -0.1863051
    6  -0.0225153   0.4762131
    7  -0.3207934  -0.2689486
    8  -0.0948398   0.1968226
    9   0.4395690  -0.3668808
   10  -0.4273288  -0.4195494
   11   0.3345152   0.4358995
   12  -0.2786378   0.2299107

Procedure converged for 2 root(s).
EOM CCSD R0 for root 0 =  -0.00293745430
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 =    16
	   Irrep: 1 row =     0	col =     4
	   Irrep: 2 row =     1	col =     6
	   Irrep: 3 row =     1	col =    11

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

                         0                  1                  2                  3                  4                  5                  6                  7                  8     
                      (  0)              (  1)              (  2)              (  3)              (  4)              (  5)              (  6)              (  7)              (  8)    

    0  (  0) -0.000123440401239  0.000039878322685  0.000061966454535 -0.000009414794710  0.000000860803632  0.000039707273685 -0.000004840435239  0.000023968548563  0.000010075221954
    1  (  1)  0.024802127864296  0.003804276181321 -0.013051291269150 -0.000736328194285 -0.008639979609960 -0.003073377357044  0.005234401381201 -0.002957333901196  0.001651672283008
    2  (  2)  0.609914924750961 -0.072645370590448 -0.255051159332578  0.027116512780373 -0.057895705377168 -0.069134219550316  0.035682246650698 -0.018801930666088  0.006495567517206

                         9                 10                 11                 12                 13                 14                 15     
                      (  9)              ( 10)              ( 11)              ( 12)              ( 13)              ( 14)              ( 15)    

    0  (  0)  0.000024057635761  0.000049959648750  0.000009036471031 -0.000080151578557 -0.000065759030365 -0.000016899225440  0.000005429533828
    1  (  1)  0.001087997334205  0.000850302709804 -0.003859639330329  0.000145181036991 -0.000170715743949 -0.000402616765383 -0.000007426370269
    2  (  2)  0.003664807567485  0.001073354320132 -0.010195417485279  0.003795065056275 -0.001670584941446  0.000155011194522 -0.000100029656713

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

                         0                  1                  2                  3     
                      ( 16)              ( 17)              ( 18)              ( 19)    


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

                         0                  1                  2                  3                  4                  5     
                      ( 20)              ( 21)              ( 22)              ( 23)              ( 24)              ( 25)    

    0  (  3)  0.119615257826283  0.038877190147053  0.009513634601958 -0.014457473508768 -0.000916133137767 -0.001769973925424

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

                         0                  1                  2                  3                  4                  5                  6                  7                  8     
                      ( 26)              ( 27)              ( 28)              ( 29)              ( 30)              ( 31)              ( 32)              ( 33)              ( 34)    

    0  (  4)  0.002199406949824 -0.005662635328288  0.006470366544228  0.000236894833497  0.010314978417130  0.007373559798838 -0.004205716584753 -0.001951304316992  0.001889218118939

                         9                 10     
                      ( 35)              ( 36)    

    0  (  4) -0.001383554766493 -0.001468620220960
EOM CCSD R0 for root 1 =  -0.02947498005
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 =    16
	   Irrep: 1 row =     0	col =     4
	   Irrep: 2 row =     1	col =     6
	   Irrep: 3 row =     1	col =    11

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

                         0                  1                  2                  3                  4                  5                  6                  7                  8     
                      (  0)              (  1)              (  2)              (  3)              (  4)              (  5)              (  6)              (  7)              (  8)    

    0  (  0) -0.000071318740350 -0.000028285586316  0.000044018733357 -0.000005362742000  0.000092886546994  0.000015750390127 -0.000039246145511  0.000022572668025 -0.000006376496153
    1  (  1)  0.005965756614957  0.003398419944893 -0.015618091447896  0.000428731857314  0.003095786498996 -0.004993252146809  0.010903821768025 -0.003989007555289  0.003350443201373
    2  (  2)  0.126751941341974  0.103693716821625 -0.033153555974221 -0.007132331238304 -0.038990934849627  0.034668524255902  0.019093938296417  0.010390156909705 -0.005562485414028

                         9                 10                 11                 12                 13                 14                 15     
                      (  9)              ( 10)              ( 11)              ( 12)              ( 13)              ( 14)              ( 15)    

    0  (  0)  0.000024664041831  0.000084052430261  0.000112893020205 -0.000003097823721  0.000055143620924 -0.000126459177203  0.000034436429708
    1  (  1)  0.001130900009240 -0.001908272197630 -0.006098264651516  0.005070118209962 -0.000108810191732 -0.000313944748709 -0.000080921007697
    2  (  2) -0.013269073152277 -0.014510027920531 -0.000447474142301  0.003244453715268 -0.001542947173197  0.002245053887801 -0.000045910741367

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

                         0                  1                  2                  3     
                      ( 16)              ( 17)              ( 18)              ( 19)    


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

                         0                  1                  2                  3                  4                  5     
                      ( 20)              ( 21)              ( 22)              ( 23)              ( 24)              ( 25)    

    0  (  3) -0.648261123810671 -0.104208840831130 -0.024093059991011  0.013987982468116 -0.004183101578803 -0.002536166862556

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

                         0                  1                  2                  3                  4                  5                  6                  7                  8     
                      ( 26)              ( 27)              ( 28)              ( 29)              ( 30)              ( 31)              ( 32)              ( 33)              ( 34)    

    0  (  4)  0.030717522987952 -0.037524455735288  0.035692511561000 -0.002234530450776  0.034798501868543  0.007201446743634 -0.017266303335771 -0.008198246299776  0.008518880568046

                         9                 10     
                      ( 35)              ( 36)    

    0  (  4) -0.002372742223373 -0.002537834776535

Final Energetic Summary for Converged Roots of Irrep A1 
                     Excitation Energy              Total Energy
                (eV)     (cm^-1)     (au)             (au)
EOM State 1      9.824    79238.0   0.3610350000   -75.9286259135

Largest components of excited wave function #1:
	          2   0         0.6099149248
	          2   2        -0.2550511593
	          3  20         0.1196152578
	          2   1        -0.0726453706
	          2   5        -0.0691342196
	  2   2   0   5         0.0409583927
	  2   2   5   0         0.0409583927
	  2   2   0   1         0.0402741612
	  2   2   1   0         0.0402741612
	  2   3   0  23        -0.0360598860

EOM State 2     11.297    91116.8   0.4151588295   -75.8745020840

Largest components of excited wave function #2:
	          3  20        -0.6482611238
	          2   0         0.1267519413
	          3  21        -0.1042088408
	          2   1         0.1036937168
	          2   4        -0.0389909348
	  3   3  20  20        -0.1096618583
	  3   3  20  23         0.0494641211
	  3   3  23  20         0.0494641211
	  3   3  20  21        -0.0360813894
	  3   3  21  20        -0.0360813894


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...SigmaSS, D(norm sigma)=   1.4517332431
SigmaSS, D(norm sigma)=   0.3915990190
SigmaSS, D(norm sigma)=  -1.1263250754
SigmaSS, D(norm sigma)=   0.3822335606
SigmaSS, D(norm sigma)=  -0.6063284895
SigmaSS, D(norm sigma)=   0.1028038874
SigmaSS, D(norm sigma)=   0.1554642263
SigmaSS, D(norm sigma)=   0.1133888025
SigmaSS, D(norm sigma)=   0.5871640691
SigmaSS, D(norm sigma)=   0.3915990190
SigmaSS, D(norm sigma)=  -1.1263250754
SigmaSS, D(norm sigma)=   0.3822335606
SigmaSS, D(norm sigma)=  -0.6063284895
SigmaSS, D(norm sigma)=   0.1028038874
SigmaSS, D(norm sigma)=   0.1554642263
SigmaSS, D(norm sigma)=   0.1133888025
SigmaSS, D(norm sigma)=  -0.1906323898
SigmaSS, D(norm sigma)=   0.0905008566
SigmaSS, D(norm sigma)=   0.6702970860
SigmaSS, D(norm sigma)=  -0.0808451800
SigmaSS, D(norm sigma)=   0.0600388422
SigmaSS, D(norm sigma)=   0.3245436654
SigmaSS, D(norm sigma)=  -0.1128996811
SigmaSS, D(norm sigma)=   0.6046538984
SigmaSS, D(norm sigma)=  -1.7707282073
SigmaSS, D(norm sigma)=   0.1182323543
SigmaSS, D(norm sigma)=  -0.1182323543
SigmaSS, D(norm sigma)=   0.1182323543
SigmaSS, D(norm sigma)=  -0.1182323543
SigmaSS, D(norm sigma)=   0.1182323543
SigmaSS, D(norm sigma)=   0.4481213030
SigmaSS, D(norm sigma)=   0.7735561315
SigmaSS, D(norm sigma)=  -1.3399097888
SigmaSS, D(norm sigma)=   0.1182323543
SigmaSS, D(norm sigma)=   0.4481213030
SigmaSS, D(norm sigma)=   0.7735561315
SigmaSS, D(norm sigma)=  -0.8753296503
SigmaSS, D(norm sigma)=   0.7423892134
SigmaSS, D(norm sigma)=  -1.2069693519
SigmaSS, D(norm sigma)=   0.1182323543
SigmaSS, D(norm sigma)=   0.4481213030
SigmaSS, D(norm sigma)=   0.7735561315
SigmaSS, D(norm sigma)=  -0.8753296503
SigmaSS, D(norm sigma)=   0.7423892134
SigmaSS, D(norm sigma)=   0.7380840292
SigmaSS, D(norm sigma)=   0.3880987974
SigmaSS, D(norm sigma)=  -2.3331521785
SigmaSS, D(norm sigma)=   0.1182323543
SigmaSS, D(norm sigma)=   0.4481213030
SigmaSS, D(norm sigma)=   0.7735561315
SigmaSS, D(norm sigma)=  -0.8753296503
SigmaSS, D(norm sigma)=   0.7423892134
SigmaSS, D(norm sigma)=   0.7380840292
SigmaSS, D(norm sigma)=   0.3880987974
SigmaSS, D(norm sigma)=   2.4389032941
SigmaSS, D(norm sigma)=   0.5571819109
SigmaSS, D(norm sigma)=  -5.3292373836
SigmaSS, D(norm sigma)=   0.1182323543
SigmaSS, D(norm sigma)=   0.4481213030
SigmaSS, D(norm sigma)=   0.7735561315
SigmaSS, D(norm sigma)=  -0.8753296503
SigmaSS, D(norm sigma)=   0.7423892134
SigmaSS, D(norm sigma)=   0.7380840292
SigmaSS, D(norm sigma)=   0.3880987974
SigmaSS, D(norm sigma)=   2.4389032941
SigmaSS, D(norm sigma)=   0.5571819109
SigmaSS, D(norm sigma)=   6.0090960814
SigmaSS, D(norm sigma)=  -6.4154988003
SigmaSS, D(norm sigma)=  -4.9255493806
SigmaSS, D(norm sigma)=   0.0966703820
SigmaSS, D(norm sigma)=  -0.0966703820
SigmaSS, D(norm sigma)=   0.0966703820
SigmaSS, D(norm sigma)=   1.0324243943
SigmaSS, D(norm sigma)=   1.9369037109
SigmaSS, D(norm sigma)=  -3.0659984872
SigmaSS, D(norm sigma)=   0.0966703820
SigmaSS, D(norm sigma)=   1.0324243943
SigmaSS, D(norm sigma)=   1.9369037109
SigmaSS, D(norm sigma)=   4.0160864728
SigmaSS, D(norm sigma)=  -7.0820849599
SigmaSS, D(norm sigma)=   0.0966703820
SigmaSS, D(norm sigma)=   1.0324243943
SigmaSS, D(norm sigma)=   1.9369037109
SigmaSS, D(norm sigma)=   4.0160864728
SigmaSS, D(norm sigma)=   3.9160196525
SigmaSS, D(norm sigma)= -10.9981046125
SigmaSS, D(norm sigma)=   0.0966703820
SigmaSS, D(norm sigma)=   1.0324243943
SigmaSS, D(norm sigma)=   1.9369037109
SigmaSS, D(norm sigma)=   4.0160864728
SigmaSS, D(norm sigma)=   3.9160196525
SigmaSS, D(norm sigma)=   1.1241144708
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 =     4
	   Irrep: 1 row =     0	col =    16
	   Irrep: 2 row =     1	col =    11
	   Irrep: 3 row =     1	col =     6

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

                         0                  1                  2                  3     
                      ( 16)              ( 17)              ( 18)              ( 19)    

    0  (  0) -0.000031594326334 -0.000019384421358 -0.000011819708692 -0.000139915540812
    1  (  1) -0.008510449577983  0.000064215897933  0.001755136069040 -0.001848499495611
    2  (  2) -0.005056039435597  0.001871618833834 -0.000408847610106 -0.000304327745492

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

                         0                  1                  2                  3                  4                  5                  6                  7                  8     
                      (  0)              (  1)              (  2)              (  3)              (  4)              (  5)              (  6)              (  7)              (  8)    


                         9                 10                 11                 12                 13                 14                 15     
                      (  9)              ( 10)              ( 11)              ( 12)              ( 13)              ( 14)              ( 15)    


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

                         0                  1                  2                  3                  4                  5                  6                  7                  8     
                      ( 26)              ( 27)              ( 28)              ( 29)              ( 30)              ( 31)              ( 32)              ( 33)              ( 34)    

    0  (  3)  0.590996922524830 -0.287282579170277  0.214020999706580 -0.002277818406844  0.137189368609607  0.034849221363646 -0.036673696729809 -0.017173864212329  0.021166186034672

                         9                 10     
                      ( 35)              ( 36)    

    0  (  3) -0.011595246945714 -0.001737416086545

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

                         0                  1                  2                  3                  4                  5     
                      ( 20)              ( 21)              ( 22)              ( 23)              ( 24)              ( 25)    

    0  (  4) -0.001735422255002  0.000344486785188 -0.000325686782510  0.002613620531795 -0.001436736819142  0.000060233167592

	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 =     4
	   Irrep: 1 row =     0	col =    16
	   Irrep: 2 row =     1	col =    11
	   Irrep: 3 row =     1	col =     6

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

                         0                  1                  2                  3     
                      ( 16)              ( 17)              ( 18)              ( 19)    

    0  (  0) -0.000005649648713  0.000050454593053 -0.000028579736532  0.000128463724561
    1  (  1)  0.000776690055673  0.004063768083786 -0.006001454118712  0.001604089916941
    2  (  2) -0.004267417500754  0.002344885612434 -0.000819108832663 -0.000060591521855

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

                         0                  1                  2                  3                  4                  5                  6                  7                  8     
                      (  0)              (  1)              (  2)              (  3)              (  4)              (  5)              (  6)              (  7)              (  8)    


                         9                 10                 11                 12                 13                 14                 15     
                      (  9)              ( 10)              ( 11)              ( 12)              ( 13)              ( 14)              ( 15)    


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

                         0                  1                  2                  3                  4                  5                  6                  7                  8     
                      ( 26)              ( 27)              ( 28)              ( 29)              ( 30)              ( 31)              ( 32)              ( 33)              ( 34)    

    0  (  3)  0.310321131316632  0.098360969961646 -0.590878271184196 -0.034093691115853 -0.161857867975030 -0.121862479566010  0.041658476064074  0.011013571574333 -0.016576726045731

                         9                 10     
                      ( 35)              ( 36)    

    0  (  3)  0.018849952111096 -0.000019310376634

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

                         0                  1                  2                  3                  4                  5     
                      ( 20)              ( 21)              ( 22)              ( 23)              ( 24)              ( 25)    

    0  (  4)  0.009764568364306  0.000457326333818  0.002308097271070 -0.002518945006221  0.001931979957262  0.000248019484835
resetting norm
Iter=1    L=2   resetting norm
SigmaSS, D(norm sigma)=   0.4567833505
FSD    , D(norm sigma)=   0.0000000000
WamefSD, D(norm sigma)=   0.0000000000
WmnieSD, D(norm sigma)=   0.0000000000
WmaijDS, D(norm sigma)=   0.1876968177
WabejDS, D(norm sigma)=   0.0127318844
WnmjeDS, D(norm sigma)=   0.0007366571
WbmfeDS, D(norm sigma)=  -0.0000175298
FDD_Fbe, D(norm sigma)=   0.0000000000
FDD_Fmj, D(norm sigma)=   0.0000000000
WmnijDD, D(norm sigma)=   0.0000000000
WabefDD, D(norm sigma)=   0.0000000000
WmbejDD, D(norm sigma)=   0.0000000000
WmnefDD XAF, D(norm sigma)=   0.0000000000
WmnefDD XLI, D(norm sigma)=   0.0000000000
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.5534537765
FSD    , D(norm sigma)=   0.0000000000
WamefSD, D(norm sigma)=   0.0000000000
WmnieSD, D(norm sigma)=   0.0000000000
WmaijDS, D(norm sigma)=   0.1643852146
WabejDS, D(norm sigma)=   0.0154443745
WnmjeDS, D(norm sigma)=   0.0005436539
WbmfeDS, D(norm sigma)=  -0.0002711509
FDD_Fbe, D(norm sigma)=   0.0000000000
FDD_Fmj, D(norm sigma)=   0.0000000000
WmnijDD, D(norm sigma)=   0.0000000000
WabefDD, D(norm sigma)=   0.0000000000
WmbejDD, D(norm sigma)=   0.0000000000
WmnefDD XAF, D(norm sigma)=   0.0000000000
WmnefDD XLI, D(norm sigma)=   0.0000000000
resetting norm
The G Matrix

                0                  1        

    0   0.456783350528066 -0.000226401311631
    1  -0.000000000000000  0.553453730231078
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.4735212858675
Norm of residual vector 0  after precondition    0.4735212858675
                     1   0.4567833505   4.57e-01    4.74e-01      N
Norm of residual vector af preconditioning    0.2407840169996
Norm of final new C in schmidt_add():    1.000000000000000
Norm of residual vector 1  before precondition    0.4815116454375
Norm of residual vector 1  after precondition    0.4815116454375
                     2   0.5534537302   5.53e-01    4.82e-01      N
Norm of residual vector af preconditioning    0.2367222629974
Norm of final new C in schmidt_add():    1.000000000000000
Iter=2    L=4   resetting norm
SigmaSS, D(norm sigma)=   0.0000030982
FSD    , D(norm sigma)=   0.0096087273
WamefSD, D(norm sigma)=   0.0480099071
WmnieSD, D(norm sigma)=   0.4303275386
WmaijDS, D(norm sigma)=   0.0000000000
WabejDS, D(norm sigma)=   0.0000000000
WnmjeDS, D(norm sigma)=   0.0000000000
WbmfeDS, D(norm sigma)=  -0.0000000000
FDD_Fbe, D(norm sigma)=   0.7341112334
FDD_Fmj, D(norm sigma)=   1.2188091764
WmnijDD, D(norm sigma)=   0.6247362519
WabefDD, D(norm sigma)=   0.2488039853
WmbejDD, D(norm sigma)=  -1.0876876865
WmnefDD XAF, D(norm sigma)=   0.0219974427
WmnefDD XLI, D(norm sigma)=   0.0005337117
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.0000056859
FSD    , D(norm sigma)=   0.0094024360
WamefSD, D(norm sigma)=   0.0740189498
WmnieSD, D(norm sigma)=   0.4145730241
WmaijDS, D(norm sigma)=   0.0000000000
WabejDS, D(norm sigma)=   0.0000000000
WnmjeDS, D(norm sigma)=   0.0000000000
WbmfeDS, D(norm sigma)=  -0.0000000000
FDD_Fbe, D(norm sigma)=   0.9270287495
FDD_Fmj, D(norm sigma)=   1.2529099073
WmnijDD, D(norm sigma)=   0.6285490930
WabefDD, D(norm sigma)=   0.3199208092
WmbejDD, D(norm sigma)=  -1.2221354620
WmnefDD XAF, D(norm sigma)=   0.0211222617
WmnefDD XLI, D(norm sigma)=   0.0007324901
resetting norm
The G Matrix

                0                  1                  2                  3        

    0   0.456783350528066 -0.000226401311631  0.475897443919254 -0.041314589918782
    1  -0.000000000000000  0.553453730231078  0.041097827695117  0.482226659370784
    2   0.412700109247608  0.027097275034158  2.020557805761368 -0.103460574530704
    3  -0.044686305378216  0.422121067051097 -0.103435604321562  2.184305870227661
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0750381844828
Norm of residual vector 0  after precondition    0.0750381844828
                     1   0.3395668671  -1.17e-01    7.50e-02      N
Norm of residual vector af preconditioning    0.0406910482302
Norm of final new C in schmidt_add():    1.000000000000001
Norm of residual vector 1  before precondition    0.0810754920290
Norm of residual vector 1  after precondition    0.0810754920290
                     2   0.4351159335  -1.18e-01    8.11e-02      N
Norm of residual vector af preconditioning    0.0419135846586
Norm of final new C in schmidt_add():    1.000000000000002
Iter=3    L=6   resetting norm
SigmaSS, D(norm sigma)=   0.5592158489
FSD    , D(norm sigma)=   0.0015381762
WamefSD, D(norm sigma)=  -0.0152096700
WmnieSD, D(norm sigma)=   0.0809175001
WmaijDS, D(norm sigma)=   0.0646541520
WabejDS, D(norm sigma)=   0.0020383767
WnmjeDS, D(norm sigma)=   0.0001385526
WbmfeDS, D(norm sigma)=   0.0001105363
FDD_Fbe, D(norm sigma)=   0.6577175090
FDD_Fmj, D(norm sigma)=   0.9473349203
WmnijDD, D(norm sigma)=   0.4906769105
WabefDD, D(norm sigma)=   0.1975229336
WmbejDD, D(norm sigma)=  -0.9344782337
WmnefDD XAF, D(norm sigma)=   0.0026290840
WmnefDD XLI, D(norm sigma)=   0.0001575146
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.5554838890
FSD    , D(norm sigma)=   0.0017967441
WamefSD, D(norm sigma)=  -0.0111685659
WmnieSD, D(norm sigma)=   0.1011111221
WmaijDS, D(norm sigma)=   0.0433865767
WabejDS, D(norm sigma)=   0.0010873976
WnmjeDS, D(norm sigma)=   0.0000339356
WbmfeDS, D(norm sigma)=  -0.0000506066
FDD_Fbe, D(norm sigma)=   0.7827426532
FDD_Fmj, D(norm sigma)=   1.0740944332
WmnijDD, D(norm sigma)=   0.5450421826
WabefDD, D(norm sigma)=   0.2280479859
WmbejDD, D(norm sigma)=  -1.1067511977
WmnefDD XAF, D(norm sigma)=   0.0038052046
WmnefDD XLI, D(norm sigma)=   0.0003770625
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.456783350528066 -0.000226401311631  0.475897443919254 -0.041314589918782 -0.085474301429207
    1  -0.000000000000000  0.553453730231078  0.041097827695117  0.482226659370784 -0.033428838407631
    2   0.412700109247608  0.027097275034158  2.020557805761368 -0.103460574530704 -0.068346335124682
    3  -0.044686305378216  0.422121067051097 -0.103435604321562  2.184305870227661 -0.127393066987568
    4  -0.074331795725323 -0.025890511206897 -0.054758171602851 -0.141615234540822  1.707699857781678
    5   0.043530053713506  0.079181884967655  0.185781179786667  0.026642086692319 -0.165906081838504

                5        

    0   0.054965668678652
    1   0.085930301648288
    2   0.175878000497928
    3   0.039581069355578
    4  -0.165611881652882
    5   1.930651935953587
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0230476457407
Norm of residual vector 0  after precondition    0.0230476457407
                     1   0.3367218044  -2.85e-03    2.30e-02      N
Norm of residual vector af preconditioning    0.0103261881373
Norm of final new C in schmidt_add():    1.000000000000000
Norm of residual vector 1  before precondition    0.0263169376920
Norm of residual vector 1  after precondition    0.0263169376920
                     2   0.4320439274  -3.07e-03    2.63e-02      N
Norm of residual vector af preconditioning    0.0143295860280
Norm of final new C in schmidt_add():    1.000000000000000
Iter=4    L=8   resetting norm
SigmaSS, D(norm sigma)=   0.3987131770
FSD    , D(norm sigma)=   0.0017951156
WamefSD, D(norm sigma)=  -0.0776397709
WmnieSD, D(norm sigma)=   0.1169347002
WmaijDS, D(norm sigma)=   0.0247262411
WabejDS, D(norm sigma)=  -0.0017606183
WnmjeDS, D(norm sigma)=  -0.0000290978
WbmfeDS, D(norm sigma)=   0.0000056950
FDD_Fbe, D(norm sigma)=   1.0218566381
FDD_Fmj, D(norm sigma)=   1.2166123851
WmnijDD, D(norm sigma)=   0.6026841232
WabefDD, D(norm sigma)=   0.3172184997
WmbejDD, D(norm sigma)=  -1.2116973821
WmnefDD XAF, D(norm sigma)=   0.0052298374
WmnefDD XLI, D(norm sigma)=   0.0000460706
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.5025604112
FSD    , D(norm sigma)=   0.0011003353
WamefSD, D(norm sigma)=  -0.0135766718
WmnieSD, D(norm sigma)=   0.0577125250
WmaijDS, D(norm sigma)=   0.0639219002
WabejDS, D(norm sigma)=   0.0054546613
WnmjeDS, D(norm sigma)=  -0.0000368739
WbmfeDS, D(norm sigma)=  -0.0001460984
FDD_Fbe, D(norm sigma)=   0.7676254320
FDD_Fmj, D(norm sigma)=   1.0155769105
WmnijDD, D(norm sigma)=   0.4909560219
WabefDD, D(norm sigma)=   0.2088254730
WmbejDD, D(norm sigma)=  -1.1299189819
WmnefDD XAF, D(norm sigma)=   0.0028127081
WmnefDD XLI, D(norm sigma)=   0.0002605278
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.456783350528066 -0.000226401311631  0.475897443919254 -0.041314589918782 -0.085474301429207
    1  -0.000000000000000  0.553453730231078  0.041097827695117  0.482226659370784 -0.033428838407631
    2   0.412700109247608  0.027097275034158  2.020557805761368 -0.103460574530704 -0.068346335124682
    3  -0.044686305378216  0.422121067051097 -0.103435604321562  2.184305870227661 -0.127393066987568
    4  -0.074331795725323 -0.025890511206897 -0.054758171602851 -0.141615234540822  1.707699857781678
    5   0.043530053713506  0.079181884967655  0.185781179786667  0.026642086692319 -0.165906081838504
    6  -0.077534162798116  0.053797551892766 -0.301254197306685  0.239426308434746  0.454900195247708
    7  -0.037925205658368  0.038852864091080 -0.100657917195948  0.222065990624548  0.243410290179119

                5                  6                  7        

    0   0.054965668678652 -0.097556681551211 -0.035241776531674
    1   0.085930301648288  0.051005038381316  0.056256575668860
    2   0.175878000497928 -0.295372908012111 -0.098477086868484
    3   0.039581069355578  0.233131419942812  0.225950765111211
    4  -0.165611881652882  0.463696523962208  0.246337505067758
    5   1.930651935953587  0.152746156829939  0.056937414339888
    6   0.151836731571698  2.065082740266834  0.133206977852010
    7   0.061888779493521  0.126322191970370  1.608039309885217
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0081211145025
Norm of residual vector 0  after precondition    0.0081211145025
                     1   0.3365782489  -1.44e-04    8.12e-03      N
Norm of residual vector af preconditioning    0.0050172055282
Norm of final new C in schmidt_add():    0.999999999999999
Norm of residual vector 1  before precondition    0.0101839150135
Norm of residual vector 1  after precondition    0.0101839150135
                     2   0.4318026323  -2.41e-04    1.02e-02      N
Norm of residual vector af preconditioning    0.0061148746110
Norm of final new C in schmidt_add():    0.999999999999996
Iter=5    L=10  resetting norm
SigmaSS, D(norm sigma)=   0.7753827818
FSD    , D(norm sigma)=   0.0005991761
WamefSD, D(norm sigma)=  -0.0226333900
WmnieSD, D(norm sigma)=   0.0354720648
WmaijDS, D(norm sigma)=   0.0557282221
WabejDS, D(norm sigma)=   0.0012218793
WnmjeDS, D(norm sigma)=   0.0000477582
WbmfeDS, D(norm sigma)=  -0.0001462073
FDD_Fbe, D(norm sigma)=   0.7873175882
FDD_Fmj, D(norm sigma)=   1.0131529403
WmnijDD, D(norm sigma)=   0.4662547065
WabefDD, D(norm sigma)=   0.2339613832
WmbejDD, D(norm sigma)=  -0.9989397380
WmnefDD XAF, D(norm sigma)=   0.0018826029
WmnefDD XLI, D(norm sigma)=   0.0000579429
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.6205496169
FSD    , D(norm sigma)=   0.0009000191
WamefSD, D(norm sigma)=  -0.0187748296
WmnieSD, D(norm sigma)=   0.0772260138
WmaijDS, D(norm sigma)=   0.0461048023
WabejDS, D(norm sigma)=   0.0017651820
WnmjeDS, D(norm sigma)=   0.0000056181
WbmfeDS, D(norm sigma)=  -0.0001744973
FDD_Fbe, D(norm sigma)=   0.6913387655
FDD_Fmj, D(norm sigma)=   1.0880620167
WmnijDD, D(norm sigma)=   0.5257687096
WabefDD, D(norm sigma)=   0.1603944234
WmbejDD, D(norm sigma)=  -0.8686906245
WmnefDD XAF, D(norm sigma)=   0.0059238669
WmnefDD XLI, D(norm sigma)=  -0.0000017932
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.456783350528066 -0.000226401311631  0.475897443919254 -0.041314589918782 -0.085474301429207
    1  -0.000000000000000  0.553453730231078  0.041097827695117  0.482226659370784 -0.033428838407631
    2   0.412700109247608  0.027097275034158  2.020557805761368 -0.103460574530704 -0.068346335124682
    3  -0.044686305378216  0.422121067051097 -0.103435604321562  2.184305870227661 -0.127393066987568
    4  -0.074331795725323 -0.025890511206897 -0.054758171602851 -0.141615234540822  1.707699857781678
    5   0.043530053713506  0.079181884967655  0.185781179786667  0.026642086692319 -0.165906081838504
    6  -0.077534162798116  0.053797551892766 -0.301254197306685  0.239426308434746  0.454900195247708
    7  -0.037925205658368  0.038852864091080 -0.100657917195948  0.222065990624548  0.243410290179119
    8   0.047608038335254  0.035663262230662  0.096640481616069  0.184748098446503 -0.524758513341490
    9  -0.039894701358123 -0.032096217520941 -0.175834607583329 -0.058329819777952  0.011327178055237

                5                  6                  7                  8                  9        

    0   0.054965668678652 -0.097556681551211 -0.035241776531674  0.050939160152253 -0.049365928525497
    1   0.085930301648288  0.051005038381316  0.056256575668860  0.050207942641873 -0.039047628458549
    2   0.175878000497928 -0.295372908012111 -0.098477086868484  0.094502195579756 -0.174338224631748
    3   0.039581069355578  0.233131419942812  0.225950765111211  0.183431708347862 -0.063507758324172
    4  -0.165611881652882  0.463696523962208  0.246337505067758 -0.536575629358861  0.003153793981029
    5   1.930651935953587  0.152746156829939  0.056937414339888  0.035080738155518 -0.242159458683941
    6   0.151836731571698  2.065082740266834  0.133206977852010  0.404699762999580  0.020227989564945
    7   0.061888779493521  0.126322191970370  1.608039309885217  0.238138985174823  0.489649221884889
    8   0.032727245706713  0.419251298252560  0.233881990072644  1.844087074855184 -0.051171906802950
    9  -0.246932967820551  0.022022670393534  0.479614909946863 -0.039569514061461  1.915530629307160
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0035022408650
Norm of residual vector 0  after precondition    0.0035022408650
                     1   0.3365343282  -4.39e-05    3.50e-03      N
Norm of residual vector af preconditioning    0.0021398293505
Norm of final new C in schmidt_add():    1.000000000000000
Norm of residual vector 1  before precondition    0.0062180533826
Norm of residual vector 1  after precondition    0.0062180533826
                     2   0.4317389670  -6.37e-05    6.22e-03      N
Norm of residual vector af preconditioning    0.0057946642933
Norm of final new C in schmidt_add():    1.000000000000002
Iter=6    L=12  resetting norm
SigmaSS, D(norm sigma)=   0.3829471878
FSD    , D(norm sigma)=  -0.0014162853
WamefSD, D(norm sigma)=   0.0658861366
WmnieSD, D(norm sigma)=  -0.0256245070
WmaijDS, D(norm sigma)=   0.0518274190
WabejDS, D(norm sigma)=   0.0001243993
WnmjeDS, D(norm sigma)=   0.0000004498
WbmfeDS, D(norm sigma)=  -0.0000491208
FDD_Fbe, D(norm sigma)=   1.1681159511
FDD_Fmj, D(norm sigma)=   1.2204373616
WmnijDD, D(norm sigma)=   0.5753184087
WabefDD, D(norm sigma)=   0.3417589637
WmbejDD, D(norm sigma)=  -1.1876173211
WmnefDD XAF, D(norm sigma)=   0.0022551107
WmnefDD XLI, D(norm sigma)=   0.0012289722
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.5394087138
FSD    , D(norm sigma)=  -0.0003161991
WamefSD, D(norm sigma)=  -0.0192525261
WmnieSD, D(norm sigma)=   0.0002080059
WmaijDS, D(norm sigma)=   0.0739923325
WabejDS, D(norm sigma)=   0.0045819421
WnmjeDS, D(norm sigma)=   0.0000337834
WbmfeDS, D(norm sigma)=  -0.0000745488
FDD_Fbe, D(norm sigma)=   0.7108467578
FDD_Fmj, D(norm sigma)=   1.0043256072
WmnijDD, D(norm sigma)=   0.4958383419
WabefDD, D(norm sigma)=   0.1949417037
WmbejDD, D(norm sigma)=  -0.9800533751
WmnefDD XAF, D(norm sigma)=   0.0028033785
WmnefDD XLI, D(norm sigma)=   0.0000261422
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.456783350528066 -0.000226401311631  0.475897443919254 -0.041314589918782 -0.085474301429207
    1  -0.000000000000000  0.553453730231078  0.041097827695117  0.482226659370784 -0.033428838407631
    2   0.412700109247608  0.027097275034158  2.020557805761368 -0.103460574530704 -0.068346335124682
    3  -0.044686305378216  0.422121067051097 -0.103435604321562  2.184305870227661 -0.127393066987568
    4  -0.074331795725323 -0.025890511206897 -0.054758171602851 -0.141615234540822  1.707699857781678
    5   0.043530053713506  0.079181884967655  0.185781179786667  0.026642086692319 -0.165906081838504
    6  -0.077534162798116  0.053797551892766 -0.301254197306685  0.239426308434746  0.454900195247708
    7  -0.037925205658368  0.038852864091080 -0.100657917195948  0.222065990624548  0.243410290179119
    8   0.047608038335254  0.035663262230662  0.096640481616069  0.184748098446503 -0.524758513341490
    9  -0.039894701358123 -0.032096217520941 -0.175834607583329 -0.058329819777952  0.011327178055237
   10   0.049993400217312 -0.061520553995059  0.207060727335203 -0.249048129143824  0.033762150852794
   11   0.010881517330765 -0.038795150959872 -0.007987452634394 -0.135232084767732 -0.226528822539124

                5                  6                  7                  8                  9        

    0   0.054965668678652 -0.097556681551211 -0.035241776531674  0.050939160152253 -0.049365928525497
    1   0.085930301648288  0.051005038381316  0.056256575668860  0.050207942641873 -0.039047628458549
    2   0.175878000497928 -0.295372908012111 -0.098477086868484  0.094502195579756 -0.174338224631748
    3   0.039581069355578  0.233131419942812  0.225950765111211  0.183431708347862 -0.063507758324172
    4  -0.165611881652882  0.463696523962208  0.246337505067758 -0.536575629358861  0.003153793981029
    5   1.930651935953587  0.152746156829939  0.056937414339888  0.035080738155518 -0.242159458683941
    6   0.151836731571698  2.065082740266834  0.133206977852010  0.404699762999580  0.020227989564945
    7   0.061888779493521  0.126322191970370  1.608039309885217  0.238138985174823  0.489649221884889
    8   0.032727245706713  0.419251298252560  0.233881990072644  1.844087074855184 -0.051171906802950
    9  -0.246932967820551  0.022022670393534  0.479614909946863 -0.039569514061461  1.915530629307160
   10  -0.300861769434269 -0.177480429832653 -0.306420726912967  0.637818332676976  0.087549474850773
   11  -0.201638470078889 -0.044198739479464 -0.441872326581125  0.114684579845872  0.169414749369004

               10                 11        

    0   0.059624552891831 -0.003189365302971
    1  -0.069895892034508 -0.048686074841188
    2   0.211037984048879 -0.011269201197842
    3  -0.251049702333916 -0.128942605142177
    4   0.042397441861240 -0.234749542224340
    5  -0.306288023093508 -0.208074661871668
    6  -0.175028567324392 -0.043430506082204
    7  -0.319948025297043 -0.443701216477704
    8   0.641527046053011  0.103301229816295
    9   0.078516624955641  0.155748786108229
   10   2.074294325830578 -0.037915943356916
   11  -0.048529505277257  1.662680672796098
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0018196227464
Norm of residual vector 0  after precondition    0.0018196227464
                     1   0.3365138356  -2.05e-05    1.82e-03      N
Norm of residual vector af preconditioning    0.0007922908834
Norm of final new C in schmidt_add():    0.999999999999999
Norm of residual vector 1  before precondition    0.0070789458013
Norm of residual vector 1  after precondition    0.0070789458013
                     2   0.4316529606  -8.60e-05    7.08e-03      N
Norm of residual vector af preconditioning    0.0033984548206
Norm of final new C in schmidt_add():    0.999999999999999
Iter=7    L=14  resetting norm
SigmaSS, D(norm sigma)=   0.6920516961
FSD    , D(norm sigma)=   0.0011678309
WamefSD, D(norm sigma)=  -0.0295043143
WmnieSD, D(norm sigma)=   0.0762199335
WmaijDS, D(norm sigma)=   0.0312444534
WabejDS, D(norm sigma)=  -0.0010086714
WnmjeDS, D(norm sigma)=  -0.0000401413
WbmfeDS, D(norm sigma)=  -0.0000990820
FDD_Fbe, D(norm sigma)=   0.8469532524
FDD_Fmj, D(norm sigma)=   1.1950803169
WmnijDD, D(norm sigma)=   0.5768855356
WabefDD, D(norm sigma)=   0.2783759641
WmbejDD, D(norm sigma)=  -1.0529645174
WmnefDD XAF, D(norm sigma)=   0.0058407129
WmnefDD XLI, D(norm sigma)=   0.0000093919
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.3716818174
FSD    , D(norm sigma)=  -0.0018894754
WamefSD, D(norm sigma)=  -0.0045233101
WmnieSD, D(norm sigma)=  -0.0179121808
WmaijDS, D(norm sigma)=   0.0437586496
WabejDS, D(norm sigma)=   0.0038489978
WnmjeDS, D(norm sigma)=   0.0000667179
WbmfeDS, D(norm sigma)=  -0.0000148410
FDD_Fbe, D(norm sigma)=   0.9264661156
FDD_Fmj, D(norm sigma)=   1.2997126073
WmnijDD, D(norm sigma)=   0.5995835720
WabefDD, D(norm sigma)=   0.1788817322
WmbejDD, D(norm sigma)=  -1.0047828966
WmnefDD XAF, D(norm sigma)=   0.0049898490
WmnefDD XLI, D(norm sigma)=   0.0003463322
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.456783350528066 -0.000226401311631  0.475897443919254 -0.041314589918782 -0.085474301429207
    1  -0.000000000000000  0.553453730231078  0.041097827695117  0.482226659370784 -0.033428838407631
    2   0.412700109247608  0.027097275034158  2.020557805761368 -0.103460574530704 -0.068346335124682
    3  -0.044686305378216  0.422121067051097 -0.103435604321562  2.184305870227661 -0.127393066987568
    4  -0.074331795725323 -0.025890511206897 -0.054758171602851 -0.141615234540822  1.707699857781678
    5   0.043530053713506  0.079181884967655  0.185781179786667  0.026642086692319 -0.165906081838504
    6  -0.077534162798116  0.053797551892766 -0.301254197306685  0.239426308434746  0.454900195247708
    7  -0.037925205658368  0.038852864091080 -0.100657917195948  0.222065990624548  0.243410290179119
    8   0.047608038335254  0.035663262230662  0.096640481616069  0.184748098446503 -0.524758513341490
    9  -0.039894701358123 -0.032096217520941 -0.175834607583329 -0.058329819777952  0.011327178055237
   10   0.049993400217312 -0.061520553995059  0.207060727335203 -0.249048129143824  0.033762150852794
   11   0.010881517330765 -0.038795150959872 -0.007987452634394 -0.135232084767732 -0.226528822539124
   12  -0.004064749255280  0.005679375393641 -0.034869854073363  0.070548945006818 -0.059362461719562
   13   0.036379853251961  0.036452956792036  0.159001985375517  0.079631733079611 -0.012067309837493

                5                  6                  7                  8                  9        

    0   0.054965668678652 -0.097556681551211 -0.035241776531674  0.050939160152253 -0.049365928525497
    1   0.085930301648288  0.051005038381316  0.056256575668860  0.050207942641873 -0.039047628458549
    2   0.175878000497928 -0.295372908012111 -0.098477086868484  0.094502195579756 -0.174338224631748
    3   0.039581069355578  0.233131419942812  0.225950765111211  0.183431708347862 -0.063507758324172
    4  -0.165611881652882  0.463696523962208  0.246337505067758 -0.536575629358861  0.003153793981029
    5   1.930651935953587  0.152746156829939  0.056937414339888  0.035080738155518 -0.242159458683941
    6   0.151836731571698  2.065082740266834  0.133206977852010  0.404699762999580  0.020227989564945
    7   0.061888779493521  0.126322191970370  1.608039309885217  0.238138985174823  0.489649221884889
    8   0.032727245706713  0.419251298252560  0.233881990072644  1.844087074855184 -0.051171906802950
    9  -0.246932967820551  0.022022670393534  0.479614909946863 -0.039569514061461  1.915530629307160
   10  -0.300861769434269 -0.177480429832653 -0.306420726912967  0.637818332676976  0.087549474850773
   11  -0.201638470078889 -0.044198739479464 -0.441872326581125  0.114684579845872  0.169414749369004
   12  -0.176081042889194  0.146249620729093  0.038269748965455  0.241078057350552 -0.015204882367355
   13   0.307715651028813  0.079529258715752  0.041458593241672  0.167765513034757 -0.179895143380617

               10                 11                 12                 13        

    0   0.059624552891831 -0.003189365302971 -0.003206102767567  0.043745817346231
    1  -0.069895892034508 -0.048686074841188  0.008835144827253  0.035250709515021
    2   0.211037984048879 -0.011269201197842 -0.031754979023091  0.163488299327489
    3  -0.251049702333916 -0.128942605142177  0.068829822978034  0.074192720901591
    4   0.042397441861240 -0.234749542224340 -0.050542253263993 -0.009416103033916
    5  -0.306288023093508 -0.208074661871668 -0.182794451584206  0.321365134435209
    6  -0.175028567324392 -0.043430506082204  0.138740001733672  0.083211303402337
    7  -0.319948025297043 -0.443701216477704  0.021952992875788  0.055815522353696
    8   0.641527046053011  0.103301229816295  0.254876771016549  0.167777764664889
    9   0.078516624955641  0.155748786108229 -0.022161644958490 -0.169125836099618
   10   2.074294325830578 -0.037915943356916 -0.423694726734041 -0.048171296451757
   11  -0.048529505277257  1.662680672796098 -0.042860930556162  0.538904179213496
   12  -0.412181463894171 -0.037261330571971  2.247489437585104 -0.029296342909360
   13  -0.054895448753077  0.526082707170974 -0.035501226229697  1.997113435880668
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0005852774831
Norm of residual vector 0  after precondition    0.0005852774831
                     1   0.3365083949  -5.44e-06    5.85e-04      N
Norm of residual vector af preconditioning    0.0003117797040
Norm of final new C in schmidt_add():    1.000000000000003
Norm of residual vector 1  before precondition    0.0036924158392
Norm of residual vector 1  after precondition    0.0036924158392
                     2   0.4316074994  -4.55e-05    3.69e-03      N
Norm of residual vector af preconditioning    0.0023898777698
Norm of final new C in schmidt_add():    1.000000000000002
Iter=8    L=16  resetting norm
SigmaSS, D(norm sigma)=   0.5213498254
FSD    , D(norm sigma)=  -0.0006519125
WamefSD, D(norm sigma)=   0.0460524815
WmnieSD, D(norm sigma)=   0.0172620066
WmaijDS, D(norm sigma)=   0.0550165470
WabejDS, D(norm sigma)=   0.0018466076
WnmjeDS, D(norm sigma)=  -0.0000155643
WbmfeDS, D(norm sigma)=  -0.0000578720
FDD_Fbe, D(norm sigma)=   1.1227973409
FDD_Fmj, D(norm sigma)=   1.1493540674
WmnijDD, D(norm sigma)=   0.5068383503
WabefDD, D(norm sigma)=   0.2785693655
WmbejDD, D(norm sigma)=  -1.0798194092
WmnefDD XAF, D(norm sigma)=   0.0043181346
WmnefDD XLI, D(norm sigma)=   0.0015638611
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.4660953457
FSD    , D(norm sigma)=  -0.0001781799
WamefSD, D(norm sigma)=  -0.0072598366
WmnieSD, D(norm sigma)=   0.0091418242
WmaijDS, D(norm sigma)=   0.0490722809
WabejDS, D(norm sigma)=   0.0008852478
WnmjeDS, D(norm sigma)=   0.0000340901
WbmfeDS, D(norm sigma)=  -0.0000730977
FDD_Fbe, D(norm sigma)=   0.8582078087
FDD_Fmj, D(norm sigma)=   1.2258895337
WmnijDD, D(norm sigma)=   0.5491886087
WabefDD, D(norm sigma)=   0.2270197966
WmbejDD, D(norm sigma)=  -1.0940649093
WmnefDD XAF, D(norm sigma)=   0.0015662452
WmnefDD XLI, D(norm sigma)=   0.0000747454
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.456783350528066 -0.000226401311631  0.475897443919254 -0.041314589918782 -0.085474301429207
    1  -0.000000000000000  0.553453730231078  0.041097827695117  0.482226659370784 -0.033428838407631
    2   0.412700109247608  0.027097275034158  2.020557805761368 -0.103460574530704 -0.068346335124682
    3  -0.044686305378216  0.422121067051097 -0.103435604321562  2.184305870227661 -0.127393066987568
    4  -0.074331795725323 -0.025890511206897 -0.054758171602851 -0.141615234540822  1.707699857781678
    5   0.043530053713506  0.079181884967655  0.185781179786667  0.026642086692319 -0.165906081838504
    6  -0.077534162798116  0.053797551892766 -0.301254197306685  0.239426308434746  0.454900195247708
    7  -0.037925205658368  0.038852864091080 -0.100657917195948  0.222065990624548  0.243410290179119
    8   0.047608038335254  0.035663262230662  0.096640481616069  0.184748098446503 -0.524758513341490
    9  -0.039894701358123 -0.032096217520941 -0.175834607583329 -0.058329819777952  0.011327178055237
   10   0.049993400217312 -0.061520553995059  0.207060727335203 -0.249048129143824  0.033762150852794
   11   0.010881517330765 -0.038795150959872 -0.007987452634394 -0.135232084767732 -0.226528822539124
   12  -0.004064749255280  0.005679375393641 -0.034869854073363  0.070548945006818 -0.059362461719562
   13   0.036379853251961  0.036452956792036  0.159001985375517  0.079631733079611 -0.012067309837493
   14  -0.024673874067019  0.044129625267876 -0.077892207898595  0.184125525798223  0.077314601325557
   15   0.029436276325996  0.014608489083896  0.110455005505527  0.081274835351451 -0.059123197689123

                5                  6                  7                  8                  9        

    0   0.054965668678652 -0.097556681551211 -0.035241776531674  0.050939160152253 -0.049365928525497
    1   0.085930301648288  0.051005038381316  0.056256575668860  0.050207942641873 -0.039047628458549
    2   0.175878000497928 -0.295372908012111 -0.098477086868484  0.094502195579756 -0.174338224631748
    3   0.039581069355578  0.233131419942812  0.225950765111211  0.183431708347862 -0.063507758324172
    4  -0.165611881652882  0.463696523962208  0.246337505067758 -0.536575629358861  0.003153793981029
    5   1.930651935953587  0.152746156829939  0.056937414339888  0.035080738155518 -0.242159458683941
    6   0.151836731571698  2.065082740266834  0.133206977852010  0.404699762999580  0.020227989564945
    7   0.061888779493521  0.126322191970370  1.608039309885217  0.238138985174823  0.489649221884889
    8   0.032727245706713  0.419251298252560  0.233881990072644  1.844087074855184 -0.051171906802950
    9  -0.246932967820551  0.022022670393534  0.479614909946863 -0.039569514061461  1.915530629307160
   10  -0.300861769434269 -0.177480429832653 -0.306420726912967  0.637818332676976  0.087549474850773
   11  -0.201638470078889 -0.044198739479464 -0.441872326581125  0.114684579845872  0.169414749369004
   12  -0.176081042889194  0.146249620729093  0.038269748965455  0.241078057350552 -0.015204882367355
   13   0.307715651028813  0.079529258715752  0.041458593241672  0.167765513034757 -0.179895143380617
   14   0.035514251644658  0.120650264794820 -0.002504910847711 -0.115718635765183 -0.449946167745259
   15  -0.152262965014308 -0.086524223392047 -0.103275604022951 -0.044364856947604 -0.331676462199752

               10                 11                 12                 13                 14        

    0   0.059624552891831 -0.003189365302971 -0.003206102767567  0.043745817346231 -0.032006426056368
    1  -0.069895892034508 -0.048686074841188  0.008835144827253  0.035250709515021  0.054314595764852
    2   0.211037984048879 -0.011269201197842 -0.031754979023091  0.163488299327489 -0.077906791988203
    3  -0.251049702333916 -0.128942605142177  0.068829822978034  0.074192720901591  0.186013425911499
    4   0.042397441861240 -0.234749542224340 -0.050542253263993 -0.009416103033916  0.070228697624833
    5  -0.306288023093508 -0.208074661871668 -0.182794451584206  0.321365134435209  0.030246110122539
    6  -0.175028567324392 -0.043430506082204  0.138740001733672  0.083211303402337  0.124458944061612
    7  -0.319948025297043 -0.443701216477704  0.021952992875788  0.055815522353696 -0.005268371881318
    8   0.641527046053011  0.103301229816295  0.254876771016549  0.167777764664889 -0.127168238095856
    9   0.078516624955641  0.155748786108229 -0.022161644958490 -0.169125836099618 -0.461316218191423
   10   2.074294325830578 -0.037915943356916 -0.423694726734041 -0.048171296451757 -0.538473279793257
   11  -0.048529505277257  1.662680672796098 -0.042860930556162  0.538904179213496  0.031426441092113
   12  -0.412181463894171 -0.037261330571971  2.247489437585104 -0.029296342909360 -0.309488506834029
   13  -0.054895448753077  0.526082707170974 -0.035501226229697  1.997113435880668 -0.070258364062370
   14  -0.538585313792407  0.039366032266317 -0.312357734710728 -0.069556828919607  2.033815258131275
   15   0.066877394504890 -0.241919338588686 -0.028517821228879  0.357836207336837 -0.185736429907210

               15        

    0   0.035402941639354
    1   0.017349130770799
    2   0.104380859409895
    3   0.083631420629933
    4  -0.057474975543960
    5  -0.156897383424908
    6  -0.091696934708305
    7  -0.117646859925056
    8  -0.038565103324701
    9  -0.335798650326789
   10   0.061109506158177
   11  -0.247827012650767
   12  -0.022090719580284
   13   0.348629583299414
   14  -0.179969585029934
   15   1.907632183449531
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0001929963230
Norm of residual vector 0  after precondition    0.0001929963230
                     1   0.3365092162   8.21e-07    1.93e-04      N
Norm of residual vector af preconditioning    0.0000911602972
Norm of final new C in schmidt_add():    1.000000000000006
Norm of residual vector 1  before precondition    0.0017016962288
Norm of residual vector 1  after precondition    0.0017016962288
                     2   0.4316041938  -3.31e-06    1.70e-03      N
Norm of residual vector af preconditioning    0.0009353649172
Norm of final new C in schmidt_add():    1.000000000000003
Iter=9    L=18  resetting norm
SigmaSS, D(norm sigma)=   0.5965169717
FSD    , D(norm sigma)=  -0.0005236302
WamefSD, D(norm sigma)=  -0.0053839184
WmnieSD, D(norm sigma)=  -0.0179627081
WmaijDS, D(norm sigma)=   0.0382112899
WabejDS, D(norm sigma)=   0.0005872688
WnmjeDS, D(norm sigma)=   0.0000228769
WbmfeDS, D(norm sigma)=  -0.0000283807
FDD_Fbe, D(norm sigma)=   1.1872583008
FDD_Fmj, D(norm sigma)=   1.2930073481
WmnijDD, D(norm sigma)=   0.5549994470
WabefDD, D(norm sigma)=   0.2803939576
WmbejDD, D(norm sigma)=  -1.1212219601
WmnefDD XAF, D(norm sigma)=   0.0019507774
WmnefDD XLI, D(norm sigma)=   0.0000529060
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.3396585714
FSD    , D(norm sigma)=  -0.0008605079
WamefSD, D(norm sigma)=  -0.0066469532
WmnieSD, D(norm sigma)=  -0.0131025554
WmaijDS, D(norm sigma)=   0.0439353323
WabejDS, D(norm sigma)=   0.0019555166
WnmjeDS, D(norm sigma)=  -0.0000099465
WbmfeDS, D(norm sigma)=  -0.0001083304
FDD_Fbe, D(norm sigma)=   1.0254302330
FDD_Fmj, D(norm sigma)=   1.2942472060
WmnijDD, D(norm sigma)=   0.6082282430
WabefDD, D(norm sigma)=   0.2306583104
WmbejDD, D(norm sigma)=  -1.0962541933
WmnefDD XAF, D(norm sigma)=   0.0023494605
WmnefDD XLI, D(norm sigma)=   0.0000016538
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.456783350528066 -0.000226401311631  0.475897443919254 -0.041314589918782 -0.085474301429207
    1  -0.000000000000000  0.553453730231078  0.041097827695117  0.482226659370784 -0.033428838407631
    2   0.412700109247608  0.027097275034158  2.020557805761368 -0.103460574530704 -0.068346335124682
    3  -0.044686305378216  0.422121067051097 -0.103435604321562  2.184305870227661 -0.127393066987568
    4  -0.074331795725323 -0.025890511206897 -0.054758171602851 -0.141615234540822  1.707699857781678
    5   0.043530053713506  0.079181884967655  0.185781179786667  0.026642086692319 -0.165906081838504
    6  -0.077534162798116  0.053797551892766 -0.301254197306685  0.239426308434746  0.454900195247708
    7  -0.037925205658368  0.038852864091080 -0.100657917195948  0.222065990624548  0.243410290179119
    8   0.047608038335254  0.035663262230662  0.096640481616069  0.184748098446503 -0.524758513341490
    9  -0.039894701358123 -0.032096217520941 -0.175834607583329 -0.058329819777952  0.011327178055237
   10   0.049993400217312 -0.061520553995059  0.207060727335203 -0.249048129143824  0.033762150852794
   11   0.010881517330765 -0.038795150959872 -0.007987452634394 -0.135232084767732 -0.226528822539124
   12  -0.004064749255280  0.005679375393641 -0.034869854073363  0.070548945006818 -0.059362461719562
   13   0.036379853251961  0.036452956792036  0.159001985375517  0.079631733079611 -0.012067309837493
   14  -0.024673874067019  0.044129625267876 -0.077892207898595  0.184125525798223  0.077314601325557
   15   0.029436276325996  0.014608489083896  0.110455005505527  0.081274835351451 -0.059123197689123
   16  -0.002667120483686  0.023012949906190  0.013809283210048  0.083800456924019  0.115436955652535
   17   0.039875836420796  0.006005521667162  0.132819076781606 -0.000898741222402 -0.190918919369047

                5                  6                  7                  8                  9        

    0   0.054965668678652 -0.097556681551211 -0.035241776531674  0.050939160152253 -0.049365928525497
    1   0.085930301648288  0.051005038381316  0.056256575668860  0.050207942641873 -0.039047628458549
    2   0.175878000497928 -0.295372908012111 -0.098477086868484  0.094502195579756 -0.174338224631748
    3   0.039581069355578  0.233131419942812  0.225950765111211  0.183431708347862 -0.063507758324172
    4  -0.165611881652882  0.463696523962208  0.246337505067758 -0.536575629358861  0.003153793981029
    5   1.930651935953587  0.152746156829939  0.056937414339888  0.035080738155518 -0.242159458683941
    6   0.151836731571698  2.065082740266834  0.133206977852010  0.404699762999580  0.020227989564945
    7   0.061888779493521  0.126322191970370  1.608039309885217  0.238138985174823  0.489649221884889
    8   0.032727245706713  0.419251298252560  0.233881990072644  1.844087074855184 -0.051171906802950
    9  -0.246932967820551  0.022022670393534  0.479614909946863 -0.039569514061461  1.915530629307160
   10  -0.300861769434269 -0.177480429832653 -0.306420726912967  0.637818332676976  0.087549474850773
   11  -0.201638470078889 -0.044198739479464 -0.441872326581125  0.114684579845872  0.169414749369004
   12  -0.176081042889194  0.146249620729093  0.038269748965455  0.241078057350552 -0.015204882367355
   13   0.307715651028813  0.079529258715752  0.041458593241672  0.167765513034757 -0.179895143380617
   14   0.035514251644658  0.120650264794820 -0.002504910847711 -0.115718635765183 -0.449946167745259
   15  -0.152262965014308 -0.086524223392047 -0.103275604022951 -0.044364856947604 -0.331676462199752
   16   0.047403504341682  0.114855773107067  0.146504736067441  0.010871629323799  0.078020377559685
   17   0.097097474044943 -0.097547247369833 -0.112901724808180  0.105671926677255 -0.200183643881365

               10                 11                 12                 13                 14        

    0   0.059624552891831 -0.003189365302971 -0.003206102767567  0.043745817346231 -0.032006426056368
    1  -0.069895892034508 -0.048686074841188  0.008835144827253  0.035250709515021  0.054314595764852
    2   0.211037984048879 -0.011269201197842 -0.031754979023091  0.163488299327489 -0.077906791988203
    3  -0.251049702333916 -0.128942605142177  0.068829822978034  0.074192720901591  0.186013425911499
    4   0.042397441861240 -0.234749542224340 -0.050542253263993 -0.009416103033916  0.070228697624833
    5  -0.306288023093508 -0.208074661871668 -0.182794451584206  0.321365134435209  0.030246110122539
    6  -0.175028567324392 -0.043430506082204  0.138740001733672  0.083211303402337  0.124458944061612
    7  -0.319948025297043 -0.443701216477704  0.021952992875788  0.055815522353696 -0.005268371881318
    8   0.641527046053011  0.103301229816295  0.254876771016549  0.167777764664889 -0.127168238095856
    9   0.078516624955641  0.155748786108229 -0.022161644958490 -0.169125836099618 -0.461316218191423
   10   2.074294325830578 -0.037915943356916 -0.423694726734041 -0.048171296451757 -0.538473279793257
   11  -0.048529505277257  1.662680672796098 -0.042860930556162  0.538904179213496  0.031426441092113
   12  -0.412181463894171 -0.037261330571971  2.247489437585104 -0.029296342909360 -0.309488506834029
   13  -0.054895448753077  0.526082707170974 -0.035501226229697  1.997113435880668 -0.070258364062370
   14  -0.538585313792407  0.039366032266317 -0.312357734710728 -0.069556828919607  2.033815258131275
   15   0.066877394504890 -0.241919338588686 -0.028517821228879  0.357836207336837 -0.185736429907210
   16  -0.197291892033558 -0.137913774028601  0.490845079018903  0.038338471383401  0.615154105938816
   17  -0.046605705166427  0.125978100527409  0.213170941741312  0.210069418594332 -0.182565235164941

               15                 16                 17        

    0   0.035402941639354 -0.004052133187396  0.037806407554445
    1   0.017349130770799  0.026722445822651  0.008144823724932
    2   0.104380859409895  0.016097148110277  0.130074085869762
    3   0.083631420629933  0.077702375575908  0.000142536093367
    4  -0.057474975543960  0.116786985319412 -0.194073019425865
    5  -0.156897383424908  0.051618743156652  0.091106812808720
    6  -0.091696934708305  0.116615871198953 -0.096354597160490
    7  -0.117646859925056  0.146465112718390 -0.118144001454150
    8  -0.038565103324701  0.010713688894688  0.104075657288882
    9  -0.335798650326789  0.083199024013814 -0.205860916829105
   10   0.061109506158177 -0.194551570189023 -0.052757512750492
   11  -0.247827012650767 -0.141129367258682  0.116381836502263
   12  -0.022090719580284  0.490270561255654  0.217227776639235
   13   0.348629583299414  0.041130241279649  0.212334262635272
   14  -0.179969585029934  0.616507837801818 -0.186103482616982
   15   1.907632183449531  0.030987264818162 -0.305612430619818
   16   0.027990174044312  2.208526611471164  0.071714284532662
   17  -0.299032587792790  0.077037473485769  2.057103478320433
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000642080912
Norm of residual vector 0  after precondition    0.0000642080912
                     1   0.3365089778  -2.38e-07    6.42e-05      N
Norm of residual vector af preconditioning    0.0000297234896
Norm of final new C in schmidt_add():    1.000000000000002
Norm of residual vector 1  before precondition    0.0007803958655
Norm of residual vector 1  after precondition    0.0007803958655
                     2   0.4316020831  -2.11e-06    7.80e-04      N
Norm of residual vector af preconditioning    0.0004116508654
Norm of final new C in schmidt_add():    1.000000000000003
Iter=10   L=20  resetting norm
SigmaSS, D(norm sigma)=   0.4824985525
FSD    , D(norm sigma)=  -0.0002551282
WamefSD, D(norm sigma)=  -0.0085833705
WmnieSD, D(norm sigma)=  -0.0006352935
WmaijDS, D(norm sigma)=   0.0402017742
WabejDS, D(norm sigma)=   0.0047071366
WnmjeDS, D(norm sigma)=   0.0000021926
WbmfeDS, D(norm sigma)=  -0.0001470888
FDD_Fbe, D(norm sigma)=   1.1226189097
FDD_Fmj, D(norm sigma)=   1.3395258539
WmnijDD, D(norm sigma)=   0.6093757619
WabefDD, D(norm sigma)=   0.2757840287
WmbejDD, D(norm sigma)=  -1.0769757994
WmnefDD XAF, D(norm sigma)=   0.0010864143
WmnefDD XLI, D(norm sigma)=   0.0002004372
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.4182715051
FSD    , D(norm sigma)=  -0.0009629790
WamefSD, D(norm sigma)=  -0.0043364832
WmnieSD, D(norm sigma)=  -0.0287906856
WmaijDS, D(norm sigma)=   0.0489737959
WabejDS, D(norm sigma)=   0.0016234348
WnmjeDS, D(norm sigma)=   0.0000053164
WbmfeDS, D(norm sigma)=  -0.0001299744
FDD_Fbe, D(norm sigma)=   0.9104325754
FDD_Fmj, D(norm sigma)=   1.1952283918
WmnijDD, D(norm sigma)=   0.5559151757
WabefDD, D(norm sigma)=   0.2147563932
WmbejDD, D(norm sigma)=  -1.0539572737
WmnefDD XAF, D(norm sigma)=   0.0017926319
WmnefDD XLI, D(norm sigma)=   0.0000293556
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.456783350528066 -0.000226401311631  0.475897443919254 -0.041314589918782 -0.085474301429207
    1  -0.000000000000000  0.553453730231078  0.041097827695117  0.482226659370784 -0.033428838407631
    2   0.412700109247608  0.027097275034158  2.020557805761368 -0.103460574530704 -0.068346335124682
    3  -0.044686305378216  0.422121067051097 -0.103435604321562  2.184305870227661 -0.127393066987568
    4  -0.074331795725323 -0.025890511206897 -0.054758171602851 -0.141615234540822  1.707699857781678
    5   0.043530053713506  0.079181884967655  0.185781179786667  0.026642086692319 -0.165906081838504
    6  -0.077534162798116  0.053797551892766 -0.301254197306685  0.239426308434746  0.454900195247708
    7  -0.037925205658368  0.038852864091080 -0.100657917195948  0.222065990624548  0.243410290179119
    8   0.047608038335254  0.035663262230662  0.096640481616069  0.184748098446503 -0.524758513341490
    9  -0.039894701358123 -0.032096217520941 -0.175834607583329 -0.058329819777952  0.011327178055237
   10   0.049993400217312 -0.061520553995059  0.207060727335203 -0.249048129143824  0.033762150852794
   11   0.010881517330765 -0.038795150959872 -0.007987452634394 -0.135232084767732 -0.226528822539124
   12  -0.004064749255280  0.005679375393641 -0.034869854073363  0.070548945006818 -0.059362461719562
   13   0.036379853251961  0.036452956792036  0.159001985375517  0.079631733079611 -0.012067309837493
   14  -0.024673874067019  0.044129625267876 -0.077892207898595  0.184125525798223  0.077314601325557
   15   0.029436276325996  0.014608489083896  0.110455005505527  0.081274835351451 -0.059123197689123
   16  -0.002667120483686  0.023012949906190  0.013809283210048  0.083800456924019  0.115436955652535
   17   0.039875836420796  0.006005521667162  0.132819076781606 -0.000898741222402 -0.190918919369047
   18   0.000836076096340 -0.048872954311824 -0.007673950081702 -0.161152606856610  0.001000389656338
   19   0.022669864989394  0.010127996519697  0.085547665819388  0.032572669413768 -0.066908524350189

                5                  6                  7                  8                  9        

    0   0.054965668678652 -0.097556681551211 -0.035241776531674  0.050939160152253 -0.049365928525497
    1   0.085930301648288  0.051005038381316  0.056256575668860  0.050207942641873 -0.039047628458549
    2   0.175878000497928 -0.295372908012111 -0.098477086868484  0.094502195579756 -0.174338224631748
    3   0.039581069355578  0.233131419942812  0.225950765111211  0.183431708347862 -0.063507758324172
    4  -0.165611881652882  0.463696523962208  0.246337505067758 -0.536575629358861  0.003153793981029
    5   1.930651935953587  0.152746156829939  0.056937414339888  0.035080738155518 -0.242159458683941
    6   0.151836731571698  2.065082740266834  0.133206977852010  0.404699762999580  0.020227989564945
    7   0.061888779493521  0.126322191970370  1.608039309885217  0.238138985174823  0.489649221884889
    8   0.032727245706713  0.419251298252560  0.233881990072644  1.844087074855184 -0.051171906802950
    9  -0.246932967820551  0.022022670393534  0.479614909946863 -0.039569514061461  1.915530629307160
   10  -0.300861769434269 -0.177480429832653 -0.306420726912967  0.637818332676976  0.087549474850773
   11  -0.201638470078889 -0.044198739479464 -0.441872326581125  0.114684579845872  0.169414749369004
   12  -0.176081042889194  0.146249620729093  0.038269748965455  0.241078057350552 -0.015204882367355
   13   0.307715651028813  0.079529258715752  0.041458593241672  0.167765513034757 -0.179895143380617
   14   0.035514251644658  0.120650264794820 -0.002504910847711 -0.115718635765183 -0.449946167745259
   15  -0.152262965014308 -0.086524223392047 -0.103275604022951 -0.044364856947604 -0.331676462199752
   16   0.047403504341682  0.114855773107067  0.146504736067441  0.010871629323799  0.078020377559685
   17   0.097097474044943 -0.097547247369833 -0.112901724808180  0.105671926677255 -0.200183643881365
   18  -0.233369554955164 -0.108379901141156 -0.062351372788128 -0.027798279747944  0.143031563265293
   19   0.008266978533973 -0.086259223701940 -0.039312047535849  0.043960827075477 -0.050458353939892

               10                 11                 12                 13                 14        

    0   0.059624552891831 -0.003189365302971 -0.003206102767567  0.043745817346231 -0.032006426056368
    1  -0.069895892034508 -0.048686074841188  0.008835144827253  0.035250709515021  0.054314595764852
    2   0.211037984048879 -0.011269201197842 -0.031754979023091  0.163488299327489 -0.077906791988203
    3  -0.251049702333916 -0.128942605142177  0.068829822978034  0.074192720901591  0.186013425911499
    4   0.042397441861240 -0.234749542224340 -0.050542253263993 -0.009416103033916  0.070228697624833
    5  -0.306288023093508 -0.208074661871668 -0.182794451584206  0.321365134435209  0.030246110122539
    6  -0.175028567324392 -0.043430506082204  0.138740001733672  0.083211303402337  0.124458944061612
    7  -0.319948025297043 -0.443701216477704  0.021952992875788  0.055815522353696 -0.005268371881318
    8   0.641527046053011  0.103301229816295  0.254876771016549  0.167777764664889 -0.127168238095856
    9   0.078516624955641  0.155748786108229 -0.022161644958490 -0.169125836099618 -0.461316218191423
   10   2.074294325830578 -0.037915943356916 -0.423694726734041 -0.048171296451757 -0.538473279793257
   11  -0.048529505277257  1.662680672796098 -0.042860930556162  0.538904179213496  0.031426441092113
   12  -0.412181463894171 -0.037261330571971  2.247489437585104 -0.029296342909360 -0.309488506834029
   13  -0.054895448753077  0.526082707170974 -0.035501226229697  1.997113435880668 -0.070258364062370
   14  -0.538585313792407  0.039366032266317 -0.312357734710728 -0.069556828919607  2.033815258131275
   15   0.066877394504890 -0.241919338588686 -0.028517821228879  0.357836207336837 -0.185736429907210
   16  -0.197291892033558 -0.137913774028601  0.490845079018903  0.038338471383401  0.615154105938816
   17  -0.046605705166427  0.125978100527409  0.213170941741312  0.210069418594332 -0.182565235164941
   18   0.112796637358659  0.113921536878097  0.178926823642528 -0.095007215801110 -0.426167606275670
   19   0.162647662731351 -0.070617551233025 -0.091916366272963  0.176852642942294 -0.049006106959137

               15                 16                 17                 18                 19        

    0   0.035402941639354 -0.004052133187396  0.037806407554445 -0.001599508896583  0.025377741071868
    1   0.017349130770799  0.026722445822651  0.008144823724932 -0.051553237238872  0.011885502900668
    2   0.104380859409895  0.016097148110277  0.130074085869762 -0.009508706005882  0.083320764067243
    3   0.083631420629933  0.077702375575908  0.000142536093367 -0.154171549293206  0.032326666044883
    4  -0.057474975543960  0.116786985319412 -0.194073019425865  0.002608978973224 -0.066332578951135
    5  -0.156897383424908  0.051618743156652  0.091106812808720 -0.234937465379503  0.003575298831795
    6  -0.091696934708305  0.116615871198953 -0.096354597160490 -0.108644525732787 -0.087890943818748
    7  -0.117646859925056  0.146465112718390 -0.118144001454150 -0.063513067448985 -0.043006504641907
    8  -0.038565103324701  0.010713688894688  0.104075657288882 -0.024311159774554  0.048332946377551
    9  -0.335798650326789  0.083199024013814 -0.205860916829105  0.146804582917631 -0.048790206105857
   10   0.061109506158177 -0.194551570189023 -0.052757512750492  0.113670818006044  0.162119171515644
   11  -0.247827012650767 -0.141129367258682  0.116381836502263  0.116210351726145 -0.071942269787454
   12  -0.022090719580284  0.490270561255654  0.217227776639235  0.178647756927445 -0.102498160332613
   13   0.348629583299414  0.041130241279649  0.212334262635272 -0.092649056063812  0.177135141568519
   14  -0.179969585029934  0.616507837801818 -0.186103482616982 -0.425355138910870 -0.046793385371498
   15   1.907632183449531  0.030987264818162 -0.305612430619818  0.089603687161675  0.301347059352320
   16   0.027990174044312  2.208526611471164  0.071714284532662  0.419181870558534 -0.040073133231646
   17  -0.299032587792790  0.077037473485769  2.057103478320433 -0.001182893128120  0.390038411048335
   18   0.085636004940712  0.422615429429451 -0.000620376003665  2.320622039166533  0.046349123822423
   19   0.303990174878371 -0.048310703347734  0.389823443190344  0.044691887166573  1.838073410302799
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000179134953
Norm of residual vector 0  after precondition    0.0000179134953
                     1   0.3365089679  -9.92e-09    1.79e-05      N
Norm of residual vector af preconditioning    0.0000075867997
Norm of final new C in schmidt_add():    1.000000000000004
Norm of residual vector 1  before precondition    0.0002502793077
Norm of residual vector 1  after precondition    0.0002502793077
                     2   0.4316029345   8.51e-07    2.50e-04      N
Norm of residual vector af preconditioning    0.0001100625611
Norm of final new C in schmidt_add():    0.999999999999997
Iter=11   L=22  resetting norm
SigmaSS, D(norm sigma)=   0.6663274239
FSD    , D(norm sigma)=  -0.0007291302
WamefSD, D(norm sigma)=  -0.0043137763
WmnieSD, D(norm sigma)=  -0.0240143439
WmaijDS, D(norm sigma)=   0.0288620282
WabejDS, D(norm sigma)=   0.0030212246
WnmjeDS, D(norm sigma)=   0.0000030782
WbmfeDS, D(norm sigma)=  -0.0000792699
FDD_Fbe, D(norm sigma)=   1.0602434978
FDD_Fmj, D(norm sigma)=   1.3193796863
WmnijDD, D(norm sigma)=   0.5798282639
WabefDD, D(norm sigma)=   0.2526799820
WmbejDD, D(norm sigma)=  -1.1504589517
WmnefDD XAF, D(norm sigma)=   0.0023714111
WmnefDD XLI, D(norm sigma)=   0.0002318863
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.4271214009
FSD    , D(norm sigma)=  -0.0019348966
WamefSD, D(norm sigma)=  -0.0147158038
WmnieSD, D(norm sigma)=  -0.0580124187
WmaijDS, D(norm sigma)=   0.0696056035
WabejDS, D(norm sigma)=   0.0053586196
WnmjeDS, D(norm sigma)=  -0.0000044616
WbmfeDS, D(norm sigma)=  -0.0001442889
FDD_Fbe, D(norm sigma)=   0.8518658718
FDD_Fmj, D(norm sigma)=   1.2467166670
WmnijDD, D(norm sigma)=   0.5580826174
WabefDD, D(norm sigma)=   0.1918856584
WmbejDD, D(norm sigma)=  -0.9376544417
WmnefDD XAF, D(norm sigma)=   0.0030753135
WmnefDD XLI, D(norm sigma)=   0.0000264781
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.456783350528066 -0.000226401311631  0.475897443919254 -0.041314589918782 -0.085474301429207
    1  -0.000000000000000  0.553453730231078  0.041097827695117  0.482226659370784 -0.033428838407631
    2   0.412700109247608  0.027097275034158  2.020557805761368 -0.103460574530704 -0.068346335124682
    3  -0.044686305378216  0.422121067051097 -0.103435604321562  2.184305870227661 -0.127393066987568
    4  -0.074331795725323 -0.025890511206897 -0.054758171602851 -0.141615234540822  1.707699857781678
    5   0.043530053713506  0.079181884967655  0.185781179786667  0.026642086692319 -0.165906081838504
    6  -0.077534162798116  0.053797551892766 -0.301254197306685  0.239426308434746  0.454900195247708
    7  -0.037925205658368  0.038852864091080 -0.100657917195948  0.222065990624548  0.243410290179119
    8   0.047608038335254  0.035663262230662  0.096640481616069  0.184748098446503 -0.524758513341490
    9  -0.039894701358123 -0.032096217520941 -0.175834607583329 -0.058329819777952  0.011327178055237
   10   0.049993400217312 -0.061520553995059  0.207060727335203 -0.249048129143824  0.033762150852794
   11   0.010881517330765 -0.038795150959872 -0.007987452634394 -0.135232084767732 -0.226528822539124
   12  -0.004064749255280  0.005679375393641 -0.034869854073363  0.070548945006818 -0.059362461719562
   13   0.036379853251961  0.036452956792036  0.159001985375517  0.079631733079611 -0.012067309837493
   14  -0.024673874067019  0.044129625267876 -0.077892207898595  0.184125525798223  0.077314601325557
   15   0.029436276325996  0.014608489083896  0.110455005505527  0.081274835351451 -0.059123197689123
   16  -0.002667120483686  0.023012949906190  0.013809283210048  0.083800456924019  0.115436955652535
   17   0.039875836420796  0.006005521667162  0.132819076781606 -0.000898741222402 -0.190918919369047
   18   0.000836076096340 -0.048872954311824 -0.007673950081702 -0.161152606856610  0.001000389656338
   19   0.022669864989394  0.010127996519697  0.085547665819388  0.032572669413768 -0.066908524350189
   20  -0.006575570685842  0.005332865879571 -0.023016148542053 -0.000339014104729  0.014133730176746
   21   0.021901046107273  0.004220782211883  0.074034713693161  0.005802991337717 -0.097749561728381

                5                  6                  7                  8                  9        

    0   0.054965668678652 -0.097556681551211 -0.035241776531674  0.050939160152253 -0.049365928525497
    1   0.085930301648288  0.051005038381316  0.056256575668860  0.050207942641873 -0.039047628458549
    2   0.175878000497928 -0.295372908012111 -0.098477086868484  0.094502195579756 -0.174338224631748
    3   0.039581069355578  0.233131419942812  0.225950765111211  0.183431708347862 -0.063507758324172
    4  -0.165611881652882  0.463696523962208  0.246337505067758 -0.536575629358861  0.003153793981029
    5   1.930651935953587  0.152746156829939  0.056937414339888  0.035080738155518 -0.242159458683941
    6   0.151836731571698  2.065082740266834  0.133206977852010  0.404699762999580  0.020227989564945
    7   0.061888779493521  0.126322191970370  1.608039309885217  0.238138985174823  0.489649221884889
    8   0.032727245706713  0.419251298252560  0.233881990072644  1.844087074855184 -0.051171906802950
    9  -0.246932967820551  0.022022670393534  0.479614909946863 -0.039569514061461  1.915530629307160
   10  -0.300861769434269 -0.177480429832653 -0.306420726912967  0.637818332676976  0.087549474850773
   11  -0.201638470078889 -0.044198739479464 -0.441872326581125  0.114684579845872  0.169414749369004
   12  -0.176081042889194  0.146249620729093  0.038269748965455  0.241078057350552 -0.015204882367355
   13   0.307715651028813  0.079529258715752  0.041458593241672  0.167765513034757 -0.179895143380617
   14   0.035514251644658  0.120650264794820 -0.002504910847711 -0.115718635765183 -0.449946167745259
   15  -0.152262965014308 -0.086524223392047 -0.103275604022951 -0.044364856947604 -0.331676462199752
   16   0.047403504341682  0.114855773107067  0.146504736067441  0.010871629323799  0.078020377559685
   17   0.097097474044943 -0.097547247369833 -0.112901724808180  0.105671926677255 -0.200183643881365
   18  -0.233369554955164 -0.108379901141156 -0.062351372788128 -0.027798279747944  0.143031563265293
   19   0.008266978533973 -0.086259223701940 -0.039312047535849  0.043960827075477 -0.050458353939892
   20   0.119810488535686  0.027952661153917 -0.023923109187947 -0.084801509614351 -0.062502678209307
   21   0.039789299742244 -0.017376324233929 -0.033402017105556  0.141964051941312 -0.074084397515361

               10                 11                 12                 13                 14        

    0   0.059624552891831 -0.003189365302971 -0.003206102767567  0.043745817346231 -0.032006426056368
    1  -0.069895892034508 -0.048686074841188  0.008835144827253  0.035250709515021  0.054314595764852
    2   0.211037984048879 -0.011269201197842 -0.031754979023091  0.163488299327489 -0.077906791988203
    3  -0.251049702333916 -0.128942605142177  0.068829822978034  0.074192720901591  0.186013425911499
    4   0.042397441861240 -0.234749542224340 -0.050542253263993 -0.009416103033916  0.070228697624833
    5  -0.306288023093508 -0.208074661871668 -0.182794451584206  0.321365134435209  0.030246110122539
    6  -0.175028567324392 -0.043430506082204  0.138740001733672  0.083211303402337  0.124458944061612
    7  -0.319948025297043 -0.443701216477704  0.021952992875788  0.055815522353696 -0.005268371881318
    8   0.641527046053011  0.103301229816295  0.254876771016549  0.167777764664889 -0.127168238095856
    9   0.078516624955641  0.155748786108229 -0.022161644958490 -0.169125836099618 -0.461316218191423
   10   2.074294325830578 -0.037915943356916 -0.423694726734041 -0.048171296451757 -0.538473279793257
   11  -0.048529505277257  1.662680672796098 -0.042860930556162  0.538904179213496  0.031426441092113
   12  -0.412181463894171 -0.037261330571971  2.247489437585104 -0.029296342909360 -0.309488506834029
   13  -0.054895448753077  0.526082707170974 -0.035501226229697  1.997113435880668 -0.070258364062370
   14  -0.538585313792407  0.039366032266317 -0.312357734710728 -0.069556828919607  2.033815258131275
   15   0.066877394504890 -0.241919338588686 -0.028517821228879  0.357836207336837 -0.185736429907210
   16  -0.197291892033558 -0.137913774028601  0.490845079018903  0.038338471383401  0.615154105938816
   17  -0.046605705166427  0.125978100527409  0.213170941741312  0.210069418594332 -0.182565235164941
   18   0.112796637358659  0.113921536878097  0.178926823642528 -0.095007215801110 -0.426167606275670
   19   0.162647662731351 -0.070617551233025 -0.091916366272963  0.176852642942294 -0.049006106959137
   20  -0.089453386630433 -0.005834710637456 -0.073726804088291  0.030689996392787 -0.150977545625982
   21   0.078303506027568  0.068683975743621 -0.082317884160232 -0.004338483171246  0.045549881057501

               15                 16                 17                 18                 19        

    0   0.035402941639354 -0.004052133187396  0.037806407554445 -0.001599508896583  0.025377741071868
    1   0.017349130770799  0.026722445822651  0.008144823724932 -0.051553237238872  0.011885502900668
    2   0.104380859409895  0.016097148110277  0.130074085869762 -0.009508706005882  0.083320764067243
    3   0.083631420629933  0.077702375575908  0.000142536093367 -0.154171549293206  0.032326666044883
    4  -0.057474975543960  0.116786985319412 -0.194073019425865  0.002608978973224 -0.066332578951135
    5  -0.156897383424908  0.051618743156652  0.091106812808720 -0.234937465379503  0.003575298831795
    6  -0.091696934708305  0.116615871198953 -0.096354597160490 -0.108644525732787 -0.087890943818748
    7  -0.117646859925056  0.146465112718390 -0.118144001454150 -0.063513067448985 -0.043006504641907
    8  -0.038565103324701  0.010713688894688  0.104075657288882 -0.024311159774554  0.048332946377551
    9  -0.335798650326789  0.083199024013814 -0.205860916829105  0.146804582917631 -0.048790206105857
   10   0.061109506158177 -0.194551570189023 -0.052757512750492  0.113670818006044  0.162119171515644
   11  -0.247827012650767 -0.141129367258682  0.116381836502263  0.116210351726145 -0.071942269787454
   12  -0.022090719580284  0.490270561255654  0.217227776639235  0.178647756927445 -0.102498160332613
   13   0.348629583299414  0.041130241279649  0.212334262635272 -0.092649056063812  0.177135141568519
   14  -0.179969585029934  0.616507837801818 -0.186103482616982 -0.425355138910870 -0.046793385371498
   15   1.907632183449531  0.030987264818162 -0.305612430619818  0.089603687161675  0.301347059352320
   16   0.027990174044312  2.208526611471164  0.071714284532662  0.419181870558534 -0.040073133231646
   17  -0.299032587792790  0.077037473485769  2.057103478320433 -0.001182893128120  0.390038411048335
   18   0.085636004940712  0.422615429429451 -0.000620376003665  2.320622039166533  0.046349123822423
   19   0.303990174878371 -0.048310703347734  0.389823443190344  0.044691887166573  1.838073410302799
   20  -0.035886862486336 -0.450300293208054 -0.065058016684804  0.383012757309002  0.156681995100148
   21  -0.155023053479242  0.149113322790955  0.442431900175113  0.164487991490585 -0.424410780406932

               20                 21        

    0  -0.001220562378520  0.016500615038948
    1  -0.001806807992831  0.003821355233184
    2  -0.018739126749915  0.071357982990739
    3  -0.005522060564619  0.006791334113929
    4   0.016098135763171 -0.105725647557671
    5   0.124949683758692  0.038323191743201
    6   0.026472698741100 -0.013270714801105
    7  -0.022242091586403 -0.031551373945843
    8  -0.083480495626219  0.133680085628468
    9  -0.068758320453884 -0.075236849947785
   10  -0.090409092259602  0.088554526046101
   11  -0.006065620799169  0.063230092196009
   12  -0.068333863750878 -0.085501843592367
   13   0.022445851609314 -0.004150526409974
   14  -0.149270795000964  0.055921973606004
   15  -0.037689303980784 -0.161438839029029
   16  -0.453303772004920  0.150410651070564
   17  -0.060462440421522  0.447724828954532
   18   0.385468912336512  0.174485135386906
   19   0.153881847708731 -0.425724382997686
   20   2.259920391189016  0.099233135478541
   21   0.098850418389652  1.863989391881737
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000053544322
Norm of residual vector 0  after precondition    0.0000053544322
                     1   0.3365089982   3.02e-08    5.35e-06      N
Norm of residual vector af preconditioning    0.0000023713000
Norm of final new C in schmidt_add():    1.000000000000002
Norm of residual vector 1  before precondition    0.0000764658279
Norm of residual vector 1  after precondition    0.0000764658279
                     2   0.4316037204   7.86e-07    7.65e-05      N
Norm of residual vector af preconditioning    0.0000414231876
Norm of final new C in schmidt_add():    1.000000000000000
Iter=12   L=24  resetting norm
SigmaSS, D(norm sigma)=   0.5467812442
FSD    , D(norm sigma)=   0.0000997294
WamefSD, D(norm sigma)=  -0.0000185182
WmnieSD, D(norm sigma)=   0.0226178712
WmaijDS, D(norm sigma)=   0.0328245629
WabejDS, D(norm sigma)=   0.0035149042
WnmjeDS, D(norm sigma)=   0.0000023896
WbmfeDS, D(norm sigma)=  -0.0001375869
FDD_Fbe, D(norm sigma)=   1.1040938444
FDD_Fmj, D(norm sigma)=   1.3856636789
WmnijDD, D(norm sigma)=   0.5694930447
WabefDD, D(norm sigma)=   0.2755141546
WmbejDD, D(norm sigma)=  -1.1019287620
WmnefDD XAF, D(norm sigma)=   0.0022349356
WmnefDD XLI, D(norm sigma)=   0.0001554635
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.5480916640
FSD    , D(norm sigma)=  -0.0005774290
WamefSD, D(norm sigma)=  -0.0000739159
WmnieSD, D(norm sigma)=  -0.0302818098
WmaijDS, D(norm sigma)=   0.0662985337
WabejDS, D(norm sigma)=   0.0063628608
WnmjeDS, D(norm sigma)=  -0.0000268615
WbmfeDS, D(norm sigma)=  -0.0002256295
FDD_Fbe, D(norm sigma)=   0.6987349064
FDD_Fmj, D(norm sigma)=   1.0737991922
WmnijDD, D(norm sigma)=   0.5034672753
WabefDD, D(norm sigma)=   0.1857103601
WmbejDD, D(norm sigma)=  -0.9034449849
WmnefDD XAF, D(norm sigma)=   0.0007343363
WmnefDD XLI, D(norm sigma)=   0.0000741839
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.456783350528066 -0.000226401311631  0.475897443919254 -0.041314589918782 -0.085474301429207
    1  -0.000000000000000  0.553453730231078  0.041097827695117  0.482226659370784 -0.033428838407631
    2   0.412700109247608  0.027097275034158  2.020557805761368 -0.103460574530704 -0.068346335124682
    3  -0.044686305378216  0.422121067051097 -0.103435604321562  2.184305870227661 -0.127393066987568
    4  -0.074331795725323 -0.025890511206897 -0.054758171602851 -0.141615234540822  1.707699857781678
    5   0.043530053713506  0.079181884967655  0.185781179786667  0.026642086692319 -0.165906081838504
    6  -0.077534162798116  0.053797551892766 -0.301254197306685  0.239426308434746  0.454900195247708
    7  -0.037925205658368  0.038852864091080 -0.100657917195948  0.222065990624548  0.243410290179119
    8   0.047608038335254  0.035663262230662  0.096640481616069  0.184748098446503 -0.524758513341490
    9  -0.039894701358123 -0.032096217520941 -0.175834607583329 -0.058329819777952  0.011327178055237
   10   0.049993400217312 -0.061520553995059  0.207060727335203 -0.249048129143824  0.033762150852794
   11   0.010881517330765 -0.038795150959872 -0.007987452634394 -0.135232084767732 -0.226528822539124
   12  -0.004064749255280  0.005679375393641 -0.034869854073363  0.070548945006818 -0.059362461719562
   13   0.036379853251961  0.036452956792036  0.159001985375517  0.079631733079611 -0.012067309837493
   14  -0.024673874067019  0.044129625267876 -0.077892207898595  0.184125525798223  0.077314601325557
   15   0.029436276325996  0.014608489083896  0.110455005505527  0.081274835351451 -0.059123197689123
   16  -0.002667120483686  0.023012949906190  0.013809283210048  0.083800456924019  0.115436955652535
   17   0.039875836420796  0.006005521667162  0.132819076781606 -0.000898741222402 -0.190918919369047
   18   0.000836076096340 -0.048872954311824 -0.007673950081702 -0.161152606856610  0.001000389656338
   19   0.022669864989394  0.010127996519697  0.085547665819388  0.032572669413768 -0.066908524350189
   20  -0.006575570685842  0.005332865879571 -0.023016148542053 -0.000339014104729  0.014133730176746
   21   0.021901046107273  0.004220782211883  0.074034713693161  0.005802991337717 -0.097749561728381
   22  -0.007288080570815 -0.012063178517969 -0.017055512220105 -0.055342096988599  0.088335953530395
   23  -0.021443328050604 -0.007820281254614 -0.086413892939685 -0.010822862604080  0.044395547403895

                5                  6                  7                  8                  9        

    0   0.054965668678652 -0.097556681551211 -0.035241776531674  0.050939160152253 -0.049365928525497
    1   0.085930301648288  0.051005038381316  0.056256575668860  0.050207942641873 -0.039047628458549
    2   0.175878000497928 -0.295372908012111 -0.098477086868484  0.094502195579756 -0.174338224631748
    3   0.039581069355578  0.233131419942812  0.225950765111211  0.183431708347862 -0.063507758324172
    4  -0.165611881652882  0.463696523962208  0.246337505067758 -0.536575629358861  0.003153793981029
    5   1.930651935953587  0.152746156829939  0.056937414339888  0.035080738155518 -0.242159458683941
    6   0.151836731571698  2.065082740266834  0.133206977852010  0.404699762999580  0.020227989564945
    7   0.061888779493521  0.126322191970370  1.608039309885217  0.238138985174823  0.489649221884889
    8   0.032727245706713  0.419251298252560  0.233881990072644  1.844087074855184 -0.051171906802950
    9  -0.246932967820551  0.022022670393534  0.479614909946863 -0.039569514061461  1.915530629307160
   10  -0.300861769434269 -0.177480429832653 -0.306420726912967  0.637818332676976  0.087549474850773
   11  -0.201638470078889 -0.044198739479464 -0.441872326581125  0.114684579845872  0.169414749369004
   12  -0.176081042889194  0.146249620729093  0.038269748965455  0.241078057350552 -0.015204882367355
   13   0.307715651028813  0.079529258715752  0.041458593241672  0.167765513034757 -0.179895143380617
   14   0.035514251644658  0.120650264794820 -0.002504910847711 -0.115718635765183 -0.449946167745259
   15  -0.152262965014308 -0.086524223392047 -0.103275604022951 -0.044364856947604 -0.331676462199752
   16   0.047403504341682  0.114855773107067  0.146504736067441  0.010871629323799  0.078020377559685
   17   0.097097474044943 -0.097547247369833 -0.112901724808180  0.105671926677255 -0.200183643881365
   18  -0.233369554955164 -0.108379901141156 -0.062351372788128 -0.027798279747944  0.143031563265293
   19   0.008266978533973 -0.086259223701940 -0.039312047535849  0.043960827075477 -0.050458353939892
   20   0.119810488535686  0.027952661153917 -0.023923109187947 -0.084801509614351 -0.062502678209307
   21   0.039789299742244 -0.017376324233929 -0.033402017105556  0.141964051941312 -0.074084397515361
   22   0.004570224436263  0.048061204496934 -0.018834988978229 -0.021709654087483 -0.029078146739007
   23  -0.067370088225046  0.080430580918189 -0.007449732335150 -0.050910776402914  0.010688061059338

               10                 11                 12                 13                 14        

    0   0.059624552891831 -0.003189365302971 -0.003206102767567  0.043745817346231 -0.032006426056368
    1  -0.069895892034508 -0.048686074841188  0.008835144827253  0.035250709515021  0.054314595764852
    2   0.211037984048879 -0.011269201197842 -0.031754979023091  0.163488299327489 -0.077906791988203
    3  -0.251049702333916 -0.128942605142177  0.068829822978034  0.074192720901591  0.186013425911499
    4   0.042397441861240 -0.234749542224340 -0.050542253263993 -0.009416103033916  0.070228697624833
    5  -0.306288023093508 -0.208074661871668 -0.182794451584206  0.321365134435209  0.030246110122539
    6  -0.175028567324392 -0.043430506082204  0.138740001733672  0.083211303402337  0.124458944061612
    7  -0.319948025297043 -0.443701216477704  0.021952992875788  0.055815522353696 -0.005268371881318
    8   0.641527046053011  0.103301229816295  0.254876771016549  0.167777764664889 -0.127168238095856
    9   0.078516624955641  0.155748786108229 -0.022161644958490 -0.169125836099618 -0.461316218191423
   10   2.074294325830578 -0.037915943356916 -0.423694726734041 -0.048171296451757 -0.538473279793257
   11  -0.048529505277257  1.662680672796098 -0.042860930556162  0.538904179213496  0.031426441092113
   12  -0.412181463894171 -0.037261330571971  2.247489437585104 -0.029296342909360 -0.309488506834029
   13  -0.054895448753077  0.526082707170974 -0.035501226229697  1.997113435880668 -0.070258364062370
   14  -0.538585313792407  0.039366032266317 -0.312357734710728 -0.069556828919607  2.033815258131275
   15   0.066877394504890 -0.241919338588686 -0.028517821228879  0.357836207336837 -0.185736429907210
   16  -0.197291892033558 -0.137913774028601  0.490845079018903  0.038338471383401  0.615154105938816
   17  -0.046605705166427  0.125978100527409  0.213170941741312  0.210069418594332 -0.182565235164941
   18   0.112796637358659  0.113921536878097  0.178926823642528 -0.095007215801110 -0.426167606275670
   19   0.162647662731351 -0.070617551233025 -0.091916366272963  0.176852642942294 -0.049006106959137
   20  -0.089453386630433 -0.005834710637456 -0.073726804088291  0.030689996392787 -0.150977545625982
   21   0.078303506027568  0.068683975743621 -0.082317884160232 -0.004338483171246  0.045549881057501
   22   0.012088538188396 -0.069454322643726  0.177227699142388 -0.119361774670610 -0.116659867653586
   23  -0.066931610139029  0.015542464384063 -0.066578589586241 -0.144464278094835  0.134948354311607

               15                 16                 17                 18                 19        

    0   0.035402941639354 -0.004052133187396  0.037806407554445 -0.001599508896583  0.025377741071868
    1   0.017349130770799  0.026722445822651  0.008144823724932 -0.051553237238872  0.011885502900668
    2   0.104380859409895  0.016097148110277  0.130074085869762 -0.009508706005882  0.083320764067243
    3   0.083631420629933  0.077702375575908  0.000142536093367 -0.154171549293206  0.032326666044883
    4  -0.057474975543960  0.116786985319412 -0.194073019425865  0.002608978973224 -0.066332578951135
    5  -0.156897383424908  0.051618743156652  0.091106812808720 -0.234937465379503  0.003575298831795
    6  -0.091696934708305  0.116615871198953 -0.096354597160490 -0.108644525732787 -0.087890943818748
    7  -0.117646859925056  0.146465112718390 -0.118144001454150 -0.063513067448985 -0.043006504641907
    8  -0.038565103324701  0.010713688894688  0.104075657288882 -0.024311159774554  0.048332946377551
    9  -0.335798650326789  0.083199024013814 -0.205860916829105  0.146804582917631 -0.048790206105857
   10   0.061109506158177 -0.194551570189023 -0.052757512750492  0.113670818006044  0.162119171515644
   11  -0.247827012650767 -0.141129367258682  0.116381836502263  0.116210351726145 -0.071942269787454
   12  -0.022090719580284  0.490270561255654  0.217227776639235  0.178647756927445 -0.102498160332613
   13   0.348629583299414  0.041130241279649  0.212334262635272 -0.092649056063812  0.177135141568519
   14  -0.179969585029934  0.616507837801818 -0.186103482616982 -0.425355138910870 -0.046793385371498
   15   1.907632183449531  0.030987264818162 -0.305612430619818  0.089603687161675  0.301347059352320
   16   0.027990174044312  2.208526611471164  0.071714284532662  0.419181870558534 -0.040073133231646
   17  -0.299032587792790  0.077037473485769  2.057103478320433 -0.001182893128120  0.390038411048335
   18   0.085636004940712  0.422615429429451 -0.000620376003665  2.320622039166533  0.046349123822423
   19   0.303990174878371 -0.048310703347734  0.389823443190344  0.044691887166573  1.838073410302799
   20  -0.035886862486336 -0.450300293208054 -0.065058016684804  0.383012757309002  0.156681995100148
   21  -0.155023053479242  0.149113322790955  0.442431900175113  0.164487991490585 -0.424410780406932
   22  -0.103856237477952  0.089809912234131  0.125558141797658  0.489747909793608  0.115143538120602
   23  -0.175632329862767  0.099589008900612 -0.096612121115228  0.101921472894404 -0.356767524688490

               20                 21                 22                 23        

    0  -0.001220562378520  0.016500615038948 -0.007145109747159 -0.020372147523848
    1  -0.001806807992831  0.003821355233184 -0.009256827953614 -0.006067348460593
    2  -0.018739126749915  0.071357982990739 -0.014436571386649 -0.085995818999621
    3  -0.005522060564619  0.006791334113929 -0.057180914549686 -0.009428180779549
    4   0.016098135763171 -0.105725647557671  0.088055749784866  0.046963504370538
    5   0.124949683758692  0.038323191743201  0.002301683390872 -0.067383161981690
    6   0.026472698741100 -0.013270714801105  0.049796123806286  0.079145021190442
    7  -0.022242091586403 -0.031551373945843 -0.024671577214440 -0.010731981389842
    8  -0.083480495626219  0.133680085628468 -0.017450073077389 -0.044952805883003
    9  -0.068758320453884 -0.075236849947785 -0.035670095089615  0.006291635878491
   10  -0.090409092259602  0.088554526046101  0.004515617420956 -0.067341928990330
   11  -0.006065620799169  0.063230092196009 -0.079631729190826  0.013837606607592
   12  -0.068333863750878 -0.085501843592367  0.178155176820428 -0.068334020007951
   13   0.022445851609314 -0.004150526409974 -0.117372955228536 -0.152230997932019
   14  -0.149270795000964  0.055921973606004 -0.125969913596700  0.135210097637699
   15  -0.037689303980784 -0.161438839029029 -0.111422634165707 -0.178469771502618
   16  -0.453303772004920  0.150410651070564  0.093152150157053  0.105445272593132
   17  -0.060462440421522  0.447724828954532  0.125879916414007 -0.092181992774804
   18   0.385468912336512  0.174485135386906  0.488535029141781  0.102314830421331
   19   0.153881847708731 -0.425724382997686  0.114228043130223 -0.352892676664406
   20   2.259920391189016  0.099233135478541 -0.426006243546695 -0.095683325835489
   21   0.098850418389652  1.863989391881737  0.163565536470759 -0.498835066886589
   22  -0.430123027639857  0.161038516103369  2.282947775888345 -0.022263023490963
   23  -0.103219769779983 -0.506610219389671 -0.024361080971690  1.716058565946022
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000015601739
Norm of residual vector 0  after precondition    0.0000015601739
                     1   0.3365090045   6.33e-09    1.56e-06      N
Norm of residual vector af preconditioning    0.0000006336621
Norm of final new C in schmidt_add():    1.000000000000001
Norm of residual vector 1  before precondition    0.0000268369086
Norm of residual vector 1  after precondition    0.0000268369086
                     2   0.4316036007  -1.20e-07    2.68e-05      N
Norm of residual vector af preconditioning    0.0000129762569
Norm of final new C in schmidt_add():    1.000000000000001
alpha

           1           2           3           4           5           6           7           8           9          10

    1   0.9681575  -0.0414157  -0.0432724  -0.0121687  -0.0122779  -0.0453743   0.0121172  -0.0828027  -0.0060232   0.1001182
    2   0.0406043   0.9654151   0.0718033   0.0236870   0.0059195   0.0371547  -0.0055067   0.0463586   0.0872656  -0.0198805
    3  -0.2393292  -0.0131717  -0.0118394  -0.0083812  -0.0055969  -0.0310098   0.0076988  -0.2308100   0.0061605   0.3414724
    4   0.0059094  -0.2386535  -0.0167661   0.0086697   0.0118086   0.0261099  -0.0063723   0.1416443   0.2411828  -0.0825245
    5   0.0563108  -0.0452560   0.3467703   0.0822691   0.0954678   0.3893645  -0.1300140   0.2784046   0.0182217  -0.0789046
    6   0.0060546  -0.0456748  -0.0790286   0.1542521   0.0172894   0.3359613  -0.0278059   0.1046385   0.3788471  -0.1751537
    7  -0.0181441   0.0230188  -0.2346852  -0.0304741  -0.0517922  -0.2068779   0.0436096  -0.4625980   0.1797432   0.0982235
    8  -0.0057471   0.0460644  -0.4563804  -0.1496456   0.1406360   0.1384852  -0.2075490   0.0515537  -0.5522939  -0.0083537
    9   0.0106589  -0.0343776   0.5210836   0.0345015   0.1372801   0.1787162  -0.1078957  -0.0065022  -0.2741537   0.1557764
   10   0.0018075  -0.0156768   0.1513284   0.3622314  -0.1167868   0.0542745   0.3744214  -0.1819580   0.1946532   0.1362975
   11  -0.0044199   0.0243695  -0.4307570   0.1791051  -0.0345298   0.0140143   0.1289084   0.3843517   0.1576693  -0.1354948
   12  -0.0009264   0.0143357  -0.2533225  -0.1748376   0.3136083   0.4570567  -0.0584668  -0.0276951   0.1103118   0.2534600
   13  -0.0012477   0.0084747  -0.1703544   0.1598274  -0.2288425   0.1600581   0.0318551   0.2492504   0.0422420   0.1564296
   14   0.0000530  -0.0039282   0.0802272   0.0678472  -0.2643373  -0.3430363   0.0545650   0.2985432  -0.2120739  -0.1304096
   15  -0.0004851   0.0046206  -0.1248563   0.5111896  -0.1473033   0.0872426   0.0213268   0.0498251  -0.2094718   0.3258964
   16  -0.0000346   0.0020158  -0.0583931   0.1991336   0.1794824   0.3062754   0.2975121  -0.3510250  -0.1220846  -0.1829082
   17   0.0001449  -0.0016926   0.0515717  -0.3161767   0.2687071  -0.1327380   0.2408023   0.1158678   0.2238424  -0.1131478
   18  -0.0000122   0.0007282  -0.0273939   0.2962844   0.2722855  -0.0244436   0.0680615  -0.1922810  -0.1428994  -0.4043571
   19  -0.0000391   0.0005502  -0.0195751   0.2238078  -0.1147588  -0.0076789  -0.4577089  -0.1471179   0.0168298  -0.1082700
   20  -0.0000008  -0.0002535   0.0163662  -0.3021320  -0.3860928   0.2060471  -0.0335222  -0.0572027   0.0910778   0.2333346
   21   0.0000106  -0.0001348   0.0018397  -0.0283409   0.1865307  -0.0538995   0.4075698   0.1993684  -0.1272025   0.1867158
   22  -0.0000010  -0.0000949   0.0042882  -0.2410118  -0.4437854   0.2453700   0.1584741  -0.1030897  -0.0686318  -0.0899340
   23   0.0000029  -0.0000363   0.0005248  -0.0077080   0.1352592  -0.0484143   0.3265342   0.1481966  -0.1671805   0.2799735
   24  -0.0000002  -0.0000414   0.0019826  -0.1761254  -0.3177615   0.2314917   0.3180374  -0.0793442  -0.2634055  -0.3861989

          11          12          13          14          15          16          17          18          19          20

    1  -0.1183349  -0.0043716  -0.0746950   0.0616844  -0.1142354   0.0794179  -0.0033523   0.0007134  -0.0289329  -0.0239280
    2  -0.1223170  -0.0298721  -0.0986549  -0.0670917   0.0744573   0.0846372   0.0018544   0.0426751  -0.0349852   0.0106860
    3  -0.5156339  -0.0187643  -0.2179117   0.1979378  -0.4297187   0.2416859  -0.0304494   0.0460338  -0.1114367  -0.0747382
    4  -0.4195424  -0.1094781  -0.2602374  -0.3026798   0.3748498   0.2870469   0.0026775   0.0920580  -0.1227921   0.0353373
    5  -0.4275972   0.0118637   0.3083859   0.0597850  -0.2260282  -0.2912177  -0.1030496   0.2631196  -0.1173058   0.0753852
    6   0.3763474  -0.0079213  -0.4017039   0.1828418  -0.3237939  -0.0858784   0.0469732   0.2708434   0.1064107   0.1230130
    7  -0.0898655   0.0722817   0.1293010   0.2491076   0.0139142  -0.4198232  -0.2790466   0.1713018   0.0107785  -0.0205717
    8   0.0517539   0.0143624  -0.0502232  -0.2239897  -0.3650430   0.1407587   0.1269598   0.1686693  -0.0282450   0.0034548
    9   0.2071422   0.1440540  -0.0823705   0.1660291   0.0449019   0.0802487  -0.2365601  -0.0784579   0.0115984  -0.3224583
   10   0.0104169   0.0234768  -0.0605708  -0.4302145  -0.3523108   0.0344752   0.1948146  -0.1293815   0.1468554  -0.0855403
   11  -0.0563270   0.1820756   0.1057099   0.0339912  -0.0021222   0.0457753  -0.3073781   0.0946273  -0.0978226  -0.4279876
   12  -0.1181220  -0.0841381  -0.0874067  -0.2090844   0.0847379  -0.3557374  -0.1019791  -0.4548880   0.2507737  -0.0024858
   13  -0.0227138  -0.1191809   0.2229870   0.4425800   0.0187465   0.1016446   0.3051876  -0.3338782  -0.0981254   0.1743486
   14  -0.0524322  -0.2121451  -0.0702292  -0.2392728  -0.2628417  -0.4396532  -0.1076526  -0.2238480  -0.1278825   0.1146570
   15   0.0653767   0.2340025   0.0419371  -0.1275497   0.1224171   0.0529015  -0.2877481  -0.0253761   0.0607834  -0.0753625
   16   0.1372153  -0.3210912   0.1552923  -0.0475015   0.0493445   0.0500763  -0.1222333  -0.0392849  -0.6077197   0.1102545
   17   0.1085668   0.2322294   0.0923814  -0.1510452  -0.2719504   0.1673217  -0.2831641  -0.1656089  -0.1582953  -0.0358781
   18  -0.2143773   0.3670413   0.1770026  -0.0523086   0.0609931  -0.0758408   0.2922342   0.0867205   0.2757088   0.0580041
   19   0.0054185   0.0733900  -0.2620312  -0.1157121   0.0336260   0.0271543  -0.3642776  -0.0177376  -0.0869324   0.3824066
   20   0.0915203   0.5282602   0.1075064  -0.2437870   0.0673112  -0.1232992   0.2222484   0.1374383  -0.3569964   0.1255780
   21  -0.0155324   0.1990487  -0.0076804   0.1206063   0.0317575   0.1299369  -0.2315159   0.0528601   0.1551959   0.6548671
   22   0.0044907  -0.3236529   0.2759459  -0.1341654  -0.0127711   0.1948476  -0.2630257   0.2546775   0.4310768   0.0106647
   23   0.0329850  -0.1712408  -0.3078892  -0.0235825   0.2392380  -0.3123419   0.1312055   0.4502100  -0.0726278  -0.1023619
   24  -0.1997551   0.2360657  -0.4391911   0.2258707   0.0701952  -0.1008625  -0.0574830  -0.2452872  -0.0047579  -0.0963024

          21          22          23          24

    1  -0.0518486   0.0728120   0.0140211  -0.0678337
    2   0.0886698   0.0746262   0.0350724   0.0635590
    3  -0.1937921   0.2373726   0.0485931  -0.2079837
    4   0.3658217   0.2020276   0.0940405   0.2424413
    5  -0.0512119  -0.2407072  -0.0256691   0.1716727
    6   0.0076653   0.2617419   0.1905812   0.0804250
    7   0.4224407   0.0247630  -0.0232943   0.2736916
    8   0.3002977  -0.0842061  -0.0479446   0.2010051
    9   0.4680648   0.2522563  -0.0850302  -0.1281485
   10   0.2777661  -0.3175755  -0.1917679  -0.0189684
   11   0.1262900  -0.0911928  -0.0492787  -0.4431681
   12  -0.0342954   0.1040218   0.0040039  -0.1342545
   13   0.1900271   0.1918172  -0.4027975   0.1514537
   14   0.0918922   0.3708595   0.1413451  -0.0894003
   15  -0.2984484   0.1333046   0.2006630   0.4318921
   16  -0.0379128   0.0777832   0.0980866  -0.1100542
   17  -0.1651236   0.2123714  -0.3575806   0.3669350
   18  -0.0469503   0.4240544  -0.1377439  -0.1306650
   19  -0.0833040  -0.1017648  -0.5170888  -0.1764840
   20   0.0115710   0.1625769   0.0482946  -0.1777599
   21   0.1656656  -0.1145439   0.1729365  -0.1881635
   22  -0.0442314   0.2346811  -0.1443619  -0.0685147
   23  -0.1714023   0.0617649  -0.4488548  -0.0022209
   24  -0.0547819  -0.2057166  -0.0147697   0.1507714
alpha_old

           1           2           3           4           5           6           7           8           9          10

    1   0.9681575   0.0414133  -0.0433191   0.0118374   0.0436409  -0.0241993   0.0138642   0.0899449  -0.0124339  -0.1557038
    2   0.0406044  -0.9654146   0.0717506  -0.0257786  -0.0338875   0.0189880   0.0154766  -0.0577582  -0.1160483  -0.0732741
    3  -0.2393293   0.0131716  -0.0118434   0.0090692   0.0277456  -0.0244042   0.0349633   0.2575374  -0.0703749  -0.6148158
    4   0.0059094   0.2386534  -0.0167421  -0.0073508  -0.0276191   0.0188153   0.0442752  -0.1812240  -0.3276783  -0.2410438
    5   0.0563110   0.0452589   0.3467498  -0.0908412  -0.3697225   0.1860212  -0.1218133  -0.2648395  -0.0394282  -0.2799232
    6   0.0060548   0.0456754  -0.0790628  -0.1784994  -0.2858190   0.1741869   0.1317314  -0.1568579  -0.3838806   0.4074935
    7  -0.0181440  -0.0230165  -0.2345695   0.0414142   0.1919897  -0.1163678   0.1900480   0.4201448  -0.1970571  -0.1010147
    8  -0.0057472  -0.0460694  -0.4564653   0.1719807  -0.1844319   0.0324563  -0.4236627   0.0669242   0.4205030   0.0481766
    9   0.0106588   0.0343804   0.5211507  -0.0152454  -0.2258932   0.0126893  -0.2158390   0.0847739   0.2135947   0.0242523
   10   0.0018073   0.0156764   0.1513473  -0.4052449   0.0057045  -0.0347595   0.4595683   0.1080170   0.0542361  -0.0758109
   11  -0.0044200  -0.0243712  -0.4306854  -0.1900735  -0.0012502  -0.0158781   0.1015648  -0.4481017  -0.0473377  -0.0294525
   12  -0.0009267  -0.0143432  -0.2534747   0.2065550  -0.5314640   0.1335428   0.0439474   0.0569164  -0.0910941  -0.2342134
   13  -0.0012474  -0.0084764  -0.1705803  -0.2349450   0.0042980   0.2657327   0.0640819  -0.2181417   0.1117056  -0.1385787
   14   0.0000530   0.0039271   0.0801382  -0.1076828   0.4266945  -0.0331292  -0.1443573  -0.2700693   0.1735001   0.0488351
   15  -0.0004851  -0.0046145  -0.1245458  -0.5475233  -0.0124116   0.0771532  -0.0863657   0.0422650   0.2478380  -0.1794092
   16  -0.0000350  -0.0020226  -0.0584858  -0.1972079  -0.3650497  -0.1300708   0.2666468   0.2826823   0.2377597   0.2741032
   17   0.0001443   0.0016875   0.0515707   0.3864323  -0.0334069  -0.2525383   0.3042606  -0.2503438   0.0167886   0.0512793
   18  -0.0000124  -0.0007195  -0.0268049  -0.2152682  -0.1800536  -0.4339439  -0.0644785   0.0837669   0.0105711   0.0255795
   19  -0.0000381  -0.0005302  -0.0190584  -0.2175758   0.0443307   0.0719023  -0.3805230   0.1928123  -0.3187520   0.0857306
   20  -0.0000002   0.0002403   0.0153633   0.1654575   0.0969586   0.5182399   0.1364452   0.1217990   0.0331844  -0.0672859
   21   0.0000096   0.0001213   0.0016982   0.0558957  -0.0565799  -0.2174349   0.2274085  -0.2287839   0.3344193  -0.2135408
   22  -0.0000003   0.0000765   0.0030610   0.0736620   0.0950348   0.4810651   0.2513614   0.1204623   0.2736938   0.1600782

          11          12          13          14          15          16          17          18          19          20

    1   0.0166937   0.0938998  -0.0381324   0.0793796  -0.0882357   0.0223567  -0.0402554  -0.0236512   0.0417408  -0.0445555
    2  -0.0735681  -0.0075056  -0.0853649  -0.0945511  -0.0914331   0.0227526  -0.0134099   0.0485434  -0.0939866  -0.0250393
    3  -0.0205858   0.2910250  -0.1245909   0.3277404  -0.2878032   0.1078153  -0.1479901  -0.0759953   0.1564732  -0.1331168
    4  -0.2963726  -0.0891404  -0.2835278  -0.4553296  -0.2572570   0.0502424  -0.0502656   0.1674954  -0.3703383  -0.0790545
    5  -0.3577850  -0.1721945   0.2032918   0.3961656   0.1621943   0.1669486  -0.0887478   0.0779571   0.0424106   0.2102648
    6   0.2433314   0.1939073  -0.0946342   0.4110387  -0.1660505   0.0773725   0.1845994   0.1648614  -0.0383077  -0.0037306
    7   0.0156450  -0.0582008   0.3375834   0.1962085   0.3200471   0.2749684   0.0804542   0.0973051  -0.4267986  -0.0355675
    8  -0.0488875  -0.0431089  -0.3169364   0.2846369  -0.2114942  -0.0315155  -0.0004932   0.0469526  -0.2729969   0.0178081
    9   0.3257570   0.0882930   0.0700345  -0.0901174   0.0015751   0.2050982  -0.0184685  -0.2014318  -0.4973623  -0.3238071
   10   0.0415670  -0.0664581  -0.4887785   0.1798926   0.0373090  -0.2368610   0.1117347  -0.1213776  -0.2147472   0.0226018
   11   0.0169453  -0.1513449   0.0890725   0.0211097   0.0052843   0.3328865  -0.1775985  -0.3594844  -0.2283561  -0.0118481
   12   0.0724827   0.0778141  -0.1976774  -0.1797173   0.5646857  -0.1467001   0.2224085  -0.0580963   0.0694743  -0.1307203
   13   0.0484161   0.3086389   0.3965387  -0.0364532  -0.0588405  -0.3818219  -0.1041502   0.1566649  -0.0309928  -0.4895512
   14  -0.2071975   0.0963301  -0.2914162   0.2158476   0.5017012  -0.0453676  -0.0753985   0.2001400  -0.0847132  -0.1874775
   15   0.2936135  -0.1518342  -0.0606415  -0.1897551   0.0988834   0.2456751   0.0125958  -0.1446897   0.2465230   0.1102402
   16  -0.2837093   0.1419377   0.0062418  -0.1161975   0.0605350   0.0928615  -0.5718400   0.2317182   0.0182531   0.0278608
   17   0.1591864  -0.1191951  -0.1817001   0.1139160   0.0344183   0.2322635  -0.2583640  -0.1272292   0.2520926  -0.4175562
   18  -0.2167979  -0.5146627   0.1501814   0.1364892  -0.1368489  -0.2140292   0.2778580  -0.0009547   0.0905944  -0.4040241
   19   0.0581543  -0.0528486  -0.1886221  -0.0751055   0.0526809   0.3458816  -0.0505119   0.3190587   0.2534854  -0.3262245
   20   0.2734148  -0.5950890  -0.0210979   0.0870993  -0.0405206  -0.1574267  -0.2917120   0.2300345  -0.0346295  -0.0386811
   21   0.2295644   0.0162238   0.0454460  -0.0820425  -0.0890205   0.2489349   0.3159902   0.6331625   0.0113094   0.1151606
   22  -0.4331899   0.0283896  -0.0171190  -0.0488425  -0.1124623   0.3477152   0.3954330  -0.1392391   0.1039084  -0.2418969

          21          22

    1  -0.0767357   0.0628401
    2  -0.0659046  -0.0723462
    3  -0.2537593   0.1903557
    4  -0.1529449  -0.2682861
    5   0.1991878  -0.1557655
    6  -0.3331268  -0.1093992
    7   0.0525132  -0.2791383
    8   0.1642583  -0.2033008
    9  -0.0980314   0.1101207
   10   0.4238021   0.0452715
   11   0.0467429   0.4579626
   12  -0.0888182   0.1343127
   13   0.2158039  -0.1684883
   14  -0.3599047   0.0522620
   15  -0.2344178  -0.4425515
   16  -0.1254773   0.0936951
   17   0.1383840  -0.3794788
   18  -0.2281113   0.0930405
   19   0.4155699   0.1973451
   20  -0.1687047   0.1486503
   21   0.0408145   0.1873885
   22  -0.0386433   0.0247156
alpha_tot

           1           2           3           4           5           6           7           8           9          10

    1   0.9681575  -0.0414157   0.9681575   0.0414133  -0.0432724  -0.0121687  -0.0122779  -0.0453743   0.0121172  -0.0828027
    2   0.0406043   0.9654151   0.0406044  -0.9654146   0.0718033   0.0236870   0.0059195   0.0371547  -0.0055067   0.0463586
    3  -0.2393292  -0.0131717  -0.2393293   0.0131716  -0.0118394  -0.0083812  -0.0055969  -0.0310098   0.0076988  -0.2308100
    4   0.0059094  -0.2386535   0.0059094   0.2386534  -0.0167661   0.0086697   0.0118086   0.0261099  -0.0063723   0.1416443
    5   0.0563108  -0.0452560   0.0563110   0.0452589   0.3467703   0.0822691   0.0954678   0.3893645  -0.1300140   0.2784046
    6   0.0060546  -0.0456748   0.0060548   0.0456754  -0.0790286   0.1542521   0.0172894   0.3359613  -0.0278059   0.1046385
    7  -0.0181441   0.0230188  -0.0181440  -0.0230165  -0.2346852  -0.0304741  -0.0517922  -0.2068779   0.0436096  -0.4625980
    8  -0.0057471   0.0460644  -0.0057472  -0.0460694  -0.4563804  -0.1496456   0.1406360   0.1384852  -0.2075490   0.0515537
    9   0.0106589  -0.0343776   0.0106588   0.0343804   0.5210836   0.0345015   0.1372801   0.1787162  -0.1078957  -0.0065022
   10   0.0018075  -0.0156768   0.0018073   0.0156764   0.1513284   0.3622314  -0.1167868   0.0542745   0.3744214  -0.1819580
   11  -0.0044199   0.0243695  -0.0044200  -0.0243712  -0.4307570   0.1791051  -0.0345298   0.0140143   0.1289084   0.3843517
   12  -0.0009264   0.0143357  -0.0009267  -0.0143432  -0.2533225  -0.1748376   0.3136083   0.4570567  -0.0584668  -0.0276951
   13  -0.0012477   0.0084747  -0.0012474  -0.0084764  -0.1703544   0.1598274  -0.2288425   0.1600581   0.0318551   0.2492504
   14   0.0000530  -0.0039282   0.0000530   0.0039271   0.0802272   0.0678472  -0.2643373  -0.3430363   0.0545650   0.2985432
   15  -0.0004851   0.0046206  -0.0004851  -0.0046145  -0.1248563   0.5111896  -0.1473033   0.0872426   0.0213268   0.0498251
   16  -0.0000346   0.0020158  -0.0000350  -0.0020226  -0.0583931   0.1991336   0.1794824   0.3062754   0.2975121  -0.3510250
   17   0.0001449  -0.0016926   0.0001443   0.0016875   0.0515717  -0.3161767   0.2687071  -0.1327380   0.2408023   0.1158678
   18  -0.0000122   0.0007282  -0.0000124  -0.0007195  -0.0273939   0.2962844   0.2722855  -0.0244436   0.0680615  -0.1922810
   19  -0.0000391   0.0005502  -0.0000381  -0.0005302  -0.0195751   0.2238078  -0.1147588  -0.0076789  -0.4577089  -0.1471179
   20  -0.0000008  -0.0002535  -0.0000002   0.0002403   0.0163662  -0.3021320  -0.3860928   0.2060471  -0.0335222  -0.0572027
   21   0.0000106  -0.0001348   0.0000096   0.0001213   0.0018397  -0.0283409   0.1865307  -0.0538995   0.4075698   0.1993684
   22  -0.0000010  -0.0000949  -0.0000003   0.0000765   0.0042882  -0.2410118  -0.4437854   0.2453700   0.1584741  -0.1030897
   23   0.0000029  -0.0000363   0.0000000   0.0000000   0.0005248  -0.0077080   0.1352592  -0.0484143   0.3265342   0.1481966
   24  -0.0000002  -0.0000414   0.0000000   0.0000000   0.0019826  -0.1761254  -0.3177615   0.2314917   0.3180374  -0.0793442

          11          12          13          14          15          16          17          18          19          20

    1  -0.0060232   0.1001182  -0.1183349  -0.0043716  -0.0746950   0.0616844  -0.1142354   0.0794179  -0.0033523   0.0007134
    2   0.0872656  -0.0198805  -0.1223170  -0.0298721  -0.0986549  -0.0670917   0.0744573   0.0846372   0.0018544   0.0426751
    3   0.0061605   0.3414724  -0.5156339  -0.0187643  -0.2179117   0.1979378  -0.4297187   0.2416859  -0.0304494   0.0460338
    4   0.2411828  -0.0825245  -0.4195424  -0.1094781  -0.2602374  -0.3026798   0.3748498   0.2870469   0.0026775   0.0920580
    5   0.0182217  -0.0789046  -0.4275972   0.0118637   0.3083859   0.0597850  -0.2260282  -0.2912177  -0.1030496   0.2631196
    6   0.3788471  -0.1751537   0.3763474  -0.0079213  -0.4017039   0.1828418  -0.3237939  -0.0858784   0.0469732   0.2708434
    7   0.1797432   0.0982235  -0.0898655   0.0722817   0.1293010   0.2491076   0.0139142  -0.4198232  -0.2790466   0.1713018
    8  -0.5522939  -0.0083537   0.0517539   0.0143624  -0.0502232  -0.2239897  -0.3650430   0.1407587   0.1269598   0.1686693
    9  -0.2741537   0.1557764   0.2071422   0.1440540  -0.0823705   0.1660291   0.0449019   0.0802487  -0.2365601  -0.0784579
   10   0.1946532   0.1362975   0.0104169   0.0234768  -0.0605708  -0.4302145  -0.3523108   0.0344752   0.1948146  -0.1293815
   11   0.1576693  -0.1354948  -0.0563270   0.1820756   0.1057099   0.0339912  -0.0021222   0.0457753  -0.3073781   0.0946273
   12   0.1103118   0.2534600  -0.1181220  -0.0841381  -0.0874067  -0.2090844   0.0847379  -0.3557374  -0.1019791  -0.4548880
   13   0.0422420   0.1564296  -0.0227138  -0.1191809   0.2229870   0.4425800   0.0187465   0.1016446   0.3051876  -0.3338782
   14  -0.2120739  -0.1304096  -0.0524322  -0.2121451  -0.0702292  -0.2392728  -0.2628417  -0.4396532  -0.1076526  -0.2238480
   15  -0.2094718   0.3258964   0.0653767   0.2340025   0.0419371  -0.1275497   0.1224171   0.0529015  -0.2877481  -0.0253761
   16  -0.1220846  -0.1829082   0.1372153  -0.3210912   0.1552923  -0.0475015   0.0493445   0.0500763  -0.1222333  -0.0392849
   17   0.2238424  -0.1131478   0.1085668   0.2322294   0.0923814  -0.1510452  -0.2719504   0.1673217  -0.2831641  -0.1656089
   18  -0.1428994  -0.4043571  -0.2143773   0.3670413   0.1770026  -0.0523086   0.0609931  -0.0758408   0.2922342   0.0867205
   19   0.0168298  -0.1082700   0.0054185   0.0733900  -0.2620312  -0.1157121   0.0336260   0.0271543  -0.3642776  -0.0177376
   20   0.0910778   0.2333346   0.0915203   0.5282602   0.1075064  -0.2437870   0.0673112  -0.1232992   0.2222484   0.1374383
   21  -0.1272025   0.1867158  -0.0155324   0.1990487  -0.0076804   0.1206063   0.0317575   0.1299369  -0.2315159   0.0528601
   22  -0.0686318  -0.0899340   0.0044907  -0.3236529   0.2759459  -0.1341654  -0.0127711   0.1948476  -0.2630257   0.2546775
   23  -0.1671805   0.2799735   0.0329850  -0.1712408  -0.3078892  -0.0235825   0.2392380  -0.3123419   0.1312055   0.4502100
   24  -0.2634055  -0.3861989  -0.1997551   0.2360657  -0.4391911   0.2258707   0.0701952  -0.1008625  -0.0574830  -0.2452872

          21          22          23          24          25          26          27          28          29          30

    1  -0.0289329  -0.0239280  -0.0518486   0.0728120   0.0140211  -0.0678337  -0.0433191   0.0118374   0.0436409  -0.0241993
    2  -0.0349852   0.0106860   0.0886698   0.0746262   0.0350724   0.0635590   0.0717506  -0.0257786  -0.0338875   0.0189880
    3  -0.1114367  -0.0747382  -0.1937921   0.2373726   0.0485931  -0.2079837  -0.0118434   0.0090692   0.0277456  -0.0244042
    4  -0.1227921   0.0353373   0.3658217   0.2020276   0.0940405   0.2424413  -0.0167421  -0.0073508  -0.0276191   0.0188153
    5  -0.1173058   0.0753852  -0.0512119  -0.2407072  -0.0256691   0.1716727   0.3467498  -0.0908412  -0.3697225   0.1860212
    6   0.1064107   0.1230130   0.0076653   0.2617419   0.1905812   0.0804250  -0.0790628  -0.1784994  -0.2858190   0.1741869
    7   0.0107785  -0.0205717   0.4224407   0.0247630  -0.0232943   0.2736916  -0.2345695   0.0414142   0.1919897  -0.1163678
    8  -0.0282450   0.0034548   0.3002977  -0.0842061  -0.0479446   0.2010051  -0.4564653   0.1719807  -0.1844319   0.0324563
    9   0.0115984  -0.3224583   0.4680648   0.2522563  -0.0850302  -0.1281485   0.5211507  -0.0152454  -0.2258932   0.0126893
   10   0.1468554  -0.0855403   0.2777661  -0.3175755  -0.1917679  -0.0189684   0.1513473  -0.4052449   0.0057045  -0.0347595
   11  -0.0978226  -0.4279876   0.1262900  -0.0911928  -0.0492787  -0.4431681  -0.4306854  -0.1900735  -0.0012502  -0.0158781
   12   0.2507737  -0.0024858  -0.0342954   0.1040218   0.0040039  -0.1342545  -0.2534747   0.2065550  -0.5314640   0.1335428
   13  -0.0981254   0.1743486   0.1900271   0.1918172  -0.4027975   0.1514537  -0.1705803  -0.2349450   0.0042980   0.2657327
   14  -0.1278825   0.1146570   0.0918922   0.3708595   0.1413451  -0.0894003   0.0801382  -0.1076828   0.4266945  -0.0331292
   15   0.0607834  -0.0753625  -0.2984484   0.1333046   0.2006630   0.4318921  -0.1245458  -0.5475233  -0.0124116   0.0771532
   16  -0.6077197   0.1102545  -0.0379128   0.0777832   0.0980866  -0.1100542  -0.0584858  -0.1972079  -0.3650497  -0.1300708
   17  -0.1582953  -0.0358781  -0.1651236   0.2123714  -0.3575806   0.3669350   0.0515707   0.3864323  -0.0334069  -0.2525383
   18   0.2757088   0.0580041  -0.0469503   0.4240544  -0.1377439  -0.1306650  -0.0268049  -0.2152682  -0.1800536  -0.4339439
   19  -0.0869324   0.3824066  -0.0833040  -0.1017648  -0.5170888  -0.1764840  -0.0190584  -0.2175758   0.0443307   0.0719023
   20  -0.3569964   0.1255780   0.0115710   0.1625769   0.0482946  -0.1777599   0.0153633   0.1654575   0.0969586   0.5182399
   21   0.1551959   0.6548671   0.1656656  -0.1145439   0.1729365  -0.1881635   0.0016982   0.0558957  -0.0565799  -0.2174349
   22   0.4310768   0.0106647  -0.0442314   0.2346811  -0.1443619  -0.0685147   0.0030610   0.0736620   0.0950348   0.4810651
   23  -0.0726278  -0.1023619  -0.1714023   0.0617649  -0.4488548  -0.0022209   0.0000000   0.0000000   0.0000000   0.0000000
   24  -0.0047579  -0.0963024  -0.0547819  -0.2057166  -0.0147697   0.1507714   0.0000000   0.0000000   0.0000000   0.0000000

          31          32          33          34          35          36          37          38          39          40

    1   0.0138642   0.0899449  -0.0124339  -0.1557038   0.0166937   0.0938998  -0.0381324   0.0793796  -0.0882357   0.0223567
    2   0.0154766  -0.0577582  -0.1160483  -0.0732741  -0.0735681  -0.0075056  -0.0853649  -0.0945511  -0.0914331   0.0227526
    3   0.0349633   0.2575374  -0.0703749  -0.6148158  -0.0205858   0.2910250  -0.1245909   0.3277404  -0.2878032   0.1078153
    4   0.0442752  -0.1812240  -0.3276783  -0.2410438  -0.2963726  -0.0891404  -0.2835278  -0.4553296  -0.2572570   0.0502424
    5  -0.1218133  -0.2648395  -0.0394282  -0.2799232  -0.3577850  -0.1721945   0.2032918   0.3961656   0.1621943   0.1669486
    6   0.1317314  -0.1568579  -0.3838806   0.4074935   0.2433314   0.1939073  -0.0946342   0.4110387  -0.1660505   0.0773725
    7   0.1900480   0.4201448  -0.1970571  -0.1010147   0.0156450  -0.0582008   0.3375834   0.1962085   0.3200471   0.2749684
    8  -0.4236627   0.0669242   0.4205030   0.0481766  -0.0488875  -0.0431089  -0.3169364   0.2846369  -0.2114942  -0.0315155
    9  -0.2158390   0.0847739   0.2135947   0.0242523   0.3257570   0.0882930   0.0700345  -0.0901174   0.0015751   0.2050982
   10   0.4595683   0.1080170   0.0542361  -0.0758109   0.0415670  -0.0664581  -0.4887785   0.1798926   0.0373090  -0.2368610
   11   0.1015648  -0.4481017  -0.0473377  -0.0294525   0.0169453  -0.1513449   0.0890725   0.0211097   0.0052843   0.3328865
   12   0.0439474   0.0569164  -0.0910941  -0.2342134   0.0724827   0.0778141  -0.1976774  -0.1797173   0.5646857  -0.1467001
   13   0.0640819  -0.2181417   0.1117056  -0.1385787   0.0484161   0.3086389   0.3965387  -0.0364532  -0.0588405  -0.3818219
   14  -0.1443573  -0.2700693   0.1735001   0.0488351  -0.2071975   0.0963301  -0.2914162   0.2158476   0.5017012  -0.0453676
   15  -0.0863657   0.0422650   0.2478380  -0.1794092   0.2936135  -0.1518342  -0.0606415  -0.1897551   0.0988834   0.2456751
   16   0.2666468   0.2826823   0.2377597   0.2741032  -0.2837093   0.1419377   0.0062418  -0.1161975   0.0605350   0.0928615
   17   0.3042606  -0.2503438   0.0167886   0.0512793   0.1591864  -0.1191951  -0.1817001   0.1139160   0.0344183   0.2322635
   18  -0.0644785   0.0837669   0.0105711   0.0255795  -0.2167979  -0.5146627   0.1501814   0.1364892  -0.1368489  -0.2140292
   19  -0.3805230   0.1928123  -0.3187520   0.0857306   0.0581543  -0.0528486  -0.1886221  -0.0751055   0.0526809   0.3458816
   20   0.1364452   0.1217990   0.0331844  -0.0672859   0.2734148  -0.5950890  -0.0210979   0.0870993  -0.0405206  -0.1574267
   21   0.2274085  -0.2287839   0.3344193  -0.2135408   0.2295644   0.0162238   0.0454460  -0.0820425  -0.0890205   0.2489349
   22   0.2513614   0.1204623   0.2736938   0.1600782  -0.4331899   0.0283896  -0.0171190  -0.0488425  -0.1124623   0.3477152
   23   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000
   24   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000

          41          42          43          44          45          46

    1  -0.0402554  -0.0236512   0.0417408  -0.0445555  -0.0767357   0.0628401
    2  -0.0134099   0.0485434  -0.0939866  -0.0250393  -0.0659046  -0.0723462
    3  -0.1479901  -0.0759953   0.1564732  -0.1331168  -0.2537593   0.1903557
    4  -0.0502656   0.1674954  -0.3703383  -0.0790545  -0.1529449  -0.2682861
    5  -0.0887478   0.0779571   0.0424106   0.2102648   0.1991878  -0.1557655
    6   0.1845994   0.1648614  -0.0383077  -0.0037306  -0.3331268  -0.1093992
    7   0.0804542   0.0973051  -0.4267986  -0.0355675   0.0525132  -0.2791383
    8  -0.0004932   0.0469526  -0.2729969   0.0178081   0.1642583  -0.2033008
    9  -0.0184685  -0.2014318  -0.4973623  -0.3238071  -0.0980314   0.1101207
   10   0.1117347  -0.1213776  -0.2147472   0.0226018   0.4238021   0.0452715
   11  -0.1775985  -0.3594844  -0.2283561  -0.0118481   0.0467429   0.4579626
   12   0.2224085  -0.0580963   0.0694743  -0.1307203  -0.0888182   0.1343127
   13  -0.1041502   0.1566649  -0.0309928  -0.4895512   0.2158039  -0.1684883
   14  -0.0753985   0.2001400  -0.0847132  -0.1874775  -0.3599047   0.0522620
   15   0.0125958  -0.1446897   0.2465230   0.1102402  -0.2344178  -0.4425515
   16  -0.5718400   0.2317182   0.0182531   0.0278608  -0.1254773   0.0936951
   17  -0.2583640  -0.1272292   0.2520926  -0.4175562   0.1383840  -0.3794788
   18   0.2778580  -0.0009547   0.0905944  -0.4040241  -0.2281113   0.0930405
   19  -0.0505119   0.3190587   0.2534854  -0.3262245   0.4155699   0.1973451
   20  -0.2917120   0.2300345  -0.0346295  -0.0386811  -0.1687047   0.1486503
   21   0.3159902   0.6331625   0.0113094   0.1151606   0.0408145   0.1873885
   22   0.3954330  -0.1392391   0.1039084  -0.2418969  -0.0386433   0.0247156
   23   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000
   24   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000
Iter=13   L=4   The G Matrix

                0                  1                  2                  3        

    0   0.336509004510920 -0.000303482788010 -0.001804341264787 -0.002474575655413
    1   0.000000000000001  0.431603600715317 -0.002357971124738 -0.000621974290583
    2  -0.000000000022435  0.000000000000020  1.388274179297200  0.177294460981442
    3   0.000000000013451 -0.000000000001186  0.176638674029601  0.901093609699923
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000015601609
Norm of residual vector 0  after precondition    0.0000015601609
                     1   0.3365090045   3.11e-14    1.56e-06      N
Norm of residual vector af preconditioning    0.0000006336581
Norm of final new C in schmidt_add():    1.000000000000003
Norm of residual vector 1  before precondition    0.0000268369095
Norm of residual vector 1  after precondition    0.0000268369095
                     2   0.4316036007  -5.55e-17    2.68e-05      N
Norm of residual vector af preconditioning    0.0000129762570
Norm of final new C in schmidt_add():    1.000000000000000
Iter=14   L=6   resetting norm
SigmaSS, D(norm sigma)=   0.5313916690
FSD    , D(norm sigma)=  -0.0003401575
WamefSD, D(norm sigma)=  -0.0049863165
WmnieSD, D(norm sigma)=  -0.0014849244
WmaijDS, D(norm sigma)=   0.0352973776
WabejDS, D(norm sigma)=   0.0012564290
WnmjeDS, D(norm sigma)=  -0.0000929325
WbmfeDS, D(norm sigma)=  -0.0003808145
FDD_Fbe, D(norm sigma)=   0.9628392760
FDD_Fmj, D(norm sigma)=   1.2432383162
WmnijDD, D(norm sigma)=   0.5904779703
WabefDD, D(norm sigma)=   0.2636341153
WmbejDD, D(norm sigma)=  -1.0141684131
WmnefDD XAF, D(norm sigma)=   0.0020296155
WmnefDD XLI, D(norm sigma)=   0.0000034145
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.4053993381
FSD    , D(norm sigma)=  -0.0002884642
WamefSD, D(norm sigma)=  -0.0016259716
WmnieSD, D(norm sigma)=   0.0160459413
WmaijDS, D(norm sigma)=   0.0381057429
WabejDS, D(norm sigma)=   0.0009016837
WnmjeDS, D(norm sigma)=   0.0000004600
WbmfeDS, D(norm sigma)=  -0.0001225116
FDD_Fbe, D(norm sigma)=   0.8107582240
FDD_Fmj, D(norm sigma)=   1.2732779514
WmnijDD, D(norm sigma)=   0.5986273442
WabefDD, D(norm sigma)=   0.2087390642
WmbejDD, D(norm sigma)=  -0.9911460659
WmnefDD XAF, D(norm sigma)=   0.0027418939
WmnefDD XLI, D(norm sigma)=   0.0000014072
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.336509004510920 -0.000303482788010 -0.001804341264787 -0.002474575655413 -0.002732114323843
    1   0.000000000000001  0.431603600715317 -0.002357971124738 -0.000621974290583  0.001104633026570
    2  -0.000000000022435  0.000000000000020  1.388274179297200  0.177294460981442 -0.503083468626658
    3   0.000000000013451 -0.000000000001186  0.176638674029601  0.901093609699923 -0.030456013385766
    4   0.000001270527974 -0.000013357706029 -0.500181417091867 -0.033985611826560  2.164716108584806
    5   0.000000043604620  0.000017355319186 -0.036904951856966  0.423288236033511  0.054505304674783

                5        

    0   0.000346845941873
    1   0.003304085140747
    2  -0.034630695554664
    3   0.436984114902170
    4   0.059719257975273
    5   1.977170323515136
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000004284809
Norm of residual vector 0  after precondition    0.0000004284809
                     1   0.3365090071   2.63e-09    4.28e-07      Y
Norm of residual vector 1  before precondition    0.0000080010191
Norm of residual vector 1  after precondition    0.0000080010191
                     2   0.4316035471  -5.36e-08    8.00e-06      N
Norm of residual vector af preconditioning    0.0000039768152
Norm of final new C in schmidt_add():    1.000000000000000
Iter=15   L=7   resetting norm
SigmaSS, D(norm sigma)=   0.4270812702
FSD    , D(norm sigma)=  -0.0006026496
WamefSD, D(norm sigma)=  -0.0077789789
WmnieSD, D(norm sigma)=  -0.0157348443
WmaijDS, D(norm sigma)=   0.0364006995
WabejDS, D(norm sigma)=   0.0018931886
WnmjeDS, D(norm sigma)=  -0.0000247002
WbmfeDS, D(norm sigma)=  -0.0002034978
FDD_Fbe, D(norm sigma)=   0.8535481639
FDD_Fmj, D(norm sigma)=   1.2591897945
WmnijDD, D(norm sigma)=   0.5944395170
WabefDD, D(norm sigma)=   0.2144702913
WmbejDD, D(norm sigma)=  -1.0730212971
WmnefDD XAF, D(norm sigma)=   0.0016123544
WmnefDD XLI, D(norm sigma)=   0.0000262176
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.336509004510920 -0.000303482788010 -0.001804341264787 -0.002474575655413 -0.002732114323843
    1   0.000000000000001  0.431603600715317 -0.002357971124738 -0.000621974290583  0.001104633026570
    2  -0.000000000022435  0.000000000000020  1.388274179297200  0.177294460981442 -0.503083468626658
    3   0.000000000013451 -0.000000000001186  0.176638674029601  0.901093609699923 -0.030456013385766
    4   0.000001270527974 -0.000013357706029 -0.500181417091867 -0.033985611826560  2.164716108584806
    5   0.000000043604620  0.000017355319186 -0.036904951856966  0.423288236033511  0.054505304674783
    6   0.000000008036034 -0.000000154164488  0.071624404586419  0.149430821081854  0.171257573439969

                5                  6        

    0   0.000346845941873 -0.007899624184473
    1   0.003304085140747 -0.006088563523482
    2  -0.034630695554664  0.074060969989801
    3   0.436984114902170  0.142065101479708
    4   0.059719257975273  0.172435033968753
    5   1.977170323515136 -0.209059608763017
    6  -0.207912535525511  1.985904632246515
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000003988275
Norm of residual vector 0  after precondition    0.0000003988275
                     1   0.3365090066  -5.61e-10    3.99e-07      Y
Norm of residual vector 1  before precondition    0.0000024289398
Norm of residual vector 1  after precondition    0.0000024289398
                     2   0.4316035710   2.39e-08    2.43e-06      N
Norm of residual vector af preconditioning    0.0000012565711
Norm of final new C in schmidt_add():    1.000000000000002
Iter=16   L=8   resetting norm
SigmaSS, D(norm sigma)=   0.5290290862
FSD    , D(norm sigma)=  -0.0005545192
WamefSD, D(norm sigma)=  -0.0028060497
WmnieSD, D(norm sigma)=  -0.0144500657
WmaijDS, D(norm sigma)=   0.0554268203
WabejDS, D(norm sigma)=   0.0031071222
WnmjeDS, D(norm sigma)=   0.0000195226
WbmfeDS, D(norm sigma)=  -0.0002134362
FDD_Fbe, D(norm sigma)=   0.7244988229
FDD_Fmj, D(norm sigma)=   1.1925469516
WmnijDD, D(norm sigma)=   0.5293034482
WabefDD, D(norm sigma)=   0.1748411796
WmbejDD, D(norm sigma)=  -0.9178143258
WmnefDD XAF, D(norm sigma)=   0.0018112840
WmnefDD XLI, D(norm sigma)=   0.0000598611
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.336509004510920 -0.000303482788010 -0.001804341264787 -0.002474575655413 -0.002732114323843
    1   0.000000000000001  0.431603600715317 -0.002357971124738 -0.000621974290583  0.001104633026570
    2  -0.000000000022435  0.000000000000020  1.388274179297200  0.177294460981442 -0.503083468626658
    3   0.000000000013451 -0.000000000001186  0.176638674029601  0.901093609699923 -0.030456013385766
    4   0.000001270527974 -0.000013357706029 -0.500181417091867 -0.033985611826560  2.164716108584806
    5   0.000000043604620  0.000017355319186 -0.036904951856966  0.423288236033511  0.054505304674783
    6   0.000000008036034 -0.000000154164488  0.071624404586419  0.149430821081854  0.171257573439969
    7  -0.000000130026719  0.000004354335934  0.104184241042447  0.084704358018985 -0.193225938862014

                5                  6                  7        

    0   0.000346845941873 -0.007899624184473 -0.003644524913991
    1   0.003304085140747 -0.006088563523482 -0.003037972542060
    2  -0.034630695554664  0.074060969989801  0.104512274472901
    3   0.436984114902170  0.142065101479708  0.080589055231962
    4   0.059719257975273  0.172435033968753 -0.189546685296093
    5   1.977170323515136 -0.209059608763017  0.256354156029838
    6  -0.207912535525511  1.985904632246515  0.371387735187726
    7   0.250071383958357  0.374331659436453  1.833691988022560
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000003995451
Norm of residual vector 0  after precondition    0.0000003995451
                     1   0.3365090066   3.18e-11    4.00e-07      Y
Norm of residual vector 1  before precondition    0.0000007733388
Norm of residual vector 1  after precondition    0.0000007733388
                     2   0.4316035679  -3.07e-09    7.73e-07      Y
Collapsing to only 2 vector(s).
alpha

           1           2           3           4           5           6           7           8

    1  -1.0000000  -0.0031918  -0.0025232   0.0017278   0.0019998   0.0016493  -0.0043967   0.0003451
    2  -0.0000000   0.9999949  -0.0015406   0.0011137   0.0007513   0.0032080  -0.0024936   0.0014063
    3   0.0000004   0.0000015  -0.2451373  -0.7707727  -0.4015239  -0.1071854  -0.0542704  -0.4120627
    4  -0.0000001   0.0000176   0.8917124  -0.0853183  -0.3445437   0.2123091   0.1611235  -0.1314161
    5   0.0000008   0.0000098  -0.0200489  -0.4696060   0.0078930   0.1355787   0.3563025   0.7877497
    6   0.0000000  -0.0000174  -0.3356891   0.1794916  -0.2438249   0.8403751   0.2408181  -0.1689301
    7  -0.0000001  -0.0000055  -0.1602139   0.3079667  -0.4120515  -0.4659105   0.7016869  -0.0542405
    8   0.0000000   0.0000016   0.0773978  -0.2259104   0.7005457   0.0416973   0.5419955  -0.4011273
alpha_old

           1           2           3           4           5           6           7

    1  -1.0000000  -0.0031918   0.0021297  -0.0018025   0.0043540   0.0020240  -0.0017011
    2  -0.0000000   0.9999949   0.0009941  -0.0009137   0.0026244   0.0034343   0.0001522
    3   0.0000004   0.0000016   0.2510729   0.8317158  -0.2585304  -0.1129555  -0.4050816
    4  -0.0000001   0.0000173  -0.9023591   0.1748834  -0.3541400   0.1931035  -0.0463604
    5   0.0000008   0.0000096   0.0351775   0.4557836   0.0759419   0.1230651   0.8756995
    6   0.0000000  -0.0000169   0.3210597  -0.1371448  -0.4792675   0.8111691  -0.0229974
    7  -0.0000001  -0.0000050   0.1356027  -0.2260820  -0.7564764  -0.5261140   0.2576397
alpha_tot

           1           2           3           4           5           6           7           8

    1  -1.0000000  -0.0031918  -0.0025232   0.0017278   0.0019998   0.0016493  -0.0043967   0.0003451
    2  -0.0000000   0.9999949  -0.0015406   0.0011137   0.0007513   0.0032080  -0.0024936   0.0014063
    3   0.0000004   0.0000015  -0.2451373  -0.7707727  -0.4015239  -0.1071854  -0.0542704  -0.4120627
    4  -0.0000001   0.0000176   0.8917124  -0.0853183  -0.3445437   0.2123091   0.1611235  -0.1314161
    5   0.0000008   0.0000098  -0.0200489  -0.4696060   0.0078930   0.1355787   0.3563025   0.7877497
    6   0.0000000  -0.0000174  -0.3356891   0.1794916  -0.2438249   0.8403751   0.2408181  -0.1689301
    7  -0.0000001  -0.0000055  -0.1602139   0.3079667  -0.4120515  -0.4659105   0.7016869  -0.0542405
    8   0.0000000   0.0000016   0.0773978  -0.2259104   0.7005457   0.0416973   0.5419955  -0.4011273

Procedure converged for 2 root(s).
EOM CCSD 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 =     4
	   Irrep: 1 row =     0	col =    16
	   Irrep: 2 row =     1	col =    11
	   Irrep: 3 row =     1	col =     6

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

                         0                  1                  2                  3     
                      ( 16)              ( 17)              ( 18)              ( 19)    

    0  (  0)  0.000024157674581  0.000017717450514  0.000011774805984  0.000108438099623
    1  (  1)  0.006791800710204 -0.000189266470681 -0.001549043064438  0.000546895993379
    2  (  2)  0.003281306016791 -0.001751986330511  0.000586366496501 -0.000215252192148

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

                         0                  1                  2                  3                  4                  5                  6                  7                  8     
                      (  0)              (  1)              (  2)              (  3)              (  4)              (  5)              (  6)              (  7)              (  8)    


                         9                 10                 11                 12                 13                 14                 15     
                      (  9)              ( 10)              ( 11)              ( 12)              ( 13)              ( 14)              ( 15)    


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

                         0                  1                  2                  3                  4                  5                  6                  7                  8     
                      ( 26)              ( 27)              ( 28)              ( 29)              ( 30)              ( 31)              ( 32)              ( 33)              ( 34)    

    0  (  3) -0.593428934156227  0.257978153511267 -0.198110868099965  0.000785377019754 -0.105452578794867 -0.023371578825081  0.026362412273945  0.010757566989068 -0.012500592979808

                         9                 10     
                      ( 35)              ( 36)    

    0  (  3)  0.005160521798396  0.001220781839910

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

                         0                  1                  2                  3                  4                  5     
                      ( 20)              ( 21)              ( 22)              ( 23)              ( 24)              ( 25)    

    0  (  4)  0.000204329126943 -0.001030013349198  0.000087990640895 -0.002244985303533  0.001399888642950 -0.000110427506582
EOM CCSD 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 =     4
	   Irrep: 1 row =     0	col =    16
	   Irrep: 2 row =     1	col =    11
	   Irrep: 3 row =     1	col =     6

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

                         0                  1                  2                  3     
                      ( 16)              ( 17)              ( 18)              ( 19)    

    0  (  0) -0.000004409514482  0.000047121685541 -0.000024210855782  0.000106274142640
    1  (  1)  0.000708725178023  0.003335515324460 -0.005236641241399  0.000337366507669
    2  (  2) -0.005683845213740  0.002031288432416 -0.000144478851501 -0.000593261601525

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

                         0                  1                  2                  3                  4                  5                  6                  7                  8     
                      (  0)              (  1)              (  2)              (  3)              (  4)              (  5)              (  6)              (  7)              (  8)    


                         9                 10                 11                 12                 13                 14                 15     
                      (  9)              ( 10)              ( 11)              ( 12)              ( 13)              ( 14)              ( 15)    


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

                         0                  1                  2                  3                  4                  5                  6                  7                  8     
                      ( 26)              ( 27)              ( 28)              ( 29)              ( 30)              ( 31)              ( 32)              ( 33)              ( 34)    

    0  (  3)  0.257805059695890  0.068690705494732 -0.602951564015916 -0.046107457860215 -0.135352478793198 -0.115043139045212  0.038981912543840  0.004257656647209 -0.008616458549407

                         9                 10     
                      ( 35)              ( 36)    

    0  (  3)  0.010949692748287  0.001242540130729

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

                         0                  1                  2                  3                  4                  5     
                      ( 20)              ( 21)              ( 22)              ( 23)              ( 24)              ( 25)    

    0  (  4)  0.007025273227952 -0.000420335003677  0.002175757850937 -0.002408850278656  0.001925384986257  0.000157257382651

Final Energetic Summary for Converged Roots of Irrep A2 
                     Excitation Energy              Total Energy
                (eV)     (cm^-1)     (au)             (au)
EOM State 3      9.157    73855.2   0.3365090066   -75.9531519069

Largest components of excited wave function #3:
	          3  26        -0.5934289342
	          3  27         0.2579781535
	          3  28        -0.1981108681
	          3  30        -0.1054525788
	          3  32         0.0263624123
	  3   3  20  26        -0.0487943628
	  3   3  26  20        -0.0487943628
	  3   3  23  26         0.0456377705
	  3   3  26  23         0.0456377705
	  3   4  26  30        -0.0356923507

EOM State 4     11.745    94726.0   0.4316035679   -75.8580573455

Largest components of excited wave function #4:
	          3  28        -0.6029515640
	          3  26         0.2578050597
	          3  30        -0.1353524788
	          3  31        -0.1150431390
	          3  27         0.0686907055
	  3   3  20  28        -0.0457221556
	  3   3  28  20        -0.0457221556
	  3   3  23  28         0.0435999753
	  3   3  28  23         0.0435999753
	  3   4  28  30        -0.0358996900


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...SigmaSS, D(norm sigma)=   1.3587033988
SigmaSS, D(norm sigma)=   0.1112577910
SigmaSS, D(norm sigma)=  -0.8569831186
SigmaSS, D(norm sigma)=   0.1280151968
SigmaSS, D(norm sigma)=  -0.3046723468
SigmaSS, D(norm sigma)=   0.0873446950
SigmaSS, D(norm sigma)=   0.3236447691
SigmaSS, D(norm sigma)=   0.4010070951
SigmaSS, D(norm sigma)=   0.1103859183
SigmaSS, D(norm sigma)=   0.1112577910
SigmaSS, D(norm sigma)=  -0.8569831186
SigmaSS, D(norm sigma)=   0.1280151968
SigmaSS, D(norm sigma)=  -0.3046723468
SigmaSS, D(norm sigma)=   0.0873446950
SigmaSS, D(norm sigma)=   0.3236447691
SigmaSS, D(norm sigma)=   0.4010070951
SigmaSS, D(norm sigma)=  -0.6963556222
SigmaSS, D(norm sigma)=   0.1882870896
SigmaSS, D(norm sigma)=   0.4059338186
SigmaSS, D(norm sigma)=  -0.0071350438
SigmaSS, D(norm sigma)=  -0.3684052850
SigmaSS, D(norm sigma)=   0.3290249898
SigmaSS, D(norm sigma)=   0.3579724867
SigmaSS, D(norm sigma)=  -0.2289574584
SigmaSS, D(norm sigma)=  -0.8328415717
SigmaSS, D(norm sigma)=   0.1090852008
SigmaSS, D(norm sigma)=  -0.1090852008
SigmaSS, D(norm sigma)=   0.1090852008
SigmaSS, D(norm sigma)=  -0.1090852008
SigmaSS, D(norm sigma)=   0.1090852008
SigmaSS, D(norm sigma)=   0.9806005421
SigmaSS, D(norm sigma)=  -0.2071836945
SigmaSS, D(norm sigma)=  -0.8825020484
SigmaSS, D(norm sigma)=   0.1090852008
SigmaSS, D(norm sigma)=   0.9806005421
SigmaSS, D(norm sigma)=  -0.2071836945
SigmaSS, D(norm sigma)=   0.0599385232
SigmaSS, D(norm sigma)=  -0.1176415997
SigmaSS, D(norm sigma)=  -0.8247989718
SigmaSS, D(norm sigma)=   0.1090852008
SigmaSS, D(norm sigma)=   0.9806005421
SigmaSS, D(norm sigma)=  -0.2071836945
SigmaSS, D(norm sigma)=   0.0599385232
SigmaSS, D(norm sigma)=  -0.1176415997
SigmaSS, D(norm sigma)=   2.8693197948
SigmaSS, D(norm sigma)=  -1.7249845449
SigmaSS, D(norm sigma)=  -1.9691342217
SigmaSS, D(norm sigma)=   0.1090852008
SigmaSS, D(norm sigma)=   0.9806005421
SigmaSS, D(norm sigma)=  -0.2071836945
SigmaSS, D(norm sigma)=   0.0599385232
SigmaSS, D(norm sigma)=  -0.1176415997
SigmaSS, D(norm sigma)=   2.8693197948
SigmaSS, D(norm sigma)=  -1.7249845449
SigmaSS, D(norm sigma)=   9.9679699803
SigmaSS, D(norm sigma)=  -4.8874062893
SigmaSS, D(norm sigma)=  -7.0496979127
SigmaSS, D(norm sigma)=   0.1090852008
SigmaSS, D(norm sigma)=   0.9806005421
SigmaSS, D(norm sigma)=  -0.2071836945
SigmaSS, D(norm sigma)=   0.0599385232
SigmaSS, D(norm sigma)=  -0.1176415997
SigmaSS, D(norm sigma)=   2.8693197948
SigmaSS, D(norm sigma)=  -1.7249845449
SigmaSS, D(norm sigma)=   9.9679699803
SigmaSS, D(norm sigma)=  -4.8874062893
SigmaSS, D(norm sigma)=   8.0148079417
SigmaSS, D(norm sigma)=  -5.4472673044
SigmaSS, D(norm sigma)=  -9.6184244097
SigmaSS, D(norm sigma)=   0.1097198733
SigmaSS, D(norm sigma)=  -0.1097198733
SigmaSS, D(norm sigma)=   0.1097198733
SigmaSS, D(norm sigma)=   1.2942773101
SigmaSS, D(norm sigma)=   0.4336963243
SigmaSS, D(norm sigma)=  -1.8376935077
SigmaSS, D(norm sigma)=   0.1097198733
SigmaSS, D(norm sigma)=   1.2942773101
SigmaSS, D(norm sigma)=   0.4336963243
SigmaSS, D(norm sigma)=   4.1430907122
SigmaSS, D(norm sigma)=  -0.0313930017
SigmaSS, D(norm sigma)=  -5.9493912182
SigmaSS, D(norm sigma)=   0.1097198733
SigmaSS, D(norm sigma)=   1.2942773101
SigmaSS, D(norm sigma)=   0.4336963243
SigmaSS, D(norm sigma)=   4.1430907122
SigmaSS, D(norm sigma)=  -0.0313930017
SigmaSS, D(norm sigma)=   4.4817620320
SigmaSS, D(norm sigma)= -10.4311532502
SigmaSS, D(norm sigma)=   0.1097198733
SigmaSS, D(norm sigma)=   1.2942773101
SigmaSS, D(norm sigma)=   0.4336963243
SigmaSS, D(norm sigma)=   4.1430907122
SigmaSS, D(norm sigma)=  -0.0313930017
SigmaSS, D(norm sigma)=   4.4817620320
SigmaSS, D(norm sigma)=   1.6968680171
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 =     6
	   Irrep: 1 row =     0	col =    11
	   Irrep: 2 row =     1	col =    16
	   Irrep: 3 row =     1	col =     4

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

                         0                  1                  2                  3                  4                  5     
                      ( 20)              ( 21)              ( 22)              ( 23)              ( 24)              ( 25)    

    0  (  0)  0.000018485628479  0.000010440682392  0.000030949684784 -0.000257860553300  0.000017728308434  0.000070641424381
    1  (  1) -0.006948206687421 -0.005327750738052 -0.001413046439353 -0.000061169626414  0.000856861988299  0.000518700447940
    2  (  2) -0.011734394934999 -0.004090338365524 -0.003240078612769  0.001710892545750 -0.001022465474179  0.004573356917437

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

                         0                  1                  2                  3                  4                  5                  6                  7                  8     
                      ( 26)              ( 27)              ( 28)              ( 29)              ( 30)              ( 31)              ( 32)              ( 33)              ( 34)    


                         9                 10     
                      ( 35)              ( 36)    


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

                         0                  1                  2                  3                  4                  5                  6                  7                  8     
                      (  0)              (  1)              (  2)              (  3)              (  4)              (  5)              (  6)              (  7)              (  8)    

    0  (  3) -0.623038487119594  0.123251706779414  0.278876185148611 -0.038943174246725  0.046319471112898  0.106881187308326 -0.041474022524410  0.027477070384912 -0.017772159517483

                         9                 10                 11                 12                 13                 14                 15     
                      (  9)              ( 10)              ( 11)              ( 12)              ( 13)              ( 14)              ( 15)    

    0  (  3) -0.013873186958912 -0.011161621491820  0.017276960939970 -0.007416995802269 -0.001469451277752  0.003937448737077  0.000116808412949

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

                         0                  1                  2                  3     
                      ( 16)              ( 17)              ( 18)              ( 19)    

    0  (  4)  0.002871286456808 -0.000833920548079 -0.001612885322268 -0.003771634022569

	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 =     6
	   Irrep: 1 row =     0	col =    11
	   Irrep: 2 row =     1	col =    16
	   Irrep: 3 row =     1	col =     4

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

                         0                  1                  2                  3                  4                  5     
                      ( 20)              ( 21)              ( 22)              ( 23)              ( 24)              ( 25)    

    0  (  0)  0.000016082266464 -0.000032917555722  0.000009054462860  0.000018834416830 -0.000018456025179  0.000107614847322
    1  (  1)  0.005561049298783 -0.007143527474117  0.004051646746633 -0.000627209596939  0.000361018351381  0.001666410995214
    2  (  2)  0.011108969427674 -0.007364799208395  0.002513614905556  0.001769447872239 -0.000525313065396  0.000162693189218

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

                         0                  1                  2                  3                  4                  5                  6                  7                  8     
                      ( 26)              ( 27)              ( 28)              ( 29)              ( 30)              ( 31)              ( 32)              ( 33)              ( 34)    


                         9                 10     
                      ( 35)              ( 36)    


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

                         0                  1                  2                  3                  4                  5                  6                  7                  8     
                      (  0)              (  1)              (  2)              (  3)              (  4)              (  5)              (  6)              (  7)              (  8)    

    0  (  3)  0.149156452717910  0.665006337817317  0.000084012747361 -0.051859768541046 -0.114900643896367  0.129203480452253  0.024974916542831  0.020152112801753 -0.020606834395967

                         9                 10                 11                 12                 13                 14                 15     
                      (  9)              ( 10)              ( 11)              ( 12)              ( 13)              ( 14)              ( 15)    

    0  (  3) -0.023417455259151 -0.024169309801632  0.005344082638059  0.004655411587733  0.000011596681931  0.001715786959925 -0.000010014299453

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

                         0                  1                  2                  3     
                      ( 16)              ( 17)              ( 18)              ( 19)    

    0  (  4)  0.000411122692894  0.001002350342179 -0.001812623363102  0.000180844958390
resetting norm
Iter=1    L=2   resetting norm
SigmaSS, D(norm sigma)=   0.3946550220
FSD    , D(norm sigma)=   0.0000000000
WamefSD, D(norm sigma)=   0.0000000000
WmnieSD, D(norm sigma)=   0.0000000000
WmaijDS, D(norm sigma)=   0.2089423091
WabejDS, D(norm sigma)=   0.0227135415
WnmjeDS, D(norm sigma)=   0.0006744534
WbmfeDS, D(norm sigma)=  -0.0006508752
FDD_Fbe, D(norm sigma)=   0.0000000000
FDD_Fmj, D(norm sigma)=   0.0000000000
WmnijDD, D(norm sigma)=   0.0000000000
WabefDD, D(norm sigma)=   0.0000000000
WmbejDD, D(norm sigma)=   0.0000000000
WmnefDD XAF, D(norm sigma)=   0.0000000000
WmnefDD XLI, D(norm sigma)=   0.0000000000
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.5043748722
FSD    , D(norm sigma)=   0.0000000000
WamefSD, D(norm sigma)=   0.0000000000
WmnieSD, D(norm sigma)=   0.0000000000
WmaijDS, D(norm sigma)=   0.1750262542
WabejDS, D(norm sigma)=   0.0033745393
WnmjeDS, D(norm sigma)=   0.0005661241
WbmfeDS, D(norm sigma)=  -0.0003152394
FDD_Fbe, D(norm sigma)=   0.0000000000
FDD_Fmj, D(norm sigma)=   0.0000000000
WmnijDD, D(norm sigma)=   0.0000000000
WabefDD, D(norm sigma)=   0.0000000000
WmbejDD, D(norm sigma)=   0.0000000000
WmnefDD XAF, D(norm sigma)=   0.0000000000
WmnefDD XLI, D(norm sigma)=   0.0000000000
resetting norm
The G Matrix

                0                  1        

    0   0.394655022045570  0.000139145736028
    1  -0.000000000000000  0.504374853000953
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.4863561019402
Norm of residual vector 0  after precondition    0.4863561019402
                     1   0.3946550220   3.95e-01    4.86e-01      N
Norm of residual vector af preconditioning    0.2368867653617
Norm of final new C in schmidt_add():    1.000000000000000
Norm of residual vector 1  before precondition    0.4605827128902
Norm of residual vector 1  after precondition    0.4605827128902
                     2   0.5043748530   5.04e-01    4.61e-01      N
Norm of residual vector af preconditioning    0.2373439376299
Norm of final new C in schmidt_add():    0.999999999999995
Iter=2    L=4   resetting norm
SigmaSS, D(norm sigma)=   0.0000017676
FSD    , D(norm sigma)=   0.0095165520
WamefSD, D(norm sigma)=   0.0574344043
WmnieSD, D(norm sigma)=   0.4276942736
WmaijDS, D(norm sigma)=   0.0000000000
WabejDS, D(norm sigma)=  -0.0000000000
WnmjeDS, D(norm sigma)=   0.0000000000
WbmfeDS, D(norm sigma)=  -0.0000000000
FDD_Fbe, D(norm sigma)=   0.7655024776
FDD_Fmj, D(norm sigma)=   1.2093348333
WmnijDD, D(norm sigma)=   0.6227473958
WabefDD, D(norm sigma)=   0.2992984662
WmbejDD, D(norm sigma)=  -1.1704837853
WmnefDD XAF, D(norm sigma)=   0.0214589172
WmnefDD XLI, D(norm sigma)=   0.0006152405
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.0000038225
FSD    , D(norm sigma)=   0.0095423112
WamefSD, D(norm sigma)=   0.0264215479
WmnieSD, D(norm sigma)=   0.4406785203
WmaijDS, D(norm sigma)=   0.0000000000
WabejDS, D(norm sigma)=   0.0000000000
WnmjeDS, D(norm sigma)=  -0.0000000000
WbmfeDS, D(norm sigma)=  -0.0000000000
FDD_Fbe, D(norm sigma)=   0.7440651155
FDD_Fmj, D(norm sigma)=   1.2412009435
WmnijDD, D(norm sigma)=   0.6352389827
WabefDD, D(norm sigma)=   0.2279592000
WmbejDD, D(norm sigma)=  -1.0803921986
WmnefDD XAF, D(norm sigma)=   0.0227755758
WmnefDD XLI, D(norm sigma)=   0.0005844879
resetting norm
The G Matrix

                0                  1                  2                  3        

    0   0.394655022045570  0.000139145736028  0.483405736137715  0.010719076085127
    1  -0.000000000000000  0.504374853000953 -0.012500645828436  0.467971996104664
    2   0.421268878656599 -0.008617389782454  1.980068655035086  0.029915819113482
    3   0.011285397592873  0.404875775518926  0.030043710342879  2.056307998669697
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0804546221863
Norm of residual vector 0  after precondition    0.0804546221863
                     1   0.2751689149  -1.19e-01    8.05e-02      N
Norm of residual vector af preconditioning    0.0421223229007
Norm of final new C in schmidt_add():    0.999999999999998
Norm of residual vector 1  before precondition    0.0700461359330
Norm of residual vector 1  after precondition    0.0700461359330
                     2   0.3904718783  -1.14e-01    7.00e-02      N
Norm of residual vector af preconditioning    0.0380005898708
Norm of final new C in schmidt_add():    1.000000000000002
Iter=3    L=6   resetting norm
SigmaSS, D(norm sigma)=   0.5391790300
FSD    , D(norm sigma)=   0.0019378641
WamefSD, D(norm sigma)=  -0.0110327389
WmnieSD, D(norm sigma)=   0.0996264095
WmaijDS, D(norm sigma)=   0.0625442530
WabejDS, D(norm sigma)=   0.0058179641
WnmjeDS, D(norm sigma)=   0.0000721271
WbmfeDS, D(norm sigma)=  -0.0000046562
FDD_Fbe, D(norm sigma)=   0.6806155692
FDD_Fmj, D(norm sigma)=   0.9675792464
WmnijDD, D(norm sigma)=   0.5035708203
WabefDD, D(norm sigma)=   0.2565719683
WmbejDD, D(norm sigma)=  -1.0584135336
WmnefDD XAF, D(norm sigma)=   0.0030738634
WmnefDD XLI, D(norm sigma)=   0.0007175105
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.5345390911
FSD    , D(norm sigma)=   0.0015001910
WamefSD, D(norm sigma)=  -0.0148237925
WmnieSD, D(norm sigma)=   0.0870856473
WmaijDS, D(norm sigma)=   0.0599097542
WabejDS, D(norm sigma)=  -0.0005472899
WnmjeDS, D(norm sigma)=   0.0002064415
WbmfeDS, D(norm sigma)=  -0.0002145339
FDD_Fbe, D(norm sigma)=   0.7281219305
FDD_Fmj, D(norm sigma)=   0.9896301642
WmnijDD, D(norm sigma)=   0.5161992879
WabefDD, D(norm sigma)=   0.1865867696
WmbejDD, D(norm sigma)=  -0.9645825050
WmnefDD XAF, D(norm sigma)=   0.0029792002
WmnefDD XLI, D(norm sigma)=   0.0000966124
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.394655022045570  0.000139145736028  0.483405736137715  0.010719076085127 -0.080185981464803
    1  -0.000000000000000  0.504374853000953 -0.012500645828436  0.467971996104664  0.009228523270994
    2   0.421268878656599 -0.008617389782454  1.980068655035086  0.029915819113482 -0.036528231195779
    3   0.011285397592873  0.404875775518926  0.030043710342879  2.056307998669697  0.051412214426497
    4  -0.072818049768344  0.008023167603110 -0.022128135459874  0.057277762796454  1.723291936457670
    5   0.018402924702629 -0.080458347554814  0.070500360638653 -0.093329975741406 -0.098518392962546

                5        

    0   0.019803585963660
    1  -0.090755841105773
    2   0.064672696295680
    3  -0.104249155197734
    4  -0.098773796422266
    5   1.780854049996476
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0248051611357
Norm of residual vector 0  after precondition    0.0248051611357
                     1   0.2721304868  -3.04e-03    2.48e-02      N
Norm of residual vector af preconditioning    0.0108522154230
Norm of final new C in schmidt_add():    1.000000000000000
Norm of residual vector 1  before precondition    0.0203742709229
Norm of residual vector 1  after precondition    0.0203742709229
                     2   0.3880451354  -2.43e-03    2.04e-02      N
Norm of residual vector af preconditioning    0.0109966458851
Norm of final new C in schmidt_add():    1.000000000000004
Iter=4    L=8   resetting norm
SigmaSS, D(norm sigma)=   0.5423971216
FSD    , D(norm sigma)=   0.0025532913
WamefSD, D(norm sigma)=  -0.0688614851
WmnieSD, D(norm sigma)=   0.1246821391
WmaijDS, D(norm sigma)=   0.0250057485
WabejDS, D(norm sigma)=   0.0001783085
WnmjeDS, D(norm sigma)=  -0.0000213196
WbmfeDS, D(norm sigma)=  -0.0000145747
FDD_Fbe, D(norm sigma)=   0.9410783175
FDD_Fmj, D(norm sigma)=   1.1709437956
WmnijDD, D(norm sigma)=   0.5670693856
WabefDD, D(norm sigma)=   0.3095177608
WmbejDD, D(norm sigma)=  -1.2787117439
WmnefDD XAF, D(norm sigma)=   0.0041682403
WmnefDD XLI, D(norm sigma)=   0.0003985283
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.4631489345
FSD    , D(norm sigma)=   0.0003878361
WamefSD, D(norm sigma)=  -0.0447213059
WmnieSD, D(norm sigma)=   0.0425183577
WmaijDS, D(norm sigma)=   0.0630348174
WabejDS, D(norm sigma)=   0.0029728102
WnmjeDS, D(norm sigma)=   0.0000547988
WbmfeDS, D(norm sigma)=  -0.0001688618
FDD_Fbe, D(norm sigma)=   0.6349275094
FDD_Fmj, D(norm sigma)=   1.0682483038
WmnijDD, D(norm sigma)=   0.5415768379
WabefDD, D(norm sigma)=   0.2219103177
WmbejDD, D(norm sigma)=  -1.0104904125
WmnefDD XAF, D(norm sigma)=   0.0041783070
WmnefDD XLI, D(norm sigma)=   0.0000446210
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.394655022045570  0.000139145736028  0.483405736137715  0.010719076085127 -0.080185981464803
    1  -0.000000000000000  0.504374853000953 -0.012500645828436  0.467971996104664  0.009228523270994
    2   0.421268878656599 -0.008617389782454  1.980068655035086  0.029915819113482 -0.036528231195779
    3   0.011285397592873  0.404875775518926  0.030043710342879  2.056307998669697  0.051412214426497
    4  -0.072818049768344  0.008023167603110 -0.022128135459874  0.057277762796454  1.723291936457670
    5   0.018402924702629 -0.080458347554814  0.070500360638653 -0.093329975741406 -0.098518392962546
    6  -0.067773899351285 -0.030908698787147 -0.315368180018868 -0.122610378791109  0.245702504676520
    7  -0.026570955074656 -0.058892830159459 -0.065968318159269 -0.239680154544864  0.221742924711789

                5                  6                  7        

    0   0.019803585963660 -0.091964114891132 -0.024094775256640
    1  -0.090755841105773 -0.033078998423653 -0.079698497869064
    2   0.064672696295680 -0.312312387965487 -0.059383966460267
    3  -0.104249155197734 -0.118316691581876 -0.234777613339604
    4  -0.098773796422266  0.246086164651892  0.224488477543602
    5   1.780854049996476  0.146610662893065  0.412220108185162
    6   0.146735376620758  1.961217790383135  0.194479469442930
    7   0.408080455975780  0.193250119577820  1.629098735222535
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0078465232488
Norm of residual vector 0  after precondition    0.0078465232488
                     1   0.2720152536  -1.15e-04    7.85e-03      N
Norm of residual vector af preconditioning    0.0037088017354
Norm of final new C in schmidt_add():    0.999999999999999
Norm of residual vector 1  before precondition    0.0088882955202
Norm of residual vector 1  after precondition    0.0088882955202
                     2   0.3879588756  -8.63e-05    8.89e-03      N
Norm of residual vector af preconditioning    0.0060205884707
Norm of final new C in schmidt_add():    0.999999999999999
Iter=5    L=10  resetting norm
SigmaSS, D(norm sigma)=   0.6329140859
FSD    , D(norm sigma)=   0.0010383872
WamefSD, D(norm sigma)=   0.0230951479
WmnieSD, D(norm sigma)=   0.0608499123
WmaijDS, D(norm sigma)=   0.0456433145
WabejDS, D(norm sigma)=   0.0022955478
WnmjeDS, D(norm sigma)=   0.0000677860
WbmfeDS, D(norm sigma)=  -0.0000374182
FDD_Fbe, D(norm sigma)=   0.9775775118
FDD_Fmj, D(norm sigma)=   1.1207691958
WmnijDD, D(norm sigma)=   0.5097767175
WabefDD, D(norm sigma)=   0.2850448993
WmbejDD, D(norm sigma)=  -1.1483222397
WmnefDD XAF, D(norm sigma)=   0.0021450976
WmnefDD XLI, D(norm sigma)=   0.0002274406
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.6656305118
FSD    , D(norm sigma)=   0.0004185539
WamefSD, D(norm sigma)=  -0.0264744559
WmnieSD, D(norm sigma)=   0.0343358669
WmaijDS, D(norm sigma)=   0.0730592032
WabejDS, D(norm sigma)=   0.0035950842
WnmjeDS, D(norm sigma)=  -0.0000389037
WbmfeDS, D(norm sigma)=  -0.0004057734
FDD_Fbe, D(norm sigma)=   0.6627826306
FDD_Fmj, D(norm sigma)=   0.9513761303
WmnijDD, D(norm sigma)=   0.4613824463
WabefDD, D(norm sigma)=   0.1729025940
WmbejDD, D(norm sigma)=  -0.8468488242
WmnefDD XAF, D(norm sigma)=   0.0023079071
WmnefDD XLI, D(norm sigma)=   0.0000864549
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.394655022045570  0.000139145736028  0.483405736137715  0.010719076085127 -0.080185981464803
    1  -0.000000000000000  0.504374853000953 -0.012500645828436  0.467971996104664  0.009228523270994
    2   0.421268878656599 -0.008617389782454  1.980068655035086  0.029915819113482 -0.036528231195779
    3   0.011285397592873  0.404875775518926  0.030043710342879  2.056307998669697  0.051412214426497
    4  -0.072818049768344  0.008023167603110 -0.022128135459874  0.057277762796454  1.723291936457670
    5   0.018402924702629 -0.080458347554814  0.070500360638653 -0.093329975741406 -0.098518392962546
    6  -0.067773899351285 -0.030908698787147 -0.315368180018868 -0.122610378791109  0.245702504676520
    7  -0.026570955074656 -0.058892830159459 -0.065968318159269 -0.239680154544864  0.221742924711789
    8   0.068656967301313 -0.001691020735630  0.188238752162452 -0.018322825301810 -0.504588562533953
    9  -0.004795275811252  0.037460791265118 -0.036681258834702  0.064414184716314 -0.066107131497116

                5                  6                  7                  8                  9        

    0   0.019803585963660 -0.091964114891132 -0.024094775256640  0.079956051614655 -0.007887916052299
    1  -0.090755841105773 -0.033078998423653 -0.079698497869064 -0.006534918377057  0.034157575645323
    2   0.064672696295680 -0.312312387965487 -0.059383966460267  0.190588759131174 -0.038368055906596
    3  -0.104249155197734 -0.118316691581876 -0.234777613339604 -0.017225153428346  0.063259014969518
    4  -0.098773796422266  0.246086164651892  0.224488477543602 -0.512988205415638 -0.071097303330609
    5   1.780854049996476  0.146610662893065  0.412220108185162 -0.002025769298969 -0.413541594833639
    6   0.146735376620758  1.961217790383135  0.194479469442930  0.255839119464052 -0.087821401023948
    7   0.408080455975780  0.193250119577820  1.629098735222535 -0.048307818452945  0.530482504548111
    8  -0.000706038827433  0.265570662985385 -0.044782804226524  2.006198445215382 -0.025991854485503
    9  -0.409340310832773 -0.081987103978661  0.537159462593129 -0.021562411779747  1.638707187680119
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0021890235606
Norm of residual vector 0  after precondition    0.0021890235606
                     1   0.2720110040  -4.25e-06    2.19e-03      N
Norm of residual vector af preconditioning    0.0009841434783
Norm of final new C in schmidt_add():    1.000000000000003
Norm of residual vector 1  before precondition    0.0056940921280
Norm of residual vector 1  after precondition    0.0056940921280
                     2   0.3878945593  -6.43e-05    5.69e-03      N
Norm of residual vector af preconditioning    0.0042698646977
Norm of final new C in schmidt_add():    0.999999999999999
Iter=6    L=12  resetting norm
SigmaSS, D(norm sigma)=   0.5897234333
FSD    , D(norm sigma)=   0.0001035422
WamefSD, D(norm sigma)=  -0.0306246979
WmnieSD, D(norm sigma)=   0.0276719579
WmaijDS, D(norm sigma)=   0.0448685484
WabejDS, D(norm sigma)=   0.0030751311
WnmjeDS, D(norm sigma)=   0.0000178008
WbmfeDS, D(norm sigma)=  -0.0000836053
FDD_Fbe, D(norm sigma)=   0.9033280580
FDD_Fmj, D(norm sigma)=   1.1293332330
WmnijDD, D(norm sigma)=   0.5241301833
WabefDD, D(norm sigma)=   0.2525036035
WmbejDD, D(norm sigma)=  -1.0250233719
WmnefDD XAF, D(norm sigma)=   0.0045866505
WmnefDD XLI, D(norm sigma)=   0.0006355249
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.4145884185
FSD    , D(norm sigma)=  -0.0004836977
WamefSD, D(norm sigma)=  -0.0019809137
WmnieSD, D(norm sigma)=  -0.0002802810
WmaijDS, D(norm sigma)=   0.0904526906
WabejDS, D(norm sigma)=   0.0057583037
WnmjeDS, D(norm sigma)=   0.0000055943
WbmfeDS, D(norm sigma)=  -0.0001350553
FDD_Fbe, D(norm sigma)=   0.7924112709
FDD_Fmj, D(norm sigma)=   1.0812325435
WmnijDD, D(norm sigma)=   0.4893857666
WabefDD, D(norm sigma)=   0.2128859623
WmbejDD, D(norm sigma)=  -0.9582653340
WmnefDD XAF, D(norm sigma)=   0.0015833219
WmnefDD XLI, D(norm sigma)=   0.0001505821
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.394655022045570  0.000139145736028  0.483405736137715  0.010719076085127 -0.080185981464803
    1  -0.000000000000000  0.504374853000953 -0.012500645828436  0.467971996104664  0.009228523270994
    2   0.421268878656599 -0.008617389782454  1.980068655035086  0.029915819113482 -0.036528231195779
    3   0.011285397592873  0.404875775518926  0.030043710342879  2.056307998669697  0.051412214426497
    4  -0.072818049768344  0.008023167603110 -0.022128135459874  0.057277762796454  1.723291936457670
    5   0.018402924702629 -0.080458347554814  0.070500360638653 -0.093329975741406 -0.098518392962546
    6  -0.067773899351285 -0.030908698787147 -0.315368180018868 -0.122610378791109  0.245702504676520
    7  -0.026570955074656 -0.058892830159459 -0.065968318159269 -0.239680154544864  0.221742924711789
    8   0.068656967301313 -0.001691020735630  0.188238752162452 -0.018322825301810 -0.504588562533953
    9  -0.004795275811252  0.037460791265118 -0.036681258834702  0.064414184716314 -0.066107131497116
   10   0.029652332175777  0.017815192907080  0.166470510732794  0.075127826395813  0.183957608747886
   11  -0.002437033805268  0.069019621270760 -0.005367745066347  0.263057599394619  0.089824929579157

                5                  6                  7                  8                  9        

    0   0.019803585963660 -0.091964114891132 -0.024094775256640  0.079956051614655 -0.007887916052299
    1  -0.090755841105773 -0.033078998423653 -0.079698497869064 -0.006534918377057  0.034157575645323
    2   0.064672696295680 -0.312312387965487 -0.059383966460267  0.190588759131174 -0.038368055906596
    3  -0.104249155197734 -0.118316691581876 -0.234777613339604 -0.017225153428346  0.063259014969518
    4  -0.098773796422266  0.246086164651892  0.224488477543602 -0.512988205415638 -0.071097303330609
    5   1.780854049996476  0.146610662893065  0.412220108185162 -0.002025769298969 -0.413541594833639
    6   0.146735376620758  1.961217790383135  0.194479469442930  0.255839119464052 -0.087821401023948
    7   0.408080455975780  0.193250119577820  1.629098735222535 -0.048307818452945  0.530482504548111
    8  -0.000706038827433  0.265570662985385 -0.044782804226524  2.006198445215382 -0.025991854485503
    9  -0.409340310832773 -0.081987103978661  0.537159462593129 -0.021562411779747  1.638707187680119
   10  -0.069083194070870 -0.190879397803784  0.007016848271002  0.426738625213238  0.034112243979637
   11  -0.265464637099297  0.158685064795263 -0.265205628688257  0.238566146893076  0.578352777526621

               10                 11        

    0   0.041613324605077 -0.008468633613795
    1   0.019055073740374  0.086266422094765
    2   0.168494607722491 -0.003206676169099
    3   0.074736812532912  0.262577717924899
    4   0.196450550417800  0.095119560472057
    5  -0.069090534935825 -0.269130037818865
    6  -0.180076324115714  0.162079443253252
    7   0.005884153533539 -0.270967505719315
    8   0.435982136060699  0.247760513980507
    9   0.038586810365580  0.572611893297416
   10   1.912454070504086  0.203313638449277
   11   0.198624284998294  1.595764592774525
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0007055356664
Norm of residual vector 0  after precondition    0.0007055356664
                     1   0.2720056374  -5.37e-06    7.06e-04      N
Norm of residual vector af preconditioning    0.0004629904816
Norm of final new C in schmidt_add():    0.999999999999999
Norm of residual vector 1  before precondition    0.0048617998283
Norm of residual vector 1  after precondition    0.0048617998283
                     2   0.3878104351  -8.41e-05    4.86e-03      N
Norm of residual vector af preconditioning    0.0027574986458
Norm of final new C in schmidt_add():    1.000000000000000
Iter=7    L=14  resetting norm
SigmaSS, D(norm sigma)=   0.6168781905
FSD    , D(norm sigma)=   0.0008834733
WamefSD, D(norm sigma)=   0.0084293291
WmnieSD, D(norm sigma)=   0.0453788924
WmaijDS, D(norm sigma)=   0.0679481875
WabejDS, D(norm sigma)=   0.0024688647
WnmjeDS, D(norm sigma)=   0.0000922709
WbmfeDS, D(norm sigma)=  -0.0000468642
FDD_Fbe, D(norm sigma)=   0.7260484210
FDD_Fmj, D(norm sigma)=   0.9624410024
WmnijDD, D(norm sigma)=   0.4460619948
WabefDD, D(norm sigma)=   0.2332305208
WmbejDD, D(norm sigma)=  -0.8820507131
WmnefDD XAF, D(norm sigma)=   0.0030037486
WmnefDD XLI, D(norm sigma)=   0.0003588187
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.5400661572
FSD    , D(norm sigma)=  -0.0004407162
WamefSD, D(norm sigma)=  -0.0175170100
WmnieSD, D(norm sigma)=   0.0125804059
WmaijDS, D(norm sigma)=   0.0436658438
WabejDS, D(norm sigma)=   0.0004702793
WnmjeDS, D(norm sigma)=   0.0000079780
WbmfeDS, D(norm sigma)=  -0.0002265419
FDD_Fbe, D(norm sigma)=   0.7548262709
FDD_Fmj, D(norm sigma)=   1.1692509440
WmnijDD, D(norm sigma)=   0.5945080632
WabefDD, D(norm sigma)=   0.2147572160
WmbejDD, D(norm sigma)=  -0.9695110634
WmnefDD XAF, D(norm sigma)=   0.0045417791
WmnefDD XLI, D(norm sigma)=   0.0001060672
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.394655022045570  0.000139145736028  0.483405736137715  0.010719076085127 -0.080185981464803
    1  -0.000000000000000  0.504374853000953 -0.012500645828436  0.467971996104664  0.009228523270994
    2   0.421268878656599 -0.008617389782454  1.980068655035086  0.029915819113482 -0.036528231195779
    3   0.011285397592873  0.404875775518926  0.030043710342879  2.056307998669697  0.051412214426497
    4  -0.072818049768344  0.008023167603110 -0.022128135459874  0.057277762796454  1.723291936457670
    5   0.018402924702629 -0.080458347554814  0.070500360638653 -0.093329975741406 -0.098518392962546
    6  -0.067773899351285 -0.030908698787147 -0.315368180018868 -0.122610378791109  0.245702504676520
    7  -0.026570955074656 -0.058892830159459 -0.065968318159269 -0.239680154544864  0.221742924711789
    8   0.068656967301313 -0.001691020735630  0.188238752162452 -0.018322825301810 -0.504588562533953
    9  -0.004795275811252  0.037460791265118 -0.036681258834702  0.064414184716314 -0.066107131497116
   10   0.029652332175777  0.017815192907080  0.166470510732794  0.075127826395813  0.183957608747886
   11  -0.002437033805268  0.069019621270760 -0.005367745066347  0.263057599394619  0.089824929579157
   12   0.012266348252014 -0.011430811125487  0.052064604677383 -0.053927570020445  0.052226757977628
   13  -0.023017507798029  0.009250194861409 -0.087806285707551 -0.020239540583508  0.056621744110359

                5                  6                  7                  8                  9        

    0   0.019803585963660 -0.091964114891132 -0.024094775256640  0.079956051614655 -0.007887916052299
    1  -0.090755841105773 -0.033078998423653 -0.079698497869064 -0.006534918377057  0.034157575645323
    2   0.064672696295680 -0.312312387965487 -0.059383966460267  0.190588759131174 -0.038368055906596
    3  -0.104249155197734 -0.118316691581876 -0.234777613339604 -0.017225153428346  0.063259014969518
    4  -0.098773796422266  0.246086164651892  0.224488477543602 -0.512988205415638 -0.071097303330609
    5   1.780854049996476  0.146610662893065  0.412220108185162 -0.002025769298969 -0.413541594833639
    6   0.146735376620758  1.961217790383135  0.194479469442930  0.255839119464052 -0.087821401023948
    7   0.408080455975780  0.193250119577820  1.629098735222535 -0.048307818452945  0.530482504548111
    8  -0.000706038827433  0.265570662985385 -0.044782804226524  2.006198445215382 -0.025991854485503
    9  -0.409340310832773 -0.081987103978661  0.537159462593129 -0.021562411779747  1.638707187680119
   10  -0.069083194070870 -0.190879397803784  0.007016848271002  0.426738625213238  0.034112243979637
   11  -0.265464637099297  0.158685064795263 -0.265205628688257  0.238566146893076  0.578352777526621
   12  -0.039824586743814  0.322137027033432  0.006951043462768  0.557950394630384 -0.129593673702583
   13  -0.320315281273498  0.017524745884651 -0.006336479227588 -0.044134186113438  0.123335435560795

               10                 11                 12                 13        

    0   0.041613324605077 -0.008468633613795  0.015154851392899 -0.025179412934468
    1   0.019055073740374  0.086266422094765 -0.016159406204509  0.003082716343156
    2   0.168494607722491 -0.003206676169099  0.058320124719907 -0.087956809519444
    3   0.074736812532912  0.262577717924899 -0.054280647399301 -0.021929085192291
    4   0.196450550417800  0.095119560472057  0.058817884220975  0.059340137216200
    5  -0.069090534935825 -0.269130037818865 -0.041490264494395 -0.331171655152838
    6  -0.180076324115714  0.162079443253252  0.327730739427845  0.025148121080353
    7   0.005884153533539 -0.270967505719315  0.003240704400039 -0.020402083130328
    8   0.435982136060699  0.247760513980507  0.567542449252249 -0.038532481411770
    9   0.038586810365580  0.572611893297416 -0.132587683165686  0.121646699091608
   10   1.912454070504086  0.203313638449277 -0.485312093698737  0.101726128240738
   11   0.198624284998294  1.595764592774525 -0.034462956636085 -0.485462046714971
   12  -0.493416721559967 -0.037492650544570  1.623253919830293 -0.074576920709105
   13   0.095046041858130 -0.472060438579566 -0.070096578320499  1.979283555730994
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0003691535601
Norm of residual vector 0  after precondition    0.0003691535601
                     1   0.2720045613  -1.08e-06    3.69e-04      N
Norm of residual vector af preconditioning    0.0001836354904
Norm of final new C in schmidt_add():    0.999999999999997
Norm of residual vector 1  before precondition    0.0028821077605
Norm of residual vector 1  after precondition    0.0028821077605
                     2   0.3877926332  -1.78e-05    2.88e-03      N
Norm of residual vector af preconditioning    0.0020910304645
Norm of final new C in schmidt_add():    0.999999999999999
Iter=8    L=16  resetting norm
SigmaSS, D(norm sigma)=   0.6524089723
FSD    , D(norm sigma)=   0.0001309329
WamefSD, D(norm sigma)=   0.0045626279
WmnieSD, D(norm sigma)=   0.0303087040
WmaijDS, D(norm sigma)=   0.0250559266
WabejDS, D(norm sigma)=   0.0011944710
WnmjeDS, D(norm sigma)=   0.0001282750
WbmfeDS, D(norm sigma)=  -0.0002672196
FDD_Fbe, D(norm sigma)=   1.0872053966
FDD_Fmj, D(norm sigma)=   1.2406676413
WmnijDD, D(norm sigma)=   0.5390596397
WabefDD, D(norm sigma)=   0.2654215217
WmbejDD, D(norm sigma)=  -1.1387830009
WmnefDD XAF, D(norm sigma)=   0.0039250188
WmnefDD XLI, D(norm sigma)=   0.0002972252
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.4968143222
FSD    , D(norm sigma)=  -0.0003986566
WamefSD, D(norm sigma)=  -0.0011520910
WmnieSD, D(norm sigma)=   0.0021953109
WmaijDS, D(norm sigma)=   0.0692675189
WabejDS, D(norm sigma)=   0.0022814307
WnmjeDS, D(norm sigma)=   0.0001840348
WbmfeDS, D(norm sigma)=  -0.0001107727
FDD_Fbe, D(norm sigma)=   0.7919069607
FDD_Fmj, D(norm sigma)=   1.1522064479
WmnijDD, D(norm sigma)=   0.5137051896
WabefDD, D(norm sigma)=   0.2147028694
WmbejDD, D(norm sigma)=  -0.9594267129
WmnefDD XAF, D(norm sigma)=   0.0028494417
WmnefDD XLI, D(norm sigma)=   0.0002265308
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.394655022045570  0.000139145736028  0.483405736137715  0.010719076085127 -0.080185981464803
    1  -0.000000000000000  0.504374853000953 -0.012500645828436  0.467971996104664  0.009228523270994
    2   0.421268878656599 -0.008617389782454  1.980068655035086  0.029915819113482 -0.036528231195779
    3   0.011285397592873  0.404875775518926  0.030043710342879  2.056307998669697  0.051412214426497
    4  -0.072818049768344  0.008023167603110 -0.022128135459874  0.057277762796454  1.723291936457670
    5   0.018402924702629 -0.080458347554814  0.070500360638653 -0.093329975741406 -0.098518392962546
    6  -0.067773899351285 -0.030908698787147 -0.315368180018868 -0.122610378791109  0.245702504676520
    7  -0.026570955074656 -0.058892830159459 -0.065968318159269 -0.239680154544864  0.221742924711789
    8   0.068656967301313 -0.001691020735630  0.188238752162452 -0.018322825301810 -0.504588562533953
    9  -0.004795275811252  0.037460791265118 -0.036681258834702  0.064414184716314 -0.066107131497116
   10   0.029652332175777  0.017815192907080  0.166470510732794  0.075127826395813  0.183957608747886
   11  -0.002437033805268  0.069019621270760 -0.005367745066347  0.263057599394619  0.089824929579157
   12   0.012266348252014 -0.011430811125487  0.052064604677383 -0.053927570020445  0.052226757977628
   13  -0.023017507798029  0.009250194861409 -0.087806285707551 -0.020239540583508  0.056621744110359
   14   0.062587560802437  0.013451358889511  0.217329288564384  0.056315994117930 -0.228885342969713
   15  -0.007552158470303  0.037793601681095 -0.045328106494743  0.162007327328828 -0.088040757593622

                5                  6                  7                  8                  9        

    0   0.019803585963660 -0.091964114891132 -0.024094775256640  0.079956051614655 -0.007887916052299
    1  -0.090755841105773 -0.033078998423653 -0.079698497869064 -0.006534918377057  0.034157575645323
    2   0.064672696295680 -0.312312387965487 -0.059383966460267  0.190588759131174 -0.038368055906596
    3  -0.104249155197734 -0.118316691581876 -0.234777613339604 -0.017225153428346  0.063259014969518
    4  -0.098773796422266  0.246086164651892  0.224488477543602 -0.512988205415638 -0.071097303330609
    5   1.780854049996476  0.146610662893065  0.412220108185162 -0.002025769298969 -0.413541594833639
    6   0.146735376620758  1.961217790383135  0.194479469442930  0.255839119464052 -0.087821401023948
    7   0.408080455975780  0.193250119577820  1.629098735222535 -0.048307818452945  0.530482504548111
    8  -0.000706038827433  0.265570662985385 -0.044782804226524  2.006198445215382 -0.025991854485503
    9  -0.409340310832773 -0.081987103978661  0.537159462593129 -0.021562411779747  1.638707187680119
   10  -0.069083194070870 -0.190879397803784  0.007016848271002  0.426738625213238  0.034112243979637
   11  -0.265464637099297  0.158685064795263 -0.265205628688257  0.238566146893076  0.578352777526621
   12  -0.039824586743814  0.322137027033432  0.006951043462768  0.557950394630384 -0.129593673702583
   13  -0.320315281273498  0.017524745884651 -0.006336479227588 -0.044134186113438  0.123335435560795
   14   0.000101481667812 -0.204122624774548 -0.001529352658342  0.190032824043434  0.173890472302139
   15   0.046215275468431 -0.082300939395593  0.056326934308832 -0.039362558273316  0.356261472997579

               10                 11                 12                 13                 14        

    0   0.041613324605077 -0.008468633613795  0.015154851392899 -0.025179412934468  0.070389624355684
    1   0.019055073740374  0.086266422094765 -0.016159406204509  0.003082716343156  0.014578747550528
    2   0.168494607722491 -0.003206676169099  0.058320124719907 -0.087956809519444  0.210119323006913
    3   0.074736812532912  0.262577717924899 -0.054280647399301 -0.021929085192291  0.057496588114936
    4   0.196450550417800  0.095119560472057  0.058817884220975  0.059340137216200 -0.232286287316299
    5  -0.069090534935825 -0.269130037818865 -0.041490264494395 -0.331171655152838  0.005804615353846
    6  -0.180076324115714  0.162079443253252  0.327730739427845  0.025148121080353 -0.211107438964475
    7   0.005884153533539 -0.270967505719315  0.003240704400039 -0.020402083130328 -0.001114758916368
    8   0.435982136060699  0.247760513980507  0.567542449252249 -0.038532481411770  0.186118925462137
    9   0.038586810365580  0.572611893297416 -0.132587683165686  0.121646699091608  0.181708326428388
   10   1.912454070504086  0.203313638449277 -0.485312093698737  0.101726128240738  0.324889500683880
   11   0.198624284998294  1.595764592774525 -0.034462956636085 -0.485462046714971  0.139710138077584
   12  -0.493416721559967 -0.037492650544570  1.623253919830293 -0.074576920709105  0.529570801518886
   13   0.095046041858130 -0.472060438579566 -0.070096578320499  1.979283555730994  0.001429968944726
   14   0.331483566596661  0.134265854845872  0.521701847437474 -0.002845645457761  2.115051299463984
   15  -0.219305256480559  0.358335185351895  0.036108185056071  0.395945377438560 -0.006048499830843

               15        

    0  -0.008571738601744
    1   0.047151663632784
    2  -0.043433056369383
    3   0.165346624319219
    4  -0.089242060939329
    5   0.055131206875215
    6  -0.085114505825777
    7   0.059142814684156
    8  -0.040861708124027
    9   0.369453167829827
   10  -0.224487980201458
   11   0.361483670216232
   12   0.039124195973256
   13   0.387974480263723
   14  -0.002408106041780
   15   1.743529688067655
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0001435751683
Norm of residual vector 0  after precondition    0.0001435751683
                     1   0.2720042383  -3.23e-07    1.44e-04      N
Norm of residual vector af preconditioning    0.0000640017692
Norm of final new C in schmidt_add():    0.999999999999995
Norm of residual vector 1  before precondition    0.0019528928995
Norm of residual vector 1  after precondition    0.0019528928995
                     2   0.3877946569   2.02e-06    1.95e-03      N
Norm of residual vector af preconditioning    0.0011339717786
Norm of final new C in schmidt_add():    1.000000000000000
Iter=9    L=18  resetting norm
SigmaSS, D(norm sigma)=   0.4935287705
FSD    , D(norm sigma)=   0.0002636280
WamefSD, D(norm sigma)=  -0.0219822116
WmnieSD, D(norm sigma)=   0.0107985763
WmaijDS, D(norm sigma)=   0.0259117194
WabejDS, D(norm sigma)=   0.0003538386
WnmjeDS, D(norm sigma)=   0.0000025629
WbmfeDS, D(norm sigma)=  -0.0000936157
FDD_Fbe, D(norm sigma)=   1.1645194688
FDD_Fmj, D(norm sigma)=   1.3225850465
WmnijDD, D(norm sigma)=   0.5941017088
WabefDD, D(norm sigma)=   0.2776608042
WmbejDD, D(norm sigma)=  -1.1834180740
WmnefDD XAF, D(norm sigma)=   0.0015439019
WmnefDD XLI, D(norm sigma)=   0.0000730298
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.4232941914
FSD    , D(norm sigma)=  -0.0000544910
WamefSD, D(norm sigma)=  -0.0352913002
WmnieSD, D(norm sigma)=   0.0255043196
WmaijDS, D(norm sigma)=   0.0451223598
WabejDS, D(norm sigma)=   0.0071508329
WnmjeDS, D(norm sigma)=   0.0001145903
WbmfeDS, D(norm sigma)=  -0.0002547384
FDD_Fbe, D(norm sigma)=   0.9770710604
FDD_Fmj, D(norm sigma)=   1.2129918922
WmnijDD, D(norm sigma)=   0.5661153938
WabefDD, D(norm sigma)=   0.2557037799
WmbejDD, D(norm sigma)=  -1.0773247671
WmnefDD XAF, D(norm sigma)=   0.0036630314
WmnefDD XLI, D(norm sigma)=   0.0002028075
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.394655022045570  0.000139145736028  0.483405736137715  0.010719076085127 -0.080185981464803
    1  -0.000000000000000  0.504374853000953 -0.012500645828436  0.467971996104664  0.009228523270994
    2   0.421268878656599 -0.008617389782454  1.980068655035086  0.029915819113482 -0.036528231195779
    3   0.011285397592873  0.404875775518926  0.030043710342879  2.056307998669697  0.051412214426497
    4  -0.072818049768344  0.008023167603110 -0.022128135459874  0.057277762796454  1.723291936457670
    5   0.018402924702629 -0.080458347554814  0.070500360638653 -0.093329975741406 -0.098518392962546
    6  -0.067773899351285 -0.030908698787147 -0.315368180018868 -0.122610378791109  0.245702504676520
    7  -0.026570955074656 -0.058892830159459 -0.065968318159269 -0.239680154544864  0.221742924711789
    8   0.068656967301313 -0.001691020735630  0.188238752162452 -0.018322825301810 -0.504588562533953
    9  -0.004795275811252  0.037460791265118 -0.036681258834702  0.064414184716314 -0.066107131497116
   10   0.029652332175777  0.017815192907080  0.166470510732794  0.075127826395813  0.183957608747886
   11  -0.002437033805268  0.069019621270760 -0.005367745066347  0.263057599394619  0.089824929579157
   12   0.012266348252014 -0.011430811125487  0.052064604677383 -0.053927570020445  0.052226757977628
   13  -0.023017507798029  0.009250194861409 -0.087806285707551 -0.020239540583508  0.056621744110359
   14   0.062587560802437  0.013451358889511  0.217329288564384  0.056315994117930 -0.228885342969713
   15  -0.007552158470303  0.037793601681095 -0.045328106494743  0.162007327328828 -0.088040757593622
   16   0.030851593782406 -0.015606020931768  0.099146962862597 -0.061821810538430 -0.160427214102431
   17   0.000733276387073 -0.019761720313360  0.012335762822384 -0.075838955660829  0.019918669081612

                5                  6                  7                  8                  9        

    0   0.019803585963660 -0.091964114891132 -0.024094775256640  0.079956051614655 -0.007887916052299
    1  -0.090755841105773 -0.033078998423653 -0.079698497869064 -0.006534918377057  0.034157575645323
    2   0.064672696295680 -0.312312387965487 -0.059383966460267  0.190588759131174 -0.038368055906596
    3  -0.104249155197734 -0.118316691581876 -0.234777613339604 -0.017225153428346  0.063259014969518
    4  -0.098773796422266  0.246086164651892  0.224488477543602 -0.512988205415638 -0.071097303330609
    5   1.780854049996476  0.146610662893065  0.412220108185162 -0.002025769298969 -0.413541594833639
    6   0.146735376620758  1.961217790383135  0.194479469442930  0.255839119464052 -0.087821401023948
    7   0.408080455975780  0.193250119577820  1.629098735222535 -0.048307818452945  0.530482504548111
    8  -0.000706038827433  0.265570662985385 -0.044782804226524  2.006198445215382 -0.025991854485503
    9  -0.409340310832773 -0.081987103978661  0.537159462593129 -0.021562411779747  1.638707187680119
   10  -0.069083194070870 -0.190879397803784  0.007016848271002  0.426738625213238  0.034112243979637
   11  -0.265464637099297  0.158685064795263 -0.265205628688257  0.238566146893076  0.578352777526621
   12  -0.039824586743814  0.322137027033432  0.006951043462768  0.557950394630384 -0.129593673702583
   13  -0.320315281273498  0.017524745884651 -0.006336479227588 -0.044134186113438  0.123335435560795
   14   0.000101481667812 -0.204122624774548 -0.001529352658342  0.190032824043434  0.173890472302139
   15   0.046215275468431 -0.082300939395593  0.056326934308832 -0.039362558273316  0.356261472997579
   16   0.013972657689323 -0.069376920627866 -0.007779201793109  0.098279613885916  0.071059319416791
   17   0.033025276692225 -0.072749053021979  0.117009335767027 -0.059472110831243  0.150046132233778

               10                 11                 12                 13                 14        

    0   0.041613324605077 -0.008468633613795  0.015154851392899 -0.025179412934468  0.070389624355684
    1   0.019055073740374  0.086266422094765 -0.016159406204509  0.003082716343156  0.014578747550528
    2   0.168494607722491 -0.003206676169099  0.058320124719907 -0.087956809519444  0.210119323006913
    3   0.074736812532912  0.262577717924899 -0.054280647399301 -0.021929085192291  0.057496588114936
    4   0.196450550417800  0.095119560472057  0.058817884220975  0.059340137216200 -0.232286287316299
    5  -0.069090534935825 -0.269130037818865 -0.041490264494395 -0.331171655152838  0.005804615353846
    6  -0.180076324115714  0.162079443253252  0.327730739427845  0.025148121080353 -0.211107438964475
    7   0.005884153533539 -0.270967505719315  0.003240704400039 -0.020402083130328 -0.001114758916368
    8   0.435982136060699  0.247760513980507  0.567542449252249 -0.038532481411770  0.186118925462137
    9   0.038586810365580  0.572611893297416 -0.132587683165686  0.121646699091608  0.181708326428388
   10   1.912454070504086  0.203313638449277 -0.485312093698737  0.101726128240738  0.324889500683880
   11   0.198624284998294  1.595764592774525 -0.034462956636085 -0.485462046714971  0.139710138077584
   12  -0.493416721559967 -0.037492650544570  1.623253919830293 -0.074576920709105  0.529570801518886
   13   0.095046041858130 -0.472060438579566 -0.070096578320499  1.979283555730994  0.001429968944726
   14   0.331483566596661  0.134265854845872  0.521701847437474 -0.002845645457761  2.115051299463984
   15  -0.219305256480559  0.358335185351895  0.036108185056071  0.395945377438560 -0.006048499830843
   16  -0.255567168670707 -0.034862631517214  0.380550485650927  0.041511146901915 -0.234190870018226
   17   0.010691254385578 -0.055642650272592 -0.139016805197307  0.159409578108739 -0.107863137158888

               15                 16                 17        

    0  -0.008571738601744  0.027997841658843  0.001798040044723
    1   0.047151663632784 -0.021591077645993 -0.026889247431635
    2  -0.043433056369383  0.096637567787763  0.009999794087271
    3   0.165346624319219 -0.060487909341960 -0.071946705764721
    4  -0.089242060939329 -0.163777993640687  0.016388697800937
    5   0.055131206875215  0.011095502758139  0.032477024950621
    6  -0.085114505825777 -0.068617156347281 -0.078716075570586
    7   0.059142814684156 -0.003910657449869  0.124243867385175
    8  -0.040861708124027  0.094548006077788 -0.063196012458768
    9   0.369453167829827  0.069760956895160  0.146598471509548
   10  -0.224487980201458 -0.255870184627555  0.009334747600784
   11   0.361483670216232 -0.034331741734459 -0.044474764880063
   12   0.039124195973256  0.381401085781119 -0.141350837930683
   13   0.387974480263723  0.036906996454463  0.153350793559639
   14  -0.002408106041780 -0.230813019889924 -0.108349299109256
   15   1.743529688067655  0.024413422143256 -0.555472420496031
   16   0.022331995453394  2.192316547131760 -0.061401696231144
   17  -0.548268582728223 -0.061812138386706  1.926643249540468
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000428173792
Norm of residual vector 0  after precondition    0.0000428173792
                     1   0.2720037490  -4.89e-07    4.28e-05      N
Norm of residual vector af preconditioning    0.0000187570000
Norm of final new C in schmidt_add():    0.999999999999997
Norm of residual vector 1  before precondition    0.0009576099755
Norm of residual vector 1  after precondition    0.0009576099755
                     2   0.3877877373  -6.92e-06    9.58e-04      N
Norm of residual vector af preconditioning    0.0006734100046
Norm of final new C in schmidt_add():    0.999999999999999
Iter=10   L=20  resetting norm
SigmaSS, D(norm sigma)=   0.5329991099
FSD    , D(norm sigma)=  -0.0002851152
WamefSD, D(norm sigma)=   0.0103616936
WmnieSD, D(norm sigma)=  -0.0030198084
WmaijDS, D(norm sigma)=   0.0158541057
WabejDS, D(norm sigma)=   0.0006296229
WnmjeDS, D(norm sigma)=   0.0000224386
WbmfeDS, D(norm sigma)=  -0.0000795994
FDD_Fbe, D(norm sigma)=   1.0164821426
FDD_Fmj, D(norm sigma)=   1.2871955877
WmnijDD, D(norm sigma)=   0.5895999996
WabefDD, D(norm sigma)=   0.2795629323
WmbejDD, D(norm sigma)=  -1.2332282155
WmnefDD XAF, D(norm sigma)=   0.0020062615
WmnefDD XLI, D(norm sigma)=   0.0006733136
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.5516470861
FSD    , D(norm sigma)=  -0.0008806993
WamefSD, D(norm sigma)=  -0.0038198534
WmnieSD, D(norm sigma)=  -0.0337015978
WmaijDS, D(norm sigma)=   0.0866251896
WabejDS, D(norm sigma)=   0.0016924496
WnmjeDS, D(norm sigma)=   0.0003472930
WbmfeDS, D(norm sigma)=  -0.0001507226
FDD_Fbe, D(norm sigma)=   0.6599187633
FDD_Fmj, D(norm sigma)=   1.0645101372
WmnijDD, D(norm sigma)=   0.4736234369
WabefDD, D(norm sigma)=   0.1927210553
WmbejDD, D(norm sigma)=  -0.8354462238
WmnefDD XAF, D(norm sigma)=   0.0013001436
WmnefDD XLI, D(norm sigma)=   0.0000092319
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.394655022045570  0.000139145736028  0.483405736137715  0.010719076085127 -0.080185981464803
    1  -0.000000000000000  0.504374853000953 -0.012500645828436  0.467971996104664  0.009228523270994
    2   0.421268878656599 -0.008617389782454  1.980068655035086  0.029915819113482 -0.036528231195779
    3   0.011285397592873  0.404875775518926  0.030043710342879  2.056307998669697  0.051412214426497
    4  -0.072818049768344  0.008023167603110 -0.022128135459874  0.057277762796454  1.723291936457670
    5   0.018402924702629 -0.080458347554814  0.070500360638653 -0.093329975741406 -0.098518392962546
    6  -0.067773899351285 -0.030908698787147 -0.315368180018868 -0.122610378791109  0.245702504676520
    7  -0.026570955074656 -0.058892830159459 -0.065968318159269 -0.239680154544864  0.221742924711789
    8   0.068656967301313 -0.001691020735630  0.188238752162452 -0.018322825301810 -0.504588562533953
    9  -0.004795275811252  0.037460791265118 -0.036681258834702  0.064414184716314 -0.066107131497116
   10   0.029652332175777  0.017815192907080  0.166470510732794  0.075127826395813  0.183957608747886
   11  -0.002437033805268  0.069019621270760 -0.005367745066347  0.263057599394619  0.089824929579157
   12   0.012266348252014 -0.011430811125487  0.052064604677383 -0.053927570020445  0.052226757977628
   13  -0.023017507798029  0.009250194861409 -0.087806285707551 -0.020239540583508  0.056621744110359
   14   0.062587560802437  0.013451358889511  0.217329288564384  0.056315994117930 -0.228885342969713
   15  -0.007552158470303  0.037793601681095 -0.045328106494743  0.162007327328828 -0.088040757593622
   16   0.030851593782406 -0.015606020931768  0.099146962862597 -0.061821810538430 -0.160427214102431
   17   0.000733276387073 -0.019761720313360  0.012335762822384 -0.075838955660829  0.019918669081612
   18   0.019211704062965  0.012457540149373  0.078607272566310  0.054080929034800 -0.019139330432483
   19  -0.028709956991683  0.017419407140746 -0.087340662227276  0.075786850863350  0.191652114746647

                5                  6                  7                  8                  9        

    0   0.019803585963660 -0.091964114891132 -0.024094775256640  0.079956051614655 -0.007887916052299
    1  -0.090755841105773 -0.033078998423653 -0.079698497869064 -0.006534918377057  0.034157575645323
    2   0.064672696295680 -0.312312387965487 -0.059383966460267  0.190588759131174 -0.038368055906596
    3  -0.104249155197734 -0.118316691581876 -0.234777613339604 -0.017225153428346  0.063259014969518
    4  -0.098773796422266  0.246086164651892  0.224488477543602 -0.512988205415638 -0.071097303330609
    5   1.780854049996476  0.146610662893065  0.412220108185162 -0.002025769298969 -0.413541594833639
    6   0.146735376620758  1.961217790383135  0.194479469442930  0.255839119464052 -0.087821401023948
    7   0.408080455975780  0.193250119577820  1.629098735222535 -0.048307818452945  0.530482504548111
    8  -0.000706038827433  0.265570662985385 -0.044782804226524  2.006198445215382 -0.025991854485503
    9  -0.409340310832773 -0.081987103978661  0.537159462593129 -0.021562411779747  1.638707187680119
   10  -0.069083194070870 -0.190879397803784  0.007016848271002  0.426738625213238  0.034112243979637
   11  -0.265464637099297  0.158685064795263 -0.265205628688257  0.238566146893076  0.578352777526621
   12  -0.039824586743814  0.322137027033432  0.006951043462768  0.557950394630384 -0.129593673702583
   13  -0.320315281273498  0.017524745884651 -0.006336479227588 -0.044134186113438  0.123335435560795
   14   0.000101481667812 -0.204122624774548 -0.001529352658342  0.190032824043434  0.173890472302139
   15   0.046215275468431 -0.082300939395593  0.056326934308832 -0.039362558273316  0.356261472997579
   16   0.013972657689323 -0.069376920627866 -0.007779201793109  0.098279613885916  0.071059319416791
   17   0.033025276692225 -0.072749053021979  0.117009335767027 -0.059472110831243  0.150046132233778
   18  -0.005881079335943 -0.091165384870958 -0.022125711015967  0.075441853926048  0.013057091714890
   19  -0.004799141047270  0.153856977300315  0.039881648660657 -0.040002576266569  0.055894602888987

               10                 11                 12                 13                 14        

    0   0.041613324605077 -0.008468633613795  0.015154851392899 -0.025179412934468  0.070389624355684
    1   0.019055073740374  0.086266422094765 -0.016159406204509  0.003082716343156  0.014578747550528
    2   0.168494607722491 -0.003206676169099  0.058320124719907 -0.087956809519444  0.210119323006913
    3   0.074736812532912  0.262577717924899 -0.054280647399301 -0.021929085192291  0.057496588114936
    4   0.196450550417800  0.095119560472057  0.058817884220975  0.059340137216200 -0.232286287316299
    5  -0.069090534935825 -0.269130037818865 -0.041490264494395 -0.331171655152838  0.005804615353846
    6  -0.180076324115714  0.162079443253252  0.327730739427845  0.025148121080353 -0.211107438964475
    7   0.005884153533539 -0.270967505719315  0.003240704400039 -0.020402083130328 -0.001114758916368
    8   0.435982136060699  0.247760513980507  0.567542449252249 -0.038532481411770  0.186118925462137
    9   0.038586810365580  0.572611893297416 -0.132587683165686  0.121646699091608  0.181708326428388
   10   1.912454070504086  0.203313638449277 -0.485312093698737  0.101726128240738  0.324889500683880
   11   0.198624284998294  1.595764592774525 -0.034462956636085 -0.485462046714971  0.139710138077584
   12  -0.493416721559967 -0.037492650544570  1.623253919830293 -0.074576920709105  0.529570801518886
   13   0.095046041858130 -0.472060438579566 -0.070096578320499  1.979283555730994  0.001429968944726
   14   0.331483566596661  0.134265854845872  0.521701847437474 -0.002845645457761  2.115051299463984
   15  -0.219305256480559  0.358335185351895  0.036108185056071  0.395945377438560 -0.006048499830843
   16  -0.255567168670707 -0.034862631517214  0.380550485650927  0.041511146901915 -0.234190870018226
   17   0.010691254385578 -0.055642650272592 -0.139016805197307  0.159409578108739 -0.107863137158888
   18   0.132261475844131  0.013170333869479  0.080082741172902  0.123384038852805  0.407990073927598
   19  -0.051058437477156  0.035781139166045  0.094047962465969  0.354382460340297 -0.048285758810132

               15                 16                 17                 18                 19        

    0  -0.008571738601744  0.027997841658843  0.001798040044723  0.024115359338345 -0.033078035229413
    1   0.047151663632784 -0.021591077645993 -0.026889247431635  0.011556318389819  0.016037690327035
    2  -0.043433056369383  0.096637567787763  0.009999794087271  0.079085990233663 -0.081852751648289
    3   0.165346624319219 -0.060487909341960 -0.071946705764721  0.056222041615854  0.079727629418923
    4  -0.089242060939329 -0.163777993640687  0.016388697800937 -0.018059313761337  0.196296194586248
    5   0.055131206875215  0.011095502758139  0.032477024950621 -0.005920135136392 -0.002064777852164
    6  -0.085114505825777 -0.068617156347281 -0.078716075570586 -0.090156512972433  0.157554377562882
    7   0.059142814684156 -0.003910657449869  0.124243867385175 -0.021406929085136  0.046004894995554
    8  -0.040861708124027  0.094548006077788 -0.063196012458768  0.076342131424061 -0.039057081675055
    9   0.369453167829827  0.069760956895160  0.146598471509548  0.013395146786671  0.051516713894476
   10  -0.224487980201458 -0.255870184627555  0.009334747600784  0.131994744586178 -0.053195305618014
   11   0.361483670216232 -0.034331741734459 -0.044474764880063  0.010386649883351  0.036754372095845
   12   0.039124195973256  0.381401085781119 -0.141350837930683  0.079943025048609  0.096963107110949
   13   0.387974480263723  0.036906996454463  0.153350793559639  0.124261183563168  0.361007341413362
   14  -0.002408106041780 -0.230813019889924 -0.108349299109256  0.408392649859649 -0.041390047534754
   15   1.743529688067655  0.024413422143256 -0.555472420496031  0.106815658484286  0.350133828252105
   16   0.022331995453394  2.192316547131760 -0.061401696231144  0.243691511097220 -0.014223096335624
   17  -0.548268582728223 -0.061812138386706  1.926643249540468 -0.080742069363613  0.496387931478760
   18   0.102060749681148  0.242364343754944 -0.080813636539253  2.065004152118321 -0.170543421858701
   19   0.345021441178887 -0.011275285293111  0.504055924480368 -0.173240634099453  1.593569379974111
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000133870758
Norm of residual vector 0  after precondition    0.0000133870758
                     1   0.2720036996  -4.95e-08    1.34e-05      N
Norm of residual vector af preconditioning    0.0000059547881
Norm of final new C in schmidt_add():    0.999999999999997
Norm of residual vector 1  before precondition    0.0005905975232
Norm of residual vector 1  after precondition    0.0005905975232
                     2   0.3877926812   4.94e-06    5.91e-04      N
Norm of residual vector af preconditioning    0.0003762796010
Norm of final new C in schmidt_add():    0.999999999999998
Iter=11   L=22  resetting norm
SigmaSS, D(norm sigma)=   0.5961716420
FSD    , D(norm sigma)=   0.0001433024
WamefSD, D(norm sigma)=  -0.0115841871
WmnieSD, D(norm sigma)=   0.0152075597
WmaijDS, D(norm sigma)=   0.0266688384
WabejDS, D(norm sigma)=   0.0007348463
WnmjeDS, D(norm sigma)=   0.0000821500
WbmfeDS, D(norm sigma)=  -0.0001415492
FDD_Fbe, D(norm sigma)=   1.0224609290
FDD_Fmj, D(norm sigma)=   1.2345943504
WmnijDD, D(norm sigma)=   0.5439046123
WabefDD, D(norm sigma)=   0.2426806820
WmbejDD, D(norm sigma)=  -1.0728047323
WmnefDD XAF, D(norm sigma)=   0.0014038311
WmnefDD XLI, D(norm sigma)=   0.0001294728
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.5877597580
FSD    , D(norm sigma)=  -0.0004739060
WamefSD, D(norm sigma)=  -0.0314183536
WmnieSD, D(norm sigma)=   0.0061007113
WmaijDS, D(norm sigma)=   0.0317783855
WabejDS, D(norm sigma)=   0.0008263603
WnmjeDS, D(norm sigma)=   0.0001124791
WbmfeDS, D(norm sigma)=  -0.0000931873
FDD_Fbe, D(norm sigma)=   1.0786305176
FDD_Fmj, D(norm sigma)=   1.2701904866
WmnijDD, D(norm sigma)=   0.5721354723
WabefDD, D(norm sigma)=   0.2569426110
WmbejDD, D(norm sigma)=  -1.0862527861
WmnefDD XAF, D(norm sigma)=   0.0032310119
WmnefDD XLI, D(norm sigma)=   0.0001249946
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.394655022045570  0.000139145736028  0.483405736137715  0.010719076085127 -0.080185981464803
    1  -0.000000000000000  0.504374853000953 -0.012500645828436  0.467971996104664  0.009228523270994
    2   0.421268878656599 -0.008617389782454  1.980068655035086  0.029915819113482 -0.036528231195779
    3   0.011285397592873  0.404875775518926  0.030043710342879  2.056307998669697  0.051412214426497
    4  -0.072818049768344  0.008023167603110 -0.022128135459874  0.057277762796454  1.723291936457670
    5   0.018402924702629 -0.080458347554814  0.070500360638653 -0.093329975741406 -0.098518392962546
    6  -0.067773899351285 -0.030908698787147 -0.315368180018868 -0.122610378791109  0.245702504676520
    7  -0.026570955074656 -0.058892830159459 -0.065968318159269 -0.239680154544864  0.221742924711789
    8   0.068656967301313 -0.001691020735630  0.188238752162452 -0.018322825301810 -0.504588562533953
    9  -0.004795275811252  0.037460791265118 -0.036681258834702  0.064414184716314 -0.066107131497116
   10   0.029652332175777  0.017815192907080  0.166470510732794  0.075127826395813  0.183957608747886
   11  -0.002437033805268  0.069019621270760 -0.005367745066347  0.263057599394619  0.089824929579157
   12   0.012266348252014 -0.011430811125487  0.052064604677383 -0.053927570020445  0.052226757977628
   13  -0.023017507798029  0.009250194861409 -0.087806285707551 -0.020239540583508  0.056621744110359
   14   0.062587560802437  0.013451358889511  0.217329288564384  0.056315994117930 -0.228885342969713
   15  -0.007552158470303  0.037793601681095 -0.045328106494743  0.162007327328828 -0.088040757593622
   16   0.030851593782406 -0.015606020931768  0.099146962862597 -0.061821810538430 -0.160427214102431
   17   0.000733276387073 -0.019761720313360  0.012335762822384 -0.075838955660829  0.019918669081612
   18   0.019211704062965  0.012457540149373  0.078607272566310  0.054080929034800 -0.019139330432483
   19  -0.028709956991683  0.017419407140746 -0.087340662227276  0.075786850863350  0.191652114746647
   20  -0.023035167680292  0.025087529509909 -0.101212778067862  0.084918604544050 -0.006325192695770
   21  -0.019740646207955 -0.032849610495556 -0.055234352108506 -0.119195258339056  0.129842523698523

                5                  6                  7                  8                  9        

    0   0.019803585963660 -0.091964114891132 -0.024094775256640  0.079956051614655 -0.007887916052299
    1  -0.090755841105773 -0.033078998423653 -0.079698497869064 -0.006534918377057  0.034157575645323
    2   0.064672696295680 -0.312312387965487 -0.059383966460267  0.190588759131174 -0.038368055906596
    3  -0.104249155197734 -0.118316691581876 -0.234777613339604 -0.017225153428346  0.063259014969518
    4  -0.098773796422266  0.246086164651892  0.224488477543602 -0.512988205415638 -0.071097303330609
    5   1.780854049996476  0.146610662893065  0.412220108185162 -0.002025769298969 -0.413541594833639
    6   0.146735376620758  1.961217790383135  0.194479469442930  0.255839119464052 -0.087821401023948
    7   0.408080455975780  0.193250119577820  1.629098735222535 -0.048307818452945  0.530482504548111
    8  -0.000706038827433  0.265570662985385 -0.044782804226524  2.006198445215382 -0.025991854485503
    9  -0.409340310832773 -0.081987103978661  0.537159462593129 -0.021562411779747  1.638707187680119
   10  -0.069083194070870 -0.190879397803784  0.007016848271002  0.426738625213238  0.034112243979637
   11  -0.265464637099297  0.158685064795263 -0.265205628688257  0.238566146893076  0.578352777526621
   12  -0.039824586743814  0.322137027033432  0.006951043462768  0.557950394630384 -0.129593673702583
   13  -0.320315281273498  0.017524745884651 -0.006336479227588 -0.044134186113438  0.123335435560795
   14   0.000101481667812 -0.204122624774548 -0.001529352658342  0.190032824043434  0.173890472302139
   15   0.046215275468431 -0.082300939395593  0.056326934308832 -0.039362558273316  0.356261472997579
   16   0.013972657689323 -0.069376920627866 -0.007779201793109  0.098279613885916  0.071059319416791
   17   0.033025276692225 -0.072749053021979  0.117009335767027 -0.059472110831243  0.150046132233778
   18  -0.005881079335943 -0.091165384870958 -0.022125711015967  0.075441853926048  0.013057091714890
   19  -0.004799141047270  0.153856977300315  0.039881648660657 -0.040002576266569  0.055894602888987
   20  -0.101067417974065  0.059490949198751 -0.089643479617488 -0.013540860013018 -0.012886782710653
   21   0.127826596634118  0.069761515234570  0.154742321995194 -0.119036883441734 -0.029489068038438

               10                 11                 12                 13                 14        

    0   0.041613324605077 -0.008468633613795  0.015154851392899 -0.025179412934468  0.070389624355684
    1   0.019055073740374  0.086266422094765 -0.016159406204509  0.003082716343156  0.014578747550528
    2   0.168494607722491 -0.003206676169099  0.058320124719907 -0.087956809519444  0.210119323006913
    3   0.074736812532912  0.262577717924899 -0.054280647399301 -0.021929085192291  0.057496588114936
    4   0.196450550417800  0.095119560472057  0.058817884220975  0.059340137216200 -0.232286287316299
    5  -0.069090534935825 -0.269130037818865 -0.041490264494395 -0.331171655152838  0.005804615353846
    6  -0.180076324115714  0.162079443253252  0.327730739427845  0.025148121080353 -0.211107438964475
    7   0.005884153533539 -0.270967505719315  0.003240704400039 -0.020402083130328 -0.001114758916368
    8   0.435982136060699  0.247760513980507  0.567542449252249 -0.038532481411770  0.186118925462137
    9   0.038586810365580  0.572611893297416 -0.132587683165686  0.121646699091608  0.181708326428388
   10   1.912454070504086  0.203313638449277 -0.485312093698737  0.101726128240738  0.324889500683880
   11   0.198624284998294  1.595764592774525 -0.034462956636085 -0.485462046714971  0.139710138077584
   12  -0.493416721559967 -0.037492650544570  1.623253919830293 -0.074576920709105  0.529570801518886
   13   0.095046041858130 -0.472060438579566 -0.070096578320499  1.979283555730994  0.001429968944726
   14   0.331483566596661  0.134265854845872  0.521701847437474 -0.002845645457761  2.115051299463984
   15  -0.219305256480559  0.358335185351895  0.036108185056071  0.395945377438560 -0.006048499830843
   16  -0.255567168670707 -0.034862631517214  0.380550485650927  0.041511146901915 -0.234190870018226
   17   0.010691254385578 -0.055642650272592 -0.139016805197307  0.159409578108739 -0.107863137158888
   18   0.132261475844131  0.013170333869479  0.080082741172902  0.123384038852805  0.407990073927598
   19  -0.051058437477156  0.035781139166045  0.094047962465969  0.354382460340297 -0.048285758810132
   20   0.092971655534673  0.072359627877338 -0.101055054586589 -0.024519303678853  0.066567532804934
   21  -0.017273336069853 -0.124424097653703 -0.002366294696927  0.080259453776262 -0.009674123383055

               15                 16                 17                 18                 19        

    0  -0.008571738601744  0.027997841658843  0.001798040044723  0.024115359338345 -0.033078035229413
    1   0.047151663632784 -0.021591077645993 -0.026889247431635  0.011556318389819  0.016037690327035
    2  -0.043433056369383  0.096637567787763  0.009999794087271  0.079085990233663 -0.081852751648289
    3   0.165346624319219 -0.060487909341960 -0.071946705764721  0.056222041615854  0.079727629418923
    4  -0.089242060939329 -0.163777993640687  0.016388697800937 -0.018059313761337  0.196296194586248
    5   0.055131206875215  0.011095502758139  0.032477024950621 -0.005920135136392 -0.002064777852164
    6  -0.085114505825777 -0.068617156347281 -0.078716075570586 -0.090156512972433  0.157554377562882
    7   0.059142814684156 -0.003910657449869  0.124243867385175 -0.021406929085136  0.046004894995554
    8  -0.040861708124027  0.094548006077788 -0.063196012458768  0.076342131424061 -0.039057081675055
    9   0.369453167829827  0.069760956895160  0.146598471509548  0.013395146786671  0.051516713894476
   10  -0.224487980201458 -0.255870184627555  0.009334747600784  0.131994744586178 -0.053195305618014
   11   0.361483670216232 -0.034331741734459 -0.044474764880063  0.010386649883351  0.036754372095845
   12   0.039124195973256  0.381401085781119 -0.141350837930683  0.079943025048609  0.096963107110949
   13   0.387974480263723  0.036906996454463  0.153350793559639  0.124261183563168  0.361007341413362
   14  -0.002408106041780 -0.230813019889924 -0.108349299109256  0.408392649859649 -0.041390047534754
   15   1.743529688067655  0.024413422143256 -0.555472420496031  0.106815658484286  0.350133828252105
   16   0.022331995453394  2.192316547131760 -0.061401696231144  0.243691511097220 -0.014223096335624
   17  -0.548268582728223 -0.061812138386706  1.926643249540468 -0.080742069363613  0.496387931478760
   18   0.102060749681148  0.242364343754944 -0.080813636539253  2.065004152118321 -0.170543421858701
   19   0.345021441178887 -0.011275285293111  0.504055924480368 -0.173240634099453  1.593569379974111
   20   0.040979689717572 -0.461079545233051 -0.018909698625324  0.322109559531824  0.173548205216203
   21  -0.134617180567917 -0.191229939143826  0.208411437224535 -0.033971002146526 -0.612404505756427

               20                 21        

    0  -0.020644323613161 -0.012968280169397
    1   0.027083114572371 -0.031791369139774
    2  -0.101464863229728 -0.050227909320772
    3   0.080742222816315 -0.113059477820708
    4  -0.003823332183100  0.139839085691236
    5  -0.102371750839393  0.134283593674798
    6   0.057317824244513  0.071846601873084
    7  -0.093927332448156  0.150158014751230
    8  -0.009799395095845 -0.113964402183600
    9  -0.012541821367351 -0.022328561494636
   10   0.091274832356537 -0.022343000078860
   11   0.071885196844193 -0.129973139801897
   12  -0.102769295777120 -0.000201698224376
   13  -0.023955629436934  0.080402720441688
   14   0.066232987725483 -0.002738335751438
   15   0.036564477010038 -0.129740540112176
   16  -0.461636398322397 -0.194447749191962
   17  -0.014659194080655  0.208995918915952
   18   0.320331497377834 -0.034464360137333
   19   0.171445590174749 -0.619870790939374
   20   2.033603624180799  0.163916758534173
   21   0.160116778126001  2.087817108600919
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000038233245
Norm of residual vector 0  after precondition    0.0000038233245
                     1   0.2720037339   3.44e-08    3.82e-06      N
Norm of residual vector af preconditioning    0.0000018383891
Norm of final new C in schmidt_add():    0.999999999999996
Norm of residual vector 1  before precondition    0.0003693251842
Norm of residual vector 1  after precondition    0.0003693251842
                     2   0.3877914899  -1.19e-06    3.69e-04      N
Norm of residual vector af preconditioning    0.0001904134233
Norm of final new C in schmidt_add():    0.999999999999997
Iter=12   L=24  resetting norm
SigmaSS, D(norm sigma)=   0.5331527995
FSD    , D(norm sigma)=  -0.0003467696
WamefSD, D(norm sigma)=  -0.0058802619
WmnieSD, D(norm sigma)=  -0.0039771932
WmaijDS, D(norm sigma)=   0.0425111981
WabejDS, D(norm sigma)=   0.0012237700
WnmjeDS, D(norm sigma)=   0.0000623137
WbmfeDS, D(norm sigma)=  -0.0007390130
FDD_Fbe, D(norm sigma)=   0.9498808385
FDD_Fmj, D(norm sigma)=   1.2104172850
WmnijDD, D(norm sigma)=   0.5542219180
WabefDD, D(norm sigma)=   0.2285222066
WmbejDD, D(norm sigma)=  -1.0160516486
WmnefDD XAF, D(norm sigma)=   0.0018363755
WmnefDD XLI, D(norm sigma)=   0.0002201347
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.4969872787
FSD    , D(norm sigma)=  -0.0001973111
WamefSD, D(norm sigma)=   0.0089669067
WmnieSD, D(norm sigma)=  -0.0106155193
WmaijDS, D(norm sigma)=   0.0347158646
WabejDS, D(norm sigma)=  -0.0005393313
WnmjeDS, D(norm sigma)=  -0.0000212456
WbmfeDS, D(norm sigma)=  -0.0002153297
FDD_Fbe, D(norm sigma)=   1.0529462077
FDD_Fmj, D(norm sigma)=   1.2774229171
WmnijDD, D(norm sigma)=   0.5799220239
WabefDD, D(norm sigma)=   0.2458953072
WmbejDD, D(norm sigma)=  -1.1604170173
WmnefDD XAF, D(norm sigma)=   0.0022093071
WmnefDD XLI, D(norm sigma)=   0.0004662502
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.394655022045570  0.000139145736028  0.483405736137715  0.010719076085127 -0.080185981464803
    1  -0.000000000000000  0.504374853000953 -0.012500645828436  0.467971996104664  0.009228523270994
    2   0.421268878656599 -0.008617389782454  1.980068655035086  0.029915819113482 -0.036528231195779
    3   0.011285397592873  0.404875775518926  0.030043710342879  2.056307998669697  0.051412214426497
    4  -0.072818049768344  0.008023167603110 -0.022128135459874  0.057277762796454  1.723291936457670
    5   0.018402924702629 -0.080458347554814  0.070500360638653 -0.093329975741406 -0.098518392962546
    6  -0.067773899351285 -0.030908698787147 -0.315368180018868 -0.122610378791109  0.245702504676520
    7  -0.026570955074656 -0.058892830159459 -0.065968318159269 -0.239680154544864  0.221742924711789
    8   0.068656967301313 -0.001691020735630  0.188238752162452 -0.018322825301810 -0.504588562533953
    9  -0.004795275811252  0.037460791265118 -0.036681258834702  0.064414184716314 -0.066107131497116
   10   0.029652332175777  0.017815192907080  0.166470510732794  0.075127826395813  0.183957608747886
   11  -0.002437033805268  0.069019621270760 -0.005367745066347  0.263057599394619  0.089824929579157
   12   0.012266348252014 -0.011430811125487  0.052064604677383 -0.053927570020445  0.052226757977628
   13  -0.023017507798029  0.009250194861409 -0.087806285707551 -0.020239540583508  0.056621744110359
   14   0.062587560802437  0.013451358889511  0.217329288564384  0.056315994117930 -0.228885342969713
   15  -0.007552158470303  0.037793601681095 -0.045328106494743  0.162007327328828 -0.088040757593622
   16   0.030851593782406 -0.015606020931768  0.099146962862597 -0.061821810538430 -0.160427214102431
   17   0.000733276387073 -0.019761720313360  0.012335762822384 -0.075838955660829  0.019918669081612
   18   0.019211704062965  0.012457540149373  0.078607272566310  0.054080929034800 -0.019139330432483
   19  -0.028709956991683  0.017419407140746 -0.087340662227276  0.075786850863350  0.191652114746647
   20  -0.023035167680292  0.025087529509909 -0.101212778067862  0.084918604544050 -0.006325192695770
   21  -0.019740646207955 -0.032849610495556 -0.055234352108506 -0.119195258339056  0.129842523698523
   22  -0.005691554746874 -0.024801165850545 -0.022774416200553 -0.082319665894501  0.010886311574616
   23  -0.012924426808301  0.014480294400435 -0.068385560161919  0.034793194200955 -0.047465761304324

                5                  6                  7                  8                  9        

    0   0.019803585963660 -0.091964114891132 -0.024094775256640  0.079956051614655 -0.007887916052299
    1  -0.090755841105773 -0.033078998423653 -0.079698497869064 -0.006534918377057  0.034157575645323
    2   0.064672696295680 -0.312312387965487 -0.059383966460267  0.190588759131174 -0.038368055906596
    3  -0.104249155197734 -0.118316691581876 -0.234777613339604 -0.017225153428346  0.063259014969518
    4  -0.098773796422266  0.246086164651892  0.224488477543602 -0.512988205415638 -0.071097303330609
    5   1.780854049996476  0.146610662893065  0.412220108185162 -0.002025769298969 -0.413541594833639
    6   0.146735376620758  1.961217790383135  0.194479469442930  0.255839119464052 -0.087821401023948
    7   0.408080455975780  0.193250119577820  1.629098735222535 -0.048307818452945  0.530482504548111
    8  -0.000706038827433  0.265570662985385 -0.044782804226524  2.006198445215382 -0.025991854485503
    9  -0.409340310832773 -0.081987103978661  0.537159462593129 -0.021562411779747  1.638707187680119
   10  -0.069083194070870 -0.190879397803784  0.007016848271002  0.426738625213238  0.034112243979637
   11  -0.265464637099297  0.158685064795263 -0.265205628688257  0.238566146893076  0.578352777526621
   12  -0.039824586743814  0.322137027033432  0.006951043462768  0.557950394630384 -0.129593673702583
   13  -0.320315281273498  0.017524745884651 -0.006336479227588 -0.044134186113438  0.123335435560795
   14   0.000101481667812 -0.204122624774548 -0.001529352658342  0.190032824043434  0.173890472302139
   15   0.046215275468431 -0.082300939395593  0.056326934308832 -0.039362558273316  0.356261472997579
   16   0.013972657689323 -0.069376920627866 -0.007779201793109  0.098279613885916  0.071059319416791
   17   0.033025276692225 -0.072749053021979  0.117009335767027 -0.059472110831243  0.150046132233778
   18  -0.005881079335943 -0.091165384870958 -0.022125711015967  0.075441853926048  0.013057091714890
   19  -0.004799141047270  0.153856977300315  0.039881648660657 -0.040002576266569  0.055894602888987
   20  -0.101067417974065  0.059490949198751 -0.089643479617488 -0.013540860013018 -0.012886782710653
   21   0.127826596634118  0.069761515234570  0.154742321995194 -0.119036883441734 -0.029489068038438
   22   0.153745762237354  0.090814322993914  0.120730842542620 -0.041872421057186 -0.033548930470914
   23  -0.118605713132493  0.065324669259378 -0.025744786524829 -0.014773407425085  0.089339187785406

               10                 11                 12                 13                 14        

    0   0.041613324605077 -0.008468633613795  0.015154851392899 -0.025179412934468  0.070389624355684
    1   0.019055073740374  0.086266422094765 -0.016159406204509  0.003082716343156  0.014578747550528
    2   0.168494607722491 -0.003206676169099  0.058320124719907 -0.087956809519444  0.210119323006913
    3   0.074736812532912  0.262577717924899 -0.054280647399301 -0.021929085192291  0.057496588114936
    4   0.196450550417800  0.095119560472057  0.058817884220975  0.059340137216200 -0.232286287316299
    5  -0.069090534935825 -0.269130037818865 -0.041490264494395 -0.331171655152838  0.005804615353846
    6  -0.180076324115714  0.162079443253252  0.327730739427845  0.025148121080353 -0.211107438964475
    7   0.005884153533539 -0.270967505719315  0.003240704400039 -0.020402083130328 -0.001114758916368
    8   0.435982136060699  0.247760513980507  0.567542449252249 -0.038532481411770  0.186118925462137
    9   0.038586810365580  0.572611893297416 -0.132587683165686  0.121646699091608  0.181708326428388
   10   1.912454070504086  0.203313638449277 -0.485312093698737  0.101726128240738  0.324889500683880
   11   0.198624284998294  1.595764592774525 -0.034462956636085 -0.485462046714971  0.139710138077584
   12  -0.493416721559967 -0.037492650544570  1.623253919830293 -0.074576920709105  0.529570801518886
   13   0.095046041858130 -0.472060438579566 -0.070096578320499  1.979283555730994  0.001429968944726
   14   0.331483566596661  0.134265854845872  0.521701847437474 -0.002845645457761  2.115051299463984
   15  -0.219305256480559  0.358335185351895  0.036108185056071  0.395945377438560 -0.006048499830843
   16  -0.255567168670707 -0.034862631517214  0.380550485650927  0.041511146901915 -0.234190870018226
   17   0.010691254385578 -0.055642650272592 -0.139016805197307  0.159409578108739 -0.107863137158888
   18   0.132261475844131  0.013170333869479  0.080082741172902  0.123384038852805  0.407990073927598
   19  -0.051058437477156  0.035781139166045  0.094047962465969  0.354382460340297 -0.048285758810132
   20   0.092971655534673  0.072359627877338 -0.101055054586589 -0.024519303678853  0.066567532804934
   21  -0.017273336069853 -0.124424097653703 -0.002366294696927  0.080259453776262 -0.009674123383055
   22  -0.081916251263354 -0.067980769679795 -0.054097904692107 -0.038719173956026 -0.197733104259142
   23  -0.036149168402521  0.027795877507595 -0.037176692450302  0.139875898712298 -0.146077932248853

               15                 16                 17                 18                 19        

    0  -0.008571738601744  0.027997841658843  0.001798040044723  0.024115359338345 -0.033078035229413
    1   0.047151663632784 -0.021591077645993 -0.026889247431635  0.011556318389819  0.016037690327035
    2  -0.043433056369383  0.096637567787763  0.009999794087271  0.079085990233663 -0.081852751648289
    3   0.165346624319219 -0.060487909341960 -0.071946705764721  0.056222041615854  0.079727629418923
    4  -0.089242060939329 -0.163777993640687  0.016388697800937 -0.018059313761337  0.196296194586248
    5   0.055131206875215  0.011095502758139  0.032477024950621 -0.005920135136392 -0.002064777852164
    6  -0.085114505825777 -0.068617156347281 -0.078716075570586 -0.090156512972433  0.157554377562882
    7   0.059142814684156 -0.003910657449869  0.124243867385175 -0.021406929085136  0.046004894995554
    8  -0.040861708124027  0.094548006077788 -0.063196012458768  0.076342131424061 -0.039057081675055
    9   0.369453167829827  0.069760956895160  0.146598471509548  0.013395146786671  0.051516713894476
   10  -0.224487980201458 -0.255870184627555  0.009334747600784  0.131994744586178 -0.053195305618014
   11   0.361483670216232 -0.034331741734459 -0.044474764880063  0.010386649883351  0.036754372095845
   12   0.039124195973256  0.381401085781119 -0.141350837930683  0.079943025048609  0.096963107110949
   13   0.387974480263723  0.036906996454463  0.153350793559639  0.124261183563168  0.361007341413362
   14  -0.002408106041780 -0.230813019889924 -0.108349299109256  0.408392649859649 -0.041390047534754
   15   1.743529688067655  0.024413422143256 -0.555472420496031  0.106815658484286  0.350133828252105
   16   0.022331995453394  2.192316547131760 -0.061401696231144  0.243691511097220 -0.014223096335624
   17  -0.548268582728223 -0.061812138386706  1.926643249540468 -0.080742069363613  0.496387931478760
   18   0.102060749681148  0.242364343754944 -0.080813636539253  2.065004152118321 -0.170543421858701
   19   0.345021441178887 -0.011275285293111  0.504055924480368 -0.173240634099453  1.593569379974111
   20   0.040979689717572 -0.461079545233051 -0.018909698625324  0.322109559531824  0.173548205216203
   21  -0.134617180567917 -0.191229939143826  0.208411437224535 -0.033971002146526 -0.612404505756427
   22   0.041946229406545 -0.005586157246923 -0.101549220014475 -0.468532014647251 -0.017746112773295
   23   0.070774624984939  0.151873655549450  0.171849405726058 -0.099994272159014  0.295200414201468

               20                 21                 22                 23        

    0  -0.020644323613161 -0.012968280169397 -0.005120682252552 -0.014305118276884
    1   0.027083114572371 -0.031791369139774 -0.020275117067010  0.009411573682110
    2  -0.101464863229728 -0.050227909320772 -0.023161422458294 -0.071481767317187
    3   0.080742222816315 -0.113059477820708 -0.079036518422957  0.031322217993122
    4  -0.003823332183100  0.139839085691236  0.011560594243644 -0.042948876639909
    5  -0.102371750839393  0.134283593674798  0.161349524209925 -0.121795937167064
    6   0.057317824244513  0.071846601873084  0.088895777867487  0.066989441074392
    7  -0.093927332448156  0.150158014751230  0.120595551341519 -0.029157993351847
    8  -0.009799395095845 -0.113964402183600 -0.041047456634723 -0.006511530408807
    9  -0.012541821367351 -0.022328561494636 -0.029359561101228  0.090017253280477
   10   0.091274832356537 -0.022343000078860 -0.083095203156399 -0.037153369923706
   11   0.071885196844193 -0.129973139801897 -0.063539291754282  0.020025946950954
   12  -0.102769295777120 -0.000201698224376 -0.051667248137893 -0.044871022873485
   13  -0.023955629436934  0.080402720441688 -0.033485620500860  0.138468094920078
   14   0.066232987725483 -0.002738335751438 -0.201481620068823 -0.144456150883020
   15   0.036564477010038 -0.129740540112176  0.041121641599108  0.076785086850961
   16  -0.461636398322397 -0.194447749191962 -0.006000265423676  0.154831638902462
   17  -0.014659194080655  0.208995918915952 -0.103819400572184  0.174331743421795
   18   0.320331497377834 -0.034464360137333 -0.467653351383425 -0.098949658797655
   19   0.171445590174749 -0.619870790939374 -0.024511447654075  0.292237977757511
   20   2.033603624180799  0.163916758534173  0.246624948703909 -0.018567080697627
   21   0.160116778126001  2.087817108600919  0.014978284944338  0.380435591448091
   22   0.247105482570499  0.019369988425338  2.004521579664013 -0.072827658713117
   23  -0.017660758598699  0.383950093895548 -0.071870276392215  2.087232795077256
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000012022482
Norm of residual vector 0  after precondition    0.0000012022482
                     1   0.2720037310  -2.89e-09    1.20e-06      N
Norm of residual vector af preconditioning    0.0000005592154
Norm of final new C in schmidt_add():    0.999999999999998
Norm of residual vector 1  before precondition    0.0001362925231
Norm of residual vector 1  after precondition    0.0001362925231
                     2   0.3877895376  -1.95e-06    1.36e-04      N
Norm of residual vector af preconditioning    0.0000686783578
Norm of final new C in schmidt_add():    1.000000000000000
alpha

           1           2           3           4           5           6           7           8           9          10

    1  -0.9689447   0.0118779  -0.0267048   0.0089176   0.0132921  -0.0270350  -0.0311956  -0.0665185  -0.0426172  -0.1156347
    2   0.0130578   0.9684699  -0.0498860  -0.0342848  -0.0003709  -0.0461352   0.0017748  -0.0092428  -0.0616590  -0.0192457
    3   0.2412334   0.0028910  -0.0192384   0.0044393   0.0022402  -0.0204353  -0.0753217  -0.1792347  -0.1156465  -0.3721478
    4   0.0012992  -0.2357805   0.0074069   0.0003924   0.0042921  -0.0225874  -0.0126561  -0.0224610  -0.1813860  -0.0701859
    5  -0.0501700   0.0238488   0.3255098  -0.1177480  -0.1112921   0.2493176   0.1807874   0.2981200   0.1004450   0.1767225
    6  -0.0034888   0.0535177   0.0312391   0.2076998   0.0216784   0.4473863  -0.1011733  -0.0182382   0.2791185   0.0327567
    7   0.0147556   0.0023053   0.1308572  -0.0151490   0.0867307  -0.1606173  -0.2416244  -0.5574784  -0.0722218  -0.1757663
    8   0.0006505  -0.0376900  -0.3501014  -0.3556927  -0.0285859  -0.1608228   0.0256666   0.1853142  -0.4325443  -0.0256255
    9  -0.0053884   0.0094411   0.2657086  -0.1383125  -0.2903550   0.1106151   0.2379311   0.2915403  -0.0353441  -0.2113776
   10  -0.0002760   0.0264580   0.3051851   0.5099511   0.0013908   0.2317819  -0.0562328  -0.0699691  -0.1716715  -0.1273787
   11   0.0017281  -0.0014879  -0.0948530   0.1949440   0.3400532  -0.2161894  -0.1724386   0.0752435   0.0996779   0.3271212
   12   0.0002321  -0.0224733  -0.5141655  -0.2053816  -0.0983386   0.2556508   0.0191524  -0.0946106   0.4038791  -0.0363166
   13   0.0009578  -0.0060173  -0.2828356   0.2936027   0.4567451   0.0455897   0.1169553   0.3114998  -0.0059239   0.0456469
   14   0.0000423  -0.0083991  -0.2347936  -0.0697570  -0.0230129   0.3973359  -0.0804881  -0.1480333   0.0979123  -0.1618523
   15  -0.0003053   0.0033696   0.1800213  -0.2274165  -0.1629264  -0.0050388  -0.1849693  -0.2233275   0.0753990   0.4218989
   16  -0.0000275   0.0059974   0.2781831  -0.2338690   0.3223764  -0.3050318   0.0570175   0.1447647   0.3192257  -0.1549951
   17  -0.0000829   0.0013889   0.0836048  -0.1192541  -0.0695111  -0.0463239  -0.4135912   0.0673410   0.1475025   0.2472611
   18  -0.0000048   0.0027240   0.1618926  -0.2475431   0.3315575  -0.0542018   0.1340033  -0.0569373   0.3079317  -0.1776511
   19   0.0000257  -0.0007882  -0.0576820   0.1195041  -0.0578909  -0.0971479   0.4834025  -0.2312561   0.0185068  -0.0133817
   20   0.0000037  -0.0020085  -0.1583536   0.3475850  -0.4746134  -0.3408920  -0.0587359   0.1338524   0.1158727   0.0907810
   21  -0.0000079   0.0004495   0.0383320  -0.0991048   0.0869348   0.1516248  -0.3890557   0.2475894  -0.1425094  -0.0475607
   22   0.0000009  -0.0007614  -0.0622578   0.1762594  -0.2598268  -0.2667270  -0.0938634   0.1360051   0.3170995  -0.1721751
   23   0.0000022  -0.0001279  -0.0129548   0.0372885  -0.0200415  -0.0590513   0.3651963  -0.2554651   0.1211526   0.3182070
   24  -0.0000000   0.0002243   0.0247197  -0.0724742   0.1026254   0.1510304   0.1550697  -0.1000681  -0.2844767   0.3810101

          11          12          13          14          15          16          17          18          19          20

    1  -0.0845800   0.0920221  -0.0245114  -0.0692784   0.0879329   0.0810389  -0.0469289  -0.0030899   0.0555513  -0.0609045
    2   0.1571278  -0.0245057   0.0069569  -0.0941854   0.0869698  -0.0173422   0.0875385   0.0555260   0.0031403  -0.0497694
    3  -0.3280355   0.3943358  -0.0827411  -0.3100346   0.3078549   0.2108598  -0.1832312  -0.0225625   0.1879436  -0.2233165
    4   0.5411017  -0.1371782  -0.0333046  -0.3917724   0.3818246  -0.0670195   0.2832513   0.1645396   0.0154772  -0.1787464
    5  -0.1221290   0.4237387   0.0126526  -0.4389373  -0.0080556  -0.4056961  -0.0520971  -0.0518862  -0.0669141   0.0536382
    6  -0.0162807  -0.4488801  -0.3155997  -0.2156518   0.3580019   0.0016376  -0.1971468  -0.1536374  -0.0533910   0.0603288
    7  -0.0360836   0.0493662  -0.0853676  -0.2184363  -0.1378588  -0.2356764   0.1505667  -0.0359695   0.0634399   0.5199247
    8   0.1650635  -0.0830487  -0.1403202  -0.0781977   0.0853774  -0.1297433  -0.5627880  -0.0314187  -0.0443890   0.2415455
    9   0.1268916  -0.1113886  -0.1500079  -0.0616339  -0.2247226   0.2365800   0.1076144   0.0025694   0.3869666   0.3518308
   10   0.1429360   0.0820403   0.0307869   0.2232977  -0.0287240  -0.0666929  -0.4796250   0.2687077   0.0462591   0.1233477
   11   0.0429816  -0.0416523  -0.2607409  -0.2986516  -0.3658862   0.0227636  -0.1249966  -0.0617272   0.3008231   0.0235948
   12  -0.1478936   0.0736146  -0.0688578   0.1011100   0.0104634  -0.1951895  -0.0687675   0.3462066   0.1904798   0.0909678
   13   0.0518334   0.2177594   0.2924406  -0.0478124   0.1893901  -0.0416079   0.1248406  -0.0453152  -0.0449396   0.3143875
   14   0.2215328   0.0584401   0.1359619  -0.2362535  -0.2808408   0.3321661  -0.0010827  -0.3149384  -0.1748126   0.0797724
   15   0.0315998  -0.0309235   0.4236437   0.0271459   0.2433831   0.0063391  -0.1733142  -0.1233396  -0.0934343   0.2321623
   16  -0.2059747  -0.1916711  -0.0449854  -0.1463300   0.0460714   0.2544564  -0.2123097   0.0199355  -0.3078784   0.0243244
   17   0.2273206   0.2647014  -0.3617437   0.0401098  -0.0304540  -0.0434776  -0.0007694   0.1762963  -0.0339478  -0.2022850
   18   0.2286631   0.0402830  -0.0126937   0.2647062   0.2727895  -0.1693685   0.0047849  -0.1136236   0.4222378   0.0934573
   19   0.0134301   0.0656237  -0.4535415   0.0920828   0.0067014  -0.2231612   0.0826379  -0.1106046  -0.4302150   0.0747923
   20  -0.1645364  -0.0453366  -0.0488577  -0.0101577   0.2482750  -0.0266452   0.0203854  -0.3880794   0.2427553   0.1022926
   21  -0.0336380   0.2604562  -0.3321479   0.3132089   0.2030635   0.2060619   0.2199186  -0.1641754  -0.1848630   0.2805135
   22   0.1271391   0.0655226   0.0824409  -0.1381942   0.0527429   0.1678598   0.0547589   0.4897699  -0.2299005   0.2946771
   23   0.2874535   0.3715587  -0.0960390   0.0370514   0.1019018   0.4644718  -0.1708417  -0.0536006   0.0783247   0.0459556
   24  -0.3707440  -0.1522248  -0.1323776  -0.1075317   0.1917854   0.2527084   0.2342150   0.3892135   0.1290147   0.1895773

          21          22          23          24

    1  -0.0399853   0.0393602   0.0425025   0.0754425
    2   0.0498448  -0.0253252  -0.0918714   0.0539859
    3  -0.1379735   0.1381586   0.1287424   0.2358677
    4   0.1694377  -0.0702977  -0.2863948   0.1829423
    5   0.0252160   0.0342867  -0.1724582  -0.1990060
    6   0.0791789   0.1444277   0.2977329  -0.1347933
    7   0.2179250  -0.1502677   0.1190663  -0.1573864
    8  -0.0720682  -0.0122152   0.0531947  -0.1581478
    9   0.0527063  -0.0356056   0.2230037   0.3540057
   10  -0.0368345  -0.1952739  -0.2796089   0.1109861
   11  -0.0877851   0.3255092  -0.2294188   0.2143847
   12   0.2748003  -0.1001596  -0.2207421   0.2357299
   13   0.0113354  -0.2179809   0.3296251   0.1914264
   14  -0.3710321  -0.2358069  -0.2401694  -0.0597259
   15  -0.1225622   0.1727770   0.0064997   0.4630455
   16   0.1749507  -0.3610365  -0.2054227   0.1170587
   17  -0.2202418  -0.4430492   0.3652850   0.0799032
   18  -0.4116670   0.0508342  -0.1193678  -0.1904644
   19  -0.2654192   0.0595443  -0.0258529   0.3480155
   20  -0.0530726  -0.3394697  -0.2372137  -0.0677118
   21   0.1734871   0.2221133  -0.2998089   0.0249615
   22  -0.2587077   0.3229451   0.0313681  -0.2085101
   23   0.3596704   0.0197902   0.0545155  -0.2347492
   24  -0.3164986  -0.1965356  -0.1394809  -0.1402806
alpha_old

           1           2           3           4           5           6           7           8           9          10

    1  -0.9689447   0.0118801   0.0267273  -0.0142455   0.0091997  -0.0295941  -0.0542822  -0.0717216  -0.0308790   0.1856667
    2   0.0130579   0.9684754   0.0459271   0.0349385   0.0258593  -0.0387304  -0.0054923  -0.0153148  -0.0844261  -0.0835794
    3   0.2412334   0.0028905   0.0194493  -0.0058401  -0.0009712  -0.0284510  -0.1356254  -0.2091844  -0.0832172   0.6786676
    4   0.0012991  -0.2357748  -0.0069509  -0.0016871   0.0068814  -0.0207310  -0.0256307  -0.0384399  -0.2557437  -0.2987687
    5  -0.0501698   0.0237768  -0.3218183   0.1572814  -0.0717915   0.2542637   0.2886836   0.2355050   0.0535503   0.1520716
    6  -0.0034886   0.0534852  -0.0304854  -0.2120673  -0.1257785   0.4357891  -0.0932003   0.0698758   0.2931061  -0.1675213
    7   0.0147557   0.0022853  -0.1293070  -0.0213659   0.1095917  -0.1465574  -0.4721773  -0.4231078  -0.0048262   0.0824826
    8   0.0006507  -0.0377094   0.3609047   0.3347451   0.1224011  -0.1654946   0.1252107   0.0607911  -0.4678587  -0.0920099
    9  -0.0053883   0.0094371  -0.2705960   0.2620583  -0.2033189   0.0957252   0.3696572   0.0668382  -0.0845694   0.0409580
   10  -0.0002760   0.0264973  -0.3198246  -0.4682177  -0.2294239   0.1969792  -0.0756078  -0.0878079  -0.2240565   0.0337223
   11   0.0017280  -0.0014895   0.0978831  -0.3317643   0.2446685  -0.1945043  -0.1436005   0.2701994   0.0942267  -0.1850164
   12   0.0002321  -0.0224437   0.5195923   0.2230154  -0.0423652   0.2774387  -0.0332221  -0.0332133   0.4101796   0.1307198
   13   0.0009577  -0.0060350   0.2905760  -0.4839702   0.2658021   0.0720761   0.2564195   0.2202143  -0.0765939   0.0576159
   14   0.0000424  -0.0084133   0.2405573   0.0634062  -0.0398553   0.4224257  -0.1392747  -0.1027478   0.0027550  -0.0082362
   15  -0.0003053   0.0033372  -0.1780668   0.2857546  -0.0453720  -0.0059165  -0.3283537   0.0665586   0.1019611  -0.3104220
   16  -0.0000274   0.0058849  -0.2629348   0.0757706   0.4394031  -0.2254069   0.1461537   0.0787162   0.3414048   0.1582722
   17  -0.0000827   0.0013866  -0.0838198   0.1427274   0.0086711  -0.0235890  -0.3652097   0.4028952   0.0342192   0.0010975
   18  -0.0000048   0.0026095  -0.1441550   0.0801933   0.4255860   0.0485754   0.0975840  -0.1102659   0.2360876  -0.0260560
   19   0.0000250  -0.0007104   0.0479696  -0.0738753  -0.0917183  -0.1109908   0.2836403  -0.4037137   0.1062113  -0.0477991
   20   0.0000033  -0.0017439   0.1212558  -0.0894298  -0.5168723  -0.4218846   0.0137413   0.1811781   0.1813656   0.0664008
   21  -0.0000073   0.0003644  -0.0273711   0.0413625   0.0974069   0.1617613  -0.2129806   0.3893941  -0.2580529   0.3725242
   22   0.0000007  -0.0005885   0.0388483  -0.0316266  -0.2489407  -0.2762552   0.0017641   0.1686340   0.2773341   0.1309599

          11          12          13          14          15          16          17          18          19          20

    1  -0.0474874  -0.0639319   0.0126860   0.0077667   0.0617861  -0.0176547   0.0352524   0.0335247   0.0927543  -0.0606666
    2  -0.1158216  -0.1137017   0.0050863   0.0871697  -0.0473490   0.0339947  -0.0073084  -0.0827686   0.0373474   0.0454078
    3  -0.1011865  -0.2737034  -0.0278459   0.0821153   0.2314995  -0.0792658   0.1267916   0.1162034   0.3237136  -0.1997491
    4  -0.4751802  -0.4150899  -0.0082488   0.3407144  -0.0742298   0.1259969  -0.0174472  -0.2819052   0.1362267   0.1340026
    5   0.3241780  -0.3373810  -0.4347664   0.3140068   0.0344295  -0.0693672  -0.0061906  -0.0062931  -0.1176244   0.0478194
    6  -0.3970009   0.0375267  -0.0757045   0.0707647   0.5656530  -0.0049835  -0.0258989  -0.0196110  -0.0881737  -0.1803770
    7  -0.0290280  -0.1030458  -0.2569350   0.0241519  -0.0801842   0.0699907   0.1409312  -0.1165066  -0.6001338   0.1266622
    8  -0.1276092   0.0359928  -0.1031424   0.0455808   0.3070979  -0.4431494  -0.0151865   0.2465329  -0.2266208   0.0085214
    9  -0.3079779   0.0282862  -0.0714905  -0.3122594  -0.1653653   0.0635981   0.3654046   0.0259160  -0.2732548  -0.0932085
   10  -0.0256536   0.1256959   0.1269076   0.0157795  -0.0882135  -0.5857093   0.0074493   0.1305507  -0.0849955   0.2261138
   11   0.0153196   0.0021443  -0.5033310  -0.2273033   0.0144556  -0.0786504   0.2870610   0.1179765   0.0548263  -0.2980684
   12   0.0279689   0.1087451  -0.0205620   0.1241754  -0.1155097  -0.3095954   0.1532256  -0.3196404  -0.1348693   0.1338553
   13   0.1495403  -0.2723004   0.1957434   0.1947549  -0.0904767   0.1039003  -0.0189975   0.0687110  -0.3044002   0.0956474
   14  -0.1089119  -0.2839077  -0.0532232  -0.3401476  -0.1752994   0.1971214  -0.1450470   0.5647232   0.0132107   0.2531127
   15   0.3467555  -0.2214930   0.2985809   0.1485501   0.1768223  -0.0434886  -0.0847574   0.2607321  -0.1552794  -0.2327728
   16  -0.1986757  -0.0709083   0.0638148  -0.2665827   0.2649482  -0.0964761  -0.3207479  -0.0167884  -0.0740076   0.4052312
   17  -0.1279536   0.1782956  -0.2912271   0.2316029  -0.2697577  -0.1301084  -0.0860582   0.1135872   0.2668125   0.3046974
   18  -0.1963868   0.1040954   0.2254303   0.3778674  -0.2008386  -0.0459759   0.4449756   0.3890412   0.0298203  -0.0639834
   19  -0.0415736   0.3480123  -0.3921501   0.3450000  -0.0453839   0.1268572  -0.3938609   0.2731452  -0.0387624  -0.0983014
   20  -0.0221283   0.0131067   0.0632531   0.1400679   0.2378561   0.2227656   0.3161280   0.2323842  -0.0974360   0.3791526
   21  -0.1762468   0.3634856   0.0712541   0.1279614   0.0095704   0.3278691  -0.1630318  -0.0051858  -0.3015990  -0.1449466
   22  -0.2996427  -0.2744523   0.1404227  -0.0140265  -0.3899495  -0.2607949  -0.3217909   0.0753811  -0.1843332  -0.3948566

          21          22

    1   0.0342355   0.0764882
    2  -0.0841949   0.0613622
    3   0.0987096   0.2344459
    4  -0.2651063   0.2054234
    5  -0.1825449  -0.2214103
    6   0.2432903  -0.1486294
    7   0.1463756  -0.1347226
    8   0.0530118  -0.1589887
    9   0.2363019   0.3944737
   10  -0.2182154   0.1465271
   11  -0.2926055   0.2052340
   12  -0.1951602   0.2762273
   13   0.3789144   0.2105468
   14  -0.1584757  -0.0509117
   15  -0.0224536   0.4558595
   16  -0.1224949   0.1728645
   17   0.4766746   0.0994822
   18  -0.1008059  -0.2166706
   19  -0.0195718   0.2992849
   20  -0.1444441  -0.0333240
   21  -0.3532360   0.0569769
   22  -0.0141475  -0.2186195
alpha_tot

           1           2           3           4           5           6           7           8           9          10

    1  -0.9689447   0.0118779  -0.9689447   0.0118801  -0.0267048   0.0089176   0.0132921  -0.0270350  -0.0311956  -0.0665185
    2   0.0130578   0.9684699   0.0130579   0.9684754  -0.0498860  -0.0342848  -0.0003709  -0.0461352   0.0017748  -0.0092428
    3   0.2412334   0.0028910   0.2412334   0.0028905  -0.0192384   0.0044393   0.0022402  -0.0204353  -0.0753217  -0.1792347
    4   0.0012992  -0.2357805   0.0012991  -0.2357748   0.0074069   0.0003924   0.0042921  -0.0225874  -0.0126561  -0.0224610
    5  -0.0501700   0.0238488  -0.0501698   0.0237768   0.3255098  -0.1177480  -0.1112921   0.2493176   0.1807874   0.2981200
    6  -0.0034888   0.0535177  -0.0034886   0.0534852   0.0312391   0.2076998   0.0216784   0.4473863  -0.1011733  -0.0182382
    7   0.0147556   0.0023053   0.0147557   0.0022853   0.1308572  -0.0151490   0.0867307  -0.1606173  -0.2416244  -0.5574784
    8   0.0006505  -0.0376900   0.0006507  -0.0377094  -0.3501014  -0.3556927  -0.0285859  -0.1608228   0.0256666   0.1853142
    9  -0.0053884   0.0094411  -0.0053883   0.0094371   0.2657086  -0.1383125  -0.2903550   0.1106151   0.2379311   0.2915403
   10  -0.0002760   0.0264580  -0.0002760   0.0264973   0.3051851   0.5099511   0.0013908   0.2317819  -0.0562328  -0.0699691
   11   0.0017281  -0.0014879   0.0017280  -0.0014895  -0.0948530   0.1949440   0.3400532  -0.2161894  -0.1724386   0.0752435
   12   0.0002321  -0.0224733   0.0002321  -0.0224437  -0.5141655  -0.2053816  -0.0983386   0.2556508   0.0191524  -0.0946106
   13   0.0009578  -0.0060173   0.0009577  -0.0060350  -0.2828356   0.2936027   0.4567451   0.0455897   0.1169553   0.3114998
   14   0.0000423  -0.0083991   0.0000424  -0.0084133  -0.2347936  -0.0697570  -0.0230129   0.3973359  -0.0804881  -0.1480333
   15  -0.0003053   0.0033696  -0.0003053   0.0033372   0.1800213  -0.2274165  -0.1629264  -0.0050388  -0.1849693  -0.2233275
   16  -0.0000275   0.0059974  -0.0000274   0.0058849   0.2781831  -0.2338690   0.3223764  -0.3050318   0.0570175   0.1447647
   17  -0.0000829   0.0013889  -0.0000827   0.0013866   0.0836048  -0.1192541  -0.0695111  -0.0463239  -0.4135912   0.0673410
   18  -0.0000048   0.0027240  -0.0000048   0.0026095   0.1618926  -0.2475431   0.3315575  -0.0542018   0.1340033  -0.0569373
   19   0.0000257  -0.0007882   0.0000250  -0.0007104  -0.0576820   0.1195041  -0.0578909  -0.0971479   0.4834025  -0.2312561
   20   0.0000037  -0.0020085   0.0000033  -0.0017439  -0.1583536   0.3475850  -0.4746134  -0.3408920  -0.0587359   0.1338524
   21  -0.0000079   0.0004495  -0.0000073   0.0003644   0.0383320  -0.0991048   0.0869348   0.1516248  -0.3890557   0.2475894
   22   0.0000009  -0.0007614   0.0000007  -0.0005885  -0.0622578   0.1762594  -0.2598268  -0.2667270  -0.0938634   0.1360051
   23   0.0000022  -0.0001279   0.0000000   0.0000000  -0.0129548   0.0372885  -0.0200415  -0.0590513   0.3651963  -0.2554651
   24  -0.0000000   0.0002243   0.0000000   0.0000000   0.0247197  -0.0724742   0.1026254   0.1510304   0.1550697  -0.1000681

          11          12          13          14          15          16          17          18          19          20

    1  -0.0426172  -0.1156347  -0.0845800   0.0920221  -0.0245114  -0.0692784   0.0879329   0.0810389  -0.0469289  -0.0030899
    2  -0.0616590  -0.0192457   0.1571278  -0.0245057   0.0069569  -0.0941854   0.0869698  -0.0173422   0.0875385   0.0555260
    3  -0.1156465  -0.3721478  -0.3280355   0.3943358  -0.0827411  -0.3100346   0.3078549   0.2108598  -0.1832312  -0.0225625
    4  -0.1813860  -0.0701859   0.5411017  -0.1371782  -0.0333046  -0.3917724   0.3818246  -0.0670195   0.2832513   0.1645396
    5   0.1004450   0.1767225  -0.1221290   0.4237387   0.0126526  -0.4389373  -0.0080556  -0.4056961  -0.0520971  -0.0518862
    6   0.2791185   0.0327567  -0.0162807  -0.4488801  -0.3155997  -0.2156518   0.3580019   0.0016376  -0.1971468  -0.1536374
    7  -0.0722218  -0.1757663  -0.0360836   0.0493662  -0.0853676  -0.2184363  -0.1378588  -0.2356764   0.1505667  -0.0359695
    8  -0.4325443  -0.0256255   0.1650635  -0.0830487  -0.1403202  -0.0781977   0.0853774  -0.1297433  -0.5627880  -0.0314187
    9  -0.0353441  -0.2113776   0.1268916  -0.1113886  -0.1500079  -0.0616339  -0.2247226   0.2365800   0.1076144   0.0025694
   10  -0.1716715  -0.1273787   0.1429360   0.0820403   0.0307869   0.2232977  -0.0287240  -0.0666929  -0.4796250   0.2687077
   11   0.0996779   0.3271212   0.0429816  -0.0416523  -0.2607409  -0.2986516  -0.3658862   0.0227636  -0.1249966  -0.0617272
   12   0.4038791  -0.0363166  -0.1478936   0.0736146  -0.0688578   0.1011100   0.0104634  -0.1951895  -0.0687675   0.3462066
   13  -0.0059239   0.0456469   0.0518334   0.2177594   0.2924406  -0.0478124   0.1893901  -0.0416079   0.1248406  -0.0453152
   14   0.0979123  -0.1618523   0.2215328   0.0584401   0.1359619  -0.2362535  -0.2808408   0.3321661  -0.0010827  -0.3149384
   15   0.0753990   0.4218989   0.0315998  -0.0309235   0.4236437   0.0271459   0.2433831   0.0063391  -0.1733142  -0.1233396
   16   0.3192257  -0.1549951  -0.2059747  -0.1916711  -0.0449854  -0.1463300   0.0460714   0.2544564  -0.2123097   0.0199355
   17   0.1475025   0.2472611   0.2273206   0.2647014  -0.3617437   0.0401098  -0.0304540  -0.0434776  -0.0007694   0.1762963
   18   0.3079317  -0.1776511   0.2286631   0.0402830  -0.0126937   0.2647062   0.2727895  -0.1693685   0.0047849  -0.1136236
   19   0.0185068  -0.0133817   0.0134301   0.0656237  -0.4535415   0.0920828   0.0067014  -0.2231612   0.0826379  -0.1106046
   20   0.1158727   0.0907810  -0.1645364  -0.0453366  -0.0488577  -0.0101577   0.2482750  -0.0266452   0.0203854  -0.3880794
   21  -0.1425094  -0.0475607  -0.0336380   0.2604562  -0.3321479   0.3132089   0.2030635   0.2060619   0.2199186  -0.1641754
   22   0.3170995  -0.1721751   0.1271391   0.0655226   0.0824409  -0.1381942   0.0527429   0.1678598   0.0547589   0.4897699
   23   0.1211526   0.3182070   0.2874535   0.3715587  -0.0960390   0.0370514   0.1019018   0.4644718  -0.1708417  -0.0536006
   24  -0.2844767   0.3810101  -0.3707440  -0.1522248  -0.1323776  -0.1075317   0.1917854   0.2527084   0.2342150   0.3892135

          21          22          23          24          25          26          27          28          29          30

    1   0.0555513  -0.0609045  -0.0399853   0.0393602   0.0425025   0.0754425   0.0267273  -0.0142455   0.0091997  -0.0295941
    2   0.0031403  -0.0497694   0.0498448  -0.0253252  -0.0918714   0.0539859   0.0459271   0.0349385   0.0258593  -0.0387304
    3   0.1879436  -0.2233165  -0.1379735   0.1381586   0.1287424   0.2358677   0.0194493  -0.0058401  -0.0009712  -0.0284510
    4   0.0154772  -0.1787464   0.1694377  -0.0702977  -0.2863948   0.1829423  -0.0069509  -0.0016871   0.0068814  -0.0207310
    5  -0.0669141   0.0536382   0.0252160   0.0342867  -0.1724582  -0.1990060  -0.3218183   0.1572814  -0.0717915   0.2542637
    6  -0.0533910   0.0603288   0.0791789   0.1444277   0.2977329  -0.1347933  -0.0304854  -0.2120673  -0.1257785   0.4357891
    7   0.0634399   0.5199247   0.2179250  -0.1502677   0.1190663  -0.1573864  -0.1293070  -0.0213659   0.1095917  -0.1465574
    8  -0.0443890   0.2415455  -0.0720682  -0.0122152   0.0531947  -0.1581478   0.3609047   0.3347451   0.1224011  -0.1654946
    9   0.3869666   0.3518308   0.0527063  -0.0356056   0.2230037   0.3540057  -0.2705960   0.2620583  -0.2033189   0.0957252
   10   0.0462591   0.1233477  -0.0368345  -0.1952739  -0.2796089   0.1109861  -0.3198246  -0.4682177  -0.2294239   0.1969792
   11   0.3008231   0.0235948  -0.0877851   0.3255092  -0.2294188   0.2143847   0.0978831  -0.3317643   0.2446685  -0.1945043
   12   0.1904798   0.0909678   0.2748003  -0.1001596  -0.2207421   0.2357299   0.5195923   0.2230154  -0.0423652   0.2774387
   13  -0.0449396   0.3143875   0.0113354  -0.2179809   0.3296251   0.1914264   0.2905760  -0.4839702   0.2658021   0.0720761
   14  -0.1748126   0.0797724  -0.3710321  -0.2358069  -0.2401694  -0.0597259   0.2405573   0.0634062  -0.0398553   0.4224257
   15  -0.0934343   0.2321623  -0.1225622   0.1727770   0.0064997   0.4630455  -0.1780668   0.2857546  -0.0453720  -0.0059165
   16  -0.3078784   0.0243244   0.1749507  -0.3610365  -0.2054227   0.1170587  -0.2629348   0.0757706   0.4394031  -0.2254069
   17  -0.0339478  -0.2022850  -0.2202418  -0.4430492   0.3652850   0.0799032  -0.0838198   0.1427274   0.0086711  -0.0235890
   18   0.4222378   0.0934573  -0.4116670   0.0508342  -0.1193678  -0.1904644  -0.1441550   0.0801933   0.4255860   0.0485754
   19  -0.4302150   0.0747923  -0.2654192   0.0595443  -0.0258529   0.3480155   0.0479696  -0.0738753  -0.0917183  -0.1109908
   20   0.2427553   0.1022926  -0.0530726  -0.3394697  -0.2372137  -0.0677118   0.1212558  -0.0894298  -0.5168723  -0.4218846
   21  -0.1848630   0.2805135   0.1734871   0.2221133  -0.2998089   0.0249615  -0.0273711   0.0413625   0.0974069   0.1617613
   22  -0.2299005   0.2946771  -0.2587077   0.3229451   0.0313681  -0.2085101   0.0388483  -0.0316266  -0.2489407  -0.2762552
   23   0.0783247   0.0459556   0.3596704   0.0197902   0.0545155  -0.2347492   0.0000000   0.0000000   0.0000000   0.0000000
   24   0.1290147   0.1895773  -0.3164986  -0.1965356  -0.1394809  -0.1402806   0.0000000   0.0000000   0.0000000   0.0000000

          31          32          33          34          35          36          37          38          39          40

    1  -0.0542822  -0.0717216  -0.0308790   0.1856667  -0.0474874  -0.0639319   0.0126860   0.0077667   0.0617861  -0.0176547
    2  -0.0054923  -0.0153148  -0.0844261  -0.0835794  -0.1158216  -0.1137017   0.0050863   0.0871697  -0.0473490   0.0339947
    3  -0.1356254  -0.2091844  -0.0832172   0.6786676  -0.1011865  -0.2737034  -0.0278459   0.0821153   0.2314995  -0.0792658
    4  -0.0256307  -0.0384399  -0.2557437  -0.2987687  -0.4751802  -0.4150899  -0.0082488   0.3407144  -0.0742298   0.1259969
    5   0.2886836   0.2355050   0.0535503   0.1520716   0.3241780  -0.3373810  -0.4347664   0.3140068   0.0344295  -0.0693672
    6  -0.0932003   0.0698758   0.2931061  -0.1675213  -0.3970009   0.0375267  -0.0757045   0.0707647   0.5656530  -0.0049835
    7  -0.4721773  -0.4231078  -0.0048262   0.0824826  -0.0290280  -0.1030458  -0.2569350   0.0241519  -0.0801842   0.0699907
    8   0.1252107   0.0607911  -0.4678587  -0.0920099  -0.1276092   0.0359928  -0.1031424   0.0455808   0.3070979  -0.4431494
    9   0.3696572   0.0668382  -0.0845694   0.0409580  -0.3079779   0.0282862  -0.0714905  -0.3122594  -0.1653653   0.0635981
   10  -0.0756078  -0.0878079  -0.2240565   0.0337223  -0.0256536   0.1256959   0.1269076   0.0157795  -0.0882135  -0.5857093
   11  -0.1436005   0.2701994   0.0942267  -0.1850164   0.0153196   0.0021443  -0.5033310  -0.2273033   0.0144556  -0.0786504
   12  -0.0332221  -0.0332133   0.4101796   0.1307198   0.0279689   0.1087451  -0.0205620   0.1241754  -0.1155097  -0.3095954
   13   0.2564195   0.2202143  -0.0765939   0.0576159   0.1495403  -0.2723004   0.1957434   0.1947549  -0.0904767   0.1039003
   14  -0.1392747  -0.1027478   0.0027550  -0.0082362  -0.1089119  -0.2839077  -0.0532232  -0.3401476  -0.1752994   0.1971214
   15  -0.3283537   0.0665586   0.1019611  -0.3104220   0.3467555  -0.2214930   0.2985809   0.1485501   0.1768223  -0.0434886
   16   0.1461537   0.0787162   0.3414048   0.1582722  -0.1986757  -0.0709083   0.0638148  -0.2665827   0.2649482  -0.0964761
   17  -0.3652097   0.4028952   0.0342192   0.0010975  -0.1279536   0.1782956  -0.2912271   0.2316029  -0.2697577  -0.1301084
   18   0.0975840  -0.1102659   0.2360876  -0.0260560  -0.1963868   0.1040954   0.2254303   0.3778674  -0.2008386  -0.0459759
   19   0.2836403  -0.4037137   0.1062113  -0.0477991  -0.0415736   0.3480123  -0.3921501   0.3450000  -0.0453839   0.1268572
   20   0.0137413   0.1811781   0.1813656   0.0664008  -0.0221283   0.0131067   0.0632531   0.1400679   0.2378561   0.2227656
   21  -0.2129806   0.3893941  -0.2580529   0.3725242  -0.1762468   0.3634856   0.0712541   0.1279614   0.0095704   0.3278691
   22   0.0017641   0.1686340   0.2773341   0.1309599  -0.2996427  -0.2744523   0.1404227  -0.0140265  -0.3899495  -0.2607949
   23   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000
   24   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000

          41          42          43          44          45          46

    1   0.0352524   0.0335247   0.0927543  -0.0606666   0.0342355   0.0764882
    2  -0.0073084  -0.0827686   0.0373474   0.0454078  -0.0841949   0.0613622
    3   0.1267916   0.1162034   0.3237136  -0.1997491   0.0987096   0.2344459
    4  -0.0174472  -0.2819052   0.1362267   0.1340026  -0.2651063   0.2054234
    5  -0.0061906  -0.0062931  -0.1176244   0.0478194  -0.1825449  -0.2214103
    6  -0.0258989  -0.0196110  -0.0881737  -0.1803770   0.2432903  -0.1486294
    7   0.1409312  -0.1165066  -0.6001338   0.1266622   0.1463756  -0.1347226
    8  -0.0151865   0.2465329  -0.2266208   0.0085214   0.0530118  -0.1589887
    9   0.3654046   0.0259160  -0.2732548  -0.0932085   0.2363019   0.3944737
   10   0.0074493   0.1305507  -0.0849955   0.2261138  -0.2182154   0.1465271
   11   0.2870610   0.1179765   0.0548263  -0.2980684  -0.2926055   0.2052340
   12   0.1532256  -0.3196404  -0.1348693   0.1338553  -0.1951602   0.2762273
   13  -0.0189975   0.0687110  -0.3044002   0.0956474   0.3789144   0.2105468
   14  -0.1450470   0.5647232   0.0132107   0.2531127  -0.1584757  -0.0509117
   15  -0.0847574   0.2607321  -0.1552794  -0.2327728  -0.0224536   0.4558595
   16  -0.3207479  -0.0167884  -0.0740076   0.4052312  -0.1224949   0.1728645
   17  -0.0860582   0.1135872   0.2668125   0.3046974   0.4766746   0.0994822
   18   0.4449756   0.3890412   0.0298203  -0.0639834  -0.1008059  -0.2166706
   19  -0.3938609   0.2731452  -0.0387624  -0.0983014  -0.0195718   0.2992849
   20   0.3161280   0.2323842  -0.0974360   0.3791526  -0.1444441  -0.0333240
   21  -0.1630318  -0.0051858  -0.3015990  -0.1449466  -0.3532360   0.0569769
   22  -0.3217909   0.0753811  -0.1843332  -0.3948566  -0.0141475  -0.2186195
   23   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000
   24   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000
Iter=13   L=4   The G Matrix

                0                  1                  2                  3        

    0   0.272003731028499  0.000009381436925  0.001182197463207  0.001062949412234
    1   0.000000000000000  0.387789537552249 -0.005965195104581  0.001135126582563
    2   0.000000000005273  0.000000000000000  1.427244226208136  0.241143163712140
    3   0.000000000003129 -0.000000000000067  0.245563109330337  0.814415025321735
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000012022508
Norm of residual vector 0  after precondition    0.0000012022508
                     1   0.2720037310  -8.94e-15    1.20e-06      N
Norm of residual vector af preconditioning    0.0000005592161
Norm of final new C in schmidt_add():    1.000000000000004
Norm of residual vector 1  before precondition    0.0001362925231
Norm of residual vector 1  after precondition    0.0001362925231
                     2   0.3877895376  -6.66e-16    1.36e-04      N
Norm of residual vector af preconditioning    0.0000686783578
Norm of final new C in schmidt_add():    1.000000000000000
Iter=14   L=6   resetting norm
SigmaSS, D(norm sigma)=   0.6231958067
FSD    , D(norm sigma)=  -0.0006316540
WamefSD, D(norm sigma)=   0.0029807361
WmnieSD, D(norm sigma)=  -0.0214844790
WmaijDS, D(norm sigma)=   0.0548867127
WabejDS, D(norm sigma)=   0.0011876059
WnmjeDS, D(norm sigma)=   0.0001159997
WbmfeDS, D(norm sigma)=  -0.0003215483
FDD_Fbe, D(norm sigma)=   0.6608090450
FDD_Fmj, D(norm sigma)=   1.0695975710
WmnijDD, D(norm sigma)=   0.5206613789
WabefDD, D(norm sigma)=   0.1938337175
WmbejDD, D(norm sigma)=  -0.8387353287
WmnefDD XAF, D(norm sigma)=   0.0023947485
WmnefDD XLI, D(norm sigma)=   0.0000348291
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.6589149099
FSD    , D(norm sigma)=  -0.0002942396
WamefSD, D(norm sigma)=  -0.0078435396
WmnieSD, D(norm sigma)=  -0.0080884022
WmaijDS, D(norm sigma)=   0.0532958338
WabejDS, D(norm sigma)=   0.0037104610
WnmjeDS, D(norm sigma)=   0.0000117343
WbmfeDS, D(norm sigma)=  -0.0007164830
FDD_Fbe, D(norm sigma)=   0.6757283519
FDD_Fmj, D(norm sigma)=   1.1100527375
WmnijDD, D(norm sigma)=   0.5111142817
WabefDD, D(norm sigma)=   0.1976179043
WmbejDD, D(norm sigma)=  -0.8750099158
WmnefDD XAF, D(norm sigma)=   0.0016342882
WmnefDD XLI, D(norm sigma)=   0.0000900064
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.272003731028499  0.000009381436925  0.001182197463207  0.001062949412234  0.002030966105685
    1   0.000000000000000  0.387789537552249 -0.005965195104581  0.001135126582563  0.003959742711589
    2   0.000000000005273  0.000000000000000  1.427244226208136  0.241143163712140 -0.571526711518330
    3   0.000000000003129 -0.000000000000067  0.245563109330337  0.814415025321735 -0.146546258282097
    4   0.000000931486168 -0.000062329975571 -0.570630941463535 -0.141136142887278  1.769721763231381
    5   0.000000020617378  0.000084389764038 -0.074474367918726 -0.269337542430938  0.023385752085201

                5        

    0  -0.005966435780847
    1  -0.002223031122330
    2  -0.078552526249769
    3  -0.273766152973114
    4   0.020919612760543
    5   1.751689059602244
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000004155042
Norm of residual vector 0  after precondition    0.0000004155042
                     1   0.2720037292  -1.87e-09    4.16e-07      Y
Norm of residual vector 1  before precondition    0.0000447227249
Norm of residual vector 1  after precondition    0.0000447227249
                     2   0.3877896459   1.08e-07    4.47e-05      N
Norm of residual vector af preconditioning    0.0000236445825
Norm of final new C in schmidt_add():    1.000000000000007
Iter=15   L=7   resetting norm
SigmaSS, D(norm sigma)=   0.5127395950
FSD    , D(norm sigma)=  -0.0012256376
WamefSD, D(norm sigma)=  -0.0086653910
WmnieSD, D(norm sigma)=  -0.0389696167
WmaijDS, D(norm sigma)=   0.0752820627
WabejDS, D(norm sigma)=   0.0065072725
WnmjeDS, D(norm sigma)=  -0.0000360636
WbmfeDS, D(norm sigma)=  -0.0015745630
FDD_Fbe, D(norm sigma)=   0.6485391124
FDD_Fmj, D(norm sigma)=   1.0559592101
WmnijDD, D(norm sigma)=   0.5024621624
WabefDD, D(norm sigma)=   0.1842733256
WmbejDD, D(norm sigma)=  -0.9028723011
WmnefDD XAF, D(norm sigma)=   0.0033655247
WmnefDD XLI, D(norm sigma)=   0.0000824588
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.272003731028499  0.000009381436925  0.001182197463207  0.001062949412234  0.002030966105685
    1   0.000000000000000  0.387789537552249 -0.005965195104581  0.001135126582563  0.003959742711589
    2   0.000000000005273  0.000000000000000  1.427244226208136  0.241143163712140 -0.571526711518330
    3   0.000000000003129 -0.000000000000067  0.245563109330337  0.814415025321735 -0.146546258282097
    4   0.000000931486168 -0.000062329975571 -0.570630941463535 -0.141136142887278  1.769721763231381
    5   0.000000020617378  0.000084389764038 -0.074474367918726 -0.269337542430938  0.023385752085201
    6  -0.000000007357267  0.000001535366543  0.162771362532109 -0.003543816285312  0.168943956704568

                5                  6        

    0  -0.005966435780847  0.005697188831184
    1  -0.002223031122330  0.001149108415787
    2  -0.078552526249769  0.168597701533975
    3  -0.273766152973114 -0.000240271226193
    4   0.020919612760543  0.166050891300027
    5   1.751689059602244 -0.250977063645292
    6  -0.243440452825262  1.560890269870511
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000003503652
Norm of residual vector 0  after precondition    0.0000003503652
                     1   0.2720037298   6.55e-10    3.50e-07      Y
Norm of residual vector 1  before precondition    0.0000172836882
Norm of residual vector 1  after precondition    0.0000172836882
                     2   0.3877895788  -6.71e-08    1.73e-05      N
Norm of residual vector af preconditioning    0.0000121417918
Norm of final new C in schmidt_add():    0.999999999999999
Iter=16   L=8   resetting norm
SigmaSS, D(norm sigma)=   0.5117721700
FSD    , D(norm sigma)=  -0.0000786794
WamefSD, D(norm sigma)=  -0.0038025750
WmnieSD, D(norm sigma)=   0.0127262536
WmaijDS, D(norm sigma)=   0.0768972801
WabejDS, D(norm sigma)=   0.0064377056
WnmjeDS, D(norm sigma)=   0.0001287191
WbmfeDS, D(norm sigma)=  -0.0014997531
FDD_Fbe, D(norm sigma)=   0.7044246207
FDD_Fmj, D(norm sigma)=   1.0875334624
WmnijDD, D(norm sigma)=   0.4746074512
WabefDD, D(norm sigma)=   0.1886582223
WmbejDD, D(norm sigma)=  -0.9258558894
WmnefDD XAF, D(norm sigma)=   0.0028182231
WmnefDD XLI, D(norm sigma)=   0.0001012615
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.272003731028499  0.000009381436925  0.001182197463207  0.001062949412234  0.002030966105685
    1   0.000000000000000  0.387789537552249 -0.005965195104581  0.001135126582563  0.003959742711589
    2   0.000000000005273  0.000000000000000  1.427244226208136  0.241143163712140 -0.571526711518330
    3   0.000000000003129 -0.000000000000067  0.245563109330337  0.814415025321735 -0.146546258282097
    4   0.000000931486168 -0.000062329975571 -0.570630941463535 -0.141136142887278  1.769721763231381
    5   0.000000020617378  0.000084389764038 -0.074474367918726 -0.269337542430938  0.023385752085201
    6  -0.000000007357267  0.000001535366543  0.162771362532109 -0.003543816285312  0.168943956704568
    7  -0.000000152771520  0.000039821367775 -0.036680710028551 -0.095152025587848 -0.182165921241121

                5                  6                  7        

    0  -0.005966435780847  0.005697188831184  0.011254726348989
    1  -0.002223031122330  0.001149108415787  0.009281550464016
    2  -0.078552526249769  0.168597701533975 -0.040048179075106
    3  -0.273766152973114 -0.000240271226193 -0.096069297764159
    4   0.020919612760543  0.166050891300027 -0.177617707641627
    5   1.751689059602244 -0.250977063645292  0.367709643477961
    6  -0.243440452825262  1.560890269870511  0.485241744236621
    7   0.370686009807582  0.491211200501126  1.659518352614580
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000003372752
Norm of residual vector 0  after precondition    0.0000003372752
                     1   0.2720037288  -1.05e-09    3.37e-07      Y
Norm of residual vector 1  before precondition    0.0000091318943
Norm of residual vector 1  after precondition    0.0000091318943
                     2   0.3877897317   1.53e-07    9.13e-06      N
Norm of residual vector af preconditioning    0.0000059654718
Norm of final new C in schmidt_add():    0.999999999999999
Iter=17   L=9   resetting norm
SigmaSS, D(norm sigma)=   0.5377701148
FSD    , D(norm sigma)=  -0.0000168158
WamefSD, D(norm sigma)=  -0.0118134890
WmnieSD, D(norm sigma)=   0.0425887852
WmaijDS, D(norm sigma)=   0.0581340160
WabejDS, D(norm sigma)=   0.0031974269
WnmjeDS, D(norm sigma)=  -0.0000000601
WbmfeDS, D(norm sigma)=  -0.0003708831
FDD_Fbe, D(norm sigma)=   0.6751474279
FDD_Fmj, D(norm sigma)=   1.1066319188
WmnijDD, D(norm sigma)=   0.4975835995
WabefDD, D(norm sigma)=   0.1892081728
WmbejDD, D(norm sigma)=  -0.9100274328
WmnefDD XAF, D(norm sigma)=   0.0052069645
WmnefDD XLI, D(norm sigma)=   0.0000907213
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.272003731028499  0.000009381436925  0.001182197463207  0.001062949412234  0.002030966105685
    1   0.000000000000000  0.387789537552249 -0.005965195104581  0.001135126582563  0.003959742711589
    2   0.000000000005273  0.000000000000000  1.427244226208136  0.241143163712140 -0.571526711518330
    3   0.000000000003129 -0.000000000000067  0.245563109330337  0.814415025321735 -0.146546258282097
    4   0.000000931486168 -0.000062329975571 -0.570630941463535 -0.141136142887278  1.769721763231381
    5   0.000000020617378  0.000084389764038 -0.074474367918726 -0.269337542430938  0.023385752085201
    6  -0.000000007357267  0.000001535366543  0.162771362532109 -0.003543816285312  0.168943956704568
    7  -0.000000152771520  0.000039821367775 -0.036680710028551 -0.095152025587848 -0.182165921241121
    8  -0.000000027604791  0.000009963901107  0.065998544165550 -0.051637864194364 -0.132005075882535

                5                  6                  7                  8        

    0  -0.005966435780847  0.005697188831184  0.011254726348989  0.026817424816264
    1  -0.002223031122330  0.001149108415787  0.009281550464016  0.013237240297007
    2  -0.078552526249769  0.168597701533975 -0.040048179075106  0.070769664764134
    3  -0.273766152973114 -0.000240271226193 -0.096069297764159 -0.049671112804940
    4   0.020919612760543  0.166050891300027 -0.177617707641627 -0.138670193013796
    5   1.751689059602244 -0.250977063645292  0.367709643477961  0.247525244746385
    6  -0.243440452825262  1.560890269870511  0.485241744236621 -0.336410316057915
    7   0.370686009807582  0.491211200501126  1.659518352614580  0.370836084401368
    8   0.250500824372003 -0.331017281934658  0.367616027923636  1.685528733493441
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000003328235
Norm of residual vector 0  after precondition    0.0000003328235
                     1   0.2720037297   9.27e-10    3.33e-07      Y
Norm of residual vector 1  before precondition    0.0000042369512
Norm of residual vector 1  after precondition    0.0000042369512
                     2   0.3877896575  -7.41e-08    4.24e-06      N
Norm of residual vector af preconditioning    0.0000028824027
Norm of final new C in schmidt_add():    1.000000000000001
Iter=18   L=10  resetting norm
SigmaSS, D(norm sigma)=   0.3969943557
FSD    , D(norm sigma)=   0.0003354015
WamefSD, D(norm sigma)=   0.0011920859
WmnieSD, D(norm sigma)=   0.0855556556
WmaijDS, D(norm sigma)=   0.0413864034
WabejDS, D(norm sigma)=   0.0039714529
WnmjeDS, D(norm sigma)=  -0.0000034592
WbmfeDS, D(norm sigma)=  -0.0001460556
FDD_Fbe, D(norm sigma)=   0.7681545496
FDD_Fmj, D(norm sigma)=   1.2026782371
WmnijDD, D(norm sigma)=   0.5620479123
WabefDD, D(norm sigma)=   0.2016769135
WmbejDD, D(norm sigma)=  -1.0300966783
WmnefDD XAF, D(norm sigma)=   0.0071719024
WmnefDD XLI, D(norm sigma)=   0.0000023088
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.272003731028499  0.000009381436925  0.001182197463207  0.001062949412234  0.002030966105685
    1   0.000000000000000  0.387789537552249 -0.005965195104581  0.001135126582563  0.003959742711589
    2   0.000000000005273  0.000000000000000  1.427244226208136  0.241143163712140 -0.571526711518330
    3   0.000000000003129 -0.000000000000067  0.245563109330337  0.814415025321735 -0.146546258282097
    4   0.000000931486168 -0.000062329975571 -0.570630941463535 -0.141136142887278  1.769721763231381
    5   0.000000020617378  0.000084389764038 -0.074474367918726 -0.269337542430938  0.023385752085201
    6  -0.000000007357267  0.000001535366543  0.162771362532109 -0.003543816285312  0.168943956704568
    7  -0.000000152771520  0.000039821367775 -0.036680710028551 -0.095152025587848 -0.182165921241121
    8  -0.000000027604791  0.000009963901107  0.065998544165550 -0.051637864194364 -0.132005075882535
    9   0.000000036502224 -0.000011726066695 -0.040210763953347  0.044881014976587  0.079698128150446

                5                  6                  7                  8                  9        

    0  -0.005966435780847  0.005697188831184  0.011254726348989  0.026817424816264  0.027377215942652
    1  -0.002223031122330  0.001149108415787  0.009281550464016  0.013237240297007  0.006074665642919
    2  -0.078552526249769  0.168597701533975 -0.040048179075106  0.070769664764134 -0.043914876570225
    3  -0.273766152973114 -0.000240271226193 -0.096069297764159 -0.049671112804940  0.053116477973858
    4   0.020919612760543  0.166050891300027 -0.177617707641627 -0.138670193013796  0.082666272927838
    5   1.751689059602244 -0.250977063645292  0.367709643477961  0.247525244746385 -0.182222917822733
    6  -0.243440452825262  1.560890269870511  0.485241744236621 -0.336410316057915 -0.048766822583182
    7   0.370686009807582  0.491211200501126  1.659518352614580  0.370836084401368 -0.394450513853830
    8   0.250500824372003 -0.331017281934658  0.367616027923636  1.685528733493441  0.208048824919351
    9  -0.177915907824991 -0.051965827723955 -0.398017853331290  0.204685825500473  1.883624414299730
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000003313901
Norm of residual vector 0  after precondition    0.0000003313901
                     1   0.2720037293  -3.60e-10    3.31e-07      Y
Norm of residual vector 1  before precondition    0.0000017916157
Norm of residual vector 1  after precondition    0.0000017916157
                     2   0.3877896703   1.28e-08    1.79e-06      N
Norm of residual vector af preconditioning    0.0000014099828
Norm of final new C in schmidt_add():    1.000000000000000
Iter=19   L=11  resetting norm
SigmaSS, D(norm sigma)=   0.5165972554
FSD    , D(norm sigma)=  -0.0011917208
WamefSD, D(norm sigma)=  -0.0139410503
WmnieSD, D(norm sigma)=  -0.0416385359
WmaijDS, D(norm sigma)=   0.0867948048
WabejDS, D(norm sigma)=   0.0056975590
WnmjeDS, D(norm sigma)=   0.0000730231
WbmfeDS, D(norm sigma)=  -0.0000940536
FDD_Fbe, D(norm sigma)=   0.7221458851
FDD_Fmj, D(norm sigma)=   1.0532126948
WmnijDD, D(norm sigma)=   0.4844449596
WabefDD, D(norm sigma)=   0.1926413782
WmbejDD, D(norm sigma)=  -0.8433008587
WmnefDD XAF, D(norm sigma)=   0.0022723992
WmnefDD XLI, D(norm sigma)=   0.0002334911
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.272003731028499  0.000009381436925  0.001182197463207  0.001062949412234  0.002030966105685
    1   0.000000000000000  0.387789537552249 -0.005965195104581  0.001135126582563  0.003959742711589
    2   0.000000000005273  0.000000000000000  1.427244226208136  0.241143163712140 -0.571526711518330
    3   0.000000000003129 -0.000000000000067  0.245563109330337  0.814415025321735 -0.146546258282097
    4   0.000000931486168 -0.000062329975571 -0.570630941463535 -0.141136142887278  1.769721763231381
    5   0.000000020617378  0.000084389764038 -0.074474367918726 -0.269337542430938  0.023385752085201
    6  -0.000000007357267  0.000001535366543  0.162771362532109 -0.003543816285312  0.168943956704568
    7  -0.000000152771520  0.000039821367775 -0.036680710028551 -0.095152025587848 -0.182165921241121
    8  -0.000000027604791  0.000009963901107  0.065998544165550 -0.051637864194364 -0.132005075882535
    9   0.000000036502224 -0.000011726066695 -0.040210763953347  0.044881014976587  0.079698128150446
   10  -0.000000029455913  0.000010235515885  0.011799750538615 -0.125647258145899 -0.024690016062406

                5                  6                  7                  8                  9        

    0  -0.005966435780847  0.005697188831184  0.011254726348989  0.026817424816264  0.027377215942652
    1  -0.002223031122330  0.001149108415787  0.009281550464016  0.013237240297007  0.006074665642919
    2  -0.078552526249769  0.168597701533975 -0.040048179075106  0.070769664764134 -0.043914876570225
    3  -0.273766152973114 -0.000240271226193 -0.096069297764159 -0.049671112804940  0.053116477973858
    4   0.020919612760543  0.166050891300027 -0.177617707641627 -0.138670193013796  0.082666272927838
    5   1.751689059602244 -0.250977063645292  0.367709643477961  0.247525244746385 -0.182222917822733
    6  -0.243440452825262  1.560890269870511  0.485241744236621 -0.336410316057915 -0.048766822583182
    7   0.370686009807582  0.491211200501126  1.659518352614580  0.370836084401368 -0.394450513853830
    8   0.250500824372003 -0.331017281934658  0.367616027923636  1.685528733493441  0.208048824919351
    9  -0.177915907824991 -0.051965827723955 -0.398017853331290  0.204685825500473  1.883624414299730
   10   0.188455846846900  0.022604387879069 -0.150591360662202 -0.550320904443979  0.202451997723802

               10        

    0   0.003528500476603
    1  -0.007443701381830
    2   0.011625179586840
    3  -0.123640362565823
    4  -0.029592791031118
    5   0.201671059359933
    6   0.015577123908599
    7  -0.161905715248751
    8  -0.559798301306343
    9   0.191682737938426
   10   1.576011172913863
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000003318988
Norm of residual vector 0  after precondition    0.0000003318988
                     1   0.2720037295   1.34e-10    3.32e-07      Y
Norm of residual vector 1  before precondition    0.0000010173958
Norm of residual vector 1  after precondition    0.0000010173958
                     2   0.3877896703  -2.21e-11    1.02e-06      N
Norm of residual vector af preconditioning    0.0000007308340
Norm of final new C in schmidt_add():    1.000000000000001
Iter=20   L=12  resetting norm
SigmaSS, D(norm sigma)=   0.4573881172
FSD    , D(norm sigma)=  -0.0009328790
WamefSD, D(norm sigma)=  -0.0137697086
WmnieSD, D(norm sigma)=   0.0067062291
WmaijDS, D(norm sigma)=   0.0613437394
WabejDS, D(norm sigma)=   0.0089578698
WnmjeDS, D(norm sigma)=   0.0000539128
WbmfeDS, D(norm sigma)=  -0.0002919191
FDD_Fbe, D(norm sigma)=   0.7016621708
FDD_Fmj, D(norm sigma)=   1.1710501851
WmnijDD, D(norm sigma)=   0.5336306239
WabefDD, D(norm sigma)=   0.1897643848
WmbejDD, D(norm sigma)=  -0.8869361323
WmnefDD XAF, D(norm sigma)=   0.0048248539
WmnefDD XLI, D(norm sigma)=   0.0000154668
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.272003731028499  0.000009381436925  0.001182197463207  0.001062949412234  0.002030966105685
    1   0.000000000000000  0.387789537552249 -0.005965195104581  0.001135126582563  0.003959742711589
    2   0.000000000005273  0.000000000000000  1.427244226208136  0.241143163712140 -0.571526711518330
    3   0.000000000003129 -0.000000000000067  0.245563109330337  0.814415025321735 -0.146546258282097
    4   0.000000931486168 -0.000062329975571 -0.570630941463535 -0.141136142887278  1.769721763231381
    5   0.000000020617378  0.000084389764038 -0.074474367918726 -0.269337542430938  0.023385752085201
    6  -0.000000007357267  0.000001535366543  0.162771362532109 -0.003543816285312  0.168943956704568
    7  -0.000000152771520  0.000039821367775 -0.036680710028551 -0.095152025587848 -0.182165921241121
    8  -0.000000027604791  0.000009963901107  0.065998544165550 -0.051637864194364 -0.132005075882535
    9   0.000000036502224 -0.000011726066695 -0.040210763953347  0.044881014976587  0.079698128150446
   10  -0.000000029455913  0.000010235515885  0.011799750538615 -0.125647258145899 -0.024690016062406
   11   0.000000013189932  0.000007628143816 -0.057752758251389 -0.046619846377043  0.036984791938148

                5                  6                  7                  8                  9        

    0  -0.005966435780847  0.005697188831184  0.011254726348989  0.026817424816264  0.027377215942652
    1  -0.002223031122330  0.001149108415787  0.009281550464016  0.013237240297007  0.006074665642919
    2  -0.078552526249769  0.168597701533975 -0.040048179075106  0.070769664764134 -0.043914876570225
    3  -0.273766152973114 -0.000240271226193 -0.096069297764159 -0.049671112804940  0.053116477973858
    4   0.020919612760543  0.166050891300027 -0.177617707641627 -0.138670193013796  0.082666272927838
    5   1.751689059602244 -0.250977063645292  0.367709643477961  0.247525244746385 -0.182222917822733
    6  -0.243440452825262  1.560890269870511  0.485241744236621 -0.336410316057915 -0.048766822583182
    7   0.370686009807582  0.491211200501126  1.659518352614580  0.370836084401368 -0.394450513853830
    8   0.250500824372003 -0.331017281934658  0.367616027923636  1.685528733493441  0.208048824919351
    9  -0.177915907824991 -0.051965827723955 -0.398017853331290  0.204685825500473  1.883624414299730
   10   0.188455846846900  0.022604387879069 -0.150591360662202 -0.550320904443979  0.202451997723802
   11   0.163439177235211 -0.178726214862106 -0.252973804721869 -0.036772577508295  0.149818149237066

               10                 11        

    0   0.003528500476603 -0.020340372552182
    1  -0.007443701381830  0.001116597172792
    2   0.011625179586840 -0.057062997652991
    3  -0.123640362565823 -0.059929481746361
    4  -0.029592791031118  0.031644877160622
    5   0.201671059359933  0.166250107595829
    6   0.015577123908599 -0.186173122245609
    7  -0.161905715248751 -0.261256060236103
    8  -0.559798301306343 -0.047536874305779
    9   0.191682737938426  0.140830819582643
   10   1.576011172913863 -0.640880469735890
   11  -0.634618650485821  1.685294955478964
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000003323481
Norm of residual vector 0  after precondition    0.0000003323481
                     1   0.2720037294  -8.84e-11    3.32e-07      Y
Norm of residual vector 1  before precondition    0.0000010756828
Norm of residual vector 1  after precondition    0.0000010756828
                     2   0.3877896638  -6.52e-09    1.08e-06      N
Norm of residual vector af preconditioning    0.0000006723315
Norm of final new C in schmidt_add():    1.000000000000001
Iter=21   L=13  resetting norm
SigmaSS, D(norm sigma)=   0.5082354300
FSD    , D(norm sigma)=  -0.0001863974
WamefSD, D(norm sigma)=  -0.0159280488
WmnieSD, D(norm sigma)=   0.0088855675
WmaijDS, D(norm sigma)=   0.0543559288
WabejDS, D(norm sigma)=   0.0099080339
WnmjeDS, D(norm sigma)=  -0.0000878523
WbmfeDS, D(norm sigma)=  -0.0002722351
FDD_Fbe, D(norm sigma)=   0.8779097240
FDD_Fmj, D(norm sigma)=   1.2007177557
WmnijDD, D(norm sigma)=   0.5473792668
WabefDD, D(norm sigma)=   0.2062467601
WmbejDD, D(norm sigma)=  -0.9874667152
WmnefDD XAF, D(norm sigma)=   0.0028053698
WmnefDD XLI, D(norm sigma)=   0.0003396959
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.272003731028499  0.000009381436925  0.001182197463207  0.001062949412234  0.002030966105685
    1   0.000000000000000  0.387789537552249 -0.005965195104581  0.001135126582563  0.003959742711589
    2   0.000000000005273  0.000000000000000  1.427244226208136  0.241143163712140 -0.571526711518330
    3   0.000000000003129 -0.000000000000067  0.245563109330337  0.814415025321735 -0.146546258282097
    4   0.000000931486168 -0.000062329975571 -0.570630941463535 -0.141136142887278  1.769721763231381
    5   0.000000020617378  0.000084389764038 -0.074474367918726 -0.269337542430938  0.023385752085201
    6  -0.000000007357267  0.000001535366543  0.162771362532109 -0.003543816285312  0.168943956704568
    7  -0.000000152771520  0.000039821367775 -0.036680710028551 -0.095152025587848 -0.182165921241121
    8  -0.000000027604791  0.000009963901107  0.065998544165550 -0.051637864194364 -0.132005075882535
    9   0.000000036502224 -0.000011726066695 -0.040210763953347  0.044881014976587  0.079698128150446
   10  -0.000000029455913  0.000010235515885  0.011799750538615 -0.125647258145899 -0.024690016062406
   11   0.000000013189932  0.000007628143816 -0.057752758251389 -0.046619846377043  0.036984791938148
   12  -0.000000062444161  0.000003084109535 -0.028347100465809  0.008780187544672 -0.098079189667157

                5                  6                  7                  8                  9        

    0  -0.005966435780847  0.005697188831184  0.011254726348989  0.026817424816264  0.027377215942652
    1  -0.002223031122330  0.001149108415787  0.009281550464016  0.013237240297007  0.006074665642919
    2  -0.078552526249769  0.168597701533975 -0.040048179075106  0.070769664764134 -0.043914876570225
    3  -0.273766152973114 -0.000240271226193 -0.096069297764159 -0.049671112804940  0.053116477973858
    4   0.020919612760543  0.166050891300027 -0.177617707641627 -0.138670193013796  0.082666272927838
    5   1.751689059602244 -0.250977063645292  0.367709643477961  0.247525244746385 -0.182222917822733
    6  -0.243440452825262  1.560890269870511  0.485241744236621 -0.336410316057915 -0.048766822583182
    7   0.370686009807582  0.491211200501126  1.659518352614580  0.370836084401368 -0.394450513853830
    8   0.250500824372003 -0.331017281934658  0.367616027923636  1.685528733493441  0.208048824919351
    9  -0.177915907824991 -0.051965827723955 -0.398017853331290  0.204685825500473  1.883624414299730
   10   0.188455846846900  0.022604387879069 -0.150591360662202 -0.550320904443979  0.202451997723802
   11   0.163439177235211 -0.178726214862106 -0.252973804721869 -0.036772577508295  0.149818149237066
   12   0.004750802433230 -0.180103134072326 -0.062517815410460  0.075426361768741 -0.276518716873231

               10                 11                 12        

    0   0.003528500476603 -0.020340372552182 -0.006652277399262
    1  -0.007443701381830  0.001116597172792 -0.014432820625692
    2   0.011625179586840 -0.057062997652991 -0.029571664461041
    3  -0.123640362565823 -0.059929481746361  0.009523309745407
    4  -0.029592791031118  0.031644877160622 -0.096948520109302
    5   0.201671059359933  0.166250107595829  0.010300583465982
    6   0.015577123908599 -0.186173122245609 -0.181215326685366
    7  -0.161905715248751 -0.261256060236103 -0.069292975572041
    8  -0.559798301306343 -0.047536874305779  0.072140651029329
    9   0.191682737938426  0.140830819582643 -0.286762269205734
   10   1.576011172913863 -0.640880469735890 -0.286102951595780
   11  -0.634618650485821  1.685294955478964 -0.398033135664127
   12  -0.286307344953719 -0.402620216940453  1.962207641892992
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000003319889
Norm of residual vector 0  after precondition    0.0000003319889
                     1   0.2720037294  -1.59e-11    3.32e-07      Y
Norm of residual vector 1  before precondition    0.0000007231551
Norm of residual vector 1  after precondition    0.0000007231551
                     2   0.3877896755   1.17e-08    7.23e-07      N
Norm of residual vector af preconditioning    0.0000003885799
Norm of final new C in schmidt_add():    1.000000000000000
Iter=22   L=14  resetting norm
SigmaSS, D(norm sigma)=   0.6341263279
FSD    , D(norm sigma)=  -0.0003958632
WamefSD, D(norm sigma)=  -0.0112605182
WmnieSD, D(norm sigma)=  -0.0049681844
WmaijDS, D(norm sigma)=   0.0523261014
WabejDS, D(norm sigma)=   0.0022638877
WnmjeDS, D(norm sigma)=  -0.0000133459
WbmfeDS, D(norm sigma)=  -0.0003056829
FDD_Fbe, D(norm sigma)=   0.7598341337
FDD_Fmj, D(norm sigma)=   1.1753354006
WmnijDD, D(norm sigma)=   0.5041245428
WabefDD, D(norm sigma)=   0.1960907713
WmbejDD, D(norm sigma)=  -0.9142322487
WmnefDD XAF, D(norm sigma)=   0.0024155090
WmnefDD XLI, D(norm sigma)=   0.0002030634
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.272003731028499  0.000009381436925  0.001182197463207  0.001062949412234  0.002030966105685
    1   0.000000000000000  0.387789537552249 -0.005965195104581  0.001135126582563  0.003959742711589
    2   0.000000000005273  0.000000000000000  1.427244226208136  0.241143163712140 -0.571526711518330
    3   0.000000000003129 -0.000000000000067  0.245563109330337  0.814415025321735 -0.146546258282097
    4   0.000000931486168 -0.000062329975571 -0.570630941463535 -0.141136142887278  1.769721763231381
    5   0.000000020617378  0.000084389764038 -0.074474367918726 -0.269337542430938  0.023385752085201
    6  -0.000000007357267  0.000001535366543  0.162771362532109 -0.003543816285312  0.168943956704568
    7  -0.000000152771520  0.000039821367775 -0.036680710028551 -0.095152025587848 -0.182165921241121
    8  -0.000000027604791  0.000009963901107  0.065998544165550 -0.051637864194364 -0.132005075882535
    9   0.000000036502224 -0.000011726066695 -0.040210763953347  0.044881014976587  0.079698128150446
   10  -0.000000029455913  0.000010235515885  0.011799750538615 -0.125647258145899 -0.024690016062406
   11   0.000000013189932  0.000007628143816 -0.057752758251389 -0.046619846377043  0.036984791938148
   12  -0.000000062444161  0.000003084109535 -0.028347100465809  0.008780187544672 -0.098079189667157
   13   0.000000036826091 -0.000002310497219  0.020792679703762 -0.042480244840754  0.075582313494816

                5                  6                  7                  8                  9        

    0  -0.005966435780847  0.005697188831184  0.011254726348989  0.026817424816264  0.027377215942652
    1  -0.002223031122330  0.001149108415787  0.009281550464016  0.013237240297007  0.006074665642919
    2  -0.078552526249769  0.168597701533975 -0.040048179075106  0.070769664764134 -0.043914876570225
    3  -0.273766152973114 -0.000240271226193 -0.096069297764159 -0.049671112804940  0.053116477973858
    4   0.020919612760543  0.166050891300027 -0.177617707641627 -0.138670193013796  0.082666272927838
    5   1.751689059602244 -0.250977063645292  0.367709643477961  0.247525244746385 -0.182222917822733
    6  -0.243440452825262  1.560890269870511  0.485241744236621 -0.336410316057915 -0.048766822583182
    7   0.370686009807582  0.491211200501126  1.659518352614580  0.370836084401368 -0.394450513853830
    8   0.250500824372003 -0.331017281934658  0.367616027923636  1.685528733493441  0.208048824919351
    9  -0.177915907824991 -0.051965827723955 -0.398017853331290  0.204685825500473  1.883624414299730
   10   0.188455846846900  0.022604387879069 -0.150591360662202 -0.550320904443979  0.202451997723802
   11   0.163439177235211 -0.178726214862106 -0.252973804721869 -0.036772577508295  0.149818149237066
   12   0.004750802433230 -0.180103134072326 -0.062517815410460  0.075426361768741 -0.276518716873231
   13   0.052839135252086  0.047254069864953  0.012189635147690  0.132720345336079  0.266626978786049

               10                 11                 12                 13        

    0   0.003528500476603 -0.020340372552182 -0.006652277399262  0.004045116317339
    1  -0.007443701381830  0.001116597172792 -0.014432820625692 -0.016203979868976
    2   0.011625179586840 -0.057062997652991 -0.029571664461041  0.019472227062841
    3  -0.123640362565823 -0.059929481746361  0.009523309745407 -0.040881993783570
    4  -0.029592791031118  0.031644877160622 -0.096948520109302  0.078238189697178
    5   0.201671059359933  0.166250107595829  0.010300583465982  0.051660357555343
    6   0.015577123908599 -0.186173122245609 -0.181215326685366  0.049581809536351
    7  -0.161905715248751 -0.261256060236103 -0.069292975572041  0.012661955503637
    8  -0.559798301306343 -0.047536874305779  0.072140651029329  0.139793037325633
    9   0.191682737938426  0.140830819582643 -0.286762269205734  0.268455720301036
   10   1.576011172913863 -0.640880469735890 -0.286102951595780 -0.174325374346688
   11  -0.634618650485821  1.685294955478964 -0.398033135664127  0.230673370022820
   12  -0.286307344953719 -0.402620216940453  1.962207641892992  0.449179273551158
   13  -0.179587858543746  0.230870950306799  0.448987063070489  1.845941374874382
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000003322587
Norm of residual vector 0  after precondition    0.0000003322587
                     1   0.2720037294   3.99e-11    3.32e-07      Y
Norm of residual vector 1  before precondition    0.0000003285354
Norm of residual vector 1  after precondition    0.0000003285354
                     2   0.3877896686  -6.91e-09    3.29e-07      Y
Collapsing to only 2 vector(s).
alpha

           1           2           3           4           5           6           7           8           9          10

    1  -1.0000000   0.0000851  -0.0003027   0.0014700  -0.0002235  -0.0029109  -0.0020480  -0.0183958   0.0218549   0.0016766
    2  -0.0000000   1.0000000   0.0081765  -0.0015371   0.0051614   0.0039616   0.0025913  -0.0150207   0.0010555  -0.0021589
    3   0.0000004   0.0000568  -0.0852292  -0.3942028  -0.0657543  -0.0012259  -0.6693110   0.2347328   0.0890367  -0.0582800
    4   0.0000000  -0.0000609   0.2922643   0.3340414   0.8420419  -0.0343515  -0.1503928  -0.0723449  -0.0426996  -0.1053718
    5   0.0000008   0.0000709   0.0548880  -0.2688597   0.1219309  -0.0786712  -0.5290741  -0.2357729   0.0032622  -0.1827430
    6  -0.0000000  -0.0000833  -0.1694135   0.2844709   0.1393489   0.3124721  -0.2782078   0.4017155   0.0854127   0.4898645
    7  -0.0000002  -0.0000508   0.1774929   0.4195668  -0.2600073   0.3478649  -0.1326626   0.1097198   0.3393164  -0.6062146
    8   0.0000001   0.0000231   0.0435114  -0.5089122   0.3135658   0.0101009   0.3012597  -0.0512761   0.3169105  -0.2208473
    9  -0.0000001  -0.0000127   0.3955191   0.1936226  -0.2511844  -0.1899905  -0.1913015  -0.5168737   0.2419614   0.1561405
   10   0.0000000   0.0000044  -0.1350088  -0.1497752   0.1225587   0.4569204   0.0976777  -0.1831084   0.5928139   0.1403192
   11  -0.0000000  -0.0000063   0.6010653  -0.1160938  -0.0669898  -0.1750297   0.0490406   0.2117896   0.2759870   0.4154706
   12  -0.0000000  -0.0000041   0.4881424  -0.1994815  -0.0471357   0.1909433   0.0989559   0.3845524  -0.2815475  -0.2087819
   13   0.0000000  -0.0000018   0.2459707  -0.1504769  -0.0208129   0.4674548  -0.0118826  -0.0202810  -0.1163750   0.1014580
   14  -0.0000000   0.0000006  -0.0861000   0.0945648   0.0338486  -0.4933284   0.0724053   0.4622088   0.4335227  -0.1590350

          11          12          13          14

    1  -0.0034338   0.0006037  -0.0006438   0.0011197
    2  -0.0040064   0.0104164  -0.0005011  -0.0006899
    3  -0.5059822  -0.1735611   0.1476884   0.0384711
    4  -0.1912971  -0.1530317  -0.0086064  -0.0257753
    5   0.6458068   0.1646276  -0.2320309  -0.1625228
    6   0.1729752   0.4249067   0.1259425   0.2360416
    7   0.0650616   0.0532724   0.2539031  -0.1646379
    8   0.0214807   0.3530437   0.4614066   0.2661141
    9  -0.1826605   0.1966478  -0.0676257   0.4922743
   10  -0.1544362  -0.0665892  -0.5080638  -0.1677977
   11   0.1003225  -0.0854618   0.2034208  -0.4758692
   12  -0.1584300   0.3260583  -0.4855083   0.1510941
   13   0.3385845  -0.6182932   0.1358969   0.4197897
   14   0.2205874  -0.2687274  -0.2697821   0.3490098
alpha_old

           1           2           3           4           5           6           7           8           9          10

    1   1.0000000   0.0000851  -0.0009459   0.0007011  -0.0003900   0.0025818   0.0039218   0.0268229  -0.0072506   0.0069592
    2   0.0000000   1.0000000   0.0132934   0.0051039   0.0063698  -0.0025639   0.0100940   0.0091879   0.0017903   0.0058507
    3  -0.0000004   0.0000568   0.1109607  -0.3848345  -0.0704577   0.6568731  -0.2001721  -0.1255326  -0.0198415   0.4074107
    4  -0.0000000  -0.0000607  -0.3204119   0.2975759   0.8439713   0.1590062   0.0741551   0.0249561   0.1128660   0.0876651
    5  -0.0000008   0.0000711  -0.0384279  -0.2734669   0.1167618   0.5377802   0.0237570   0.2435881   0.2303349  -0.4311172
    6   0.0000000  -0.0000835   0.1642350   0.3132582   0.1558457   0.2149683  -0.4070737  -0.2771310  -0.5271321  -0.0104364
    7   0.0000002  -0.0000506  -0.1863284   0.4343370  -0.2437214   0.0622671  -0.4426457   0.2304643   0.4489006   0.2860378
    8  -0.0000001   0.0000233  -0.0167016  -0.5190526   0.3036206  -0.3028393  -0.0236596   0.2308298   0.0846983   0.2980172
    9   0.0000001  -0.0000124  -0.4072576   0.1670237  -0.2550831   0.2284525   0.2716280   0.4949113  -0.1891550   0.1057737
   10  -0.0000000   0.0000044   0.1664561  -0.1085896   0.1371929  -0.1838255  -0.4457263   0.5604047  -0.2915010   0.1709450
   11   0.0000000  -0.0000057  -0.6061690  -0.1726242  -0.0827608  -0.0224548   0.0298253  -0.0629000  -0.5129548   0.0346396
   12   0.0000000  -0.0000035  -0.4656307  -0.2165617  -0.0489741  -0.1397644  -0.2933055  -0.4097502   0.2495533   0.1569048
   13   0.0000000  -0.0000013  -0.2087583  -0.1263281  -0.0079759  -0.0786962  -0.4818455   0.0971581   0.0324343  -0.6351508

          11          12          13

    1   0.0000033   0.0003044  -0.0002792
    2  -0.0057239   0.0051290  -0.0005294
    3   0.3787903  -0.1004157  -0.1140603
    4   0.2323902  -0.0161799   0.0266247
    5  -0.4796791   0.0501275   0.2789505
    6  -0.4348693   0.1124435  -0.2835412
    7  -0.2154119  -0.3670493   0.0168699
    8  -0.3803448  -0.1776008  -0.4875483
    9   0.0110451   0.4096644  -0.3914656
   10   0.1274541   0.2639621   0.4418956
   11  -0.0849433  -0.4782838   0.2949746
   12  -0.1148603   0.5757821   0.1260391
   13   0.3942556  -0.1020961  -0.3723858
alpha_tot

           1           2           3           4           5           6           7           8           9          10

    1  -1.0000000   0.0000851  -0.0003027   0.0014700  -0.0002235  -0.0029109  -0.0020480  -0.0183958   0.0218549   0.0016766
    2  -0.0000000   1.0000000   0.0081765  -0.0015371   0.0051614   0.0039616   0.0025913  -0.0150207   0.0010555  -0.0021589
    3   0.0000004   0.0000568  -0.0852292  -0.3942028  -0.0657543  -0.0012259  -0.6693110   0.2347328   0.0890367  -0.0582800
    4   0.0000000  -0.0000609   0.2922643   0.3340414   0.8420419  -0.0343515  -0.1503928  -0.0723449  -0.0426996  -0.1053718
    5   0.0000008   0.0000709   0.0548880  -0.2688597   0.1219309  -0.0786712  -0.5290741  -0.2357729   0.0032622  -0.1827430
    6  -0.0000000  -0.0000833  -0.1694135   0.2844709   0.1393489   0.3124721  -0.2782078   0.4017155   0.0854127   0.4898645
    7  -0.0000002  -0.0000508   0.1774929   0.4195668  -0.2600073   0.3478649  -0.1326626   0.1097198   0.3393164  -0.6062146
    8   0.0000001   0.0000231   0.0435114  -0.5089122   0.3135658   0.0101009   0.3012597  -0.0512761   0.3169105  -0.2208473
    9  -0.0000001  -0.0000127   0.3955191   0.1936226  -0.2511844  -0.1899905  -0.1913015  -0.5168737   0.2419614   0.1561405
   10   0.0000000   0.0000044  -0.1350088  -0.1497752   0.1225587   0.4569204   0.0976777  -0.1831084   0.5928139   0.1403192
   11  -0.0000000  -0.0000063   0.6010653  -0.1160938  -0.0669898  -0.1750297   0.0490406   0.2117896   0.2759870   0.4154706
   12  -0.0000000  -0.0000041   0.4881424  -0.1994815  -0.0471357   0.1909433   0.0989559   0.3845524  -0.2815475  -0.2087819
   13   0.0000000  -0.0000018   0.2459707  -0.1504769  -0.0208129   0.4674548  -0.0118826  -0.0202810  -0.1163750   0.1014580
   14  -0.0000000   0.0000006  -0.0861000   0.0945648   0.0338486  -0.4933284   0.0724053   0.4622088   0.4335227  -0.1590350

          11          12          13          14

    1  -0.0034338   0.0006037  -0.0006438   0.0011197
    2  -0.0040064   0.0104164  -0.0005011  -0.0006899
    3  -0.5059822  -0.1735611   0.1476884   0.0384711
    4  -0.1912971  -0.1530317  -0.0086064  -0.0257753
    5   0.6458068   0.1646276  -0.2320309  -0.1625228
    6   0.1729752   0.4249067   0.1259425   0.2360416
    7   0.0650616   0.0532724   0.2539031  -0.1646379
    8   0.0214807   0.3530437   0.4614066   0.2661141
    9  -0.1826605   0.1966478  -0.0676257   0.4922743
   10  -0.1544362  -0.0665892  -0.5080638  -0.1677977
   11   0.1003225  -0.0854618   0.2034208  -0.4758692
   12  -0.1584300   0.3260583  -0.4855083   0.1510941
   13   0.3385845  -0.6182932   0.1358969   0.4197897
   14   0.2205874  -0.2687274  -0.2697821   0.3490098

Procedure converged for 2 root(s).
EOM CCSD 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 =     6
	   Irrep: 1 row =     0	col =    11
	   Irrep: 2 row =     1	col =    16
	   Irrep: 3 row =     1	col =     4

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

                         0                  1                  2                  3                  4                  5     
                      ( 20)              ( 21)              ( 22)              ( 23)              ( 24)              ( 25)    

    0  (  0)  0.000011876485383  0.000008587164317  0.000026325094700 -0.000235871192747  0.000016198881652  0.000054630530007
    1  (  1) -0.004905626648869 -0.003687188769935 -0.000390793790907 -0.001747071760042  0.000938604461481 -0.000383525139344
    2  (  2) -0.006777437411483 -0.000353791699578 -0.002382737201256  0.000298842875655 -0.000992860399851  0.003746669827718

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

                         0                  1                  2                  3                  4                  5                  6                  7                  8     
                      ( 26)              ( 27)              ( 28)              ( 29)              ( 30)              ( 31)              ( 32)              ( 33)              ( 34)    


                         9                 10     
                      ( 35)              ( 36)    


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

                         0                  1                  2                  3                  4                  5                  6                  7                  8     
                      (  0)              (  1)              (  2)              (  3)              (  4)              (  5)              (  6)              (  7)              (  8)    

    0  (  3) -0.613208547827343  0.115043056621038  0.260297850906638 -0.034929164680775  0.043886684958634  0.088443357540442 -0.032525388991262  0.022562489926809 -0.013363963046086

                         9                 10                 11                 12                 13                 14                 15     
                      (  9)              ( 10)              ( 11)              ( 12)              ( 13)              ( 14)              ( 15)    

    0  (  3) -0.008551752149399 -0.006002272035559  0.009168943111944 -0.006433775707869 -0.001425491734142  0.003772383980896  0.000119561761999

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

                         0                  1                  2                  3     
                      ( 16)              ( 17)              ( 18)              ( 19)    

    0  (  4)  0.003382374517780 -0.000819696967031 -0.001690345587164 -0.003446935983452
EOM CCSD 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 =     6
	   Irrep: 1 row =     0	col =    11
	   Irrep: 2 row =     1	col =    16
	   Irrep: 3 row =     1	col =     4

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

                         0                  1                  2                  3                  4                  5     
                      ( 20)              ( 21)              ( 22)              ( 23)              ( 24)              ( 25)    

    0  (  0)  0.000009998305081 -0.000024674007210  0.000003573807493  0.000028657507510 -0.000021494921274  0.000087621910352
    1  (  1)  0.004234487895525 -0.005853646749500  0.003162103169539 -0.000081253230523  0.000086249701136  0.000777144956102
    2  (  2)  0.012970580179913 -0.004864375119070  0.002801189360314  0.001838578970201 -0.000168327116209 -0.000632792505078

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

                         0                  1                  2                  3                  4                  5                  6                  7                  8     
                      ( 26)              ( 27)              ( 28)              ( 29)              ( 30)              ( 31)              ( 32)              ( 33)              ( 34)    


                         9                 10     
                      ( 35)              ( 36)    


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

                         0                  1                  2                  3                  4                  5                  6                  7                  8     
                      (  0)              (  1)              (  2)              (  3)              (  4)              (  5)              (  6)              (  7)              (  8)    

    0  (  3)  0.125435230982714  0.653009055826089 -0.020068021975220 -0.079507954251214 -0.100548074756913  0.103232955656416  0.026653037077253  0.009641801314985 -0.016577369277827

                         9                 10                 11                 12                 13                 14                 15     
                      (  9)              ( 10)              ( 11)              ( 12)              ( 13)              ( 14)              ( 15)    

    0  (  3) -0.016734526246774 -0.014977016450407  0.002421488577634  0.003218052011027  0.000008619338838  0.000258568425828 -0.000005725459159

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

                         0                  1                  2                  3     
                      ( 16)              ( 17)              ( 18)              ( 19)    

    0  (  4) -0.000309241145786  0.001437871336441 -0.001187500999816  0.000545525946505

Final Energetic Summary for Converged Roots of Irrep B1 
                     Excitation Energy              Total Energy
                (eV)     (cm^-1)     (au)             (au)
EOM State 5      7.402    59697.9   0.2720037294   -76.0176571841

Largest components of excited wave function #5:
	          3   0        -0.6132085478
	          3   2         0.2602978509
	          3   1         0.1150430566
	          3   5         0.0884433575
	          3   4         0.0438866850
	  3   3   0  20        -0.0511827143
	  3   3  20   0        -0.0511827143
	  3   3   0  23         0.0471748085
	  3   3  23   0         0.0471748085
	  3   4   0  30        -0.0365689271

EOM State 6     10.552    85110.0   0.3877896686   -75.9018712449

Largest components of excited wave function #6:
	          3   1         0.6530090558
	          3   0         0.1254352310
	          3   5         0.1032329557
	          3   4        -0.1005480748
	          3   3        -0.0795079543
	  3   3   1  20         0.0542067718
	  3   3  20   1         0.0542067718
	  3   3   1  23        -0.0493072865
	  3   3  23   1        -0.0493072865
	  3   4   1  30         0.0359689102


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...SigmaSS, D(norm sigma)=   1.3138130678
SigmaSS, D(norm sigma)=   0.1041636291
SigmaSS, D(norm sigma)=  -0.8451766062
SigmaSS, D(norm sigma)=   0.1008536540
SigmaSS, D(norm sigma)=  -0.0341587600
SigmaSS, D(norm sigma)=   0.3942436998
SigmaSS, D(norm sigma)=  -0.3868851051
SigmaSS, D(norm sigma)=   0.0927949965
SigmaSS, D(norm sigma)=   0.5741644918
SigmaSS, D(norm sigma)=   0.1041636291
SigmaSS, D(norm sigma)=  -0.8451766062
SigmaSS, D(norm sigma)=   0.1008536540
SigmaSS, D(norm sigma)=  -0.0341587600
SigmaSS, D(norm sigma)=   0.3942436998
SigmaSS, D(norm sigma)=  -0.3868851051
SigmaSS, D(norm sigma)=   0.0927949965
SigmaSS, D(norm sigma)=   0.0594416984
SigmaSS, D(norm sigma)=   0.5448369245
SigmaSS, D(norm sigma)=  -0.5524288412
SigmaSS, D(norm sigma)=   0.0670354979
SigmaSS, D(norm sigma)=   0.0939581989
SigmaSS, D(norm sigma)=   0.0888211187
SigmaSS, D(norm sigma)=   0.1337892245
SigmaSS, D(norm sigma)=   0.3056317923
SigmaSS, D(norm sigma)=  -0.9373136745
SigmaSS, D(norm sigma)=   0.0659101490
SigmaSS, D(norm sigma)=  -0.0659101490
SigmaSS, D(norm sigma)=   0.0659101490
SigmaSS, D(norm sigma)=  -0.0659101490
SigmaSS, D(norm sigma)=   0.0659101490
SigmaSS, D(norm sigma)=   0.6916907342
SigmaSS, D(norm sigma)=   0.1789441553
SigmaSS, D(norm sigma)=  -0.9365450385
SigmaSS, D(norm sigma)=   0.0659101490
SigmaSS, D(norm sigma)=   0.6916907342
SigmaSS, D(norm sigma)=   0.1789441553
SigmaSS, D(norm sigma)=  -0.4534231117
SigmaSS, D(norm sigma)=   0.3894048472
SigmaSS, D(norm sigma)=  -0.8725267740
SigmaSS, D(norm sigma)=   0.0659101490
SigmaSS, D(norm sigma)=   0.6916907342
SigmaSS, D(norm sigma)=   0.1789441553
SigmaSS, D(norm sigma)=  -0.4534231117
SigmaSS, D(norm sigma)=   0.3894048472
SigmaSS, D(norm sigma)=   0.0152285924
SigmaSS, D(norm sigma)=   1.1400638349
SigmaSS, D(norm sigma)=  -2.0278192013
SigmaSS, D(norm sigma)=   0.0659101490
SigmaSS, D(norm sigma)=   0.6916907342
SigmaSS, D(norm sigma)=   0.1789441553
SigmaSS, D(norm sigma)=  -0.4534231117
SigmaSS, D(norm sigma)=   0.3894048472
SigmaSS, D(norm sigma)=   0.0152285924
SigmaSS, D(norm sigma)=   1.1400638349
SigmaSS, D(norm sigma)=  -0.5772979245
SigmaSS, D(norm sigma)=   0.7315888809
SigmaSS, D(norm sigma)=  -2.1821101577
SigmaSS, D(norm sigma)=   0.0659101490
SigmaSS, D(norm sigma)=   0.6916907342
SigmaSS, D(norm sigma)=   0.1789441553
SigmaSS, D(norm sigma)=  -0.4534231117
SigmaSS, D(norm sigma)=   0.3894048472
SigmaSS, D(norm sigma)=   0.0152285924
SigmaSS, D(norm sigma)=   1.1400638349
SigmaSS, D(norm sigma)=  -0.5772979245
SigmaSS, D(norm sigma)=   0.7315888809
SigmaSS, D(norm sigma)=  -0.0707861394
SigmaSS, D(norm sigma)=   3.1470401184
SigmaSS, D(norm sigma)=  -5.2595001321
SigmaSS, D(norm sigma)=   0.0655086943
SigmaSS, D(norm sigma)=  -0.0655086943
SigmaSS, D(norm sigma)=   0.0655086943
SigmaSS, D(norm sigma)=   1.8896256768
SigmaSS, D(norm sigma)=   0.0758088320
SigmaSS, D(norm sigma)=  -2.0309432031
SigmaSS, D(norm sigma)=   0.0655086943
SigmaSS, D(norm sigma)=   1.8896256768
SigmaSS, D(norm sigma)=   0.0758088320
SigmaSS, D(norm sigma)=   3.4528080237
SigmaSS, D(norm sigma)=   1.2498044178
SigmaSS, D(norm sigma)=  -6.7335556446
SigmaSS, D(norm sigma)=   0.0655086943
SigmaSS, D(norm sigma)=   1.8896256768
SigmaSS, D(norm sigma)=   0.0758088320
SigmaSS, D(norm sigma)=   3.4528080237
SigmaSS, D(norm sigma)=   1.2498044178
SigmaSS, D(norm sigma)=   0.4638153542
SigmaSS, D(norm sigma)=   4.8493090799
SigmaSS, D(norm sigma)= -12.0466800787
SigmaSS, D(norm sigma)=   0.0655086943
SigmaSS, D(norm sigma)=   1.8896256768
SigmaSS, D(norm sigma)=   0.0758088320
SigmaSS, D(norm sigma)=   3.4528080237
SigmaSS, D(norm sigma)=   1.2498044178
SigmaSS, D(norm sigma)=   0.4638153542
SigmaSS, D(norm sigma)=   4.8493090799
SigmaSS, D(norm sigma)=  -2.2911182199
SigmaSS, D(norm sigma)=  -2.2098217646
SigmaSS, D(norm sigma)=  -7.5457400941
SigmaSS, D(norm sigma)=   0.0655086943
SigmaSS, D(norm sigma)=   1.8896256768
SigmaSS, D(norm sigma)=   0.0758088320
SigmaSS, D(norm sigma)=   3.4528080237
SigmaSS, D(norm sigma)=   1.2498044178
SigmaSS, D(norm sigma)=   0.4638153542
SigmaSS, D(norm sigma)=   4.8493090799
SigmaSS, D(norm sigma)=  -2.2911182199
SigmaSS, D(norm sigma)=  -2.2098217646
SigmaSS, D(norm sigma)=   5.2753962889
SigmaSS, D(norm sigma)= -12.8211363862
SigmaSS, D(norm sigma)=   0.0655059449
SigmaSS, D(norm sigma)=  -0.0655059449
SigmaSS, D(norm sigma)=   0.0655059449
SigmaSS, D(norm sigma)=   1.7196861060
SigmaSS, D(norm sigma)=  -1.7851920509
SigmaSS, D(norm sigma)=   0.0655059449
SigmaSS, D(norm sigma)=   1.7196861060
SigmaSS, D(norm sigma)=   1.9102628958
SigmaSS, D(norm sigma)=  -3.6954549467
SigmaSS, D(norm sigma)=   0.0655059449
SigmaSS, D(norm sigma)=   1.7196861060
SigmaSS, D(norm sigma)=   1.9102628958
SigmaSS, D(norm sigma)=   2.5122275870
SigmaSS, D(norm sigma)=  -6.2076825337
SigmaSS, D(norm sigma)=   0.0655059449
SigmaSS, D(norm sigma)=   1.7196861060
SigmaSS, D(norm sigma)=   1.9102628958
SigmaSS, D(norm sigma)=   2.5122275870
SigmaSS, D(norm sigma)=   5.1092952167
SigmaSS, D(norm sigma)= -11.3169777504
SigmaSS, D(norm sigma)=   0.0655059449
SigmaSS, D(norm sigma)=   1.7196861060
SigmaSS, D(norm sigma)=   1.9102628958
SigmaSS, D(norm sigma)=   2.5122275870
SigmaSS, D(norm sigma)=   5.1092952167
SigmaSS, D(norm sigma)=   2.9131851257
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 =    11
	   Irrep: 1 row =     0	col =     6
	   Irrep: 2 row =     1	col =     4
	   Irrep: 3 row =     1	col =    16

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

                         0                  1                  2                  3                  4                  5                  6                  7                  8     
                      ( 26)              ( 27)              ( 28)              ( 29)              ( 30)              ( 31)              ( 32)              ( 33)              ( 34)    

    0  (  0)  0.000027151253802 -0.000064889475696  0.000095338652263  0.000003412106421  0.000124851129922  0.000026832906983 -0.000119669201275 -0.000115493227871  0.000209531677285
    1  (  1)  0.001762379566107 -0.000350748022706  0.010691131313691  0.002295319666491 -0.000010843522540 -0.000593091393842 -0.000526958706326  0.001807385819759 -0.001111378025093
    2  (  2) -0.614157631827249  0.284088233732820 -0.156380115502322  0.007643268856803 -0.110723033990166 -0.009272851450697  0.030849701516294  0.014993491684061 -0.017568426050631

                         9                 10     
                      ( 35)              ( 36)    

    0  (  0) -0.000055766912961 -0.000163907669070
    1  (  1)  0.003277016203196 -0.000957977709063
    2  (  2)  0.006270322852602  0.002789478145026

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

                         0                  1                  2                  3                  4                  5     
                      ( 20)              ( 21)              ( 22)              ( 23)              ( 24)              ( 25)    


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

                         0                  1                  2                  3     
                      ( 16)              ( 17)              ( 18)              ( 19)    

    0  (  3)  0.050352092035354 -0.013904306154890 -0.007855419178034 -0.002630671731009

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

                         0                  1                  2                  3                  4                  5                  6                  7                  8     
                      (  0)              (  1)              (  2)              (  3)              (  4)              (  5)              (  6)              (  7)              (  8)    

    0  (  4)  0.022873717779983 -0.005923148975894 -0.004885805807513  0.005000449642607 -0.002190734069750  0.003306068506126 -0.007431622173927  0.007231193335316  0.004864109392127

                         9                 10                 11                 12                 13                 14                 15     
                      (  9)              ( 10)              ( 11)              ( 12)              ( 13)              ( 14)              ( 15)    

    0  (  4)  0.000151948115014 -0.001796555004790  0.002439587045284  0.002504487976787 -0.002248621669445 -0.001293049165574  0.000007024606218

	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 =    11
	   Irrep: 1 row =     0	col =     6
	   Irrep: 2 row =     1	col =     4
	   Irrep: 3 row =     1	col =    16

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

                         0                  1                  2                  3                  4                  5                  6                  7                  8     
                      ( 26)              ( 27)              ( 28)              ( 29)              ( 30)              ( 31)              ( 32)              ( 33)              ( 34)    

    0  (  0) -0.000002631681691 -0.000020851468855  0.000035529665085  0.000008070006973  0.000077663279177  0.000055620029809 -0.000076273677422 -0.000093794819897  0.000220981334894
    1  (  1) -0.011893795410629  0.013081211585584 -0.009461087097523  0.002417199216956 -0.006571861980787  0.003484905643602  0.001550187533465  0.001377918578302  0.001564049976663
    2  (  2) -0.019789526400352 -0.001128041810895 -0.042510560601094 -0.002937965368040 -0.013650327228384 -0.018968926740035  0.004153520076327  0.000285019001733 -0.001138650897816

                         9                 10     
                      ( 35)              ( 36)    

    0  (  0) -0.000170288709960 -0.000030723664022
    1  (  1) -0.003244603844645  0.000314926803582
    2  (  2)  0.001162667260690  0.002157484818847

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

                         0                  1                  2                  3                  4                  5     
                      ( 20)              ( 21)              ( 22)              ( 23)              ( 24)              ( 25)    


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

                         0                  1                  2                  3     
                      ( 16)              ( 17)              ( 18)              ( 19)    

    0  (  3) -0.079510930871494  0.012667281317295  0.007687426238733 -0.002833601387116

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

                         0                  1                  2                  3                  4                  5                  6                  7                  8     
                      (  0)              (  1)              (  2)              (  3)              (  4)              (  5)              (  6)              (  7)              (  8)    

    0  (  4) -0.619133095999275  0.143217728866877  0.265462850842629 -0.046099673858249  0.035964878624368  0.102258223718969 -0.030389060033864  0.018492411588999 -0.016238918651862

                         9                 10                 11                 12                 13                 14                 15     
                      (  9)              ( 10)              ( 11)              ( 12)              ( 13)              ( 14)              ( 15)    

    0  (  4) -0.012899753594287 -0.009889989708204  0.014015247571890 -0.002425764839802 -0.002809782213086 -0.001894732183606  0.000061808481805
resetting norm
Iter=1    L=2   resetting norm
SigmaSS, D(norm sigma)=   0.5422845170
FSD    , D(norm sigma)=   0.0000000000
WamefSD, D(norm sigma)=   0.0000000000
WmnieSD, D(norm sigma)=   0.0000000000
WmaijDS, D(norm sigma)=   0.1595424013
WabejDS, D(norm sigma)=   0.0126210193
WnmjeDS, D(norm sigma)=   0.0004245328
WbmfeDS, D(norm sigma)=  -0.0000406801
FDD_Fbe, D(norm sigma)=   0.0000000000
FDD_Fmj, D(norm sigma)=   0.0000000000
WmnijDD, D(norm sigma)=   0.0000000000
WabefDD, D(norm sigma)=   0.0000000000
WmbejDD, D(norm sigma)=   0.0000000000
WmnefDD XAF, D(norm sigma)=   0.0000000000
WmnefDD XLI, D(norm sigma)=   0.0000000000
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.6077904936
FSD    , D(norm sigma)=   0.0000000000
WamefSD, D(norm sigma)=   0.0000000000
WmnieSD, D(norm sigma)=   0.0000000000
WmaijDS, D(norm sigma)=   0.1241254179
WabejDS, D(norm sigma)=   0.0201527435
WnmjeDS, D(norm sigma)=   0.0002822374
WbmfeDS, D(norm sigma)=  -0.0002420101
FDD_Fbe, D(norm sigma)=   0.0000000000
FDD_Fmj, D(norm sigma)=   0.0000000000
WmnijDD, D(norm sigma)=   0.0000000000
WabefDD, D(norm sigma)=   0.0000000000
WmbejDD, D(norm sigma)=   0.0000000000
WmnefDD XAF, D(norm sigma)=   0.0000000000
WmnefDD XLI, D(norm sigma)=   0.0000000000
resetting norm
The G Matrix

                0                  1        

    0   0.542284516973232 -0.000074662313443
    1   0.000000000000000  0.607790489048580
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.4657381143153
Norm of residual vector 0  after precondition    0.4657381143153
                     1   0.5422845170   5.42e-01    4.66e-01      N
Norm of residual vector af preconditioning    0.2406123856189
Norm of final new C in schmidt_add():    1.000000000000001
Norm of residual vector 1  before precondition    0.4429996693756
Norm of residual vector 1  after precondition    0.4429996693756
                     2   0.6077904890   6.08e-01    4.43e-01      N
Norm of residual vector af preconditioning    0.2084125922982
Norm of final new C in schmidt_add():    0.999999999999996
Iter=2    L=4   resetting norm
SigmaSS, D(norm sigma)=   0.0000018700
FSD    , D(norm sigma)=   0.0094753523
WamefSD, D(norm sigma)=   0.0511412426
WmnieSD, D(norm sigma)=   0.4221778860
WmaijDS, D(norm sigma)=   0.0000000000
WabejDS, D(norm sigma)=   0.0000000000
WnmjeDS, D(norm sigma)=   0.0000000000
WbmfeDS, D(norm sigma)=  -0.0000000000
FDD_Fbe, D(norm sigma)=   0.7078306363
FDD_Fmj, D(norm sigma)=   1.2910381847
WmnijDD, D(norm sigma)=   0.6200539767
WabefDD, D(norm sigma)=   0.2349977966
WmbejDD, D(norm sigma)=  -1.0532975894
WmnefDD XAF, D(norm sigma)=   0.0207710811
WmnefDD XLI, D(norm sigma)=   0.0004442587
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.0000052209
FSD    , D(norm sigma)=   0.0083706508
WamefSD, D(norm sigma)=   0.0760626189
WmnieSD, D(norm sigma)=   0.3577616825
WmaijDS, D(norm sigma)=   0.0000000000
WabejDS, D(norm sigma)=   0.0000000000
WnmjeDS, D(norm sigma)=   0.0000000000
WbmfeDS, D(norm sigma)=  -0.0000000000
FDD_Fbe, D(norm sigma)=   0.8503492079
FDD_Fmj, D(norm sigma)=   1.4268228511
WmnijDD, D(norm sigma)=   0.6114393728
WabefDD, D(norm sigma)=   0.3082400238
WmbejDD, D(norm sigma)=  -1.1852323627
WmnefDD XAF, D(norm sigma)=   0.0191340274
WmnefDD XLI, D(norm sigma)=   0.0002885471
resetting norm
The G Matrix

                0                  1                  2                  3        

    0   0.542284516973232 -0.000074662313443  0.464526978883872  0.004823775277080
    1   0.000000000000000  0.607790489048580  0.009259212750500  0.434235040711785
    2   0.402006790518901  0.005569156352839  2.077113243258612  0.004164534754083
    3   0.001855225673306  0.383391089221595  0.004244504476499  2.239245701485157
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0812272580056
Norm of residual vector 0  after precondition    0.0812272580056
                     1   0.4289133799  -1.13e-01    8.12e-02      N
Norm of residual vector af preconditioning    0.0470530522166
Norm of final new C in schmidt_add():    0.999999999999999
Norm of residual vector 1  before precondition    0.0683468666494
Norm of residual vector 1  after precondition    0.0683468666494
                     2   0.5114826009  -9.63e-02    6.83e-02      N
Norm of residual vector af preconditioning    0.0327878122523
Norm of final new C in schmidt_add():    1.000000000000004
Iter=3    L=6   resetting norm
SigmaSS, D(norm sigma)=   0.7768711276
FSD    , D(norm sigma)=   0.0005843624
WamefSD, D(norm sigma)=   0.0028989455
WmnieSD, D(norm sigma)=   0.0155503170
WmaijDS, D(norm sigma)=   0.0811949863
WabejDS, D(norm sigma)=   0.0065718193
WnmjeDS, D(norm sigma)=   0.0000857661
WbmfeDS, D(norm sigma)=   0.0001331110
FDD_Fbe, D(norm sigma)=   0.5141428031
FDD_Fmj, D(norm sigma)=   0.8378371167
WmnijDD, D(norm sigma)=   0.4296044860
WabefDD, D(norm sigma)=   0.1855241373
WmbejDD, D(norm sigma)=  -0.8383443972
WmnefDD XAF, D(norm sigma)=   0.0019976667
WmnefDD XLI, D(norm sigma)=   0.0001281807
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.6300475299
FSD    , D(norm sigma)=   0.0018586496
WamefSD, D(norm sigma)=   0.0043767233
WmnieSD, D(norm sigma)=   0.0803595646
WmaijDS, D(norm sigma)=   0.0459893661
WabejDS, D(norm sigma)=   0.0048108947
WnmjeDS, D(norm sigma)=   0.0000728614
WbmfeDS, D(norm sigma)=  -0.0003511247
FDD_Fbe, D(norm sigma)=   0.7821985786
FDD_Fmj, D(norm sigma)=   1.1568670860
WmnijDD, D(norm sigma)=   0.4993512574
WabefDD, D(norm sigma)=   0.2687087790
WmbejDD, D(norm sigma)=  -1.1357936613
WmnefDD XAF, D(norm sigma)=   0.0030779223
WmnefDD XLI, D(norm sigma)=   0.0002309912
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.542284516973232 -0.000074662313443  0.464526978883872  0.004823775277080  0.084547689022824
    1   0.000000000000000  0.607790489048580  0.009259212750500  0.434235040711785  0.003011469404492
    2   0.402006790518901  0.005569156352839  2.077113243258612  0.004164534754083  0.056377504341885
    3   0.001855225673306  0.383391089221595  0.004244504476499  2.239245701485157  0.007199147070110
    4   0.075657098412709  0.002864235603204  0.035182550900635  0.007797685881134  1.687494962035703
    5   0.004434125955620  0.069993407157804  0.021974531689224  0.061978464334987  0.002473674199516

                5        

    0   0.004168833334824
    1   0.070025006164038
    2   0.019576225841980
    3   0.074025055648166
    4   0.001323741120267
    5   2.001528976698710
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0282157942613
Norm of residual vector 0  after precondition    0.0282157942613
                     1   0.4254933132  -3.42e-03    2.82e-02      N
Norm of residual vector af preconditioning    0.0134754872768
Norm of final new C in schmidt_add():    1.000000000000000
Norm of residual vector 1  before precondition    0.0191369283106
Norm of residual vector 1  after precondition    0.0191369283106
                     2   0.5096450891  -1.84e-03    1.91e-02      N
Norm of residual vector af preconditioning    0.0111888440693
Norm of final new C in schmidt_add():    0.999999999999998
Iter=4    L=8   resetting norm
SigmaSS, D(norm sigma)=   0.5726417612
FSD    , D(norm sigma)=   0.0004071275
WamefSD, D(norm sigma)=  -0.0457116423
WmnieSD, D(norm sigma)=   0.0146839682
WmaijDS, D(norm sigma)=   0.0469842601
WabejDS, D(norm sigma)=   0.0045038117
WnmjeDS, D(norm sigma)=   0.0000159475
WbmfeDS, D(norm sigma)=   0.0000796557
FDD_Fbe, D(norm sigma)=   0.6437456967
FDD_Fmj, D(norm sigma)=   1.2071196319
WmnijDD, D(norm sigma)=   0.5766163290
WabefDD, D(norm sigma)=   0.2423935838
WmbejDD, D(norm sigma)=  -1.0003719608
WmnefDD XAF, D(norm sigma)=   0.0060430167
WmnefDD XLI, D(norm sigma)=   0.0001555398
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.6235954037
FSD    , D(norm sigma)=   0.0005147589
WamefSD, D(norm sigma)=  -0.0196195524
WmnieSD, D(norm sigma)=   0.0177291034
WmaijDS, D(norm sigma)=   0.0773669227
WabejDS, D(norm sigma)=   0.0093498569
WnmjeDS, D(norm sigma)=   0.0000219724
WbmfeDS, D(norm sigma)=  -0.0005879660
FDD_Fbe, D(norm sigma)=   0.5337262452
FDD_Fmj, D(norm sigma)=   0.9017213726
WmnijDD, D(norm sigma)=   0.4035201969
WabefDD, D(norm sigma)=   0.2296983275
WmbejDD, D(norm sigma)=  -0.8741380407
WmnefDD XAF, D(norm sigma)=   0.0034624450
WmnefDD XLI, D(norm sigma)=   0.0002049084
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.542284516973232 -0.000074662313443  0.464526978883872  0.004823775277080  0.084547689022824
    1   0.000000000000000  0.607790489048580  0.009259212750500  0.434235040711785  0.003011469404492
    2   0.402006790518901  0.005569156352839  2.077113243258612  0.004164534754083  0.056377504341885
    3   0.001855225673306  0.383391089221595  0.004244504476499  2.239245701485157  0.007199147070110
    4   0.075657098412709  0.002864235603204  0.035182550900635  0.007797685881134  1.687494962035703
    5   0.004434125955620  0.069993407157804  0.021974531689224  0.061978464334987  0.002473674199516
    6   0.058740555572961  0.001258585428868  0.250162847922466  0.011514207521523  0.429807450464172
    7   0.000074899297312  0.046471232462082  0.012545457315227  0.216072560522531 -0.065315510311788

                5                  6                  7        

    0   0.004168833334824  0.074917454722848  0.000777480563685
    1   0.070025006164038  0.001556832517932  0.058641583056574
    2   0.019576225841980  0.241694746104771  0.014069263240409
    3   0.074025055648166  0.011785791958112  0.216369449443975
    4   0.001323741120267  0.443053463019969 -0.067874140892554
    5   2.001528976698710 -0.086944255237148  0.346433704063981
    6  -0.085770536211754  1.966588678147255 -0.029374361668912
    7   0.345794294324749 -0.033701544447508  1.438002323596824
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0102176315537
Norm of residual vector 0  after precondition    0.0102176315537
                     1   0.4252048274  -2.88e-04    1.02e-02      N
Norm of residual vector af preconditioning    0.0060391969477
Norm of final new C in schmidt_add():    0.999999999999995
Norm of residual vector 1  before precondition    0.0093994383001
Norm of residual vector 1  after precondition    0.0093994383001
                     2   0.5095237227  -1.21e-04    9.40e-03      N
Norm of residual vector af preconditioning    0.0073027719343
Norm of final new C in schmidt_add():    1.000000000000000
Iter=5    L=10  resetting norm
SigmaSS, D(norm sigma)=   0.5662165254
FSD    , D(norm sigma)=   0.0002411585
WamefSD, D(norm sigma)=   0.0006453693
WmnieSD, D(norm sigma)=   0.0231810786
WmaijDS, D(norm sigma)=   0.0719262549
WabejDS, D(norm sigma)=   0.0013188984
WnmjeDS, D(norm sigma)=   0.0000023492
WbmfeDS, D(norm sigma)=  -0.0001404879
FDD_Fbe, D(norm sigma)=   0.9467388563
FDD_Fmj, D(norm sigma)=   1.1069241753
WmnijDD, D(norm sigma)=   0.4938567891
WabefDD, D(norm sigma)=   0.2381594585
WmbejDD, D(norm sigma)=  -1.0127873782
WmnefDD XAF, D(norm sigma)=   0.0020537333
WmnefDD XLI, D(norm sigma)=   0.0000967135
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.6746909161
FSD    , D(norm sigma)=   0.0004409883
WamefSD, D(norm sigma)=  -0.0209361540
WmnieSD, D(norm sigma)=   0.0255798985
WmaijDS, D(norm sigma)=   0.0751957936
WabejDS, D(norm sigma)=   0.0043370672
WnmjeDS, D(norm sigma)=   0.0000352984
WbmfeDS, D(norm sigma)=  -0.0002409002
FDD_Fbe, D(norm sigma)=   0.6148906756
FDD_Fmj, D(norm sigma)=   0.9418916681
WmnijDD, D(norm sigma)=   0.4308019160
WabefDD, D(norm sigma)=   0.2061174684
WmbejDD, D(norm sigma)=  -0.8208038040
WmnefDD XAF, D(norm sigma)=   0.0025380256
WmnefDD XLI, D(norm sigma)=   0.0000271416
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.542284516973232 -0.000074662313443  0.464526978883872  0.004823775277080  0.084547689022824
    1   0.000000000000000  0.607790489048580  0.009259212750500  0.434235040711785  0.003011469404492
    2   0.402006790518901  0.005569156352839  2.077113243258612  0.004164534754083  0.056377504341885
    3   0.001855225673306  0.383391089221595  0.004244504476499  2.239245701485157  0.007199147070110
    4   0.075657098412709  0.002864235603204  0.035182550900635  0.007797685881134  1.687494962035703
    5   0.004434125955620  0.069993407157804  0.021974531689224  0.061978464334987  0.002473674199516
    6   0.058740555572961  0.001258585428868  0.250162847922466  0.011514207521523  0.429807450464172
    7   0.000074899297312  0.046471232462082  0.012545457315227  0.216072560522531 -0.065315510311788
    8   0.086157527830623 -0.001863963523814  0.241214291777229 -0.019395259278852  0.580423910143526
    9  -0.013864660566240  0.003360070698652 -0.055055963743151 -0.063374667302212 -0.013917141428090

                5                  6                  7                  8                  9        

    0   0.004168833334824  0.074917454722848  0.000777480563685  0.092939730893511 -0.013763868681291
    1   0.070025006164038  0.001556832517932  0.058641583056574 -0.001198710075311 -0.005088038905965
    2   0.019576225841980  0.241694746104771  0.014069263240409  0.237679274285187 -0.051868579573393
    3   0.074025055648166  0.011785791958112  0.216369449443975 -0.019164341571184 -0.061213511530805
    4   0.001323741120267  0.443053463019969 -0.067874140892554  0.588053136238456 -0.012570384322459
    5   2.001528976698710 -0.086944255237148  0.346433704063981  0.007679930384532  0.320959033056634
    6  -0.085770536211754  1.966588678147255 -0.029374361668912 -0.029287019787683 -0.019058217301291
    7   0.345794294324749 -0.033701544447508  1.438002323596824 -0.082887317070151 -0.641894561100694
    8   0.006422710003469 -0.041882714577610 -0.085907556492232  1.913017233916788 -0.201241433230828
    9   0.318799021936748 -0.018388179065042 -0.641159095279886 -0.200503936600585  1.586910572030649
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0034308370290
Norm of residual vector 0  after precondition    0.0034308370290
                     1   0.4251479294  -5.69e-05    3.43e-03      N
Norm of residual vector af preconditioning    0.0020999231056
Norm of final new C in schmidt_add():    0.999999999999998
Norm of residual vector 1  before precondition    0.0116314244903
Norm of residual vector 1  after precondition    0.0116314244903
                     2   0.5094010990  -1.23e-04    1.16e-02      N
Norm of residual vector af preconditioning    0.0084448851995
Norm of final new C in schmidt_add():    1.000000000000003
Iter=6    L=12  resetting norm
SigmaSS, D(norm sigma)=   0.6090314774
FSD    , D(norm sigma)=  -0.0007897668
WamefSD, D(norm sigma)=  -0.0027138549
WmnieSD, D(norm sigma)=  -0.0238161087
WmaijDS, D(norm sigma)=   0.0627799967
WabejDS, D(norm sigma)=   0.0035804280
WnmjeDS, D(norm sigma)=   0.0000202338
WbmfeDS, D(norm sigma)=  -0.0000134159
FDD_Fbe, D(norm sigma)=   0.5141684601
FDD_Fmj, D(norm sigma)=   1.0198115926
WmnijDD, D(norm sigma)=   0.5168156469
WabefDD, D(norm sigma)=   0.1896362628
WmbejDD, D(norm sigma)=  -0.8415609750
WmnefDD XAF, D(norm sigma)=   0.0051219017
WmnefDD XLI, D(norm sigma)=   0.0002147827
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.5367265417
FSD    , D(norm sigma)=   0.0003012885
WamefSD, D(norm sigma)=   0.0062827372
WmnieSD, D(norm sigma)=   0.0141377098
WmaijDS, D(norm sigma)=   0.0520875662
WabejDS, D(norm sigma)=   0.0074192104
WnmjeDS, D(norm sigma)=   0.0000618743
WbmfeDS, D(norm sigma)=  -0.0003602041
FDD_Fbe, D(norm sigma)=   0.7971236618
FDD_Fmj, D(norm sigma)=   1.1997397043
WmnijDD, D(norm sigma)=   0.5394333591
WabefDD, D(norm sigma)=   0.2833296433
WmbejDD, D(norm sigma)=  -1.0526598460
WmnefDD XAF, D(norm sigma)=   0.0022828673
WmnefDD XLI, D(norm sigma)=   0.0005167161
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.542284516973232 -0.000074662313443  0.464526978883872  0.004823775277080  0.084547689022824
    1   0.000000000000000  0.607790489048580  0.009259212750500  0.434235040711785  0.003011469404492
    2   0.402006790518901  0.005569156352839  2.077113243258612  0.004164534754083  0.056377504341885
    3   0.001855225673306  0.383391089221595  0.004244504476499  2.239245701485157  0.007199147070110
    4   0.075657098412709  0.002864235603204  0.035182550900635  0.007797685881134  1.687494962035703
    5   0.004434125955620  0.069993407157804  0.021974531689224  0.061978464334987  0.002473674199516
    6   0.058740555572961  0.001258585428868  0.250162847922466  0.011514207521523  0.429807450464172
    7   0.000074899297312  0.046471232462082  0.012545457315227  0.216072560522531 -0.065315510311788
    8   0.086157527830623 -0.001863963523814  0.241214291777229 -0.019395259278852  0.580423910143526
    9  -0.013864660566240  0.003360070698652 -0.055055963743151 -0.063374667302212 -0.013917141428090
   10  -0.019894719246250 -0.007410181096438 -0.121243678974162 -0.030757403738629  0.112355133589874
   11  -0.008870331540811 -0.055625943438324 -0.019415708331535 -0.237222889954432 -0.091385183677919

                5                  6                  7                  8                  9        

    0   0.004168833334824  0.074917454722848  0.000777480563685  0.092939730893511 -0.013763868681291
    1   0.070025006164038  0.001556832517932  0.058641583056574 -0.001198710075311 -0.005088038905965
    2   0.019576225841980  0.241694746104771  0.014069263240409  0.237679274285187 -0.051868579573393
    3   0.074025055648166  0.011785791958112  0.216369449443975 -0.019164341571184 -0.061213511530805
    4   0.001323741120267  0.443053463019969 -0.067874140892554  0.588053136238456 -0.012570384322459
    5   2.001528976698710 -0.086944255237148  0.346433704063981  0.007679930384532  0.320959033056634
    6  -0.085770536211754  1.966588678147255 -0.029374361668912 -0.029287019787683 -0.019058217301291
    7   0.345794294324749 -0.033701544447508  1.438002323596824 -0.082887317070151 -0.641894561100694
    8   0.006422710003469 -0.041882714577610 -0.085907556492232  1.913017233916788 -0.201241433230828
    9   0.318799021936748 -0.018388179065042 -0.641159095279886 -0.200503936600585  1.586910572030649
   10  -0.006582541810491 -0.077262233325969  0.021304345834961 -0.553809661263241 -0.036045136245983
   11  -0.227954576066087 -0.079856257876767 -0.229354717947569  0.040564551241456 -0.533481693190930

               10                 11        

    0  -0.032666827687531 -0.011802794483296
    1  -0.006744945170392 -0.065033505410930
    2  -0.123561881611916 -0.019290740421429
    3  -0.031352332841791 -0.238933363069438
    4   0.119381335723893 -0.092386842947861
    5  -0.001401387543588 -0.227655103258908
    6  -0.065210880282094 -0.078573688230818
    7   0.022906625802653 -0.226969301129043
    8  -0.563644412501535  0.037781390966893
    9  -0.042447026943805 -0.531717559737040
   10   1.657490711033639  0.160029841665298
   11   0.164122857448105  1.932494348896485
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0018590536253
Norm of residual vector 0  after precondition    0.0018590536253
                     1   0.4251158926  -3.20e-05    1.86e-03      N
Norm of residual vector af preconditioning    0.0013812485683
Norm of final new C in schmidt_add():    0.999999999999999
Norm of residual vector 1  before precondition    0.0248812586169
Norm of residual vector 1  after precondition    0.0248812586169
                     2   0.5089714361  -4.30e-04    2.49e-02      N
Norm of residual vector af preconditioning    0.0158914323251
Norm of final new C in schmidt_add():    1.000000000000003
Iter=7    L=14  resetting norm
SigmaSS, D(norm sigma)=   0.7905609358
FSD    , D(norm sigma)=   0.0012588614
WamefSD, D(norm sigma)=  -0.0016862379
WmnieSD, D(norm sigma)=   0.0584076147
WmaijDS, D(norm sigma)=   0.0613449998
WabejDS, D(norm sigma)=  -0.0014829926
WnmjeDS, D(norm sigma)=  -0.0000047445
WbmfeDS, D(norm sigma)=  -0.0001019793
FDD_Fbe, D(norm sigma)=   0.6923291668
FDD_Fmj, D(norm sigma)=   1.0199844356
WmnijDD, D(norm sigma)=   0.4673511758
WabefDD, D(norm sigma)=   0.2000300866
WmbejDD, D(norm sigma)=  -0.8610927051
WmnefDD XAF, D(norm sigma)=   0.0021534623
WmnefDD XLI, D(norm sigma)=   0.0001703490
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.6325448709
FSD    , D(norm sigma)=   0.0004448508
WamefSD, D(norm sigma)=  -0.0226062728
WmnieSD, D(norm sigma)=   0.0171645904
WmaijDS, D(norm sigma)=   0.0543998554
WabejDS, D(norm sigma)=   0.0063290568
WnmjeDS, D(norm sigma)=  -0.0000373694
WbmfeDS, D(norm sigma)=  -0.0002343114
FDD_Fbe, D(norm sigma)=   0.7404437372
FDD_Fmj, D(norm sigma)=   1.0258493351
WmnijDD, D(norm sigma)=   0.4879660124
WabefDD, D(norm sigma)=   0.2399900467
WmbejDD, D(norm sigma)=  -0.9407364924
WmnefDD XAF, D(norm sigma)=   0.0025729785
WmnefDD XLI, D(norm sigma)=   0.0001060940
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.542284516973232 -0.000074662313443  0.464526978883872  0.004823775277080  0.084547689022824
    1   0.000000000000000  0.607790489048580  0.009259212750500  0.434235040711785  0.003011469404492
    2   0.402006790518901  0.005569156352839  2.077113243258612  0.004164534754083  0.056377504341885
    3   0.001855225673306  0.383391089221595  0.004244504476499  2.239245701485157  0.007199147070110
    4   0.075657098412709  0.002864235603204  0.035182550900635  0.007797685881134  1.687494962035703
    5   0.004434125955620  0.069993407157804  0.021974531689224  0.061978464334987  0.002473674199516
    6   0.058740555572961  0.001258585428868  0.250162847922466  0.011514207521523  0.429807450464172
    7   0.000074899297312  0.046471232462082  0.012545457315227  0.216072560522531 -0.065315510311788
    8   0.086157527830623 -0.001863963523814  0.241214291777229 -0.019395259278852  0.580423910143526
    9  -0.013864660566240  0.003360070698652 -0.055055963743151 -0.063374667302212 -0.013917141428090
   10  -0.019894719246250 -0.007410181096438 -0.121243678974162 -0.030757403738629  0.112355133589874
   11  -0.008870331540811 -0.055625943438324 -0.019415708331535 -0.237222889954432 -0.091385183677919
   12  -0.034529888006973  0.010583615086089 -0.111254264145738  0.049765206934651 -0.077494760775763
   13   0.019305688993403 -0.000285287610897  0.061664788064013  0.031847289331299  0.113372244042097

                5                  6                  7                  8                  9        

    0   0.004168833334824  0.074917454722848  0.000777480563685  0.092939730893511 -0.013763868681291
    1   0.070025006164038  0.001556832517932  0.058641583056574 -0.001198710075311 -0.005088038905965
    2   0.019576225841980  0.241694746104771  0.014069263240409  0.237679274285187 -0.051868579573393
    3   0.074025055648166  0.011785791958112  0.216369449443975 -0.019164341571184 -0.061213511530805
    4   0.001323741120267  0.443053463019969 -0.067874140892554  0.588053136238456 -0.012570384322459
    5   2.001528976698710 -0.086944255237148  0.346433704063981  0.007679930384532  0.320959033056634
    6  -0.085770536211754  1.966588678147255 -0.029374361668912 -0.029287019787683 -0.019058217301291
    7   0.345794294324749 -0.033701544447508  1.438002323596824 -0.082887317070151 -0.641894561100694
    8   0.006422710003469 -0.041882714577610 -0.085907556492232  1.913017233916788 -0.201241433230828
    9   0.318799021936748 -0.018388179065042 -0.641159095279886 -0.200503936600585  1.586910572030649
   10  -0.006582541810491 -0.077262233325969  0.021304345834961 -0.553809661263241 -0.036045136245983
   11  -0.227954576066087 -0.079856257876767 -0.229354717947569  0.040564551241456 -0.533481693190930
   12   0.022923880020201  0.355508443384395  0.099569788397634 -0.572638226543758 -0.027256648042009
   13  -0.151457867048972  0.131371827612559  0.214384173518231  0.100735154779472 -0.390753490180167

               10                 11                 12                 13        

    0  -0.032666827687531 -0.011802794483296 -0.031241041412603  0.021954043206559
    1  -0.006744945170392 -0.065033505410930  0.011186365299543  0.007252742438760
    2  -0.123561881611916 -0.019290740421429 -0.109271817611092  0.058257980067798
    3  -0.031352332841791 -0.238933363069438  0.047854904657322  0.030134803942565
    4   0.119381335723893 -0.092386842947861 -0.067160916933386  0.111699190855600
    5  -0.001401387543588 -0.227655103258908  0.024594485387070 -0.149100494572791
    6  -0.065210880282094 -0.078573688230818  0.352086807472202  0.133204948692409
    7   0.022906625802653 -0.226969301129043  0.100792175842724  0.212363751040541
    8  -0.563644412501535  0.037781390966893 -0.586357635266678  0.102664683783042
    9  -0.042447026943805 -0.531717559737040 -0.031035099836514 -0.393041205314380
   10   1.657490711033639  0.160029841665298 -0.370263467431439  0.140824385455409
   11   0.164122857448105  1.932494348896485  0.074852964913755 -0.276510728335619
   12  -0.379662351186287  0.070467557777173  1.953960898036835 -0.082558553877628
   13   0.136727188186016 -0.276729041004699 -0.086539967289799  1.784905277661188
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0010242869327
Norm of residual vector 0  after precondition    0.0010242869327
                     1   0.4251097847  -6.11e-06    1.02e-03      N
Norm of residual vector af preconditioning    0.0005679092680
Norm of final new C in schmidt_add():    0.999999999999994
Norm of residual vector 1  before precondition    0.0427014379655
Norm of residual vector 1  after precondition    0.0427014379655
                     2   0.5074628349  -1.51e-03    4.27e-02      N
Norm of residual vector af preconditioning    0.0322717680010
Norm of final new C in schmidt_add():    1.000000000000000
Iter=8    L=16  resetting norm
SigmaSS, D(norm sigma)=   0.6133147118
FSD    , D(norm sigma)=   0.0000902007
WamefSD, D(norm sigma)=  -0.0146046670
WmnieSD, D(norm sigma)=   0.0091691809
WmaijDS, D(norm sigma)=   0.0448464595
WabejDS, D(norm sigma)=   0.0049956837
WnmjeDS, D(norm sigma)=   0.0001473844
WbmfeDS, D(norm sigma)=  -0.0005413592
FDD_Fbe, D(norm sigma)=   0.7186952344
FDD_Fmj, D(norm sigma)=   1.1361901856
WmnijDD, D(norm sigma)=   0.5515451815
WabefDD, D(norm sigma)=   0.2184613358
WmbejDD, D(norm sigma)=  -0.9868564679
WmnefDD XAF, D(norm sigma)=   0.0035284379
WmnefDD XLI, D(norm sigma)=   0.0000357236
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.6426151676
FSD    , D(norm sigma)=  -0.0001382066
WamefSD, D(norm sigma)=   0.0085390562
WmnieSD, D(norm sigma)=   0.0144525128
WmaijDS, D(norm sigma)=   0.0612325059
WabejDS, D(norm sigma)=   0.0069604431
WnmjeDS, D(norm sigma)=   0.0001205495
WbmfeDS, D(norm sigma)=  -0.0003260610
FDD_Fbe, D(norm sigma)=   0.7018297232
FDD_Fmj, D(norm sigma)=   0.9802635190
WmnijDD, D(norm sigma)=   0.4293916710
WabefDD, D(norm sigma)=   0.2003776224
WmbejDD, D(norm sigma)=  -0.8222914693
WmnefDD XAF, D(norm sigma)=   0.0031620576
WmnefDD XLI, D(norm sigma)=   0.0003304340
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.542284516973232 -0.000074662313443  0.464526978883872  0.004823775277080  0.084547689022824
    1   0.000000000000000  0.607790489048580  0.009259212750500  0.434235040711785  0.003011469404492
    2   0.402006790518901  0.005569156352839  2.077113243258612  0.004164534754083  0.056377504341885
    3   0.001855225673306  0.383391089221595  0.004244504476499  2.239245701485157  0.007199147070110
    4   0.075657098412709  0.002864235603204  0.035182550900635  0.007797685881134  1.687494962035703
    5   0.004434125955620  0.069993407157804  0.021974531689224  0.061978464334987  0.002473674199516
    6   0.058740555572961  0.001258585428868  0.250162847922466  0.011514207521523  0.429807450464172
    7   0.000074899297312  0.046471232462082  0.012545457315227  0.216072560522531 -0.065315510311788
    8   0.086157527830623 -0.001863963523814  0.241214291777229 -0.019395259278852  0.580423910143526
    9  -0.013864660566240  0.003360070698652 -0.055055963743151 -0.063374667302212 -0.013917141428090
   10  -0.019894719246250 -0.007410181096438 -0.121243678974162 -0.030757403738629  0.112355133589874
   11  -0.008870331540811 -0.055625943438324 -0.019415708331535 -0.237222889954432 -0.091385183677919
   12  -0.034529888006973  0.010583615086089 -0.111254264145738  0.049765206934651 -0.077494760775763
   13   0.019305688993403 -0.000285287610897  0.061664788064013  0.031847289331299  0.113372244042097
   14   0.028347926141120  0.003496369306228  0.128966768127475  0.008030200664674 -0.037403589886783
   15   0.012811630070075  0.058220760164486  0.034492998231746  0.218126997527661  0.107409881552955

                5                  6                  7                  8                  9        

    0   0.004168833334824  0.074917454722848  0.000777480563685  0.092939730893511 -0.013763868681291
    1   0.070025006164038  0.001556832517932  0.058641583056574 -0.001198710075311 -0.005088038905965
    2   0.019576225841980  0.241694746104771  0.014069263240409  0.237679274285187 -0.051868579573393
    3   0.074025055648166  0.011785791958112  0.216369449443975 -0.019164341571184 -0.061213511530805
    4   0.001323741120267  0.443053463019969 -0.067874140892554  0.588053136238456 -0.012570384322459
    5   2.001528976698710 -0.086944255237148  0.346433704063981  0.007679930384532  0.320959033056634
    6  -0.085770536211754  1.966588678147255 -0.029374361668912 -0.029287019787683 -0.019058217301291
    7   0.345794294324749 -0.033701544447508  1.438002323596824 -0.082887317070151 -0.641894561100694
    8   0.006422710003469 -0.041882714577610 -0.085907556492232  1.913017233916788 -0.201241433230828
    9   0.318799021936748 -0.018388179065042 -0.641159095279886 -0.200503936600585  1.586910572030649
   10  -0.006582541810491 -0.077262233325969  0.021304345834961 -0.553809661263241 -0.036045136245983
   11  -0.227954576066087 -0.079856257876767 -0.229354717947569  0.040564551241456 -0.533481693190930
   12   0.022923880020201  0.355508443384395  0.099569788397634 -0.572638226543758 -0.027256648042009
   13  -0.151457867048972  0.131371827612559  0.214384173518231  0.100735154779472 -0.390753490180167
   14   0.036176406043417  0.101073161367222  0.010243865468149 -0.053490432991607  0.022801870011734
   15   0.346987149347520  0.066633551246336  0.232495966068049  0.047528180661498  0.122254578915524

               10                 11                 12                 13                 14        

    0  -0.032666827687531 -0.011802794483296 -0.031241041412603  0.021954043206559  0.041476126053672
    1  -0.006744945170392 -0.065033505410930  0.011186365299543  0.007252742438760  0.000639758489878
    2  -0.123561881611916 -0.019290740421429 -0.109271817611092  0.058257980067798  0.128282864254548
    3  -0.031352332841791 -0.238933363069438  0.047854904657322  0.030134803942565  0.007609472550420
    4   0.119381335723893 -0.092386842947861 -0.067160916933386  0.111699190855600 -0.041843753711897
    5  -0.001401387543588 -0.227655103258908  0.024594485387070 -0.149100494572791  0.033479574827358
    6  -0.065210880282094 -0.078573688230818  0.352086807472202  0.133204948692409  0.116487070797593
    7   0.022906625802653 -0.226969301129043  0.100792175842724  0.212363751040541  0.018380454845843
    8  -0.563644412501535  0.037781390966893 -0.586357635266678  0.102664683783042 -0.058129446383292
    9  -0.042447026943805 -0.531717559737040 -0.031035099836514 -0.393041205314380  0.028425312464771
   10   1.657490711033639  0.160029841665298 -0.370263467431439  0.140824385455409 -0.208799404272756
   11   0.164122857448105  1.932494348896485  0.074852964913755 -0.276510728335619  0.076553643833275
   12  -0.379662351186287  0.070467557777173  1.953960898036835 -0.082558553877628 -0.278821424779837
   13   0.136727188186016 -0.276729041004699 -0.086539967289799  1.784905277661188 -0.127180240822183
   14  -0.215951157953132  0.069817143372524 -0.270769535545937 -0.122089024603240  1.930218951513642
   15   0.010182771078512 -0.423609305783566 -0.110863073535323 -0.482910370417782  0.067969640928252

               15        

    0   0.010216384746820
    1   0.067071144499007
    2   0.030953007592532
    3   0.215865125286484
    4   0.113784240961615
    5   0.351267540510426
    6   0.072519721510318
    7   0.237676541525935
    8   0.041036917639384
    9   0.118866325575051
   10   0.008414769696815
   11  -0.418918834918504
   12  -0.117415193290240
   13  -0.482037094985728
   14   0.060849749275073
   15   1.663055291188049
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0004136190187
Norm of residual vector 0  after precondition    0.0004136190187
                     1   0.4251130204   3.24e-06    4.14e-04      N
Norm of residual vector af preconditioning    0.0002255690307
Norm of final new C in schmidt_add():    0.999999999999999
Norm of residual vector 1  before precondition    0.0419604271534
Norm of residual vector 1  after precondition    0.0419604271534
                     2   0.5052047245  -2.26e-03    4.20e-02      N
Norm of residual vector af preconditioning    0.0338452527484
Norm of final new C in schmidt_add():    1.000000000000000
Iter=9    L=18  resetting norm
SigmaSS, D(norm sigma)=   0.5529031871
FSD    , D(norm sigma)=  -0.0005376925
WamefSD, D(norm sigma)=  -0.0161131132
WmnieSD, D(norm sigma)=  -0.0129670648
WmaijDS, D(norm sigma)=   0.0385391446
WabejDS, D(norm sigma)=   0.0048965466
WnmjeDS, D(norm sigma)=   0.0000483977
WbmfeDS, D(norm sigma)=   0.0000085326
FDD_Fbe, D(norm sigma)=   0.7422919613
FDD_Fmj, D(norm sigma)=   1.2255882466
WmnijDD, D(norm sigma)=   0.5922105279
WabefDD, D(norm sigma)=   0.2473316508
WmbejDD, D(norm sigma)=  -0.9600484132
WmnefDD XAF, D(norm sigma)=   0.0031225131
WmnefDD XLI, D(norm sigma)=   0.0002894866
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.6643225560
FSD    , D(norm sigma)=   0.0003331203
WamefSD, D(norm sigma)=  -0.0074640531
WmnieSD, D(norm sigma)=   0.0157994916
WmaijDS, D(norm sigma)=   0.0636836507
WabejDS, D(norm sigma)=   0.0060276781
WnmjeDS, D(norm sigma)=   0.0001775834
WbmfeDS, D(norm sigma)=  -0.0002422531
FDD_Fbe, D(norm sigma)=   0.6862604880
FDD_Fmj, D(norm sigma)=   1.0462979425
WmnijDD, D(norm sigma)=   0.4552510957
WabefDD, D(norm sigma)=   0.2306277209
WmbejDD, D(norm sigma)=  -0.9290427113
WmnefDD XAF, D(norm sigma)=   0.0023649638
WmnefDD XLI, D(norm sigma)=   0.0001504699
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.542284516973232 -0.000074662313443  0.464526978883872  0.004823775277080  0.084547689022824
    1   0.000000000000000  0.607790489048580  0.009259212750500  0.434235040711785  0.003011469404492
    2   0.402006790518901  0.005569156352839  2.077113243258612  0.004164534754083  0.056377504341885
    3   0.001855225673306  0.383391089221595  0.004244504476499  2.239245701485157  0.007199147070110
    4   0.075657098412709  0.002864235603204  0.035182550900635  0.007797685881134  1.687494962035703
    5   0.004434125955620  0.069993407157804  0.021974531689224  0.061978464334987  0.002473674199516
    6   0.058740555572961  0.001258585428868  0.250162847922466  0.011514207521523  0.429807450464172
    7   0.000074899297312  0.046471232462082  0.012545457315227  0.216072560522531 -0.065315510311788
    8   0.086157527830623 -0.001863963523814  0.241214291777229 -0.019395259278852  0.580423910143526
    9  -0.013864660566240  0.003360070698652 -0.055055963743151 -0.063374667302212 -0.013917141428090
   10  -0.019894719246250 -0.007410181096438 -0.121243678974162 -0.030757403738629  0.112355133589874
   11  -0.008870331540811 -0.055625943438324 -0.019415708331535 -0.237222889954432 -0.091385183677919
   12  -0.034529888006973  0.010583615086089 -0.111254264145738  0.049765206934651 -0.077494760775763
   13   0.019305688993403 -0.000285287610897  0.061664788064013  0.031847289331299  0.113372244042097
   14   0.028347926141120  0.003496369306228  0.128966768127475  0.008030200664674 -0.037403589886783
   15   0.012811630070075  0.058220760164486  0.034492998231746  0.218126997527661  0.107409881552955
   16  -0.018529088440373  0.025186661595866 -0.053420209774002  0.095661058404881 -0.127039812182656
   17   0.008043232712230 -0.011230853198159  0.002885084533296 -0.063319022461818  0.165152512688540

                5                  6                  7                  8                  9        

    0   0.004168833334824  0.074917454722848  0.000777480563685  0.092939730893511 -0.013763868681291
    1   0.070025006164038  0.001556832517932  0.058641583056574 -0.001198710075311 -0.005088038905965
    2   0.019576225841980  0.241694746104771  0.014069263240409  0.237679274285187 -0.051868579573393
    3   0.074025055648166  0.011785791958112  0.216369449443975 -0.019164341571184 -0.061213511530805
    4   0.001323741120267  0.443053463019969 -0.067874140892554  0.588053136238456 -0.012570384322459
    5   2.001528976698710 -0.086944255237148  0.346433704063981  0.007679930384532  0.320959033056634
    6  -0.085770536211754  1.966588678147255 -0.029374361668912 -0.029287019787683 -0.019058217301291
    7   0.345794294324749 -0.033701544447508  1.438002323596824 -0.082887317070151 -0.641894561100694
    8   0.006422710003469 -0.041882714577610 -0.085907556492232  1.913017233916788 -0.201241433230828
    9   0.318799021936748 -0.018388179065042 -0.641159095279886 -0.200503936600585  1.586910572030649
   10  -0.006582541810491 -0.077262233325969  0.021304345834961 -0.553809661263241 -0.036045136245983
   11  -0.227954576066087 -0.079856257876767 -0.229354717947569  0.040564551241456 -0.533481693190930
   12   0.022923880020201  0.355508443384395  0.099569788397634 -0.572638226543758 -0.027256648042009
   13  -0.151457867048972  0.131371827612559  0.214384173518231  0.100735154779472 -0.390753490180167
   14   0.036176406043417  0.101073161367222  0.010243865468149 -0.053490432991607  0.022801870011734
   15   0.346987149347520  0.066633551246336  0.232495966068049  0.047528180661498  0.122254578915524
   16   0.123427475530712 -0.122227485028535  0.101551777765409 -0.020989519954189 -0.047091516284450
   17   0.043312502338518  0.136549810095192 -0.122458905969176  0.036415899363108  0.120048904641598

               10                 11                 12                 13                 14        

    0  -0.032666827687531 -0.011802794483296 -0.031241041412603  0.021954043206559  0.041476126053672
    1  -0.006744945170392 -0.065033505410930  0.011186365299543  0.007252742438760  0.000639758489878
    2  -0.123561881611916 -0.019290740421429 -0.109271817611092  0.058257980067798  0.128282864254548
    3  -0.031352332841791 -0.238933363069438  0.047854904657322  0.030134803942565  0.007609472550420
    4   0.119381335723893 -0.092386842947861 -0.067160916933386  0.111699190855600 -0.041843753711897
    5  -0.001401387543588 -0.227655103258908  0.024594485387070 -0.149100494572791  0.033479574827358
    6  -0.065210880282094 -0.078573688230818  0.352086807472202  0.133204948692409  0.116487070797593
    7   0.022906625802653 -0.226969301129043  0.100792175842724  0.212363751040541  0.018380454845843
    8  -0.563644412501535  0.037781390966893 -0.586357635266678  0.102664683783042 -0.058129446383292
    9  -0.042447026943805 -0.531717559737040 -0.031035099836514 -0.393041205314380  0.028425312464771
   10   1.657490711033639  0.160029841665298 -0.370263467431439  0.140824385455409 -0.208799404272756
   11   0.164122857448105  1.932494348896485  0.074852964913755 -0.276510728335619  0.076553643833275
   12  -0.379662351186287  0.070467557777173  1.953960898036835 -0.082558553877628 -0.278821424779837
   13   0.136727188186016 -0.276729041004699 -0.086539967289799  1.784905277661188 -0.127180240822183
   14  -0.215951157953132  0.069817143372524 -0.270769535545937 -0.122089024603240  1.930218951513642
   15   0.010182771078512 -0.423609305783566 -0.110863073535323 -0.482910370417782  0.067969640928252
   16  -0.227802927431088 -0.024445620809634  0.367204077237860  0.009563419247367  0.366185152135292
   17   0.048722497847356  0.225618942824600 -0.036507623629244 -0.448845528209829  0.037880362327025

               15                 16                 17        

    0   0.010216384746820 -0.019761505839051  0.009102724878643
    1   0.067071144499007  0.029445135568912 -0.021871075821040
    2   0.030953007592532 -0.056680123988680 -0.001369435710723
    3   0.215865125286484  0.093342017199578 -0.062519274102559
    4   0.113784240961615 -0.134110726037412  0.171906731251159
    5   0.351267540510426  0.123470676426231  0.045867689642187
    6   0.072519721510318 -0.130863494217397  0.138535591373254
    7   0.237676541525935  0.109161510056085 -0.120249515689808
    8   0.041036917639384 -0.010868324776293  0.034320430960538
    9   0.118866325575051 -0.042331048033125  0.115856354032690
   10   0.008414769696815 -0.233571831970571  0.050715152727170
   11  -0.418918834918504 -0.023977218107701  0.223672593825706
   12  -0.117415193290240  0.372999127090974 -0.033846365282954
   13  -0.482037094985728  0.016801600210893 -0.452898671151821
   14   0.060849749275073  0.370448984049964  0.043356102918193
   15   1.663055291188049 -0.015498444106349 -0.410955832769717
   16  -0.009252473800069  2.020230820318922 -0.014203449488508
   17  -0.412088631072628 -0.011671052504856  1.730150642065284
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0001612456082
Norm of residual vector 0  after precondition    0.0001612456082
                     1   0.4251132211   2.01e-07    1.61e-04      N
Norm of residual vector af preconditioning    0.0000867474168
Norm of final new C in schmidt_add():    1.000000000000002
Norm of residual vector 1  before precondition    0.0395673039114
Norm of residual vector 1  after precondition    0.0395673039114
                     2   0.5027640438  -2.44e-03    3.96e-02      N
Norm of residual vector af preconditioning    0.0247496013927
Norm of final new C in schmidt_add():    1.000000000000004
Iter=10   L=20  resetting norm
SigmaSS, D(norm sigma)=   0.5701128153
FSD    , D(norm sigma)=   0.0002496090
WamefSD, D(norm sigma)=  -0.0292186425
WmnieSD, D(norm sigma)=   0.0245219912
WmaijDS, D(norm sigma)=   0.0486353783
WabejDS, D(norm sigma)=   0.0053791548
WnmjeDS, D(norm sigma)=   0.0001719886
WbmfeDS, D(norm sigma)=  -0.0002404443
FDD_Fbe, D(norm sigma)=   0.8507977341
FDD_Fmj, D(norm sigma)=   1.2240697981
WmnijDD, D(norm sigma)=   0.5284038560
WabefDD, D(norm sigma)=   0.2297420920
WmbejDD, D(norm sigma)=  -0.9769417662
WmnefDD XAF, D(norm sigma)=   0.0022831346
WmnefDD XLI, D(norm sigma)=   0.0000986647
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.5092103878
FSD    , D(norm sigma)=  -0.0004634263
WamefSD, D(norm sigma)=   0.0020405036
WmnieSD, D(norm sigma)=   0.0281148787
WmaijDS, D(norm sigma)=   0.0422703191
WabejDS, D(norm sigma)=   0.0073757352
WnmjeDS, D(norm sigma)=   0.0002719922
WbmfeDS, D(norm sigma)=  -0.0007720681
FDD_Fbe, D(norm sigma)=   0.8210642689
FDD_Fmj, D(norm sigma)=   1.2476384914
WmnijDD, D(norm sigma)=   0.5500260412
WabefDD, D(norm sigma)=   0.2501366742
WmbejDD, D(norm sigma)=  -1.0233418617
WmnefDD XAF, D(norm sigma)=   0.0052491814
WmnefDD XLI, D(norm sigma)=   0.0006402945
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.542284516973232 -0.000074662313443  0.464526978883872  0.004823775277080  0.084547689022824
    1   0.000000000000000  0.607790489048580  0.009259212750500  0.434235040711785  0.003011469404492
    2   0.402006790518901  0.005569156352839  2.077113243258612  0.004164534754083  0.056377504341885
    3   0.001855225673306  0.383391089221595  0.004244504476499  2.239245701485157  0.007199147070110
    4   0.075657098412709  0.002864235603204  0.035182550900635  0.007797685881134  1.687494962035703
    5   0.004434125955620  0.069993407157804  0.021974531689224  0.061978464334987  0.002473674199516
    6   0.058740555572961  0.001258585428868  0.250162847922466  0.011514207521523  0.429807450464172
    7   0.000074899297312  0.046471232462082  0.012545457315227  0.216072560522531 -0.065315510311788
    8   0.086157527830623 -0.001863963523814  0.241214291777229 -0.019395259278852  0.580423910143526
    9  -0.013864660566240  0.003360070698652 -0.055055963743151 -0.063374667302212 -0.013917141428090
   10  -0.019894719246250 -0.007410181096438 -0.121243678974162 -0.030757403738629  0.112355133589874
   11  -0.008870331540811 -0.055625943438324 -0.019415708331535 -0.237222889954432 -0.091385183677919
   12  -0.034529888006973  0.010583615086089 -0.111254264145738  0.049765206934651 -0.077494760775763
   13   0.019305688993403 -0.000285287610897  0.061664788064013  0.031847289331299  0.113372244042097
   14   0.028347926141120  0.003496369306228  0.128966768127475  0.008030200664674 -0.037403589886783
   15   0.012811630070075  0.058220760164486  0.034492998231746  0.218126997527661  0.107409881552955
   16  -0.018529088440373  0.025186661595866 -0.053420209774002  0.095661058404881 -0.127039812182656
   17   0.008043232712230 -0.011230853198159  0.002885084533296 -0.063319022461818  0.165152512688540
   18   0.036162510410430  0.009469753020044  0.128456646126609  0.030049406197067  0.104926211805457
   19  -0.015114719558162  0.040095524246867 -0.050711360877258  0.157847418261028 -0.063506537446375

                5                  6                  7                  8                  9        

    0   0.004168833334824  0.074917454722848  0.000777480563685  0.092939730893511 -0.013763868681291
    1   0.070025006164038  0.001556832517932  0.058641583056574 -0.001198710075311 -0.005088038905965
    2   0.019576225841980  0.241694746104771  0.014069263240409  0.237679274285187 -0.051868579573393
    3   0.074025055648166  0.011785791958112  0.216369449443975 -0.019164341571184 -0.061213511530805
    4   0.001323741120267  0.443053463019969 -0.067874140892554  0.588053136238456 -0.012570384322459
    5   2.001528976698710 -0.086944255237148  0.346433704063981  0.007679930384532  0.320959033056634
    6  -0.085770536211754  1.966588678147255 -0.029374361668912 -0.029287019787683 -0.019058217301291
    7   0.345794294324749 -0.033701544447508  1.438002323596824 -0.082887317070151 -0.641894561100694
    8   0.006422710003469 -0.041882714577610 -0.085907556492232  1.913017233916788 -0.201241433230828
    9   0.318799021936748 -0.018388179065042 -0.641159095279886 -0.200503936600585  1.586910572030649
   10  -0.006582541810491 -0.077262233325969  0.021304345834961 -0.553809661263241 -0.036045136245983
   11  -0.227954576066087 -0.079856257876767 -0.229354717947569  0.040564551241456 -0.533481693190930
   12   0.022923880020201  0.355508443384395  0.099569788397634 -0.572638226543758 -0.027256648042009
   13  -0.151457867048972  0.131371827612559  0.214384173518231  0.100735154779472 -0.390753490180167
   14   0.036176406043417  0.101073161367222  0.010243865468149 -0.053490432991607  0.022801870011734
   15   0.346987149347520  0.066633551246336  0.232495966068049  0.047528180661498  0.122254578915524
   16   0.123427475530712 -0.122227485028535  0.101551777765409 -0.020989519954189 -0.047091516284450
   17   0.043312502338518  0.136549810095192 -0.122458905969176  0.036415899363108  0.120048904641598
   18   0.066992089415470  0.070002741840449  0.026954901064093  0.137989551712777 -0.049841560433334
   19   0.168328053668719 -0.083214036765320  0.054119824628092  0.013649189111603  0.129534149792217

               10                 11                 12                 13                 14        

    0  -0.032666827687531 -0.011802794483296 -0.031241041412603  0.021954043206559  0.041476126053672
    1  -0.006744945170392 -0.065033505410930  0.011186365299543  0.007252742438760  0.000639758489878
    2  -0.123561881611916 -0.019290740421429 -0.109271817611092  0.058257980067798  0.128282864254548
    3  -0.031352332841791 -0.238933363069438  0.047854904657322  0.030134803942565  0.007609472550420
    4   0.119381335723893 -0.092386842947861 -0.067160916933386  0.111699190855600 -0.041843753711897
    5  -0.001401387543588 -0.227655103258908  0.024594485387070 -0.149100494572791  0.033479574827358
    6  -0.065210880282094 -0.078573688230818  0.352086807472202  0.133204948692409  0.116487070797593
    7   0.022906625802653 -0.226969301129043  0.100792175842724  0.212363751040541  0.018380454845843
    8  -0.563644412501535  0.037781390966893 -0.586357635266678  0.102664683783042 -0.058129446383292
    9  -0.042447026943805 -0.531717559737040 -0.031035099836514 -0.393041205314380  0.028425312464771
   10   1.657490711033639  0.160029841665298 -0.370263467431439  0.140824385455409 -0.208799404272756
   11   0.164122857448105  1.932494348896485  0.074852964913755 -0.276510728335619  0.076553643833275
   12  -0.379662351186287  0.070467557777173  1.953960898036835 -0.082558553877628 -0.278821424779837
   13   0.136727188186016 -0.276729041004699 -0.086539967289799  1.784905277661188 -0.127180240822183
   14  -0.215951157953132  0.069817143372524 -0.270769535545937 -0.122089024603240  1.930218951513642
   15   0.010182771078512 -0.423609305783566 -0.110863073535323 -0.482910370417782  0.067969640928252
   16  -0.227802927431088 -0.024445620809634  0.367204077237860  0.009563419247367  0.366185152135292
   17   0.048722497847356  0.225618942824600 -0.036507623629244 -0.448845528209829  0.037880362327025
   18  -0.201184934844542  0.043826941191211  0.006730515642489  0.054092403148204  0.443721483890658
   19  -0.106552067773800 -0.257513091236288  0.035273849644338 -0.078597312438904 -0.080822949749268

               15                 16                 17                 18                 19        

    0   0.010216384746820 -0.019761505839051  0.009102724878643  0.047673652817330 -0.014834126673524
    1   0.067071144499007  0.029445135568912 -0.021871075821040  0.005757672057662  0.040989085062730
    2   0.030953007592532 -0.056680123988680 -0.001369435710723  0.121422495893321 -0.047187507210463
    3   0.215865125286484  0.093342017199578 -0.062519274102559  0.027373797692353  0.155306141582183
    4   0.113784240961615 -0.134110726037412  0.171906731251159  0.097561159515862 -0.070281080147073
    5   0.351267540510426  0.123470676426231  0.045867689642187  0.070305137931945  0.172151036976664
    6   0.072519721510318 -0.130863494217397  0.138535591373254  0.069301964509101 -0.091740526099225
    7   0.237676541525935  0.109161510056085 -0.120249515689808  0.030601837633232  0.051131798448892
    8   0.041036917639384 -0.010868324776293  0.034320430960538  0.145395606445613  0.020537729892271
    9   0.118866325575051 -0.042331048033125  0.115856354032690 -0.053637058794151  0.123196080659767
   10   0.008414769696815 -0.233571831970571  0.050715152727170 -0.204421186158233 -0.107820531897594
   11  -0.418918834918504 -0.023977218107701  0.223672593825706  0.041759589769428 -0.268291880639985
   12  -0.117415193290240  0.372999127090974 -0.033846365282954  0.003619318283688  0.041367945700875
   13  -0.482037094985728  0.016801600210893 -0.452898671151821  0.054329551450832 -0.073432141858172
   14   0.060849749275073  0.370448984049964  0.043356102918193  0.446211039603764 -0.080374451488466
   15   1.663055291188049 -0.015498444106349 -0.410955832769717 -0.051395586186297  0.200238671639761
   16  -0.009252473800069  2.020230820318922 -0.014203449488508 -0.318303819704290 -0.042708060267457
   17  -0.412088631072628 -0.011671052504856  1.730150642065284 -0.061720309134056  0.459837684197138
   18  -0.048067003166908 -0.319265487878762 -0.069602394242695  1.972003631947083  0.290338318245632
   19   0.205352710655590 -0.034723385614436  0.448284612500199  0.287318289155455  1.983871966958384
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000595568228
Norm of residual vector 0  after precondition    0.0000595568228
                     1   0.4251127076  -5.14e-07    5.96e-05      N
Norm of residual vector af preconditioning    0.0000343106199
Norm of final new C in schmidt_add():    1.000000000000009
Norm of residual vector 1  before precondition    0.0312057572207
Norm of residual vector 1  after precondition    0.0312057572207
                     2   0.5013120801  -1.45e-03    3.12e-02      N
Norm of residual vector af preconditioning    0.0242665235167
Norm of final new C in schmidt_add():    1.000000000000004
Iter=11   L=22  resetting norm
SigmaSS, D(norm sigma)=   0.5002493474
FSD    , D(norm sigma)=   0.0002013997
WamefSD, D(norm sigma)=  -0.0063737800
WmnieSD, D(norm sigma)=   0.0326640421
WmaijDS, D(norm sigma)=   0.0407228201
WabejDS, D(norm sigma)=   0.0042423179
WnmjeDS, D(norm sigma)=   0.0000886892
WbmfeDS, D(norm sigma)=  -0.0000342563
FDD_Fbe, D(norm sigma)=   0.8264328687
FDD_Fmj, D(norm sigma)=   1.2265101576
WmnijDD, D(norm sigma)=   0.5699698722
WabefDD, D(norm sigma)=   0.2430056071
WmbejDD, D(norm sigma)=  -1.0297447805
WmnefDD XAF, D(norm sigma)=   0.0021321038
WmnefDD XLI, D(norm sigma)=   0.0001173467
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.7437381732
FSD    , D(norm sigma)=  -0.0005561192
WamefSD, D(norm sigma)=   0.0082092165
WmnieSD, D(norm sigma)=  -0.0130545913
WmaijDS, D(norm sigma)=   0.0443077446
WabejDS, D(norm sigma)=   0.0087795268
WnmjeDS, D(norm sigma)=   0.0001501288
WbmfeDS, D(norm sigma)=  -0.0012667020
FDD_Fbe, D(norm sigma)=   0.8156423468
FDD_Fmj, D(norm sigma)=   1.2248108616
WmnijDD, D(norm sigma)=   0.4841027516
WabefDD, D(norm sigma)=   0.2317960482
WmbejDD, D(norm sigma)=  -0.9955667094
WmnefDD XAF, D(norm sigma)=   0.0031788758
WmnefDD XLI, D(norm sigma)=   0.0002635820
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.542284516973232 -0.000074662313443  0.464526978883872  0.004823775277080  0.084547689022824
    1   0.000000000000000  0.607790489048580  0.009259212750500  0.434235040711785  0.003011469404492
    2   0.402006790518901  0.005569156352839  2.077113243258612  0.004164534754083  0.056377504341885
    3   0.001855225673306  0.383391089221595  0.004244504476499  2.239245701485157  0.007199147070110
    4   0.075657098412709  0.002864235603204  0.035182550900635  0.007797685881134  1.687494962035703
    5   0.004434125955620  0.069993407157804  0.021974531689224  0.061978464334987  0.002473674199516
    6   0.058740555572961  0.001258585428868  0.250162847922466  0.011514207521523  0.429807450464172
    7   0.000074899297312  0.046471232462082  0.012545457315227  0.216072560522531 -0.065315510311788
    8   0.086157527830623 -0.001863963523814  0.241214291777229 -0.019395259278852  0.580423910143526
    9  -0.013864660566240  0.003360070698652 -0.055055963743151 -0.063374667302212 -0.013917141428090
   10  -0.019894719246250 -0.007410181096438 -0.121243678974162 -0.030757403738629  0.112355133589874
   11  -0.008870331540811 -0.055625943438324 -0.019415708331535 -0.237222889954432 -0.091385183677919
   12  -0.034529888006973  0.010583615086089 -0.111254264145738  0.049765206934651 -0.077494760775763
   13   0.019305688993403 -0.000285287610897  0.061664788064013  0.031847289331299  0.113372244042097
   14   0.028347926141120  0.003496369306228  0.128966768127475  0.008030200664674 -0.037403589886783
   15   0.012811630070075  0.058220760164486  0.034492998231746  0.218126997527661  0.107409881552955
   16  -0.018529088440373  0.025186661595866 -0.053420209774002  0.095661058404881 -0.127039812182656
   17   0.008043232712230 -0.011230853198159  0.002885084533296 -0.063319022461818  0.165152512688540
   18   0.036162510410430  0.009469753020044  0.128456646126609  0.030049406197067  0.104926211805457
   19  -0.015114719558162  0.040095524246867 -0.050711360877258  0.157847418261028 -0.063506537446375
   20  -0.026403133188842 -0.008768994223865 -0.079880151380619 -0.014544260422421 -0.167703675502737
   21  -0.002702239472649 -0.005521327770128  0.001349893518994 -0.054475046236468 -0.074387399269535

                5                  6                  7                  8                  9        

    0   0.004168833334824  0.074917454722848  0.000777480563685  0.092939730893511 -0.013763868681291
    1   0.070025006164038  0.001556832517932  0.058641583056574 -0.001198710075311 -0.005088038905965
    2   0.019576225841980  0.241694746104771  0.014069263240409  0.237679274285187 -0.051868579573393
    3   0.074025055648166  0.011785791958112  0.216369449443975 -0.019164341571184 -0.061213511530805
    4   0.001323741120267  0.443053463019969 -0.067874140892554  0.588053136238456 -0.012570384322459
    5   2.001528976698710 -0.086944255237148  0.346433704063981  0.007679930384532  0.320959033056634
    6  -0.085770536211754  1.966588678147255 -0.029374361668912 -0.029287019787683 -0.019058217301291
    7   0.345794294324749 -0.033701544447508  1.438002323596824 -0.082887317070151 -0.641894561100694
    8   0.006422710003469 -0.041882714577610 -0.085907556492232  1.913017233916788 -0.201241433230828
    9   0.318799021936748 -0.018388179065042 -0.641159095279886 -0.200503936600585  1.586910572030649
   10  -0.006582541810491 -0.077262233325969  0.021304345834961 -0.553809661263241 -0.036045136245983
   11  -0.227954576066087 -0.079856257876767 -0.229354717947569  0.040564551241456 -0.533481693190930
   12   0.022923880020201  0.355508443384395  0.099569788397634 -0.572638226543758 -0.027256648042009
   13  -0.151457867048972  0.131371827612559  0.214384173518231  0.100735154779472 -0.390753490180167
   14   0.036176406043417  0.101073161367222  0.010243865468149 -0.053490432991607  0.022801870011734
   15   0.346987149347520  0.066633551246336  0.232495966068049  0.047528180661498  0.122254578915524
   16   0.123427475530712 -0.122227485028535  0.101551777765409 -0.020989519954189 -0.047091516284450
   17   0.043312502338518  0.136549810095192 -0.122458905969176  0.036415899363108  0.120048904641598
   18   0.066992089415470  0.070002741840449  0.026954901064093  0.137989551712777 -0.049841560433334
   19   0.168328053668719 -0.083214036765320  0.054119824628092  0.013649189111603  0.129534149792217
   20  -0.168603165388661 -0.126729294298058 -0.123149298465079 -0.146102288494500  0.113080118095564
   21   0.184562558897256 -0.112648140800078  0.062985959322878  0.033316213180211 -0.000360009413729

               10                 11                 12                 13                 14        

    0  -0.032666827687531 -0.011802794483296 -0.031241041412603  0.021954043206559  0.041476126053672
    1  -0.006744945170392 -0.065033505410930  0.011186365299543  0.007252742438760  0.000639758489878
    2  -0.123561881611916 -0.019290740421429 -0.109271817611092  0.058257980067798  0.128282864254548
    3  -0.031352332841791 -0.238933363069438  0.047854904657322  0.030134803942565  0.007609472550420
    4   0.119381335723893 -0.092386842947861 -0.067160916933386  0.111699190855600 -0.041843753711897
    5  -0.001401387543588 -0.227655103258908  0.024594485387070 -0.149100494572791  0.033479574827358
    6  -0.065210880282094 -0.078573688230818  0.352086807472202  0.133204948692409  0.116487070797593
    7   0.022906625802653 -0.226969301129043  0.100792175842724  0.212363751040541  0.018380454845843
    8  -0.563644412501535  0.037781390966893 -0.586357635266678  0.102664683783042 -0.058129446383292
    9  -0.042447026943805 -0.531717559737040 -0.031035099836514 -0.393041205314380  0.028425312464771
   10   1.657490711033639  0.160029841665298 -0.370263467431439  0.140824385455409 -0.208799404272756
   11   0.164122857448105  1.932494348896485  0.074852964913755 -0.276510728335619  0.076553643833275
   12  -0.379662351186287  0.070467557777173  1.953960898036835 -0.082558553877628 -0.278821424779837
   13   0.136727188186016 -0.276729041004699 -0.086539967289799  1.784905277661188 -0.127180240822183
   14  -0.215951157953132  0.069817143372524 -0.270769535545937 -0.122089024603240  1.930218951513642
   15   0.010182771078512 -0.423609305783566 -0.110863073535323 -0.482910370417782  0.067969640928252
   16  -0.227802927431088 -0.024445620809634  0.367204077237860  0.009563419247367  0.366185152135292
   17   0.048722497847356  0.225618942824600 -0.036507623629244 -0.448845528209829  0.037880362327025
   18  -0.201184934844542  0.043826941191211  0.006730515642489  0.054092403148204  0.443721483890658
   19  -0.106552067773800 -0.257513091236288  0.035273849644338 -0.078597312438904 -0.080822949749268
   20  -0.040607830484277 -0.045453396169716  0.164591334580287 -0.024926236273566 -0.081230304884722
   21  -0.053474071701960  0.038841974553003  0.030617781386887  0.013926735919145 -0.075163939603304

               15                 16                 17                 18                 19        

    0   0.010216384746820 -0.019761505839051  0.009102724878643  0.047673652817330 -0.014834126673524
    1   0.067071144499007  0.029445135568912 -0.021871075821040  0.005757672057662  0.040989085062730
    2   0.030953007592532 -0.056680123988680 -0.001369435710723  0.121422495893321 -0.047187507210463
    3   0.215865125286484  0.093342017199578 -0.062519274102559  0.027373797692353  0.155306141582183
    4   0.113784240961615 -0.134110726037412  0.171906731251159  0.097561159515862 -0.070281080147073
    5   0.351267540510426  0.123470676426231  0.045867689642187  0.070305137931945  0.172151036976664
    6   0.072519721510318 -0.130863494217397  0.138535591373254  0.069301964509101 -0.091740526099225
    7   0.237676541525935  0.109161510056085 -0.120249515689808  0.030601837633232  0.051131798448892
    8   0.041036917639384 -0.010868324776293  0.034320430960538  0.145395606445613  0.020537729892271
    9   0.118866325575051 -0.042331048033125  0.115856354032690 -0.053637058794151  0.123196080659767
   10   0.008414769696815 -0.233571831970571  0.050715152727170 -0.204421186158233 -0.107820531897594
   11  -0.418918834918504 -0.023977218107701  0.223672593825706  0.041759589769428 -0.268291880639985
   12  -0.117415193290240  0.372999127090974 -0.033846365282954  0.003619318283688  0.041367945700875
   13  -0.482037094985728  0.016801600210893 -0.452898671151821  0.054329551450832 -0.073432141858172
   14   0.060849749275073  0.370448984049964  0.043356102918193  0.446211039603764 -0.080374451488466
   15   1.663055291188049 -0.015498444106349 -0.410955832769717 -0.051395586186297  0.200238671639761
   16  -0.009252473800069  2.020230820318922 -0.014203449488508 -0.318303819704290 -0.042708060267457
   17  -0.412088631072628 -0.011671052504856  1.730150642065284 -0.061720309134056  0.459837684197138
   18  -0.048067003166908 -0.319265487878762 -0.069602394242695  1.972003631947083  0.290338318245632
   19   0.205352710655590 -0.034723385614436  0.448284612500199  0.287318289155455  1.983871966958384
   20  -0.130781515398414  0.371492946134393 -0.008108568134328  0.349803238248998 -0.146148367899416
   21  -0.362258483807092 -0.131973154224405  0.363915799502166  0.098000231247989 -0.505733937774590

               20                 21        

    0  -0.021282506040797 -0.006422955398210
    1  -0.009245107759122 -0.014821094331965
    2  -0.078617291241765  0.002106943150541
    3  -0.010888322217101 -0.058725693137425
    4  -0.179300626136099 -0.075209495621615
    5  -0.174036178774938  0.192608547697863
    6  -0.124094491910564 -0.115909777951022
    7  -0.122997150738519  0.068690722343560
    8  -0.138183165282775  0.036800872857693
    9   0.120144558502191  0.002129145320628
   10  -0.040563022986192 -0.059315592258921
   11  -0.050291252540327  0.036472636093448
   12   0.168635657900625  0.035910968541003
   13  -0.023103627773591  0.021456040819120
   14  -0.079126815507632 -0.081655377828705
   15  -0.129007139516715 -0.375578754741494
   16   0.366502641388590 -0.135497224149266
   17  -0.007074153337951  0.362906169920071
   18   0.347257053231086  0.100189697887511
   19  -0.151476152110916 -0.495075514257570
   20   1.983960661543992 -0.140412057128129
   21  -0.141406016819703  1.960074818894250
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000267473947
Norm of residual vector 0  after precondition    0.0000267473947
                     1   0.4251129747   2.67e-07    2.67e-05      N
Norm of residual vector af preconditioning    0.0000136543514
Norm of final new C in schmidt_add():    0.999999999999996
Norm of residual vector 1  before precondition    0.0325899338603
Norm of residual vector 1  after precondition    0.0325899338603
                     2   0.4998202624  -1.49e-03    3.26e-02      N
Norm of residual vector af preconditioning    0.0191734808009
Norm of final new C in schmidt_add():    0.999999999999998
Iter=12   L=24  resetting norm
SigmaSS, D(norm sigma)=   0.6118547589
FSD    , D(norm sigma)=  -0.0002561323
WamefSD, D(norm sigma)=  -0.0035414992
WmnieSD, D(norm sigma)=   0.0101020365
WmaijDS, D(norm sigma)=   0.0437256547
WabejDS, D(norm sigma)=   0.0017931612
WnmjeDS, D(norm sigma)=   0.0000897642
WbmfeDS, D(norm sigma)=  -0.0001234384
FDD_Fbe, D(norm sigma)=   0.8743244281
FDD_Fmj, D(norm sigma)=   1.2424766680
WmnijDD, D(norm sigma)=   0.5281427214
WabefDD, D(norm sigma)=   0.2277639932
WmbejDD, D(norm sigma)=  -1.0062466024
WmnefDD XAF, D(norm sigma)=   0.0033857585
WmnefDD XLI, D(norm sigma)=   0.0004166626
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.6906780609
FSD    , D(norm sigma)=  -0.0000341664
WamefSD, D(norm sigma)=  -0.0014294496
WmnieSD, D(norm sigma)=   0.0180566063
WmaijDS, D(norm sigma)=   0.0390207406
WabejDS, D(norm sigma)=   0.0013325892
WnmjeDS, D(norm sigma)=   0.0000236454
WbmfeDS, D(norm sigma)=   0.0000147233
FDD_Fbe, D(norm sigma)=   0.8086292026
FDD_Fmj, D(norm sigma)=   1.2108433071
WmnijDD, D(norm sigma)=   0.5250709271
WabefDD, D(norm sigma)=   0.2629676351
WmbejDD, D(norm sigma)=  -1.0105114052
WmnefDD XAF, D(norm sigma)=   0.0037394972
WmnefDD XLI, D(norm sigma)=   0.0002201508
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.542284516973232 -0.000074662313443  0.464526978883872  0.004823775277080  0.084547689022824
    1   0.000000000000000  0.607790489048580  0.009259212750500  0.434235040711785  0.003011469404492
    2   0.402006790518901  0.005569156352839  2.077113243258612  0.004164534754083  0.056377504341885
    3   0.001855225673306  0.383391089221595  0.004244504476499  2.239245701485157  0.007199147070110
    4   0.075657098412709  0.002864235603204  0.035182550900635  0.007797685881134  1.687494962035703
    5   0.004434125955620  0.069993407157804  0.021974531689224  0.061978464334987  0.002473674199516
    6   0.058740555572961  0.001258585428868  0.250162847922466  0.011514207521523  0.429807450464172
    7   0.000074899297312  0.046471232462082  0.012545457315227  0.216072560522531 -0.065315510311788
    8   0.086157527830623 -0.001863963523814  0.241214291777229 -0.019395259278852  0.580423910143526
    9  -0.013864660566240  0.003360070698652 -0.055055963743151 -0.063374667302212 -0.013917141428090
   10  -0.019894719246250 -0.007410181096438 -0.121243678974162 -0.030757403738629  0.112355133589874
   11  -0.008870331540811 -0.055625943438324 -0.019415708331535 -0.237222889954432 -0.091385183677919
   12  -0.034529888006973  0.010583615086089 -0.111254264145738  0.049765206934651 -0.077494760775763
   13   0.019305688993403 -0.000285287610897  0.061664788064013  0.031847289331299  0.113372244042097
   14   0.028347926141120  0.003496369306228  0.128966768127475  0.008030200664674 -0.037403589886783
   15   0.012811630070075  0.058220760164486  0.034492998231746  0.218126997527661  0.107409881552955
   16  -0.018529088440373  0.025186661595866 -0.053420209774002  0.095661058404881 -0.127039812182656
   17   0.008043232712230 -0.011230853198159  0.002885084533296 -0.063319022461818  0.165152512688540
   18   0.036162510410430  0.009469753020044  0.128456646126609  0.030049406197067  0.104926211805457
   19  -0.015114719558162  0.040095524246867 -0.050711360877258  0.157847418261028 -0.063506537446375
   20  -0.026403133188842 -0.008768994223865 -0.079880151380619 -0.014544260422421 -0.167703675502737
   21  -0.002702239472649 -0.005521327770128  0.001349893518994 -0.054475046236468 -0.074387399269535
   22  -0.015082431901861  0.022247789653364 -0.077037441584884  0.084148521615037  0.048946002708820
   23   0.005806158119674  0.000485714581650  0.033331163591412  0.011338186266433 -0.011005827153676

                5                  6                  7                  8                  9        

    0   0.004168833334824  0.074917454722848  0.000777480563685  0.092939730893511 -0.013763868681291
    1   0.070025006164038  0.001556832517932  0.058641583056574 -0.001198710075311 -0.005088038905965
    2   0.019576225841980  0.241694746104771  0.014069263240409  0.237679274285187 -0.051868579573393
    3   0.074025055648166  0.011785791958112  0.216369449443975 -0.019164341571184 -0.061213511530805
    4   0.001323741120267  0.443053463019969 -0.067874140892554  0.588053136238456 -0.012570384322459
    5   2.001528976698710 -0.086944255237148  0.346433704063981  0.007679930384532  0.320959033056634
    6  -0.085770536211754  1.966588678147255 -0.029374361668912 -0.029287019787683 -0.019058217301291
    7   0.345794294324749 -0.033701544447508  1.438002323596824 -0.082887317070151 -0.641894561100694
    8   0.006422710003469 -0.041882714577610 -0.085907556492232  1.913017233916788 -0.201241433230828
    9   0.318799021936748 -0.018388179065042 -0.641159095279886 -0.200503936600585  1.586910572030649
   10  -0.006582541810491 -0.077262233325969  0.021304345834961 -0.553809661263241 -0.036045136245983
   11  -0.227954576066087 -0.079856257876767 -0.229354717947569  0.040564551241456 -0.533481693190930
   12   0.022923880020201  0.355508443384395  0.099569788397634 -0.572638226543758 -0.027256648042009
   13  -0.151457867048972  0.131371827612559  0.214384173518231  0.100735154779472 -0.390753490180167
   14   0.036176406043417  0.101073161367222  0.010243865468149 -0.053490432991607  0.022801870011734
   15   0.346987149347520  0.066633551246336  0.232495966068049  0.047528180661498  0.122254578915524
   16   0.123427475530712 -0.122227485028535  0.101551777765409 -0.020989519954189 -0.047091516284450
   17   0.043312502338518  0.136549810095192 -0.122458905969176  0.036415899363108  0.120048904641598
   18   0.066992089415470  0.070002741840449  0.026954901064093  0.137989551712777 -0.049841560433334
   19   0.168328053668719 -0.083214036765320  0.054119824628092  0.013649189111603  0.129534149792217
   20  -0.168603165388661 -0.126729294298058 -0.123149298465079 -0.146102288494500  0.113080118095564
   21   0.184562558897256 -0.112648140800078  0.062985959322878  0.033316213180211 -0.000360009413729
   22   0.122446158475346 -0.044180733002341  0.111306424618422 -0.043734339714432 -0.078033556633865
   23  -0.086416039261251  0.093605554284171 -0.100932945347224 -0.017929822117477  0.099967756907161

               10                 11                 12                 13                 14        

    0  -0.032666827687531 -0.011802794483296 -0.031241041412603  0.021954043206559  0.041476126053672
    1  -0.006744945170392 -0.065033505410930  0.011186365299543  0.007252742438760  0.000639758489878
    2  -0.123561881611916 -0.019290740421429 -0.109271817611092  0.058257980067798  0.128282864254548
    3  -0.031352332841791 -0.238933363069438  0.047854904657322  0.030134803942565  0.007609472550420
    4   0.119381335723893 -0.092386842947861 -0.067160916933386  0.111699190855600 -0.041843753711897
    5  -0.001401387543588 -0.227655103258908  0.024594485387070 -0.149100494572791  0.033479574827358
    6  -0.065210880282094 -0.078573688230818  0.352086807472202  0.133204948692409  0.116487070797593
    7   0.022906625802653 -0.226969301129043  0.100792175842724  0.212363751040541  0.018380454845843
    8  -0.563644412501535  0.037781390966893 -0.586357635266678  0.102664683783042 -0.058129446383292
    9  -0.042447026943805 -0.531717559737040 -0.031035099836514 -0.393041205314380  0.028425312464771
   10   1.657490711033639  0.160029841665298 -0.370263467431439  0.140824385455409 -0.208799404272756
   11   0.164122857448105  1.932494348896485  0.074852964913755 -0.276510728335619  0.076553643833275
   12  -0.379662351186287  0.070467557777173  1.953960898036835 -0.082558553877628 -0.278821424779837
   13   0.136727188186016 -0.276729041004699 -0.086539967289799  1.784905277661188 -0.127180240822183
   14  -0.215951157953132  0.069817143372524 -0.270769535545937 -0.122089024603240  1.930218951513642
   15   0.010182771078512 -0.423609305783566 -0.110863073535323 -0.482910370417782  0.067969640928252
   16  -0.227802927431088 -0.024445620809634  0.367204077237860  0.009563419247367  0.366185152135292
   17   0.048722497847356  0.225618942824600 -0.036507623629244 -0.448845528209829  0.037880362327025
   18  -0.201184934844542  0.043826941191211  0.006730515642489  0.054092403148204  0.443721483890658
   19  -0.106552067773800 -0.257513091236288  0.035273849644338 -0.078597312438904 -0.080822949749268
   20  -0.040607830484277 -0.045453396169716  0.164591334580287 -0.024926236273566 -0.081230304884722
   21  -0.053474071701960  0.038841974553003  0.030617781386887  0.013926735919145 -0.075163939603304
   22   0.163003676829529  0.067346316670586 -0.012286986687898 -0.108983971143029 -0.141989953672396
   23  -0.003063372499135 -0.013503163765098 -0.083917684433759 -0.246482523925708  0.199308884891374

               15                 16                 17                 18                 19        

    0   0.010216384746820 -0.019761505839051  0.009102724878643  0.047673652817330 -0.014834126673524
    1   0.067071144499007  0.029445135568912 -0.021871075821040  0.005757672057662  0.040989085062730
    2   0.030953007592532 -0.056680123988680 -0.001369435710723  0.121422495893321 -0.047187507210463
    3   0.215865125286484  0.093342017199578 -0.062519274102559  0.027373797692353  0.155306141582183
    4   0.113784240961615 -0.134110726037412  0.171906731251159  0.097561159515862 -0.070281080147073
    5   0.351267540510426  0.123470676426231  0.045867689642187  0.070305137931945  0.172151036976664
    6   0.072519721510318 -0.130863494217397  0.138535591373254  0.069301964509101 -0.091740526099225
    7   0.237676541525935  0.109161510056085 -0.120249515689808  0.030601837633232  0.051131798448892
    8   0.041036917639384 -0.010868324776293  0.034320430960538  0.145395606445613  0.020537729892271
    9   0.118866325575051 -0.042331048033125  0.115856354032690 -0.053637058794151  0.123196080659767
   10   0.008414769696815 -0.233571831970571  0.050715152727170 -0.204421186158233 -0.107820531897594
   11  -0.418918834918504 -0.023977218107701  0.223672593825706  0.041759589769428 -0.268291880639985
   12  -0.117415193290240  0.372999127090974 -0.033846365282954  0.003619318283688  0.041367945700875
   13  -0.482037094985728  0.016801600210893 -0.452898671151821  0.054329551450832 -0.073432141858172
   14   0.060849749275073  0.370448984049964  0.043356102918193  0.446211039603764 -0.080374451488466
   15   1.663055291188049 -0.015498444106349 -0.410955832769717 -0.051395586186297  0.200238671639761
   16  -0.009252473800069  2.020230820318922 -0.014203449488508 -0.318303819704290 -0.042708060267457
   17  -0.412088631072628 -0.011671052504856  1.730150642065284 -0.061720309134056  0.459837684197138
   18  -0.048067003166908 -0.319265487878762 -0.069602394242695  1.972003631947083  0.290338318245632
   19   0.205352710655590 -0.034723385614436  0.448284612500199  0.287318289155455  1.983871966958384
   20  -0.130781515398414  0.371492946134393 -0.008108568134328  0.349803238248998 -0.146148367899416
   21  -0.362258483807092 -0.131973154224405  0.363915799502166  0.098000231247989 -0.505733937774590
   22   0.122373023431006  0.086763424192277  0.196531800127687 -0.295042080014547  0.199098517276985
   23   0.261850268337833  0.024736007600765  0.089679477650639  0.077202829757633  0.190120843985843

               20                 21                 22                 23        

    0  -0.021282506040797 -0.006422955398210 -0.022321501449050  0.003578655616284
    1  -0.009245107759122 -0.014821094331965  0.022372953676661 -0.001428194366599
    2  -0.078617291241765  0.002106943150541 -0.079463975751986  0.034328774865747
    3  -0.010888322217101 -0.058725693137425  0.080751014814777  0.016167068494393
    4  -0.179300626136099 -0.075209495621615  0.048851492583655 -0.006142123485743
    5  -0.174036178774938  0.192608547697863  0.126705101506289 -0.092126141825431
    6  -0.124094491910564 -0.115909777951022 -0.034726981025702  0.096207671245267
    7  -0.122997150738519  0.068690722343560  0.120247230520264 -0.102181280224806
    8  -0.138183165282775  0.036800872857693 -0.044773794628432 -0.026432938759568
    9   0.120144558502191  0.002129145320628 -0.080179173319528  0.105351007523715
   10  -0.040563022986192 -0.059315592258921  0.166877320556722 -0.004649642310741
   11  -0.050291252540327  0.036472636093448  0.074801439977907 -0.008555569469385
   12   0.168635657900625  0.035910968541003 -0.010953300473664 -0.094152907380260
   13  -0.023103627773591  0.021456040819120 -0.112050321337319 -0.254610679237327
   14  -0.079126815507632 -0.081655377828705 -0.135513148893292  0.198473792952870
   15  -0.129007139516715 -0.375578754741494  0.121839182702897  0.263348029174773
   16   0.366502641388590 -0.135497224149266  0.079513380497249  0.032299421194329
   17  -0.007074153337951  0.362906169920071  0.196848178783901  0.077869072084776
   18   0.347257053231086  0.100189697887511 -0.303739331457811  0.080062574062992
   19  -0.151476152110916 -0.495075514257570  0.202650982651205  0.192876685619544
   20   1.983960661543992 -0.140412057128129  0.403969001115955 -0.097131892330148
   21  -0.141406016819703  1.960074818894250 -0.000512261968671  0.412278135212538
   22   0.401361629466740 -0.000202735822362  2.035089126543763  0.019827760348450
   23  -0.097278313923159  0.413485955876918  0.020509704607524  2.043487561116210
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000096499668
Norm of residual vector 0  after precondition    0.0000096499668
                     1   0.4251130334   5.86e-08    9.65e-06      N
Norm of residual vector af preconditioning    0.0000054550740
Norm of final new C in schmidt_add():    1.000000000000002
Norm of residual vector 1  before precondition    0.0193211677224
Norm of residual vector 1  after precondition    0.0193211677224
                     2   0.4988666823  -9.54e-04    1.93e-02      N
Norm of residual vector af preconditioning    0.0104887297377
Norm of final new C in schmidt_add():    1.000000000000004
alpha

           1           2           3           4           5           6           7           8           9          10

    1  -0.9686348   0.0155079  -0.0228892   0.0079585   0.0409217   0.0129661  -0.0311417  -0.0751089   0.0189655   0.0515423
    2  -0.0267215  -0.1786674   0.9503242  -0.0742017  -0.0103579   0.0078737  -0.0110555   0.0191042  -0.0448456   0.0261322
    3   0.2374822   0.0031856   0.0060572   0.0084015   0.0138948   0.0075911  -0.0133090  -0.1258518   0.0305399   0.1184636
    4   0.0059155   0.0432341  -0.2100054   0.0185199   0.0023046  -0.0027865  -0.0258190   0.0304904  -0.1038066   0.0462557
    5   0.0636982   0.0830565   0.0300831   0.1070479   0.3521357   0.0726807  -0.2341306  -0.4810845   0.1170470   0.3150608
    6   0.0001620   0.2061315  -0.0006665  -0.1041328  -0.0124104   0.0235574  -0.2208365   0.2690033  -0.3122347   0.2637629
    7  -0.0192214   0.0464014   0.0178476   0.1296827   0.0344512  -0.0748259   0.2324683   0.5105624  -0.0551260  -0.1646877
    8  -0.0016151  -0.4506037  -0.0627050   0.3685753   0.0767728  -0.2434425  -0.2199172   0.0587427   0.4034983  -0.1083572
    9  -0.0113077  -0.0967779  -0.0156811   0.1423225  -0.5524898  -0.0350582   0.0769168   0.1374389  -0.0542152   0.0419460
   10  -0.0024557  -0.5867464  -0.1154913   0.2845324   0.0366500  -0.1111992   0.0193297  -0.0820036  -0.2134214   0.0142088
   11  -0.0053260   0.0348059   0.0157225   0.1419944  -0.4772888  -0.0520688   0.2176261  -0.0790219   0.1280521   0.4197323
   12   0.0001322  -0.3165077  -0.0659573   0.1615839   0.2000249   0.1900889   0.0364335   0.1234507  -0.3321222   0.2570414
   13  -0.0026471  -0.0472900  -0.0134262  -0.0056111  -0.4453569   0.1168170  -0.1192733  -0.3605980  -0.0884657   0.0871339
   14   0.0001045  -0.3203619  -0.0948517  -0.2523785   0.0039744   0.3396349  -0.0374072   0.0340505  -0.3377513   0.0773729
   15  -0.0009309   0.0505537   0.0198307   0.1474959  -0.2112861   0.2546011  -0.1885148  -0.1861621  -0.0750098  -0.3457411
   16   0.0000229  -0.2386479  -0.0765472  -0.2704341   0.0078834   0.4864677   0.3188309  -0.0275010   0.1924203   0.0058526
   17   0.0003419  -0.0146207  -0.0061450  -0.0515352   0.1304231  -0.2002062   0.3937242  -0.0186930   0.0719417   0.3410288
   18   0.0000335  -0.2283106  -0.0838952  -0.4624630  -0.1129900   0.0921346  -0.1196204   0.1065219   0.3875889  -0.0421733
   19   0.0001483  -0.0828689  -0.0331660  -0.2303356   0.0139036  -0.3313302   0.2991832  -0.1406380  -0.0161996   0.1226574
   20  -0.0000385   0.1448809   0.0571516   0.3702970   0.0940037   0.2391492   0.1612729  -0.0067089  -0.0774891   0.0804238
   21  -0.0000586   0.0567603   0.0232472   0.1693245   0.0069116   0.2984714  -0.2275445   0.2917229   0.2287099   0.1483297
   22  -0.0000160   0.0852290   0.0351975   0.2539657   0.0950799   0.2966478   0.3796428  -0.1135263   0.0764521  -0.1023034
   23   0.0000192  -0.0255132  -0.0107280  -0.0790927  -0.0133761  -0.1793717   0.0960779  -0.2324398  -0.3537904  -0.3886264
   24   0.0000012  -0.0252283  -0.0108045  -0.0825801  -0.0353028  -0.1459156  -0.3070750   0.1097945  -0.1553938   0.2689659

          11          12          13          14          15          16          17          18          19          20

    1   0.0019617  -0.0585530   0.1744226  -0.1075570   0.0422836  -0.0198668   0.0484773   0.0000529   0.0443825   0.0209267
    2   0.0231140   0.0988989   0.0876569   0.0967655   0.0569434  -0.0078019  -0.0698183   0.0672289   0.0379939  -0.0209664
    3   0.0153212  -0.2690007   0.6766402  -0.3933469   0.1332067  -0.0929509   0.1522970   0.0063984   0.1268752   0.0240974
    4   0.0846865   0.3649059   0.3465395   0.4473270   0.2623609  -0.0604470  -0.3125085   0.2521929   0.1526222  -0.0544054
    5  -0.0362206   0.2691774  -0.3277681   0.0463251   0.1086900   0.0447373   0.1713689  -0.0709563   0.2839074   0.2427701
    6   0.0306978   0.2377410  -0.0648389  -0.4244405  -0.2831120   0.2769099   0.1223321   0.1781586   0.0317035  -0.2508803
    7  -0.0993878   0.1529386  -0.1737064  -0.1251746   0.1635581  -0.1634758   0.0587220  -0.3914550   0.5771878   0.0938340
    8   0.0134778  -0.1172655  -0.1614474  -0.2237611  -0.1537194  -0.0364859  -0.1583480   0.2892417   0.1044836  -0.1532393
    9   0.1599062  -0.0605760  -0.1002893   0.2397402  -0.0845596   0.1918774   0.2842648   0.3051050  -0.0982129   0.2704310
   10  -0.1135182   0.1755121   0.1574357   0.0626355   0.1500937   0.2475684   0.2186086  -0.3422500  -0.1076275  -0.0692590
   11  -0.2431989   0.1994679  -0.0182423  -0.2712725   0.2317502  -0.2075755  -0.1807562  -0.0476382  -0.0043597  -0.0244296
   12   0.3023080   0.1615610   0.0337937  -0.0656142  -0.2190085  -0.3618438  -0.1112748   0.2078088   0.0291509   0.1606684
   13   0.2436279  -0.1161860  -0.0443024   0.0502650  -0.1965321   0.0876078  -0.0157278  -0.2744690   0.4677046  -0.0543502
   14  -0.4415723  -0.1697287  -0.1035556  -0.0159258   0.0983137   0.2250109  -0.1353703   0.0087754   0.0267186  -0.0426585
   15  -0.3474038   0.3200161  -0.1118951  -0.1395662  -0.0058553  -0.3305038  -0.0298002   0.1450148  -0.2647320  -0.1213130
   16   0.3337073  -0.0692835  -0.1695366  -0.1021214   0.0785239  -0.2776730   0.1431075  -0.0360081  -0.0781390  -0.0593601
   17  -0.3421030   0.0008050  -0.0483465   0.1214875  -0.1003111  -0.1273209   0.3942378   0.2756048  -0.0621452   0.0224667
   18  -0.2786267   0.1655255   0.1476142   0.0333576  -0.1613306   0.1143320  -0.1000029   0.1094051   0.2902285   0.2365033
   19   0.1837914   0.0920589  -0.1780347  -0.2114643   0.0663496   0.2441580  -0.5154483  -0.0370467  -0.1629281   0.0276308
   20  -0.2384098  -0.3143634   0.0410396   0.0642387  -0.3207056   0.0484944  -0.3739443  -0.0483865   0.0672822   0.3615186
   21   0.1294335   0.0022706  -0.0408856  -0.1599396   0.4614720   0.2839104   0.0011150   0.0714128  -0.1841283   0.3095402
   22   0.0108745  -0.0376218  -0.0268749   0.0331632   0.1628010   0.3527067  -0.0316476   0.2786839   0.1700325  -0.4696105
   23   0.0229854  -0.0898760  -0.1012904  -0.2783120   0.2911560   0.0027211   0.0779122   0.3500544   0.1656230   0.3924821
   24  -0.0409047  -0.4701878  -0.2359159   0.1880881   0.3355990  -0.2597829  -0.0863410   0.0883576   0.0660602  -0.2361620

          21          22          23          24

    1   0.0494269  -0.0197616   0.1100062   0.0018188
    2  -0.0002674  -0.0634644   0.0006324  -0.0965565
    3   0.1773419  -0.0608218   0.3388654   0.0079722
    4   0.0126486  -0.2497650  -0.0048337  -0.3416668
    5  -0.0936944  -0.0421722   0.3252373   0.0040824
    6  -0.0913426   0.0661040   0.0146625  -0.3585399
    7   0.1710208  -0.0660328   0.1931531  -0.0069328
    8  -0.0226584  -0.2859972  -0.0179453  -0.1298812
    9  -0.0014354  -0.0481328   0.4813037   0.0450799
   10  -0.0326423   0.3051309  -0.0433368  -0.2348328
   11  -0.3994795   0.0052397  -0.1369837   0.0963925
   12   0.0726481   0.1815347  -0.0715470   0.4139807
   13   0.3471944  -0.0789675  -0.3417587  -0.0393511
   14  -0.0214521  -0.4716916   0.0820584   0.1912214
   15   0.4173067   0.1135740   0.1719804  -0.0795689
   16  -0.1174201  -0.0459192   0.0858113  -0.4480547
   17   0.4057419  -0.0933630  -0.2733187  -0.1274572
   18  -0.0178488   0.4475842   0.0040586   0.0393992
   19   0.3811540   0.0534407   0.2644074  -0.0340220
   20  -0.0462283   0.1432963   0.0382869  -0.3849798
   21   0.3106234  -0.0058710  -0.3025323   0.0048250
   22   0.0005460   0.2810617   0.0451412   0.2182958
   23  -0.1742373   0.0832237  -0.2405674  -0.1261907
   24   0.0706478   0.3829651   0.1183195  -0.1207288
alpha_old

           1           2           3           4           5           6           7           8           9          10

    1  -0.9686346  -0.0137230   0.0234400  -0.0073924   0.0390675  -0.0206707   0.0392367  -0.0779137   0.0119868   0.0608492
    2  -0.0267215   0.2071006  -0.9445614  -0.0459637  -0.0209190  -0.0052662   0.0039613   0.0219360   0.0694876  -0.0006334
    3   0.2374821  -0.0024057  -0.0057665   0.0052734   0.0158487  -0.0183842   0.0279500  -0.1415079   0.0237598   0.1559476
    4   0.0059160  -0.0491538   0.2087671   0.0120521   0.0057336   0.0015836   0.0196354   0.0415457   0.1776845  -0.0565792
    5   0.0637022  -0.0670100  -0.0248713   0.0050628   0.3651242  -0.1622331   0.2596552  -0.5008956   0.0744354   0.3148742
    6   0.0001640  -0.2152170  -0.0123594  -0.0769588  -0.0271565  -0.0501433   0.1245793   0.2974560   0.4669454   0.3582600
    7  -0.0192199  -0.0336479  -0.0126048   0.1195734   0.0709194   0.1073546  -0.3065159   0.4893289  -0.0953992   0.0359155
    8  -0.0016133   0.4719260   0.0944429   0.3305972   0.1879955   0.1897411   0.2711474   0.0572761  -0.3897105   0.1711341
    9  -0.0113070   0.0996913   0.0220563   0.2909291  -0.4799530   0.0547488  -0.0944107   0.1180918   0.0446683   0.0476965
   10  -0.0024583   0.6003825   0.1486269   0.2332826   0.1039956   0.0684274   0.0048392  -0.0437194   0.2566852  -0.1323438
   11  -0.0053236  -0.0269851  -0.0125241   0.2723195  -0.4096173   0.1116492  -0.2161145  -0.2352519   0.0465419   0.4388082
   12   0.0001351   0.3341575   0.0886664   0.0443361   0.2039961  -0.2137650  -0.1632644   0.1020103   0.3887736   0.1890128
   13  -0.0026474   0.0410705   0.0121998   0.1104939  -0.4273446  -0.1425195   0.1583478  -0.3240237   0.1490518  -0.0856330
   14   0.0001015   0.3001422   0.0961715  -0.3086452  -0.1078354  -0.3218675  -0.0771431   0.0644347   0.2581275  -0.0868011
   15  -0.0009270  -0.0344722  -0.0132494   0.1775140  -0.1738684  -0.3322653   0.2241148  -0.0223948  -0.0477598  -0.2667303
   16   0.0000228   0.2294131   0.0790464  -0.3709239  -0.1438709  -0.3328165  -0.3464487  -0.1161312  -0.2828154   0.1257630
   17   0.0003385   0.0095655   0.0039897  -0.0740228   0.1132818   0.2925446  -0.3847873  -0.2024806   0.0456952   0.1436116
   18   0.0000287   0.1877581   0.0698223  -0.4538565  -0.2621168   0.0531420   0.1995266   0.0867468  -0.2732945   0.1616668
   19   0.0001375   0.0530936   0.0207918  -0.1882492  -0.0325704   0.4100419  -0.1877690  -0.2098816   0.1009761   0.0596463
   20  -0.0000286  -0.1000993  -0.0389987   0.2978316   0.1714573  -0.2828518  -0.2650700  -0.0579858  -0.0047237  -0.0767815
   21  -0.0000475  -0.0312690  -0.0124290   0.1177174   0.0320363  -0.3156842   0.0915798   0.2487808  -0.2096862   0.5442641
   22  -0.0000096  -0.0480123  -0.0192948   0.1640258   0.1206346  -0.2751783  -0.4018822  -0.1644149  -0.2346645  -0.0914834

          11          12          13          14          15          16          17          18          19          20

    1  -0.0018931   0.1914398   0.0382338   0.0626063   0.0116428   0.0540847   0.0123431   0.0366223  -0.0619971   0.0313733
    2  -0.0189763  -0.0008871   0.1672210  -0.0333048  -0.0187850  -0.0880327   0.0533555   0.0052740   0.0176613   0.0649129
    3  -0.0267450   0.7532752   0.1257247   0.2616984   0.0478307   0.1845594   0.0636188   0.1008812  -0.2066517   0.1105391
    4  -0.0765820  -0.0076685   0.7053392  -0.1480136  -0.0837892  -0.3793973   0.1597329   0.0269398   0.0587433   0.2717567
    5   0.0950692  -0.3852433   0.0453640  -0.1682693  -0.0856582   0.1055547  -0.0879214   0.2693396   0.0106318   0.0035274
    6   0.0317779  -0.0622821  -0.2950738   0.0871528   0.1035012   0.0649750   0.4888239  -0.0309373   0.0625571  -0.1646611
    7   0.1274475  -0.2158807   0.0753997   0.2028567   0.0381883   0.1291541  -0.1316095   0.6329724  -0.1693064   0.1347098
    8   0.0022687  -0.0235500  -0.2611929   0.1251651  -0.0542221  -0.2104939   0.2838538  -0.0292288   0.1024710   0.3161690
    9  -0.1632649  -0.0634569  -0.0712562  -0.4396709  -0.2234882   0.1081964   0.0471986  -0.1943180  -0.1133403   0.0165963
   10   0.1108106   0.0254441   0.1905704  -0.1122480   0.2726785   0.3172544  -0.0836088   0.0503299  -0.0240323  -0.4153407
   11   0.3066154  -0.0522863   0.1554173   0.2896282   0.0720191  -0.1051455  -0.1215796   0.0087090   0.4071992  -0.0663408
   12  -0.2725783  -0.0581300   0.0278040   0.2581361  -0.3827174  -0.2186493   0.0206611  -0.0520811  -0.1372862  -0.0691276
   13  -0.2653010   0.0069003  -0.1891907  -0.0579721   0.0010704  -0.0253554   0.0676212   0.5027480  -0.2597110   0.1793752
   14   0.4208524   0.0574099  -0.1899864  -0.1822879   0.2503761  -0.0803913  -0.0591613   0.0067521   0.1391230   0.4798100
   15   0.3591330  -0.2670867   0.1196666   0.4555661  -0.0481171   0.0422001   0.0855119  -0.2838234  -0.4156898   0.0094956
   16  -0.3186543  -0.1326305  -0.0092866   0.2312179  -0.1035592   0.1901103  -0.0714466  -0.0576065   0.1342306  -0.0179239
   17   0.3476666  -0.0091233  -0.0223617  -0.1429091  -0.3799896   0.2552085   0.1475279  -0.1594308  -0.3501945   0.2298030
   18   0.3022446   0.0730021   0.0930243  -0.1452377  -0.1875200  -0.2749961   0.1703620   0.2224258  -0.1627397  -0.4337094
   19  -0.1612125  -0.1827927  -0.1106555   0.1273506   0.4798089  -0.3840239  -0.0627662  -0.1224899  -0.4029182   0.0029539
   20   0.1964311   0.2295385  -0.2998298  -0.1354535  -0.1457743  -0.4786078  -0.2212503   0.0895003  -0.0601142  -0.2397212
   21  -0.0660056   0.0197040   0.1388652  -0.2456356   0.3010841   0.0294536  -0.2407493  -0.1840900  -0.3401269   0.0858346
   22  -0.0184404  -0.0381898   0.1050519  -0.1463200   0.3072324  -0.0236353   0.6452213   0.0341767   0.0055433  -0.1138980

          21          22

    1   0.1120137   0.0187624
    2  -0.0104567   0.1007819
    3   0.3393456   0.0550693
    4  -0.0436561   0.3564917
    5   0.3712786   0.0507059
    6  -0.0342813   0.3508194
    7   0.1846942   0.0428747
    8  -0.0088049   0.1526420
    9   0.5315708   0.0407188
   10  -0.1272986   0.1971485
   11  -0.0762618  -0.1275480
   12   0.0124770  -0.4479038
   13  -0.3878801  -0.0026328
   14   0.1359415  -0.1103732
   15   0.0939981   0.0935153
   16   0.0156301   0.4505150
   17  -0.3114386   0.0867729
   18   0.0371973  -0.1020195
   19   0.2000386   0.0813192
   20  -0.0023670   0.3622662
   21  -0.2710843  -0.0605238
   22   0.0492888  -0.2604396
alpha_tot

           1           2           3           4           5           6           7           8           9          10

    1  -0.9686348   0.0155079  -0.9686346  -0.0137230  -0.0228892   0.0079585   0.0409217   0.0129661  -0.0311417  -0.0751089
    2  -0.0267215  -0.1786674  -0.0267215   0.2071006   0.9503242  -0.0742017  -0.0103579   0.0078737  -0.0110555   0.0191042
    3   0.2374822   0.0031856   0.2374821  -0.0024057   0.0060572   0.0084015   0.0138948   0.0075911  -0.0133090  -0.1258518
    4   0.0059155   0.0432341   0.0059160  -0.0491538  -0.2100054   0.0185199   0.0023046  -0.0027865  -0.0258190   0.0304904
    5   0.0636982   0.0830565   0.0637022  -0.0670100   0.0300831   0.1070479   0.3521357   0.0726807  -0.2341306  -0.4810845
    6   0.0001620   0.2061315   0.0001640  -0.2152170  -0.0006665  -0.1041328  -0.0124104   0.0235574  -0.2208365   0.2690033
    7  -0.0192214   0.0464014  -0.0192199  -0.0336479   0.0178476   0.1296827   0.0344512  -0.0748259   0.2324683   0.5105624
    8  -0.0016151  -0.4506037  -0.0016133   0.4719260  -0.0627050   0.3685753   0.0767728  -0.2434425  -0.2199172   0.0587427
    9  -0.0113077  -0.0967779  -0.0113070   0.0996913  -0.0156811   0.1423225  -0.5524898  -0.0350582   0.0769168   0.1374389
   10  -0.0024557  -0.5867464  -0.0024583   0.6003825  -0.1154913   0.2845324   0.0366500  -0.1111992   0.0193297  -0.0820036
   11  -0.0053260   0.0348059  -0.0053236  -0.0269851   0.0157225   0.1419944  -0.4772888  -0.0520688   0.2176261  -0.0790219
   12   0.0001322  -0.3165077   0.0001351   0.3341575  -0.0659573   0.1615839   0.2000249   0.1900889   0.0364335   0.1234507
   13  -0.0026471  -0.0472900  -0.0026474   0.0410705  -0.0134262  -0.0056111  -0.4453569   0.1168170  -0.1192733  -0.3605980
   14   0.0001045  -0.3203619   0.0001015   0.3001422  -0.0948517  -0.2523785   0.0039744   0.3396349  -0.0374072   0.0340505
   15  -0.0009309   0.0505537  -0.0009270  -0.0344722   0.0198307   0.1474959  -0.2112861   0.2546011  -0.1885148  -0.1861621
   16   0.0000229  -0.2386479   0.0000228   0.2294131  -0.0765472  -0.2704341   0.0078834   0.4864677   0.3188309  -0.0275010
   17   0.0003419  -0.0146207   0.0003385   0.0095655  -0.0061450  -0.0515352   0.1304231  -0.2002062   0.3937242  -0.0186930
   18   0.0000335  -0.2283106   0.0000287   0.1877581  -0.0838952  -0.4624630  -0.1129900   0.0921346  -0.1196204   0.1065219
   19   0.0001483  -0.0828689   0.0001375   0.0530936  -0.0331660  -0.2303356   0.0139036  -0.3313302   0.2991832  -0.1406380
   20  -0.0000385   0.1448809  -0.0000286  -0.1000993   0.0571516   0.3702970   0.0940037   0.2391492   0.1612729  -0.0067089
   21  -0.0000586   0.0567603  -0.0000475  -0.0312690   0.0232472   0.1693245   0.0069116   0.2984714  -0.2275445   0.2917229
   22  -0.0000160   0.0852290  -0.0000096  -0.0480123   0.0351975   0.2539657   0.0950799   0.2966478   0.3796428  -0.1135263
   23   0.0000192  -0.0255132   0.0000000   0.0000000  -0.0107280  -0.0790927  -0.0133761  -0.1793717   0.0960779  -0.2324398
   24   0.0000012  -0.0252283   0.0000000   0.0000000  -0.0108045  -0.0825801  -0.0353028  -0.1459156  -0.3070750   0.1097945

          11          12          13          14          15          16          17          18          19          20

    1   0.0189655   0.0515423   0.0019617  -0.0585530   0.1744226  -0.1075570   0.0422836  -0.0198668   0.0484773   0.0000529
    2  -0.0448456   0.0261322   0.0231140   0.0988989   0.0876569   0.0967655   0.0569434  -0.0078019  -0.0698183   0.0672289
    3   0.0305399   0.1184636   0.0153212  -0.2690007   0.6766402  -0.3933469   0.1332067  -0.0929509   0.1522970   0.0063984
    4  -0.1038066   0.0462557   0.0846865   0.3649059   0.3465395   0.4473270   0.2623609  -0.0604470  -0.3125085   0.2521929
    5   0.1170470   0.3150608  -0.0362206   0.2691774  -0.3277681   0.0463251   0.1086900   0.0447373   0.1713689  -0.0709563
    6  -0.3122347   0.2637629   0.0306978   0.2377410  -0.0648389  -0.4244405  -0.2831120   0.2769099   0.1223321   0.1781586
    7  -0.0551260  -0.1646877  -0.0993878   0.1529386  -0.1737064  -0.1251746   0.1635581  -0.1634758   0.0587220  -0.3914550
    8   0.4034983  -0.1083572   0.0134778  -0.1172655  -0.1614474  -0.2237611  -0.1537194  -0.0364859  -0.1583480   0.2892417
    9  -0.0542152   0.0419460   0.1599062  -0.0605760  -0.1002893   0.2397402  -0.0845596   0.1918774   0.2842648   0.3051050
   10  -0.2134214   0.0142088  -0.1135182   0.1755121   0.1574357   0.0626355   0.1500937   0.2475684   0.2186086  -0.3422500
   11   0.1280521   0.4197323  -0.2431989   0.1994679  -0.0182423  -0.2712725   0.2317502  -0.2075755  -0.1807562  -0.0476382
   12  -0.3321222   0.2570414   0.3023080   0.1615610   0.0337937  -0.0656142  -0.2190085  -0.3618438  -0.1112748   0.2078088
   13  -0.0884657   0.0871339   0.2436279  -0.1161860  -0.0443024   0.0502650  -0.1965321   0.0876078  -0.0157278  -0.2744690
   14  -0.3377513   0.0773729  -0.4415723  -0.1697287  -0.1035556  -0.0159258   0.0983137   0.2250109  -0.1353703   0.0087754
   15  -0.0750098  -0.3457411  -0.3474038   0.3200161  -0.1118951  -0.1395662  -0.0058553  -0.3305038  -0.0298002   0.1450148
   16   0.1924203   0.0058526   0.3337073  -0.0692835  -0.1695366  -0.1021214   0.0785239  -0.2776730   0.1431075  -0.0360081
   17   0.0719417   0.3410288  -0.3421030   0.0008050  -0.0483465   0.1214875  -0.1003111  -0.1273209   0.3942378   0.2756048
   18   0.3875889  -0.0421733  -0.2786267   0.1655255   0.1476142   0.0333576  -0.1613306   0.1143320  -0.1000029   0.1094051
   19  -0.0161996   0.1226574   0.1837914   0.0920589  -0.1780347  -0.2114643   0.0663496   0.2441580  -0.5154483  -0.0370467
   20  -0.0774891   0.0804238  -0.2384098  -0.3143634   0.0410396   0.0642387  -0.3207056   0.0484944  -0.3739443  -0.0483865
   21   0.2287099   0.1483297   0.1294335   0.0022706  -0.0408856  -0.1599396   0.4614720   0.2839104   0.0011150   0.0714128
   22   0.0764521  -0.1023034   0.0108745  -0.0376218  -0.0268749   0.0331632   0.1628010   0.3527067  -0.0316476   0.2786839
   23  -0.3537904  -0.3886264   0.0229854  -0.0898760  -0.1012904  -0.2783120   0.2911560   0.0027211   0.0779122   0.3500544
   24  -0.1553938   0.2689659  -0.0409047  -0.4701878  -0.2359159   0.1880881   0.3355990  -0.2597829  -0.0863410   0.0883576

          21          22          23          24          25          26          27          28          29          30

    1   0.0443825   0.0209267   0.0494269  -0.0197616   0.1100062   0.0018188   0.0234400  -0.0073924   0.0390675  -0.0206707
    2   0.0379939  -0.0209664  -0.0002674  -0.0634644   0.0006324  -0.0965565  -0.9445614  -0.0459637  -0.0209190  -0.0052662
    3   0.1268752   0.0240974   0.1773419  -0.0608218   0.3388654   0.0079722  -0.0057665   0.0052734   0.0158487  -0.0183842
    4   0.1526222  -0.0544054   0.0126486  -0.2497650  -0.0048337  -0.3416668   0.2087671   0.0120521   0.0057336   0.0015836
    5   0.2839074   0.2427701  -0.0936944  -0.0421722   0.3252373   0.0040824  -0.0248713   0.0050628   0.3651242  -0.1622331
    6   0.0317035  -0.2508803  -0.0913426   0.0661040   0.0146625  -0.3585399  -0.0123594  -0.0769588  -0.0271565  -0.0501433
    7   0.5771878   0.0938340   0.1710208  -0.0660328   0.1931531  -0.0069328  -0.0126048   0.1195734   0.0709194   0.1073546
    8   0.1044836  -0.1532393  -0.0226584  -0.2859972  -0.0179453  -0.1298812   0.0944429   0.3305972   0.1879955   0.1897411
    9  -0.0982129   0.2704310  -0.0014354  -0.0481328   0.4813037   0.0450799   0.0220563   0.2909291  -0.4799530   0.0547488
   10  -0.1076275  -0.0692590  -0.0326423   0.3051309  -0.0433368  -0.2348328   0.1486269   0.2332826   0.1039956   0.0684274
   11  -0.0043597  -0.0244296  -0.3994795   0.0052397  -0.1369837   0.0963925  -0.0125241   0.2723195  -0.4096173   0.1116492
   12   0.0291509   0.1606684   0.0726481   0.1815347  -0.0715470   0.4139807   0.0886664   0.0443361   0.2039961  -0.2137650
   13   0.4677046  -0.0543502   0.3471944  -0.0789675  -0.3417587  -0.0393511   0.0121998   0.1104939  -0.4273446  -0.1425195
   14   0.0267186  -0.0426585  -0.0214521  -0.4716916   0.0820584   0.1912214   0.0961715  -0.3086452  -0.1078354  -0.3218675
   15  -0.2647320  -0.1213130   0.4173067   0.1135740   0.1719804  -0.0795689  -0.0132494   0.1775140  -0.1738684  -0.3322653
   16  -0.0781390  -0.0593601  -0.1174201  -0.0459192   0.0858113  -0.4480547   0.0790464  -0.3709239  -0.1438709  -0.3328165
   17  -0.0621452   0.0224667   0.4057419  -0.0933630  -0.2733187  -0.1274572   0.0039897  -0.0740228   0.1132818   0.2925446
   18   0.2902285   0.2365033  -0.0178488   0.4475842   0.0040586   0.0393992   0.0698223  -0.4538565  -0.2621168   0.0531420
   19  -0.1629281   0.0276308   0.3811540   0.0534407   0.2644074  -0.0340220   0.0207918  -0.1882492  -0.0325704   0.4100419
   20   0.0672822   0.3615186  -0.0462283   0.1432963   0.0382869  -0.3849798  -0.0389987   0.2978316   0.1714573  -0.2828518
   21  -0.1841283   0.3095402   0.3106234  -0.0058710  -0.3025323   0.0048250  -0.0124290   0.1177174   0.0320363  -0.3156842
   22   0.1700325  -0.4696105   0.0005460   0.2810617   0.0451412   0.2182958  -0.0192948   0.1640258   0.1206346  -0.2751783
   23   0.1656230   0.3924821  -0.1742373   0.0832237  -0.2405674  -0.1261907   0.0000000   0.0000000   0.0000000   0.0000000
   24   0.0660602  -0.2361620   0.0706478   0.3829651   0.1183195  -0.1207288   0.0000000   0.0000000   0.0000000   0.0000000

          31          32          33          34          35          36          37          38          39          40

    1   0.0392367  -0.0779137   0.0119868   0.0608492  -0.0018931   0.1914398   0.0382338   0.0626063   0.0116428   0.0540847
    2   0.0039613   0.0219360   0.0694876  -0.0006334  -0.0189763  -0.0008871   0.1672210  -0.0333048  -0.0187850  -0.0880327
    3   0.0279500  -0.1415079   0.0237598   0.1559476  -0.0267450   0.7532752   0.1257247   0.2616984   0.0478307   0.1845594
    4   0.0196354   0.0415457   0.1776845  -0.0565792  -0.0765820  -0.0076685   0.7053392  -0.1480136  -0.0837892  -0.3793973
    5   0.2596552  -0.5008956   0.0744354   0.3148742   0.0950692  -0.3852433   0.0453640  -0.1682693  -0.0856582   0.1055547
    6   0.1245793   0.2974560   0.4669454   0.3582600   0.0317779  -0.0622821  -0.2950738   0.0871528   0.1035012   0.0649750
    7  -0.3065159   0.4893289  -0.0953992   0.0359155   0.1274475  -0.2158807   0.0753997   0.2028567   0.0381883   0.1291541
    8   0.2711474   0.0572761  -0.3897105   0.1711341   0.0022687  -0.0235500  -0.2611929   0.1251651  -0.0542221  -0.2104939
    9  -0.0944107   0.1180918   0.0446683   0.0476965  -0.1632649  -0.0634569  -0.0712562  -0.4396709  -0.2234882   0.1081964
   10   0.0048392  -0.0437194   0.2566852  -0.1323438   0.1108106   0.0254441   0.1905704  -0.1122480   0.2726785   0.3172544
   11  -0.2161145  -0.2352519   0.0465419   0.4388082   0.3066154  -0.0522863   0.1554173   0.2896282   0.0720191  -0.1051455
   12  -0.1632644   0.1020103   0.3887736   0.1890128  -0.2725783  -0.0581300   0.0278040   0.2581361  -0.3827174  -0.2186493
   13   0.1583478  -0.3240237   0.1490518  -0.0856330  -0.2653010   0.0069003  -0.1891907  -0.0579721   0.0010704  -0.0253554
   14  -0.0771431   0.0644347   0.2581275  -0.0868011   0.4208524   0.0574099  -0.1899864  -0.1822879   0.2503761  -0.0803913
   15   0.2241148  -0.0223948  -0.0477598  -0.2667303   0.3591330  -0.2670867   0.1196666   0.4555661  -0.0481171   0.0422001
   16  -0.3464487  -0.1161312  -0.2828154   0.1257630  -0.3186543  -0.1326305  -0.0092866   0.2312179  -0.1035592   0.1901103
   17  -0.3847873  -0.2024806   0.0456952   0.1436116   0.3476666  -0.0091233  -0.0223617  -0.1429091  -0.3799896   0.2552085
   18   0.1995266   0.0867468  -0.2732945   0.1616668   0.3022446   0.0730021   0.0930243  -0.1452377  -0.1875200  -0.2749961
   19  -0.1877690  -0.2098816   0.1009761   0.0596463  -0.1612125  -0.1827927  -0.1106555   0.1273506   0.4798089  -0.3840239
   20  -0.2650700  -0.0579858  -0.0047237  -0.0767815   0.1964311   0.2295385  -0.2998298  -0.1354535  -0.1457743  -0.4786078
   21   0.0915798   0.2487808  -0.2096862   0.5442641  -0.0660056   0.0197040   0.1388652  -0.2456356   0.3010841   0.0294536
   22  -0.4018822  -0.1644149  -0.2346645  -0.0914834  -0.0184404  -0.0381898   0.1050519  -0.1463200   0.3072324  -0.0236353
   23   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000
   24   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000

          41          42          43          44          45          46

    1   0.0123431   0.0366223  -0.0619971   0.0313733   0.1120137   0.0187624
    2   0.0533555   0.0052740   0.0176613   0.0649129  -0.0104567   0.1007819
    3   0.0636188   0.1008812  -0.2066517   0.1105391   0.3393456   0.0550693
    4   0.1597329   0.0269398   0.0587433   0.2717567  -0.0436561   0.3564917
    5  -0.0879214   0.2693396   0.0106318   0.0035274   0.3712786   0.0507059
    6   0.4888239  -0.0309373   0.0625571  -0.1646611  -0.0342813   0.3508194
    7  -0.1316095   0.6329724  -0.1693064   0.1347098   0.1846942   0.0428747
    8   0.2838538  -0.0292288   0.1024710   0.3161690  -0.0088049   0.1526420
    9   0.0471986  -0.1943180  -0.1133403   0.0165963   0.5315708   0.0407188
   10  -0.0836088   0.0503299  -0.0240323  -0.4153407  -0.1272986   0.1971485
   11  -0.1215796   0.0087090   0.4071992  -0.0663408  -0.0762618  -0.1275480
   12   0.0206611  -0.0520811  -0.1372862  -0.0691276   0.0124770  -0.4479038
   13   0.0676212   0.5027480  -0.2597110   0.1793752  -0.3878801  -0.0026328
   14  -0.0591613   0.0067521   0.1391230   0.4798100   0.1359415  -0.1103732
   15   0.0855119  -0.2838234  -0.4156898   0.0094956   0.0939981   0.0935153
   16  -0.0714466  -0.0576065   0.1342306  -0.0179239   0.0156301   0.4505150
   17   0.1475279  -0.1594308  -0.3501945   0.2298030  -0.3114386   0.0867729
   18   0.1703620   0.2224258  -0.1627397  -0.4337094   0.0371973  -0.1020195
   19  -0.0627662  -0.1224899  -0.4029182   0.0029539   0.2000386   0.0813192
   20  -0.2212503   0.0895003  -0.0601142  -0.2397212  -0.0023670   0.3622662
   21  -0.2407493  -0.1840900  -0.3401269   0.0858346  -0.2710843  -0.0605238
   22   0.6452213   0.0341767   0.0055433  -0.1138980   0.0492888  -0.2604396
   23   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000
   24   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000
Iter=13   L=4   The G Matrix

                0                  1                  2                  3        

    0   0.425113033353610 -0.000130077777514 -0.002047501668854  0.000521578875466
    1  -0.000000000000000  0.498866682265181  0.000584105135968 -0.001299760073755
    2   0.000000000001844 -0.000000000000001  0.930727048455755 -0.305970859887340
    3  -0.000000000002119 -0.000000000000000 -0.311473977173052  0.829958817062356
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000096499685
Norm of residual vector 0  after precondition    0.0000096499685
                     1   0.4251130334   3.94e-15    9.65e-06      N
Norm of residual vector af preconditioning    0.0000054550745
Norm of final new C in schmidt_add():    0.999999999999998
Norm of residual vector 1  before precondition    0.0193211677224
Norm of residual vector 1  after precondition    0.0193211677224
                     2   0.4988666823   1.11e-16    1.93e-02      N
Norm of residual vector af preconditioning    0.0104887297377
Norm of final new C in schmidt_add():    1.000000000000001
Iter=14   L=6   resetting norm
SigmaSS, D(norm sigma)=   0.5881986025
FSD    , D(norm sigma)=   0.0005660902
WamefSD, D(norm sigma)=  -0.0065008054
WmnieSD, D(norm sigma)=   0.0466496567
WmaijDS, D(norm sigma)=   0.0492101475
WabejDS, D(norm sigma)=   0.0040388328
WnmjeDS, D(norm sigma)=   0.0000590662
WbmfeDS, D(norm sigma)=  -0.0002818309
FDD_Fbe, D(norm sigma)=   0.5674248424
FDD_Fmj, D(norm sigma)=   1.1070752906
WmnijDD, D(norm sigma)=   0.5189436323
WabefDD, D(norm sigma)=   0.1681604867
WmbejDD, D(norm sigma)=  -0.7731399097
WmnefDD XAF, D(norm sigma)=   0.0022624365
WmnefDD XLI, D(norm sigma)=   0.0000601102
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.6157114271
FSD    , D(norm sigma)=  -0.0002728572
WamefSD, D(norm sigma)=  -0.0075035296
WmnieSD, D(norm sigma)=   0.0095297000
WmaijDS, D(norm sigma)=   0.0521309021
WabejDS, D(norm sigma)=   0.0060295883
WnmjeDS, D(norm sigma)=   0.0000948352
WbmfeDS, D(norm sigma)=  -0.0001475690
FDD_Fbe, D(norm sigma)=   0.6128420051
FDD_Fmj, D(norm sigma)=   1.1596266536
WmnijDD, D(norm sigma)=   0.5378074521
WabefDD, D(norm sigma)=   0.2252509371
WmbejDD, D(norm sigma)=  -0.9224426608
WmnefDD XAF, D(norm sigma)=   0.0032173160
WmnefDD XLI, D(norm sigma)=   0.0004046016
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.425113033353610 -0.000130077777514 -0.002047501668854  0.000521578875466  0.004384214219796
    1  -0.000000000000000  0.498866682265181  0.000584105135968 -0.001299760073755 -0.011925276430076
    2   0.000000000001844 -0.000000000000001  0.930727048455755 -0.305970859887340 -0.427074644044677
    3  -0.000000000002119 -0.000000000000000 -0.311473977173052  0.829958817062356  0.303072693249431
    4   0.000007228598478 -0.009735034150147 -0.436687494462266  0.301840668978035  1.825128052224217
    5  -0.000000367031158  0.010995546636256 -0.006046235857949  0.190227115398907 -0.051522178647853

                5        

    0  -0.003740934665925
    1   0.007993361504109
    2  -0.007551269938849
    3   0.184394579610791
    4  -0.056277677945201
    5   1.879035391194907
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000035360965
Norm of residual vector 0  after precondition    0.0000035360965
                     1   0.4251130144  -1.90e-08    3.54e-06      N
Norm of residual vector af preconditioning    0.0000018987174
Norm of final new C in schmidt_add():    1.000000000000005
Norm of residual vector 1  before precondition    0.0073787573328
Norm of residual vector 1  after precondition    0.0073787573328
                     2   0.4986575576  -2.09e-04    7.38e-03      N
Norm of residual vector af preconditioning    0.0039460093464
Norm of final new C in schmidt_add():    1.000000000000002
Iter=15   L=8   resetting norm
SigmaSS, D(norm sigma)=   0.7011506026
FSD    , D(norm sigma)=   0.0001886732
WamefSD, D(norm sigma)=   0.0018869242
WmnieSD, D(norm sigma)=   0.0154635056
WmaijDS, D(norm sigma)=   0.0615703469
WabejDS, D(norm sigma)=   0.0076616060
WnmjeDS, D(norm sigma)=   0.0001457273
WbmfeDS, D(norm sigma)=  -0.0005382974
FDD_Fbe, D(norm sigma)=   0.5687548649
FDD_Fmj, D(norm sigma)=   1.0506177747
WmnijDD, D(norm sigma)=   0.4898987921
WabefDD, D(norm sigma)=   0.1849106506
WmbejDD, D(norm sigma)=  -0.8154070927
WmnefDD XAF, D(norm sigma)=   0.0020475068
WmnefDD XLI, D(norm sigma)=   0.0003102348
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.6809315515
FSD    , D(norm sigma)=  -0.0001027761
WamefSD, D(norm sigma)=  -0.0138839531
WmnieSD, D(norm sigma)=  -0.0006408423
WmaijDS, D(norm sigma)=   0.0508547329
WabejDS, D(norm sigma)=   0.0040467054
WnmjeDS, D(norm sigma)=   0.0000935896
WbmfeDS, D(norm sigma)=  -0.0000070433
FDD_Fbe, D(norm sigma)=   0.5254175937
FDD_Fmj, D(norm sigma)=   1.0612154314
WmnijDD, D(norm sigma)=   0.5110160018
WabefDD, D(norm sigma)=   0.2074339138
WmbejDD, D(norm sigma)=  -0.8751762239
WmnefDD XAF, D(norm sigma)=   0.0024523759
WmnefDD XLI, D(norm sigma)=   0.0001140820
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.425113033353610 -0.000130077777514 -0.002047501668854  0.000521578875466  0.004384214219796
    1  -0.000000000000000  0.498866682265181  0.000584105135968 -0.001299760073755 -0.011925276430076
    2   0.000000000001844 -0.000000000000001  0.930727048455755 -0.305970859887340 -0.427074644044677
    3  -0.000000000002119 -0.000000000000000 -0.311473977173052  0.829958817062356  0.303072693249431
    4   0.000007228598478 -0.009735034150147 -0.436687494462266  0.301840668978035  1.825128052224217
    5  -0.000000367031158  0.010995546636256 -0.006046235857949  0.190227115398907 -0.051522178647853
    6  -0.000000877026774  0.001467595214771 -0.099292221969994  0.101508761241193 -0.416035480338083
    7  -0.000000133174084  0.000017551817864 -0.038382882113245  0.053516593913305 -0.001159477391009

                5                  6                  7        

    0  -0.003740934665925  0.002508526402423 -0.007958626602275
    1   0.007993361504109  0.004027658077889 -0.004207240126409
    2  -0.007551269938849 -0.103060524309191 -0.045010093119512
    3   0.184394579610791  0.105666596917461  0.042497836029270
    4  -0.056277677945201 -0.412684542941894 -0.001897841195175
    5   1.879035391194907  0.052702642610919  0.414935851686507
    6   0.052463623944572  1.794999912154385 -0.000183158519873
    7   0.415946449417278  0.006515784541141  1.713738498996391
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000012883753
Norm of residual vector 0  after precondition    0.0000012883753
                     1   0.4251130062  -8.19e-09    1.29e-06      N
Norm of residual vector af preconditioning    0.0000006255322
Norm of final new C in schmidt_add():    0.999999999999996
Norm of residual vector 1  before precondition    0.0029342672680
Norm of residual vector 1  after precondition    0.0029342672680
                     2   0.4986198930  -3.77e-05    2.93e-03      N
Norm of residual vector af preconditioning    0.0016838009916
Norm of final new C in schmidt_add():    1.000000000000000
Iter=16   L=10  resetting norm
SigmaSS, D(norm sigma)=   0.5528087461
FSD    , D(norm sigma)=   0.0002040783
WamefSD, D(norm sigma)=  -0.0092047737
WmnieSD, D(norm sigma)=   0.0256840834
WmaijDS, D(norm sigma)=   0.0398709466
WabejDS, D(norm sigma)=   0.0062649724
WnmjeDS, D(norm sigma)=   0.0001624341
WbmfeDS, D(norm sigma)=  -0.0002596222
FDD_Fbe, D(norm sigma)=   0.9159481982
FDD_Fmj, D(norm sigma)=   1.3290267448
WmnijDD, D(norm sigma)=   0.5386958029
WabefDD, D(norm sigma)=   0.2293110984
WmbejDD, D(norm sigma)=  -1.0412691699
WmnefDD XAF, D(norm sigma)=   0.0019063430
WmnefDD XLI, D(norm sigma)=   0.0003104936
resetting norm
resetting norm
SigmaSS, D(norm sigma)=   0.5565753798
FSD    , D(norm sigma)=   0.0002849833
WamefSD, D(norm sigma)=   0.0123825727
WmnieSD, D(norm sigma)=   0.0387093369
WmaijDS, D(norm sigma)=   0.0361857848
WabejDS, D(norm sigma)=   0.0017560913
WnmjeDS, D(norm sigma)=   0.0000079024
WbmfeDS, D(norm sigma)=   0.0000116285
FDD_Fbe, D(norm sigma)=   0.8186997009
FDD_Fmj, D(norm sigma)=   1.2462450694
WmnijDD, D(norm sigma)=   0.5376235557
WabefDD, D(norm sigma)=   0.2431419873
WmbejDD, D(norm sigma)=  -1.0252040846
WmnefDD XAF, D(norm sigma)=   0.0043652728
WmnefDD XLI, D(norm sigma)=   0.0006834062
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.425113033353610 -0.000130077777514 -0.002047501668854  0.000521578875466  0.004384214219796
    1  -0.000000000000000  0.498866682265181  0.000584105135968 -0.001299760073755 -0.011925276430076
    2   0.000000000001844 -0.000000000000001  0.930727048455755 -0.305970859887340 -0.427074644044677
    3  -0.000000000002119 -0.000000000000000 -0.311473977173052  0.829958817062356  0.303072693249431
    4   0.000007228598478 -0.009735034150147 -0.436687494462266  0.301840668978035  1.825128052224217
    5  -0.000000367031158  0.010995546636256 -0.006046235857949  0.190227115398907 -0.051522178647853
    6  -0.000000877026774  0.001467595214771 -0.099292221969994  0.101508761241193 -0.416035480338083
    7  -0.000000133174084  0.000017551817864 -0.038382882113245  0.053516593913305 -0.001159477391009
    8  -0.000002452358327  0.003073928175960  0.081594503219331 -0.063139753914507 -0.364574620535876
    9   0.000001139914779 -0.004714768300875  0.085322480822403 -0.141077879446671  0.032306101274363

                5                  6                  7                  8                  9        

    0  -0.003740934665925  0.002508526402423 -0.007958626602275 -0.003880863408207 -0.013872649697817
    1   0.007993361504109  0.004027658077889 -0.004207240126409 -0.000430926363541 -0.008249222798305
    2  -0.007551269938849 -0.103060524309191 -0.045010093119512  0.078605856229637  0.071649879680158
    3   0.184394579610791  0.105666596917461  0.042497836029270 -0.071804320707773 -0.146175266270162
    4  -0.056277677945201 -0.412684542941894 -0.001897841195175 -0.364379611294017  0.027472204066209
    5   1.879035391194907  0.052702642610919  0.414935851686507 -0.040968815869454 -0.396017444452498
    6   0.052463623944572  1.794999912154385 -0.000183158519873 -0.438886903404318  0.034902373301394
    7   0.415946449417278  0.006515784541141  1.713738498996391  0.004194140492605  0.364906798868974
    8  -0.046130002360022 -0.435404968059617  0.002184116389048  2.075242469375014 -0.034056988433017
    9  -0.401666638146167  0.041001326108862  0.367071973904250 -0.029284234180409  2.013141464108660
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000004454414
Norm of residual vector 0  after precondition    0.0000004454414
                     1   0.4251130067   4.83e-10    4.45e-07      Y
Norm of residual vector 1  before precondition    0.0011749769239
Norm of residual vector 1  after precondition    0.0011749769239
                     2   0.4986144283  -5.46e-06    1.17e-03      N
Norm of residual vector af preconditioning    0.0005544443740
Norm of final new C in schmidt_add():    1.000000000000006
Iter=17   L=11  resetting norm
SigmaSS, D(norm sigma)=   0.7540643199
FSD    , D(norm sigma)=   0.0004442302
WamefSD, D(norm sigma)=   0.0003002362
WmnieSD, D(norm sigma)=   0.0265640901
WmaijDS, D(norm sigma)=   0.0325095861
WabejDS, D(norm sigma)=   0.0027335311
WnmjeDS, D(norm sigma)=  -0.0000212331
WbmfeDS, D(norm sigma)=  -0.0000488571
FDD_Fbe, D(norm sigma)=   0.7624449094
FDD_Fmj, D(norm sigma)=   1.2329702568
WmnijDD, D(norm sigma)=   0.5146311519
WabefDD, D(norm sigma)=   0.2443631194
WmbejDD, D(norm sigma)=  -1.0407789376
WmnefDD XAF, D(norm sigma)=   0.0026076173
WmnefDD XLI, D(norm sigma)=   0.0000946310
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.425113033353610 -0.000130077777514 -0.002047501668854  0.000521578875466  0.004384214219796
    1  -0.000000000000000  0.498866682265181  0.000584105135968 -0.001299760073755 -0.011925276430076
    2   0.000000000001844 -0.000000000000001  0.930727048455755 -0.305970859887340 -0.427074644044677
    3  -0.000000000002119 -0.000000000000000 -0.311473977173052  0.829958817062356  0.303072693249431
    4   0.000007228598478 -0.009735034150147 -0.436687494462266  0.301840668978035  1.825128052224217
    5  -0.000000367031158  0.010995546636256 -0.006046235857949  0.190227115398907 -0.051522178647853
    6  -0.000000877026774  0.001467595214771 -0.099292221969994  0.101508761241193 -0.416035480338083
    7  -0.000000133174084  0.000017551817864 -0.038382882113245  0.053516593913305 -0.001159477391009
    8  -0.000002452358327  0.003073928175960  0.081594503219331 -0.063139753914507 -0.364574620535876
    9   0.000001139914779 -0.004714768300875  0.085322480822403 -0.141077879446671  0.032306101274363
   10  -0.000000300376750  0.000467967831921 -0.014567652303241  0.022210132558801  0.035577875760214

                5                  6                  7                  8                  9        

    0  -0.003740934665925  0.002508526402423 -0.007958626602275 -0.003880863408207 -0.013872649697817
    1   0.007993361504109  0.004027658077889 -0.004207240126409 -0.000430926363541 -0.008249222798305
    2  -0.007551269938849 -0.103060524309191 -0.045010093119512  0.078605856229637  0.071649879680158
    3   0.184394579610791  0.105666596917461  0.042497836029270 -0.071804320707773 -0.146175266270162
    4  -0.056277677945201 -0.412684542941894 -0.001897841195175 -0.364379611294017  0.027472204066209
    5   1.879035391194907  0.052702642610919  0.414935851686507 -0.040968815869454 -0.396017444452498
    6   0.052463623944572  1.794999912154385 -0.000183158519873 -0.438886903404318  0.034902373301394
    7   0.415946449417278  0.006515784541141  1.713738498996391  0.004194140492605  0.364906798868974
    8  -0.046130002360022 -0.435404968059617  0.002184116389048  2.075242469375014 -0.034056988433017
    9  -0.401666638146167  0.041001326108862  0.367071973904250 -0.029284234180409  2.013141464108660
   10  -0.033258160851201 -0.173187113423523 -0.140047432170203 -0.238990014331430  0.211484692984831

               10        

    0  -0.015714706687254
    1  -0.001799043478673
    2  -0.019394589116674
    3   0.022781207168451
    4   0.030136787808089
    5  -0.030092384186065
    6  -0.176380342375364
    7  -0.143473364255129
    8  -0.237299268632366
    9   0.212626983297380
   10   2.036313052319653
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000003156294
Norm of residual vector 0  after precondition    0.0000003156294
                     1   0.4251130092   2.52e-09    3.16e-07      Y
Norm of residual vector 1  before precondition    0.0003759836459
Norm of residual vector 1  after precondition    0.0003759836459
                     2   0.4986119424  -2.49e-06    3.76e-04      N
Norm of residual vector af preconditioning    0.0002362688326
Norm of final new C in schmidt_add():    0.999999999999998
Iter=18   L=12  resetting norm
SigmaSS, D(norm sigma)=   0.5973475666
FSD    , D(norm sigma)=   0.0006839923
WamefSD, D(norm sigma)=   0.0041886225
WmnieSD, D(norm sigma)=   0.0540516151
WmaijDS, D(norm sigma)=   0.0489561973
WabejDS, D(norm sigma)=   0.0038236572
WnmjeDS, D(norm sigma)=   0.0000399314
WbmfeDS, D(norm sigma)=  -0.0001823414
FDD_Fbe, D(norm sigma)=   0.6626663471
FDD_Fmj, D(norm sigma)=   1.0833138573
WmnijDD, D(norm sigma)=   0.4737682708
WabefDD, D(norm sigma)=   0.2098946586
WmbejDD, D(norm sigma)=  -0.9277927975
WmnefDD XAF, D(norm sigma)=   0.0036772296
WmnefDD XLI, D(norm sigma)=   0.0002107285
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.425113033353610 -0.000130077777514 -0.002047501668854  0.000521578875466  0.004384214219796
    1  -0.000000000000000  0.498866682265181  0.000584105135968 -0.001299760073755 -0.011925276430076
    2   0.000000000001844 -0.000000000000001  0.930727048455755 -0.305970859887340 -0.427074644044677
    3  -0.000000000002119 -0.000000000000000 -0.311473977173052  0.829958817062356  0.303072693249431
    4   0.000007228598478 -0.009735034150147 -0.436687494462266  0.301840668978035  1.825128052224217
    5  -0.000000367031158  0.010995546636256 -0.006046235857949  0.190227115398907 -0.051522178647853
    6  -0.000000877026774  0.001467595214771 -0.099292221969994  0.101508761241193 -0.416035480338083
    7  -0.000000133174084  0.000017551817864 -0.038382882113245  0.053516593913305 -0.001159477391009
    8  -0.000002452358327  0.003073928175960  0.081594503219331 -0.063139753914507 -0.364574620535876
    9   0.000001139914779 -0.004714768300875  0.085322480822403 -0.141077879446671  0.032306101274363
   10  -0.000000300376750  0.000467967831921 -0.014567652303241  0.022210132558801  0.035577875760214
   11   0.000000092938105 -0.000176801696712  0.075759124847668 -0.060291274767546 -0.050817718576249

                5                  6                  7                  8                  9        

    0  -0.003740934665925  0.002508526402423 -0.007958626602275 -0.003880863408207 -0.013872649697817
    1   0.007993361504109  0.004027658077889 -0.004207240126409 -0.000430926363541 -0.008249222798305
    2  -0.007551269938849 -0.103060524309191 -0.045010093119512  0.078605856229637  0.071649879680158
    3   0.184394579610791  0.105666596917461  0.042497836029270 -0.071804320707773 -0.146175266270162
    4  -0.056277677945201 -0.412684542941894 -0.001897841195175 -0.364379611294017  0.027472204066209
    5   1.879035391194907  0.052702642610919  0.414935851686507 -0.040968815869454 -0.396017444452498
    6   0.052463623944572  1.794999912154385 -0.000183158519873 -0.438886903404318  0.034902373301394
    7   0.415946449417278  0.006515784541141  1.713738498996391  0.004194140492605  0.364906798868974
    8  -0.046130002360022 -0.435404968059617  0.002184116389048  2.075242469375014 -0.034056988433017
    9  -0.401666638146167  0.041001326108862  0.367071973904250 -0.029284234180409  2.013141464108660
   10  -0.033258160851201 -0.173187113423523 -0.140047432170203 -0.238990014331430  0.211484692984831
   11   0.010093022005279 -0.059598946683391 -0.058277906378670  0.089926403617341 -0.245495794414704

               10                 11        

    0  -0.015714706687254 -0.022188329863577
    1  -0.001799043478673 -0.002168537888898
    2  -0.019394589116674  0.067121068398721
    3   0.022781207168451 -0.063134664685804
    4   0.030136787808089 -0.049847089947829
    5  -0.030092384186065  0.009600407844932
    6  -0.176380342375364 -0.059470533178857
    7  -0.143473364255129 -0.058224908441137
    8  -0.237299268632366  0.085522966620637
    9   0.212626983297380 -0.245219357640247
   10   2.036313052319653  0.352525254447931
   11   0.350459748529073  1.755227405948261
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000002936279
Norm of residual vector 0  after precondition    0.0000002936279
                     1   0.4251130079  -1.35e-09    2.94e-07      Y
Norm of residual vector 1  before precondition    0.0001529573869
Norm of residual vector 1  after precondition    0.0001529573869
                     2   0.4986124568   5.14e-07    1.53e-04      N
Norm of residual vector af preconditioning    0.0000993213194
Norm of final new C in schmidt_add():    0.999999999999999
Iter=19   L=13  resetting norm
SigmaSS, D(norm sigma)=   0.5816139282
FSD    , D(norm sigma)=  -0.0002040074
WamefSD, D(norm sigma)=  -0.0044616372
WmnieSD, D(norm sigma)=   0.0528138815
WmaijDS, D(norm sigma)=   0.0333890551
WabejDS, D(norm sigma)=   0.0069169169
WnmjeDS, D(norm sigma)=   0.0001010390
WbmfeDS, D(norm sigma)=  -0.0004474121
FDD_Fbe, D(norm sigma)=   0.7108985393
FDD_Fmj, D(norm sigma)=   1.2178145701
WmnijDD, D(norm sigma)=   0.5353478914
WabefDD, D(norm sigma)=   0.1880681306
WmbejDD, D(norm sigma)=  -0.8962885602
WmnefDD XAF, D(norm sigma)=   0.0074895672
WmnefDD XLI, D(norm sigma)=   0.0001160479
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.425113033353610 -0.000130077777514 -0.002047501668854  0.000521578875466  0.004384214219796
    1  -0.000000000000000  0.498866682265181  0.000584105135968 -0.001299760073755 -0.011925276430076
    2   0.000000000001844 -0.000000000000001  0.930727048455755 -0.305970859887340 -0.427074644044677
    3  -0.000000000002119 -0.000000000000000 -0.311473977173052  0.829958817062356  0.303072693249431
    4   0.000007228598478 -0.009735034150147 -0.436687494462266  0.301840668978035  1.825128052224217
    5  -0.000000367031158  0.010995546636256 -0.006046235857949  0.190227115398907 -0.051522178647853
    6  -0.000000877026774  0.001467595214771 -0.099292221969994  0.101508761241193 -0.416035480338083
    7  -0.000000133174084  0.000017551817864 -0.038382882113245  0.053516593913305 -0.001159477391009
    8  -0.000002452358327  0.003073928175960  0.081594503219331 -0.063139753914507 -0.364574620535876
    9   0.000001139914779 -0.004714768300875  0.085322480822403 -0.141077879446671  0.032306101274363
   10  -0.000000300376750  0.000467967831921 -0.014567652303241  0.022210132558801  0.035577875760214
   11   0.000000092938105 -0.000176801696712  0.075759124847668 -0.060291274767546 -0.050817718576249
   12  -0.000000461572569  0.001275183278258 -0.067634220780602  0.128541295930235 -0.028529504717493

                5                  6                  7                  8                  9        

    0  -0.003740934665925  0.002508526402423 -0.007958626602275 -0.003880863408207 -0.013872649697817
    1   0.007993361504109  0.004027658077889 -0.004207240126409 -0.000430926363541 -0.008249222798305
    2  -0.007551269938849 -0.103060524309191 -0.045010093119512  0.078605856229637  0.071649879680158
    3   0.184394579610791  0.105666596917461  0.042497836029270 -0.071804320707773 -0.146175266270162
    4  -0.056277677945201 -0.412684542941894 -0.001897841195175 -0.364379611294017  0.027472204066209
    5   1.879035391194907  0.052702642610919  0.414935851686507 -0.040968815869454 -0.396017444452498
    6   0.052463623944572  1.794999912154385 -0.000183158519873 -0.438886903404318  0.034902373301394
    7   0.415946449417278  0.006515784541141  1.713738498996391  0.004194140492605  0.364906798868974
    8  -0.046130002360022 -0.435404968059617  0.002184116389048  2.075242469375014 -0.034056988433017
    9  -0.401666638146167  0.041001326108862  0.367071973904250 -0.029284234180409  2.013141464108660
   10  -0.033258160851201 -0.173187113423523 -0.140047432170203 -0.238990014331430  0.211484692984831
   11   0.010093022005279 -0.059598946683391 -0.058277906378670  0.089926403617341 -0.245495794414704
   12   0.186685496959532  0.132516049060585  0.017837093724797  0.280527104724881  0.001129997603155

               10                 11                 12        

    0  -0.015714706687254 -0.022188329863577 -0.029506087909059
    1  -0.001799043478673 -0.002168537888898 -0.004030648060832
    2  -0.019394589116674  0.067121068398721 -0.073344978664080
    3   0.022781207168451 -0.063134664685804  0.119409731250665
    4   0.030136787808089 -0.049847089947829 -0.025918635146477
    5  -0.030092384186065  0.009600407844932  0.190790896813859
    6  -0.176380342375364 -0.059470533178857  0.133559680714697
    7  -0.143473364255129 -0.058224908441137  0.018895490247903
    8  -0.237299268632366  0.085522966620637  0.284071238688766
    9   0.212626983297380 -0.245219357640247  0.001906672855501
   10   2.036313052319653  0.352525254447931 -0.394157246199218
   11   0.350459748529073  1.755227405948261  0.366062081741361
   12  -0.391673408501667  0.354528714018765  1.928706797122308
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000003041894
Norm of residual vector 0  after precondition    0.0000003041894
                     1   0.4251130069  -9.98e-10    3.04e-07      Y
Norm of residual vector 1  before precondition    0.0000893180563
Norm of residual vector 1  after precondition    0.0000893180563
                     2   0.4986119859  -4.71e-07    8.93e-05      N
Norm of residual vector af preconditioning    0.0000838013020
Norm of final new C in schmidt_add():    1.000000000000004
Iter=20   L=14  resetting norm
SigmaSS, D(norm sigma)=   0.6536535736
FSD    , D(norm sigma)=   0.0000745932
WamefSD, D(norm sigma)=  -0.0053634805
WmnieSD, D(norm sigma)=   0.0138357975
WmaijDS, D(norm sigma)=   0.0696224512
WabejDS, D(norm sigma)=   0.0062533512
WnmjeDS, D(norm sigma)=   0.0000990215
WbmfeDS, D(norm sigma)=  -0.0001064106
FDD_Fbe, D(norm sigma)=   0.6883416254
FDD_Fmj, D(norm sigma)=   1.0102754097
WmnijDD, D(norm sigma)=   0.4444030536
WabefDD, D(norm sigma)=   0.1841387670
WmbejDD, D(norm sigma)=  -0.8293936340
WmnefDD XAF, D(norm sigma)=   0.0014404436
WmnefDD XLI, D(norm sigma)=   0.0001415884
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.425113033353610 -0.000130077777514 -0.002047501668854  0.000521578875466  0.004384214219796
    1  -0.000000000000000  0.498866682265181  0.000584105135968 -0.001299760073755 -0.011925276430076
    2   0.000000000001844 -0.000000000000001  0.930727048455755 -0.305970859887340 -0.427074644044677
    3  -0.000000000002119 -0.000000000000000 -0.311473977173052  0.829958817062356  0.303072693249431
    4   0.000007228598478 -0.009735034150147 -0.436687494462266  0.301840668978035  1.825128052224217
    5  -0.000000367031158  0.010995546636256 -0.006046235857949  0.190227115398907 -0.051522178647853
    6  -0.000000877026774  0.001467595214771 -0.099292221969994  0.101508761241193 -0.416035480338083
    7  -0.000000133174084  0.000017551817864 -0.038382882113245  0.053516593913305 -0.001159477391009
    8  -0.000002452358327  0.003073928175960  0.081594503219331 -0.063139753914507 -0.364574620535876
    9   0.000001139914779 -0.004714768300875  0.085322480822403 -0.141077879446671  0.032306101274363
   10  -0.000000300376750  0.000467967831921 -0.014567652303241  0.022210132558801  0.035577875760214
   11   0.000000092938105 -0.000176801696712  0.075759124847668 -0.060291274767546 -0.050817718576249
   12  -0.000000461572569  0.001275183278258 -0.067634220780602  0.128541295930235 -0.028529504717493
   13   0.000000105406308 -0.001294508088005 -0.022896906663775 -0.024034985784130  0.025169510033283

                5                  6                  7                  8                  9        

    0  -0.003740934665925  0.002508526402423 -0.007958626602275 -0.003880863408207 -0.013872649697817
    1   0.007993361504109  0.004027658077889 -0.004207240126409 -0.000430926363541 -0.008249222798305
    2  -0.007551269938849 -0.103060524309191 -0.045010093119512  0.078605856229637  0.071649879680158
    3   0.184394579610791  0.105666596917461  0.042497836029270 -0.071804320707773 -0.146175266270162
    4  -0.056277677945201 -0.412684542941894 -0.001897841195175 -0.364379611294017  0.027472204066209
    5   1.879035391194907  0.052702642610919  0.414935851686507 -0.040968815869454 -0.396017444452498
    6   0.052463623944572  1.794999912154385 -0.000183158519873 -0.438886903404318  0.034902373301394
    7   0.415946449417278  0.006515784541141  1.713738498996391  0.004194140492605  0.364906798868974
    8  -0.046130002360022 -0.435404968059617  0.002184116389048  2.075242469375014 -0.034056988433017
    9  -0.401666638146167  0.041001326108862  0.367071973904250 -0.029284234180409  2.013141464108660
   10  -0.033258160851201 -0.173187113423523 -0.140047432170203 -0.238990014331430  0.211484692984831
   11   0.010093022005279 -0.059598946683391 -0.058277906378670  0.089926403617341 -0.245495794414704
   12   0.186685496959532  0.132516049060585  0.017837093724797  0.280527104724881  0.001129997603155
   13  -0.180531479284786  0.092847348534691 -0.005380139395693 -0.348454637034135  0.021169707784624

               10                 11                 12                 13        

    0  -0.015714706687254 -0.022188329863577 -0.029506087909059 -0.009222166857781
    1  -0.001799043478673 -0.002168537888898 -0.004030648060832 -0.001545948798698
    2  -0.019394589116674  0.067121068398721 -0.073344978664080 -0.019580012157033
    3   0.022781207168451 -0.063134664685804  0.119409731250665 -0.029030059754691
    4   0.030136787808089 -0.049847089947829 -0.025918635146477  0.024816876190107
    5  -0.030092384186065  0.009600407844932  0.190790896813859 -0.184392387024111
    6  -0.176380342375364 -0.059470533178857  0.133559680714697  0.096744229571031
    7  -0.143473364255129 -0.058224908441137  0.018895490247903 -0.005228560332603
    8  -0.237299268632366  0.085522966620637  0.284071238688766 -0.351601088552194
    9   0.212626983297380 -0.245219357640247  0.001906672855501  0.016979127432075
   10   2.036313052319653  0.352525254447931 -0.394157246199218 -0.110571089824365
   11   0.350459748529073  1.755227405948261  0.366062081741361 -0.524914835814590
   12  -0.391673408501667  0.354528714018765  1.928706797122308  0.345357116846186
   13  -0.109027488755761 -0.522899476487883  0.361763569024880  1.668868537069672
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000003070062
Norm of residual vector 0  after precondition    0.0000003070062
                     1   0.4251130078   9.02e-10    3.07e-07      Y
Norm of residual vector 1  before precondition    0.0000978425485
Norm of residual vector 1  after precondition    0.0000978425485
                     2   0.4986120892   1.03e-07    9.78e-05      N
Norm of residual vector af preconditioning    0.0000579903654
Norm of final new C in schmidt_add():    0.999999999999997
Iter=21   L=15  resetting norm
SigmaSS, D(norm sigma)=   0.6647879471
FSD    , D(norm sigma)=  -0.0001057264
WamefSD, D(norm sigma)=  -0.0184326402
WmnieSD, D(norm sigma)=   0.0101492523
WmaijDS, D(norm sigma)=   0.0424095417
WabejDS, D(norm sigma)=   0.0070715618
WnmjeDS, D(norm sigma)=   0.0001719775
WbmfeDS, D(norm sigma)=  -0.0002435432
FDD_Fbe, D(norm sigma)=   0.8422246711
FDD_Fmj, D(norm sigma)=   1.2027843910
WmnijDD, D(norm sigma)=   0.4846701292
WabefDD, D(norm sigma)=   0.1990211522
WmbejDD, D(norm sigma)=  -0.9545023397
WmnefDD XAF, D(norm sigma)=   0.0034528539
WmnefDD XLI, D(norm sigma)=   0.0001661992
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.425113033353610 -0.000130077777514 -0.002047501668854  0.000521578875466  0.004384214219796
    1  -0.000000000000000  0.498866682265181  0.000584105135968 -0.001299760073755 -0.011925276430076
    2   0.000000000001844 -0.000000000000001  0.930727048455755 -0.305970859887340 -0.427074644044677
    3  -0.000000000002119 -0.000000000000000 -0.311473977173052  0.829958817062356  0.303072693249431
    4   0.000007228598478 -0.009735034150147 -0.436687494462266  0.301840668978035  1.825128052224217
    5  -0.000000367031158  0.010995546636256 -0.006046235857949  0.190227115398907 -0.051522178647853
    6  -0.000000877026774  0.001467595214771 -0.099292221969994  0.101508761241193 -0.416035480338083
    7  -0.000000133174084  0.000017551817864 -0.038382882113245  0.053516593913305 -0.001159477391009
    8  -0.000002452358327  0.003073928175960  0.081594503219331 -0.063139753914507 -0.364574620535876
    9   0.000001139914779 -0.004714768300875  0.085322480822403 -0.141077879446671  0.032306101274363
   10  -0.000000300376750  0.000467967831921 -0.014567652303241  0.022210132558801  0.035577875760214
   11   0.000000092938105 -0.000176801696712  0.075759124847668 -0.060291274767546 -0.050817718576249
   12  -0.000000461572569  0.001275183278258 -0.067634220780602  0.128541295930235 -0.028529504717493
   13   0.000000105406308 -0.001294508088005 -0.022896906663775 -0.024034985784130  0.025169510033283
   14  -0.000000064421509  0.000247568391376 -0.021366993322499 -0.006159819262614 -0.012486297544796

                5                  6                  7                  8                  9        

    0  -0.003740934665925  0.002508526402423 -0.007958626602275 -0.003880863408207 -0.013872649697817
    1   0.007993361504109  0.004027658077889 -0.004207240126409 -0.000430926363541 -0.008249222798305
    2  -0.007551269938849 -0.103060524309191 -0.045010093119512  0.078605856229637  0.071649879680158
    3   0.184394579610791  0.105666596917461  0.042497836029270 -0.071804320707773 -0.146175266270162
    4  -0.056277677945201 -0.412684542941894 -0.001897841195175 -0.364379611294017  0.027472204066209
    5   1.879035391194907  0.052702642610919  0.414935851686507 -0.040968815869454 -0.396017444452498
    6   0.052463623944572  1.794999912154385 -0.000183158519873 -0.438886903404318  0.034902373301394
    7   0.415946449417278  0.006515784541141  1.713738498996391  0.004194140492605  0.364906798868974
    8  -0.046130002360022 -0.435404968059617  0.002184116389048  2.075242469375014 -0.034056988433017
    9  -0.401666638146167  0.041001326108862  0.367071973904250 -0.029284234180409  2.013141464108660
   10  -0.033258160851201 -0.173187113423523 -0.140047432170203 -0.238990014331430  0.211484692984831
   11   0.010093022005279 -0.059598946683391 -0.058277906378670  0.089926403617341 -0.245495794414704
   12   0.186685496959532  0.132516049060585  0.017837093724797  0.280527104724881  0.001129997603155
   13  -0.180531479284786  0.092847348534691 -0.005380139395693 -0.348454637034135  0.021169707784624
   14   0.017431127904122  0.062791851302699  0.096277026157418 -0.030093475545701 -0.186772323367476

               10                 11                 12                 13                 14        

    0  -0.015714706687254 -0.022188329863577 -0.029506087909059 -0.009222166857781  0.010581756736962
    1  -0.001799043478673 -0.002168537888898 -0.004030648060832 -0.001545948798698  0.002554728032065
    2  -0.019394589116674  0.067121068398721 -0.073344978664080 -0.019580012157033 -0.016916660335416
    3   0.022781207168451 -0.063134664685804  0.119409731250665 -0.029030059754691 -0.000812845002810
    4   0.030136787808089 -0.049847089947829 -0.025918635146477  0.024816876190107 -0.017004984539703
    5  -0.030092384186065  0.009600407844932  0.190790896813859 -0.184392387024111  0.017083227928454
    6  -0.176380342375364 -0.059470533178857  0.133559680714697  0.096744229571031  0.067685450226383
    7  -0.143473364255129 -0.058224908441137  0.018895490247903 -0.005228560332603  0.092507681879383
    8  -0.237299268632366  0.085522966620637  0.284071238688766 -0.351601088552194 -0.029006873655928
    9   0.212626983297380 -0.245219357640247  0.001906672855501  0.016979127432075 -0.190986426511010
   10   2.036313052319653  0.352525254447931 -0.394157246199218 -0.110571089824365 -0.329825101937453
   11   0.350459748529073  1.755227405948261  0.366062081741361 -0.524914835814590  0.081706404914968
   12  -0.391673408501667  0.354528714018765  1.928706797122308  0.345357116846186  0.303651444657948
   13  -0.109027488755761 -0.522899476487883  0.361763569024880  1.668868537069672 -0.390796031157339
   14  -0.327558788343085  0.086911329413113  0.304591114033297 -0.383487254263740  1.875254273686284
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000002709298
Norm of residual vector 0  after precondition    0.0000002709298
                     1   0.4251130070  -7.71e-10    2.71e-07      Y
Norm of residual vector 1  before precondition    0.0000820867178
Norm of residual vector 1  after precondition    0.0000820867178
                     2   0.4986118762  -2.13e-07    8.21e-05      N
Norm of residual vector af preconditioning    0.0000554640899
Norm of final new C in schmidt_add():    0.999999999999998
Iter=22   L=16  resetting norm
SigmaSS, D(norm sigma)=   0.8051207580
FSD    , D(norm sigma)=   0.0001897373
WamefSD, D(norm sigma)=  -0.0058871160
WmnieSD, D(norm sigma)=   0.0126985727
WmaijDS, D(norm sigma)=   0.0558315059
WabejDS, D(norm sigma)=   0.0041382441
WnmjeDS, D(norm sigma)=  -0.0000010856
WbmfeDS, D(norm sigma)=   0.0000570809
FDD_Fbe, D(norm sigma)=   0.6759603184
FDD_Fmj, D(norm sigma)=   1.0142855335
WmnijDD, D(norm sigma)=   0.3950854763
WabefDD, D(norm sigma)=   0.1682172065
WmbejDD, D(norm sigma)=  -0.7623474209
WmnefDD XAF, D(norm sigma)=   0.0013917013
WmnefDD XLI, D(norm sigma)=   0.0000694057
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.425113033353610 -0.000130077777514 -0.002047501668854  0.000521578875466  0.004384214219796
    1  -0.000000000000000  0.498866682265181  0.000584105135968 -0.001299760073755 -0.011925276430076
    2   0.000000000001844 -0.000000000000001  0.930727048455755 -0.305970859887340 -0.427074644044677
    3  -0.000000000002119 -0.000000000000000 -0.311473977173052  0.829958817062356  0.303072693249431
    4   0.000007228598478 -0.009735034150147 -0.436687494462266  0.301840668978035  1.825128052224217
    5  -0.000000367031158  0.010995546636256 -0.006046235857949  0.190227115398907 -0.051522178647853
    6  -0.000000877026774  0.001467595214771 -0.099292221969994  0.101508761241193 -0.416035480338083
    7  -0.000000133174084  0.000017551817864 -0.038382882113245  0.053516593913305 -0.001159477391009
    8  -0.000002452358327  0.003073928175960  0.081594503219331 -0.063139753914507 -0.364574620535876
    9   0.000001139914779 -0.004714768300875  0.085322480822403 -0.141077879446671  0.032306101274363
   10  -0.000000300376750  0.000467967831921 -0.014567652303241  0.022210132558801  0.035577875760214
   11   0.000000092938105 -0.000176801696712  0.075759124847668 -0.060291274767546 -0.050817718576249
   12  -0.000000461572569  0.001275183278258 -0.067634220780602  0.128541295930235 -0.028529504717493
   13   0.000000105406308 -0.001294508088005 -0.022896906663775 -0.024034985784130  0.025169510033283
   14  -0.000000064421509  0.000247568391376 -0.021366993322499 -0.006159819262614 -0.012486297544796
   15  -0.000000060585286 -0.000721314669083  0.081158252118517 -0.106613681757390 -0.063825075814436

                5                  6                  7                  8                  9        

    0  -0.003740934665925  0.002508526402423 -0.007958626602275 -0.003880863408207 -0.013872649697817
    1   0.007993361504109  0.004027658077889 -0.004207240126409 -0.000430926363541 -0.008249222798305
    2  -0.007551269938849 -0.103060524309191 -0.045010093119512  0.078605856229637  0.071649879680158
    3   0.184394579610791  0.105666596917461  0.042497836029270 -0.071804320707773 -0.146175266270162
    4  -0.056277677945201 -0.412684542941894 -0.001897841195175 -0.364379611294017  0.027472204066209
    5   1.879035391194907  0.052702642610919  0.414935851686507 -0.040968815869454 -0.396017444452498
    6   0.052463623944572  1.794999912154385 -0.000183158519873 -0.438886903404318  0.034902373301394
    7   0.415946449417278  0.006515784541141  1.713738498996391  0.004194140492605  0.364906798868974
    8  -0.046130002360022 -0.435404968059617  0.002184116389048  2.075242469375014 -0.034056988433017
    9  -0.401666638146167  0.041001326108862  0.367071973904250 -0.029284234180409  2.013141464108660
   10  -0.033258160851201 -0.173187113423523 -0.140047432170203 -0.238990014331430  0.211484692984831
   11   0.010093022005279 -0.059598946683391 -0.058277906378670  0.089926403617341 -0.245495794414704
   12   0.186685496959532  0.132516049060585  0.017837093724797  0.280527104724881  0.001129997603155
   13  -0.180531479284786  0.092847348534691 -0.005380139395693 -0.348454637034135  0.021169707784624
   14   0.017431127904122  0.062791851302699  0.096277026157418 -0.030093475545701 -0.186772323367476
   15  -0.122897558147195 -0.072838988259930  0.130736318562828 -0.033300417575993  0.231268514604454

               10                 11                 12                 13                 14        

    0  -0.015714706687254 -0.022188329863577 -0.029506087909059 -0.009222166857781  0.010581756736962
    1  -0.001799043478673 -0.002168537888898 -0.004030648060832 -0.001545948798698  0.002554728032065
    2  -0.019394589116674  0.067121068398721 -0.073344978664080 -0.019580012157033 -0.016916660335416
    3   0.022781207168451 -0.063134664685804  0.119409731250665 -0.029030059754691 -0.000812845002810
    4   0.030136787808089 -0.049847089947829 -0.025918635146477  0.024816876190107 -0.017004984539703
    5  -0.030092384186065  0.009600407844932  0.190790896813859 -0.184392387024111  0.017083227928454
    6  -0.176380342375364 -0.059470533178857  0.133559680714697  0.096744229571031  0.067685450226383
    7  -0.143473364255129 -0.058224908441137  0.018895490247903 -0.005228560332603  0.092507681879383
    8  -0.237299268632366  0.085522966620637  0.284071238688766 -0.351601088552194 -0.029006873655928
    9   0.212626983297380 -0.245219357640247  0.001906672855501  0.016979127432075 -0.190986426511010
   10   2.036313052319653  0.352525254447931 -0.394157246199218 -0.110571089824365 -0.329825101937453
   11   0.350459748529073  1.755227405948261  0.366062081741361 -0.524914835814590  0.081706404914968
   12  -0.391673408501667  0.354528714018765  1.928706797122308  0.345357116846186  0.303651444657948
   13  -0.109027488755761 -0.522899476487883  0.361763569024880  1.668868537069672 -0.390796031157339
   14  -0.327558788343085  0.086911329413113  0.304591114033297 -0.383487254263740  1.875254273686284
   15  -0.122185158298041 -0.227489202425014  0.154049442904452  0.322303008164802  0.531740226600404

               15        

    0  -0.002402906995265
    1   0.000283537723095
    2   0.080896492606813
    3  -0.100488260136711
    4  -0.061267092814610
    5  -0.122609022492207
    6  -0.069625529812912
    7   0.129251210039463
    8  -0.031595805988084
    9   0.233886081475217
   10  -0.119014008997320
   11  -0.228249337273289
   12   0.150836714727172
   13   0.318839746176952
   14   0.526414702593808
   15   1.669261822032859
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000002658541
Norm of residual vector 0  after precondition    0.0000002658541
                     1   0.4251130068  -1.96e-10    2.66e-07      Y
Norm of residual vector 1  before precondition    0.0000595949449
Norm of residual vector 1  after precondition    0.0000595949449
                     2   0.4986119196   4.35e-08    5.96e-05      N
Norm of residual vector af preconditioning    0.0000417218992
Norm of final new C in schmidt_add():    1.000000000000000
Iter=23   L=17  resetting norm
SigmaSS, D(norm sigma)=   0.5862569428
FSD    , D(norm sigma)=  -0.0005158415
WamefSD, D(norm sigma)=  -0.0005742086
WmnieSD, D(norm sigma)=  -0.0004826568
WmaijDS, D(norm sigma)=   0.0534353806
WabejDS, D(norm sigma)=   0.0020553015
WnmjeDS, D(norm sigma)=   0.0000157958
WbmfeDS, D(norm sigma)=  -0.0000311274
FDD_Fbe, D(norm sigma)=   0.7433483486
FDD_Fmj, D(norm sigma)=   1.1458473680
WmnijDD, D(norm sigma)=   0.4849015590
WabefDD, D(norm sigma)=   0.2072742037
WmbejDD, D(norm sigma)=  -0.8887519828
WmnefDD XAF, D(norm sigma)=   0.0036302351
WmnefDD XLI, D(norm sigma)=   0.0002170058
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.425113033353610 -0.000130077777514 -0.002047501668854  0.000521578875466  0.004384214219796
    1  -0.000000000000000  0.498866682265181  0.000584105135968 -0.001299760073755 -0.011925276430076
    2   0.000000000001844 -0.000000000000001  0.930727048455755 -0.305970859887340 -0.427074644044677
    3  -0.000000000002119 -0.000000000000000 -0.311473977173052  0.829958817062356  0.303072693249431
    4   0.000007228598478 -0.009735034150147 -0.436687494462266  0.301840668978035  1.825128052224217
    5  -0.000000367031158  0.010995546636256 -0.006046235857949  0.190227115398907 -0.051522178647853
    6  -0.000000877026774  0.001467595214771 -0.099292221969994  0.101508761241193 -0.416035480338083
    7  -0.000000133174084  0.000017551817864 -0.038382882113245  0.053516593913305 -0.001159477391009
    8  -0.000002452358327  0.003073928175960  0.081594503219331 -0.063139753914507 -0.364574620535876
    9   0.000001139914779 -0.004714768300875  0.085322480822403 -0.141077879446671  0.032306101274363
   10  -0.000000300376750  0.000467967831921 -0.014567652303241  0.022210132558801  0.035577875760214
   11   0.000000092938105 -0.000176801696712  0.075759124847668 -0.060291274767546 -0.050817718576249
   12  -0.000000461572569  0.001275183278258 -0.067634220780602  0.128541295930235 -0.028529504717493
   13   0.000000105406308 -0.001294508088005 -0.022896906663775 -0.024034985784130  0.025169510033283
   14  -0.000000064421509  0.000247568391376 -0.021366993322499 -0.006159819262614 -0.012486297544796
   15  -0.000000060585286 -0.000721314669083  0.081158252118517 -0.106613681757390 -0.063825075814436
   16  -0.000000245200686 -0.000887385661912 -0.072585097935116  0.025789012670458 -0.030784459886804

                5                  6                  7                  8                  9        

    0  -0.003740934665925  0.002508526402423 -0.007958626602275 -0.003880863408207 -0.013872649697817
    1   0.007993361504109  0.004027658077889 -0.004207240126409 -0.000430926363541 -0.008249222798305
    2  -0.007551269938849 -0.103060524309191 -0.045010093119512  0.078605856229637  0.071649879680158
    3   0.184394579610791  0.105666596917461  0.042497836029270 -0.071804320707773 -0.146175266270162
    4  -0.056277677945201 -0.412684542941894 -0.001897841195175 -0.364379611294017  0.027472204066209
    5   1.879035391194907  0.052702642610919  0.414935851686507 -0.040968815869454 -0.396017444452498
    6   0.052463623944572  1.794999912154385 -0.000183158519873 -0.438886903404318  0.034902373301394
    7   0.415946449417278  0.006515784541141  1.713738498996391  0.004194140492605  0.364906798868974
    8  -0.046130002360022 -0.435404968059617  0.002184116389048  2.075242469375014 -0.034056988433017
    9  -0.401666638146167  0.041001326108862  0.367071973904250 -0.029284234180409  2.013141464108660
   10  -0.033258160851201 -0.173187113423523 -0.140047432170203 -0.238990014331430  0.211484692984831
   11   0.010093022005279 -0.059598946683391 -0.058277906378670  0.089926403617341 -0.245495794414704
   12   0.186685496959532  0.132516049060585  0.017837093724797  0.280527104724881  0.001129997603155
   13  -0.180531479284786  0.092847348534691 -0.005380139395693 -0.348454637034135  0.021169707784624
   14   0.017431127904122  0.062791851302699  0.096277026157418 -0.030093475545701 -0.186772323367476
   15  -0.122897558147195 -0.072838988259930  0.130736318562828 -0.033300417575993  0.231268514604454
   16  -0.165271508750110  0.223757129576757  0.009077943432382 -0.050582151837490  0.118056482302969

               10                 11                 12                 13                 14        

    0  -0.015714706687254 -0.022188329863577 -0.029506087909059 -0.009222166857781  0.010581756736962
    1  -0.001799043478673 -0.002168537888898 -0.004030648060832 -0.001545948798698  0.002554728032065
    2  -0.019394589116674  0.067121068398721 -0.073344978664080 -0.019580012157033 -0.016916660335416
    3   0.022781207168451 -0.063134664685804  0.119409731250665 -0.029030059754691 -0.000812845002810
    4   0.030136787808089 -0.049847089947829 -0.025918635146477  0.024816876190107 -0.017004984539703
    5  -0.030092384186065  0.009600407844932  0.190790896813859 -0.184392387024111  0.017083227928454
    6  -0.176380342375364 -0.059470533178857  0.133559680714697  0.096744229571031  0.067685450226383
    7  -0.143473364255129 -0.058224908441137  0.018895490247903 -0.005228560332603  0.092507681879383
    8  -0.237299268632366  0.085522966620637  0.284071238688766 -0.351601088552194 -0.029006873655928
    9   0.212626983297380 -0.245219357640247  0.001906672855501  0.016979127432075 -0.190986426511010
   10   2.036313052319653  0.352525254447931 -0.394157246199218 -0.110571089824365 -0.329825101937453
   11   0.350459748529073  1.755227405948261  0.366062081741361 -0.524914835814590  0.081706404914968
   12  -0.391673408501667  0.354528714018765  1.928706797122308  0.345357116846186  0.303651444657948
   13  -0.109027488755761 -0.522899476487883  0.361763569024880  1.668868537069672 -0.390796031157339
   14  -0.327558788343085  0.086911329413113  0.304591114033297 -0.383487254263740  1.875254273686284
   15  -0.122185158298041 -0.227489202425014  0.154049442904452  0.322303008164802  0.531740226600404
   16   0.007381874610934  0.074310778405677  0.001498957711729 -0.243622702826723  0.276505881501545

               15                 16        

    0  -0.002402906995265  0.010044295966254
    1   0.000283537723095 -0.001181625617771
    2   0.080896492606813 -0.074461442458751
    3  -0.100488260136711  0.015211879063176
    4  -0.061267092814610 -0.039067794933220
    5  -0.122609022492207 -0.162729232422916
    6  -0.069625529812912  0.222933170614884
    7   0.129251210039463  0.004573360278901
    8  -0.031595805988084 -0.056825323333303
    9   0.233886081475217  0.119450592071952
   10  -0.119014008997320  0.009105904829886
   11  -0.228249337273289  0.070547972946866
   12   0.150836714727172 -0.002725932134782
   13   0.318839746176952 -0.246065551496408
   14   0.526414702593808  0.280223458290780
   15   1.669261822032859 -0.592944563981908
   16  -0.584960246294331  1.785933435970293
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000002695714
Norm of residual vector 0  after precondition    0.0000002695714
                     1   0.4251130071   3.50e-10    2.70e-07      Y
Norm of residual vector 1  before precondition    0.0000570191683
Norm of residual vector 1  after precondition    0.0000570191683
                     2   0.4986118122  -1.07e-07    5.70e-05      N
Norm of residual vector af preconditioning    0.0000393226585
Norm of final new C in schmidt_add():    0.999999999999998
Iter=24   L=18  resetting norm
SigmaSS, D(norm sigma)=   0.6494762738
FSD    , D(norm sigma)=  -0.0003164874
WamefSD, D(norm sigma)=   0.0020718096
WmnieSD, D(norm sigma)=   0.0070283787
WmaijDS, D(norm sigma)=   0.0363469318
WabejDS, D(norm sigma)=   0.0016915114
WnmjeDS, D(norm sigma)=   0.0000621037
WbmfeDS, D(norm sigma)=  -0.0003432610
FDD_Fbe, D(norm sigma)=   0.8707691889
FDD_Fmj, D(norm sigma)=   1.2847964261
WmnijDD, D(norm sigma)=   0.5109221877
WabefDD, D(norm sigma)=   0.2036045372
WmbejDD, D(norm sigma)=  -0.9698195617
WmnefDD XAF, D(norm sigma)=   0.0035343533
WmnefDD XLI, D(norm sigma)=   0.0001403693
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.425113033353610 -0.000130077777514 -0.002047501668854  0.000521578875466  0.004384214219796
    1  -0.000000000000000  0.498866682265181  0.000584105135968 -0.001299760073755 -0.011925276430076
    2   0.000000000001844 -0.000000000000001  0.930727048455755 -0.305970859887340 -0.427074644044677
    3  -0.000000000002119 -0.000000000000000 -0.311473977173052  0.829958817062356  0.303072693249431
    4   0.000007228598478 -0.009735034150147 -0.436687494462266  0.301840668978035  1.825128052224217
    5  -0.000000367031158  0.010995546636256 -0.006046235857949  0.190227115398907 -0.051522178647853
    6  -0.000000877026774  0.001467595214771 -0.099292221969994  0.101508761241193 -0.416035480338083
    7  -0.000000133174084  0.000017551817864 -0.038382882113245  0.053516593913305 -0.001159477391009
    8  -0.000002452358327  0.003073928175960  0.081594503219331 -0.063139753914507 -0.364574620535876
    9   0.000001139914779 -0.004714768300875  0.085322480822403 -0.141077879446671  0.032306101274363
   10  -0.000000300376750  0.000467967831921 -0.014567652303241  0.022210132558801  0.035577875760214
   11   0.000000092938105 -0.000176801696712  0.075759124847668 -0.060291274767546 -0.050817718576249
   12  -0.000000461572569  0.001275183278258 -0.067634220780602  0.128541295930235 -0.028529504717493
   13   0.000000105406308 -0.001294508088005 -0.022896906663775 -0.024034985784130  0.025169510033283
   14  -0.000000064421509  0.000247568391376 -0.021366993322499 -0.006159819262614 -0.012486297544796
   15  -0.000000060585286 -0.000721314669083  0.081158252118517 -0.106613681757390 -0.063825075814436
   16  -0.000000245200686 -0.000887385661912 -0.072585097935116  0.025789012670458 -0.030784459886804
   17   0.000000949263815 -0.000981480813869  0.053002587259110 -0.004066645008759  0.131503986033193

                5                  6                  7                  8                  9        

    0  -0.003740934665925  0.002508526402423 -0.007958626602275 -0.003880863408207 -0.013872649697817
    1   0.007993361504109  0.004027658077889 -0.004207240126409 -0.000430926363541 -0.008249222798305
    2  -0.007551269938849 -0.103060524309191 -0.045010093119512  0.078605856229637  0.071649879680158
    3   0.184394579610791  0.105666596917461  0.042497836029270 -0.071804320707773 -0.146175266270162
    4  -0.056277677945201 -0.412684542941894 -0.001897841195175 -0.364379611294017  0.027472204066209
    5   1.879035391194907  0.052702642610919  0.414935851686507 -0.040968815869454 -0.396017444452498
    6   0.052463623944572  1.794999912154385 -0.000183158519873 -0.438886903404318  0.034902373301394
    7   0.415946449417278  0.006515784541141  1.713738498996391  0.004194140492605  0.364906798868974
    8  -0.046130002360022 -0.435404968059617  0.002184116389048  2.075242469375014 -0.034056988433017
    9  -0.401666638146167  0.041001326108862  0.367071973904250 -0.029284234180409  2.013141464108660
   10  -0.033258160851201 -0.173187113423523 -0.140047432170203 -0.238990014331430  0.211484692984831
   11   0.010093022005279 -0.059598946683391 -0.058277906378670  0.089926403617341 -0.245495794414704
   12   0.186685496959532  0.132516049060585  0.017837093724797  0.280527104724881  0.001129997603155
   13  -0.180531479284786  0.092847348534691 -0.005380139395693 -0.348454637034135  0.021169707784624
   14   0.017431127904122  0.062791851302699  0.096277026157418 -0.030093475545701 -0.186772323367476
   15  -0.122897558147195 -0.072838988259930  0.130736318562828 -0.033300417575993  0.231268514604454
   16  -0.165271508750110  0.223757129576757  0.009077943432382 -0.050582151837490  0.118056482302969
   17   0.139656504789019 -0.184776410382226  0.082568049279061 -0.118848592774935 -0.109089127668002

               10                 11                 12                 13                 14        

    0  -0.015714706687254 -0.022188329863577 -0.029506087909059 -0.009222166857781  0.010581756736962
    1  -0.001799043478673 -0.002168537888898 -0.004030648060832 -0.001545948798698  0.002554728032065
    2  -0.019394589116674  0.067121068398721 -0.073344978664080 -0.019580012157033 -0.016916660335416
    3   0.022781207168451 -0.063134664685804  0.119409731250665 -0.029030059754691 -0.000812845002810
    4   0.030136787808089 -0.049847089947829 -0.025918635146477  0.024816876190107 -0.017004984539703
    5  -0.030092384186065  0.009600407844932  0.190790896813859 -0.184392387024111  0.017083227928454
    6  -0.176380342375364 -0.059470533178857  0.133559680714697  0.096744229571031  0.067685450226383
    7  -0.143473364255129 -0.058224908441137  0.018895490247903 -0.005228560332603  0.092507681879383
    8  -0.237299268632366  0.085522966620637  0.284071238688766 -0.351601088552194 -0.029006873655928
    9   0.212626983297380 -0.245219357640247  0.001906672855501  0.016979127432075 -0.190986426511010
   10   2.036313052319653  0.352525254447931 -0.394157246199218 -0.110571089824365 -0.329825101937453
   11   0.350459748529073  1.755227405948261  0.366062081741361 -0.524914835814590  0.081706404914968
   12  -0.391673408501667  0.354528714018765  1.928706797122308  0.345357116846186  0.303651444657948
   13  -0.109027488755761 -0.522899476487883  0.361763569024880  1.668868537069672 -0.390796031157339
   14  -0.327558788343085  0.086911329413113  0.304591114033297 -0.383487254263740  1.875254273686284
   15  -0.122185158298041 -0.227489202425014  0.154049442904452  0.322303008164802  0.531740226600404
   16   0.007381874610934  0.074310778405677  0.001498957711729 -0.243622702826723  0.276505881501545
   17   0.009363811041011  0.066934714943071  0.195474682394211  0.140530310977480  0.250773587339788

               15                 16                 17        

    0  -0.002402906995265  0.010044295966254  0.005211894536217
    1   0.000283537723095 -0.001181625617771 -0.000286271494180
    2   0.080896492606813 -0.074461442458751  0.044071093286782
    3  -0.100488260136711  0.015211879063176 -0.013602464423562
    4  -0.061267092814610 -0.039067794933220  0.134759455657081
    5  -0.122609022492207 -0.162729232422916  0.146659092989388
    6  -0.069625529812912  0.222933170614884 -0.198201890780964
    7   0.129251210039463  0.004573360278901  0.081672203965153
    8  -0.031595805988084 -0.056825323333303 -0.116166223034142
    9   0.233886081475217  0.119450592071952 -0.103029817609982
   10  -0.119014008997320  0.009105904829886  0.004816880846766
   11  -0.228249337273289  0.070547972946866  0.068212353437331
   12   0.150836714727172 -0.002725932134782  0.200984490227822
   13   0.318839746176952 -0.246065551496408  0.144087501014774
   14   0.526414702593808  0.280223458290780  0.251727232714503
   15   1.669261822032859 -0.592944563981908  0.278413407663100
   16  -0.584960246294331  1.785933435970293  0.497851020681374
   17   0.287056453661503  0.499158629542181  2.001008857685044
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000002661009
Norm of residual vector 0  after precondition    0.0000002661009
                     1   0.4251130068  -3.70e-10    2.66e-07      Y
Norm of residual vector 1  before precondition    0.0000522712651
Norm of residual vector 1  after precondition    0.0000522712651
                     2   0.4986115937  -2.19e-07    5.23e-05      N
Norm of residual vector af preconditioning    0.0000346003554
Norm of final new C in schmidt_add():    1.000000000000003
Iter=25   L=19  resetting norm
SigmaSS, D(norm sigma)=   0.7044147589
FSD    , D(norm sigma)=  -0.0000515476
WamefSD, D(norm sigma)=  -0.0009369303
WmnieSD, D(norm sigma)=   0.0200237683
WmaijDS, D(norm sigma)=   0.0365866487
WabejDS, D(norm sigma)=   0.0024507435
WnmjeDS, D(norm sigma)=   0.0000570013
WbmfeDS, D(norm sigma)=  -0.0003157901
FDD_Fbe, D(norm sigma)=   0.8392540185
FDD_Fmj, D(norm sigma)=   1.2482843299
WmnijDD, D(norm sigma)=   0.4963467336
WabefDD, D(norm sigma)=   0.2185574241
WmbejDD, D(norm sigma)=  -0.9909081779
WmnefDD XAF, D(norm sigma)=   0.0028925032
WmnefDD XLI, D(norm sigma)=   0.0000620067
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.425113033353610 -0.000130077777514 -0.002047501668854  0.000521578875466  0.004384214219796
    1  -0.000000000000000  0.498866682265181  0.000584105135968 -0.001299760073755 -0.011925276430076
    2   0.000000000001844 -0.000000000000001  0.930727048455755 -0.305970859887340 -0.427074644044677
    3  -0.000000000002119 -0.000000000000000 -0.311473977173052  0.829958817062356  0.303072693249431
    4   0.000007228598478 -0.009735034150147 -0.436687494462266  0.301840668978035  1.825128052224217
    5  -0.000000367031158  0.010995546636256 -0.006046235857949  0.190227115398907 -0.051522178647853
    6  -0.000000877026774  0.001467595214771 -0.099292221969994  0.101508761241193 -0.416035480338083
    7  -0.000000133174084  0.000017551817864 -0.038382882113245  0.053516593913305 -0.001159477391009
    8  -0.000002452358327  0.003073928175960  0.081594503219331 -0.063139753914507 -0.364574620535876
    9   0.000001139914779 -0.004714768300875  0.085322480822403 -0.141077879446671  0.032306101274363
   10  -0.000000300376750  0.000467967831921 -0.014567652303241  0.022210132558801  0.035577875760214
   11   0.000000092938105 -0.000176801696712  0.075759124847668 -0.060291274767546 -0.050817718576249
   12  -0.000000461572569  0.001275183278258 -0.067634220780602  0.128541295930235 -0.028529504717493
   13   0.000000105406308 -0.001294508088005 -0.022896906663775 -0.024034985784130  0.025169510033283
   14  -0.000000064421509  0.000247568391376 -0.021366993322499 -0.006159819262614 -0.012486297544796
   15  -0.000000060585286 -0.000721314669083  0.081158252118517 -0.106613681757390 -0.063825075814436
   16  -0.000000245200686 -0.000887385661912 -0.072585097935116  0.025789012670458 -0.030784459886804
   17   0.000000949263815 -0.000981480813869  0.053002587259110 -0.004066645008759  0.131503986033193
   18   0.000000234068910  0.000524116336707  0.130397333407969 -0.127754977401180 -0.010961322881916

                5                  6                  7                  8                  9        

    0  -0.003740934665925  0.002508526402423 -0.007958626602275 -0.003880863408207 -0.013872649697817
    1   0.007993361504109  0.004027658077889 -0.004207240126409 -0.000430926363541 -0.008249222798305
    2  -0.007551269938849 -0.103060524309191 -0.045010093119512  0.078605856229637  0.071649879680158
    3   0.184394579610791  0.105666596917461  0.042497836029270 -0.071804320707773 -0.146175266270162
    4  -0.056277677945201 -0.412684542941894 -0.001897841195175 -0.364379611294017  0.027472204066209
    5   1.879035391194907  0.052702642610919  0.414935851686507 -0.040968815869454 -0.396017444452498
    6   0.052463623944572  1.794999912154385 -0.000183158519873 -0.438886903404318  0.034902373301394
    7   0.415946449417278  0.006515784541141  1.713738498996391  0.004194140492605  0.364906798868974
    8  -0.046130002360022 -0.435404968059617  0.002184116389048  2.075242469375014 -0.034056988433017
    9  -0.401666638146167  0.041001326108862  0.367071973904250 -0.029284234180409  2.013141464108660
   10  -0.033258160851201 -0.173187113423523 -0.140047432170203 -0.238990014331430  0.211484692984831
   11   0.010093022005279 -0.059598946683391 -0.058277906378670  0.089926403617341 -0.245495794414704
   12   0.186685496959532  0.132516049060585  0.017837093724797  0.280527104724881  0.001129997603155
   13  -0.180531479284786  0.092847348534691 -0.005380139395693 -0.348454637034135  0.021169707784624
   14   0.017431127904122  0.062791851302699  0.096277026157418 -0.030093475545701 -0.186772323367476
   15  -0.122897558147195 -0.072838988259930  0.130736318562828 -0.033300417575993  0.231268514604454
   16  -0.165271508750110  0.223757129576757  0.009077943432382 -0.050582151837490  0.118056482302969
   17   0.139656504789019 -0.184776410382226  0.082568049279061 -0.118848592774935 -0.109089127668002
   18   0.043133546810044 -0.299242434447663  0.029956082225921  0.019363656954994 -0.102113388722354

               10                 11                 12                 13                 14        

    0  -0.015714706687254 -0.022188329863577 -0.029506087909059 -0.009222166857781  0.010581756736962
    1  -0.001799043478673 -0.002168537888898 -0.004030648060832 -0.001545948798698  0.002554728032065
    2  -0.019394589116674  0.067121068398721 -0.073344978664080 -0.019580012157033 -0.016916660335416
    3   0.022781207168451 -0.063134664685804  0.119409731250665 -0.029030059754691 -0.000812845002810
    4   0.030136787808089 -0.049847089947829 -0.025918635146477  0.024816876190107 -0.017004984539703
    5  -0.030092384186065  0.009600407844932  0.190790896813859 -0.184392387024111  0.017083227928454
    6  -0.176380342375364 -0.059470533178857  0.133559680714697  0.096744229571031  0.067685450226383
    7  -0.143473364255129 -0.058224908441137  0.018895490247903 -0.005228560332603  0.092507681879383
    8  -0.237299268632366  0.085522966620637  0.284071238688766 -0.351601088552194 -0.029006873655928
    9   0.212626983297380 -0.245219357640247  0.001906672855501  0.016979127432075 -0.190986426511010
   10   2.036313052319653  0.352525254447931 -0.394157246199218 -0.110571089824365 -0.329825101937453
   11   0.350459748529073  1.755227405948261  0.366062081741361 -0.524914835814590  0.081706404914968
   12  -0.391673408501667  0.354528714018765  1.928706797122308  0.345357116846186  0.303651444657948
   13  -0.109027488755761 -0.522899476487883  0.361763569024880  1.668868537069672 -0.390796031157339
   14  -0.327558788343085  0.086911329413113  0.304591114033297 -0.383487254263740  1.875254273686284
   15  -0.122185158298041 -0.227489202425014  0.154049442904452  0.322303008164802  0.531740226600404
   16   0.007381874610934  0.074310778405677  0.001498957711729 -0.243622702826723  0.276505881501545
   17   0.009363811041011  0.066934714943071  0.195474682394211  0.140530310977480  0.250773587339788
   18  -0.013995214931004  0.179904276096393  0.051513656243607 -0.026770689042520  0.002953558310320

               15                 16                 17                 18        

    0  -0.002402906995265  0.010044295966254  0.005211894536217 -0.010198633827853
    1   0.000283537723095 -0.001181625617771 -0.000286271494180 -0.003965959259074
    2   0.080896492606813 -0.074461442458751  0.044071093286782  0.130570471106650
    3  -0.100488260136711  0.015211879063176 -0.013602464423562 -0.123774087980024
    4  -0.061267092814610 -0.039067794933220  0.134759455657081 -0.002568600346165
    5  -0.122609022492207 -0.162729232422916  0.146659092989388  0.040904584904391
    6  -0.069625529812912  0.222933170614884 -0.198201890780964 -0.299931362198585
    7   0.129251210039463  0.004573360278901  0.081672203965153  0.039059593331893
    8  -0.031595805988084 -0.056825323333303 -0.116166223034142  0.025935465500586
    9   0.233886081475217  0.119450592071952 -0.103029817609982 -0.104129660315458
   10  -0.119014008997320  0.009105904829886  0.004816880846766 -0.011072089988122
   11  -0.228249337273289  0.070547972946866  0.068212353437331  0.179921036166368
   12   0.150836714727172 -0.002725932134782  0.200984490227822  0.057185557184714
   13   0.318839746176952 -0.246065551496408  0.144087501014774 -0.023707088894967
   14   0.526414702593808  0.280223458290780  0.251727232714503 -0.005161711327574
   15   1.669261822032859 -0.592944563981908  0.278413407663100 -0.309653729443707
   16  -0.584960246294331  1.785933435970293  0.497851020681374  0.317652147261200
   17   0.287056453661503  0.499158629542181  2.001008857685044 -0.385513872498441
   18  -0.308936539287450  0.312213306282583 -0.390680295956221  1.980094260654178
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000002716863
Norm of residual vector 0  after precondition    0.0000002716863
                     1   0.4251130072   4.27e-10    2.72e-07      Y
Norm of residual vector 1  before precondition    0.0000386924042
Norm of residual vector 1  after precondition    0.0000386924042
                     2   0.4986116253   3.15e-08    3.87e-05      N
Norm of residual vector af preconditioning    0.0000263908280
Norm of final new C in schmidt_add():    1.000000000000003
Iter=26   L=20  resetting norm
SigmaSS, D(norm sigma)=   0.6651946397
FSD    , D(norm sigma)=   0.0001940057
WamefSD, D(norm sigma)=   0.0006730443
WmnieSD, D(norm sigma)=   0.0186551979
WmaijDS, D(norm sigma)=   0.0483234701
WabejDS, D(norm sigma)=   0.0065283551
WnmjeDS, D(norm sigma)=   0.0000692229
WbmfeDS, D(norm sigma)=  -0.0006908393
FDD_Fbe, D(norm sigma)=   0.7400635645
FDD_Fmj, D(norm sigma)=   1.1652479688
WmnijDD, D(norm sigma)=   0.4959413732
WabefDD, D(norm sigma)=   0.2176215915
WmbejDD, D(norm sigma)=  -0.9383545965
WmnefDD XAF, D(norm sigma)=   0.0026793824
WmnefDD XLI, D(norm sigma)=   0.0002399871
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.425113033353610 -0.000130077777514 -0.002047501668854  0.000521578875466  0.004384214219796
    1  -0.000000000000000  0.498866682265181  0.000584105135968 -0.001299760073755 -0.011925276430076
    2   0.000000000001844 -0.000000000000001  0.930727048455755 -0.305970859887340 -0.427074644044677
    3  -0.000000000002119 -0.000000000000000 -0.311473977173052  0.829958817062356  0.303072693249431
    4   0.000007228598478 -0.009735034150147 -0.436687494462266  0.301840668978035  1.825128052224217
    5  -0.000000367031158  0.010995546636256 -0.006046235857949  0.190227115398907 -0.051522178647853
    6  -0.000000877026774  0.001467595214771 -0.099292221969994  0.101508761241193 -0.416035480338083
    7  -0.000000133174084  0.000017551817864 -0.038382882113245  0.053516593913305 -0.001159477391009
    8  -0.000002452358327  0.003073928175960  0.081594503219331 -0.063139753914507 -0.364574620535876
    9   0.000001139914779 -0.004714768300875  0.085322480822403 -0.141077879446671  0.032306101274363
   10  -0.000000300376750  0.000467967831921 -0.014567652303241  0.022210132558801  0.035577875760214
   11   0.000000092938105 -0.000176801696712  0.075759124847668 -0.060291274767546 -0.050817718576249
   12  -0.000000461572569  0.001275183278258 -0.067634220780602  0.128541295930235 -0.028529504717493
   13   0.000000105406308 -0.001294508088005 -0.022896906663775 -0.024034985784130  0.025169510033283
   14  -0.000000064421509  0.000247568391376 -0.021366993322499 -0.006159819262614 -0.012486297544796
   15  -0.000000060585286 -0.000721314669083  0.081158252118517 -0.106613681757390 -0.063825075814436
   16  -0.000000245200686 -0.000887385661912 -0.072585097935116  0.025789012670458 -0.030784459886804
   17   0.000000949263815 -0.000981480813869  0.053002587259110 -0.004066645008759  0.131503986033193
   18   0.000000234068910  0.000524116336707  0.130397333407969 -0.127754977401180 -0.010961322881916
   19   0.000000068017557  0.000547146863477 -0.102057792730921  0.126434960101265  0.070362053141389

                5                  6                  7                  8                  9        

    0  -0.003740934665925  0.002508526402423 -0.007958626602275 -0.003880863408207 -0.013872649697817
    1   0.007993361504109  0.004027658077889 -0.004207240126409 -0.000430926363541 -0.008249222798305
    2  -0.007551269938849 -0.103060524309191 -0.045010093119512  0.078605856229637  0.071649879680158
    3   0.184394579610791  0.105666596917461  0.042497836029270 -0.071804320707773 -0.146175266270162
    4  -0.056277677945201 -0.412684542941894 -0.001897841195175 -0.364379611294017  0.027472204066209
    5   1.879035391194907  0.052702642610919  0.414935851686507 -0.040968815869454 -0.396017444452498
    6   0.052463623944572  1.794999912154385 -0.000183158519873 -0.438886903404318  0.034902373301394
    7   0.415946449417278  0.006515784541141  1.713738498996391  0.004194140492605  0.364906798868974
    8  -0.046130002360022 -0.435404968059617  0.002184116389048  2.075242469375014 -0.034056988433017
    9  -0.401666638146167  0.041001326108862  0.367071973904250 -0.029284234180409  2.013141464108660
   10  -0.033258160851201 -0.173187113423523 -0.140047432170203 -0.238990014331430  0.211484692984831
   11   0.010093022005279 -0.059598946683391 -0.058277906378670  0.089926403617341 -0.245495794414704
   12   0.186685496959532  0.132516049060585  0.017837093724797  0.280527104724881  0.001129997603155
   13  -0.180531479284786  0.092847348534691 -0.005380139395693 -0.348454637034135  0.021169707784624
   14   0.017431127904122  0.062791851302699  0.096277026157418 -0.030093475545701 -0.186772323367476
   15  -0.122897558147195 -0.072838988259930  0.130736318562828 -0.033300417575993  0.231268514604454
   16  -0.165271508750110  0.223757129576757  0.009077943432382 -0.050582151837490  0.118056482302969
   17   0.139656504789019 -0.184776410382226  0.082568049279061 -0.118848592774935 -0.109089127668002
   18   0.043133546810044 -0.299242434447663  0.029956082225921  0.019363656954994 -0.102113388722354
   19   0.074291653586515  0.160857444807390 -0.194812393694145 -0.025369199051133 -0.052996803262688

               10                 11                 12                 13                 14        

    0  -0.015714706687254 -0.022188329863577 -0.029506087909059 -0.009222166857781  0.010581756736962
    1  -0.001799043478673 -0.002168537888898 -0.004030648060832 -0.001545948798698  0.002554728032065
    2  -0.019394589116674  0.067121068398721 -0.073344978664080 -0.019580012157033 -0.016916660335416
    3   0.022781207168451 -0.063134664685804  0.119409731250665 -0.029030059754691 -0.000812845002810
    4   0.030136787808089 -0.049847089947829 -0.025918635146477  0.024816876190107 -0.017004984539703
    5  -0.030092384186065  0.009600407844932  0.190790896813859 -0.184392387024111  0.017083227928454
    6  -0.176380342375364 -0.059470533178857  0.133559680714697  0.096744229571031  0.067685450226383
    7  -0.143473364255129 -0.058224908441137  0.018895490247903 -0.005228560332603  0.092507681879383
    8  -0.237299268632366  0.085522966620637  0.284071238688766 -0.351601088552194 -0.029006873655928
    9   0.212626983297380 -0.245219357640247  0.001906672855501  0.016979127432075 -0.190986426511010
   10   2.036313052319653  0.352525254447931 -0.394157246199218 -0.110571089824365 -0.329825101937453
   11   0.350459748529073  1.755227405948261  0.366062081741361 -0.524914835814590  0.081706404914968
   12  -0.391673408501667  0.354528714018765  1.928706797122308  0.345357116846186  0.303651444657948
   13  -0.109027488755761 -0.522899476487883  0.361763569024880  1.668868537069672 -0.390796031157339
   14  -0.327558788343085  0.086911329413113  0.304591114033297 -0.383487254263740  1.875254273686284
   15  -0.122185158298041 -0.227489202425014  0.154049442904452  0.322303008164802  0.531740226600404
   16   0.007381874610934  0.074310778405677  0.001498957711729 -0.243622702826723  0.276505881501545
   17   0.009363811041011  0.066934714943071  0.195474682394211  0.140530310977480  0.250773587339788
   18  -0.013995214931004  0.179904276096393  0.051513656243607 -0.026770689042520  0.002953558310320
   19  -0.004096585843104 -0.082057467541129  0.003178861268286 -0.147290732113368  0.199303805138895

               15                 16                 17                 18                 19        

    0  -0.002402906995265  0.010044295966254  0.005211894536217 -0.010198633827853 -0.002025861036411
    1   0.000283537723095 -0.001181625617771 -0.000286271494180 -0.003965959259074 -0.003177329699111
    2   0.080896492606813 -0.074461442458751  0.044071093286782  0.130570471106650 -0.094925373765337
    3  -0.100488260136711  0.015211879063176 -0.013602464423562 -0.123774087980024  0.131084958131679
    4  -0.061267092814610 -0.039067794933220  0.134759455657081 -0.002568600346165  0.072237247503432
    5  -0.122609022492207 -0.162729232422916  0.146659092989388  0.040904584904391  0.066133598603451
    6  -0.069625529812912  0.222933170614884 -0.198201890780964 -0.299931362198585  0.166351774807897
    7   0.129251210039463  0.004573360278901  0.081672203965153  0.039059593331893 -0.191780885051929
    8  -0.031595805988084 -0.056825323333303 -0.116166223034142  0.025935465500586 -0.026712487788608
    9   0.233886081475217  0.119450592071952 -0.103029817609982 -0.104129660315458 -0.057323905274262
   10  -0.119014008997320  0.009105904829886  0.004816880846766 -0.011072089988122 -0.000535992911918
   11  -0.228249337273289  0.070547972946866  0.068212353437331  0.179921036166368 -0.085242911006355
   12   0.150836714727172 -0.002725932134782  0.200984490227822  0.057185557184714 -0.001760609488803
   13   0.318839746176952 -0.246065551496408  0.144087501014774 -0.023707088894967 -0.152190897185797
   14   0.526414702593808  0.280223458290780  0.251727232714503 -0.005161711327574  0.203881476307008
   15   1.669261822032859 -0.592944563981908  0.278413407663100 -0.309653729443707  0.064413274966010
   16  -0.584960246294331  1.785933435970293  0.497851020681374  0.317652147261200  0.205144549970186
   17   0.287056453661503  0.499158629542181  2.001008857685044 -0.385513872498441  0.259513162828525
   18  -0.308936539287450  0.312213306282583 -0.390680295956221  1.980094260654178  0.403635674997427
   19   0.058950021290869  0.207739948602101  0.257309515654900  0.404919883939423  1.904933808078207
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000002660900
Norm of residual vector 0  after precondition    0.0000002660900
                     1   0.4251130066  -6.30e-10    2.66e-07      Y
Norm of residual vector 1  before precondition    0.0000298107195
Norm of residual vector 1  after precondition    0.0000298107195
                     2   0.4986114569  -1.68e-07    2.98e-05      N
Norm of residual vector af preconditioning    0.0000162421605
Norm of final new C in schmidt_add():    0.999999999999999
Iter=27   L=21  resetting norm
SigmaSS, D(norm sigma)=   0.8118588433
FSD    , D(norm sigma)=  -0.0001793482
WamefSD, D(norm sigma)=  -0.0112180431
WmnieSD, D(norm sigma)=   0.0113344915
WmaijDS, D(norm sigma)=   0.0331360383
WabejDS, D(norm sigma)=   0.0094595235
WnmjeDS, D(norm sigma)=   0.0001135771
WbmfeDS, D(norm sigma)=  -0.0004710580
FDD_Fbe, D(norm sigma)=   0.8323621301
FDD_Fmj, D(norm sigma)=   1.2785541927
WmnijDD, D(norm sigma)=   0.4877552700
WabefDD, D(norm sigma)=   0.2242853608
WmbejDD, D(norm sigma)=  -0.9411400207
WmnefDD XAF, D(norm sigma)=   0.0025054468
WmnefDD XLI, D(norm sigma)=   0.0000818253
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.425113033353610 -0.000130077777514 -0.002047501668854  0.000521578875466  0.004384214219796
    1  -0.000000000000000  0.498866682265181  0.000584105135968 -0.001299760073755 -0.011925276430076
    2   0.000000000001844 -0.000000000000001  0.930727048455755 -0.305970859887340 -0.427074644044677
    3  -0.000000000002119 -0.000000000000000 -0.311473977173052  0.829958817062356  0.303072693249431
    4   0.000007228598478 -0.009735034150147 -0.436687494462266  0.301840668978035  1.825128052224217
    5  -0.000000367031158  0.010995546636256 -0.006046235857949  0.190227115398907 -0.051522178647853
    6  -0.000000877026774  0.001467595214771 -0.099292221969994  0.101508761241193 -0.416035480338083
    7  -0.000000133174084  0.000017551817864 -0.038382882113245  0.053516593913305 -0.001159477391009
    8  -0.000002452358327  0.003073928175960  0.081594503219331 -0.063139753914507 -0.364574620535876
    9   0.000001139914779 -0.004714768300875  0.085322480822403 -0.141077879446671  0.032306101274363
   10  -0.000000300376750  0.000467967831921 -0.014567652303241  0.022210132558801  0.035577875760214
   11   0.000000092938105 -0.000176801696712  0.075759124847668 -0.060291274767546 -0.050817718576249
   12  -0.000000461572569  0.001275183278258 -0.067634220780602  0.128541295930235 -0.028529504717493
   13   0.000000105406308 -0.001294508088005 -0.022896906663775 -0.024034985784130  0.025169510033283
   14  -0.000000064421509  0.000247568391376 -0.021366993322499 -0.006159819262614 -0.012486297544796
   15  -0.000000060585286 -0.000721314669083  0.081158252118517 -0.106613681757390 -0.063825075814436
   16  -0.000000245200686 -0.000887385661912 -0.072585097935116  0.025789012670458 -0.030784459886804
   17   0.000000949263815 -0.000981480813869  0.053002587259110 -0.004066645008759  0.131503986033193
   18   0.000000234068910  0.000524116336707  0.130397333407969 -0.127754977401180 -0.010961322881916
   19   0.000000068017557  0.000547146863477 -0.102057792730921  0.126434960101265  0.070362053141389
   20  -0.000000138764363  0.000712141535670 -0.008098712161656  0.091731346946170 -0.018360902406792

                5                  6                  7                  8                  9        

    0  -0.003740934665925  0.002508526402423 -0.007958626602275 -0.003880863408207 -0.013872649697817
    1   0.007993361504109  0.004027658077889 -0.004207240126409 -0.000430926363541 -0.008249222798305
    2  -0.007551269938849 -0.103060524309191 -0.045010093119512  0.078605856229637  0.071649879680158
    3   0.184394579610791  0.105666596917461  0.042497836029270 -0.071804320707773 -0.146175266270162
    4  -0.056277677945201 -0.412684542941894 -0.001897841195175 -0.364379611294017  0.027472204066209
    5   1.879035391194907  0.052702642610919  0.414935851686507 -0.040968815869454 -0.396017444452498
    6   0.052463623944572  1.794999912154385 -0.000183158519873 -0.438886903404318  0.034902373301394
    7   0.415946449417278  0.006515784541141  1.713738498996391  0.004194140492605  0.364906798868974
    8  -0.046130002360022 -0.435404968059617  0.002184116389048  2.075242469375014 -0.034056988433017
    9  -0.401666638146167  0.041001326108862  0.367071973904250 -0.029284234180409  2.013141464108660
   10  -0.033258160851201 -0.173187113423523 -0.140047432170203 -0.238990014331430  0.211484692984831
   11   0.010093022005279 -0.059598946683391 -0.058277906378670  0.089926403617341 -0.245495794414704
   12   0.186685496959532  0.132516049060585  0.017837093724797  0.280527104724881  0.001129997603155
   13  -0.180531479284786  0.092847348534691 -0.005380139395693 -0.348454637034135  0.021169707784624
   14   0.017431127904122  0.062791851302699  0.096277026157418 -0.030093475545701 -0.186772323367476
   15  -0.122897558147195 -0.072838988259930  0.130736318562828 -0.033300417575993  0.231268514604454
   16  -0.165271508750110  0.223757129576757  0.009077943432382 -0.050582151837490  0.118056482302969
   17   0.139656504789019 -0.184776410382226  0.082568049279061 -0.118848592774935 -0.109089127668002
   18   0.043133546810044 -0.299242434447663  0.029956082225921  0.019363656954994 -0.102113388722354
   19   0.074291653586515  0.160857444807390 -0.194812393694145 -0.025369199051133 -0.052996803262688
   20   0.155214667719253  0.071793475863385 -0.145343873874015  0.051424414517814 -0.126414459410433

               10                 11                 12                 13                 14        

    0  -0.015714706687254 -0.022188329863577 -0.029506087909059 -0.009222166857781  0.010581756736962
    1  -0.001799043478673 -0.002168537888898 -0.004030648060832 -0.001545948798698  0.002554728032065
    2  -0.019394589116674  0.067121068398721 -0.073344978664080 -0.019580012157033 -0.016916660335416
    3   0.022781207168451 -0.063134664685804  0.119409731250665 -0.029030059754691 -0.000812845002810
    4   0.030136787808089 -0.049847089947829 -0.025918635146477  0.024816876190107 -0.017004984539703
    5  -0.030092384186065  0.009600407844932  0.190790896813859 -0.184392387024111  0.017083227928454
    6  -0.176380342375364 -0.059470533178857  0.133559680714697  0.096744229571031  0.067685450226383
    7  -0.143473364255129 -0.058224908441137  0.018895490247903 -0.005228560332603  0.092507681879383
    8  -0.237299268632366  0.085522966620637  0.284071238688766 -0.351601088552194 -0.029006873655928
    9   0.212626983297380 -0.245219357640247  0.001906672855501  0.016979127432075 -0.190986426511010
   10   2.036313052319653  0.352525254447931 -0.394157246199218 -0.110571089824365 -0.329825101937453
   11   0.350459748529073  1.755227405948261  0.366062081741361 -0.524914835814590  0.081706404914968
   12  -0.391673408501667  0.354528714018765  1.928706797122308  0.345357116846186  0.303651444657948
   13  -0.109027488755761 -0.522899476487883  0.361763569024880  1.668868537069672 -0.390796031157339
   14  -0.327558788343085  0.086911329413113  0.304591114033297 -0.383487254263740  1.875254273686284
   15  -0.122185158298041 -0.227489202425014  0.154049442904452  0.322303008164802  0.531740226600404
   16   0.007381874610934  0.074310778405677  0.001498957711729 -0.243622702826723  0.276505881501545
   17   0.009363811041011  0.066934714943071  0.195474682394211  0.140530310977480  0.250773587339788
   18  -0.013995214931004  0.179904276096393  0.051513656243607 -0.026770689042520  0.002953558310320
   19  -0.004096585843104 -0.082057467541129  0.003178861268286 -0.147290732113368  0.199303805138895
   20   0.080109410698847 -0.002426424447580 -0.071808574824512 -0.234004468638807  0.039711897645744

               15                 16                 17                 18                 19        

    0  -0.002402906995265  0.010044295966254  0.005211894536217 -0.010198633827853 -0.002025861036411
    1   0.000283537723095 -0.001181625617771 -0.000286271494180 -0.003965959259074 -0.003177329699111
    2   0.080896492606813 -0.074461442458751  0.044071093286782  0.130570471106650 -0.094925373765337
    3  -0.100488260136711  0.015211879063176 -0.013602464423562 -0.123774087980024  0.131084958131679
    4  -0.061267092814610 -0.039067794933220  0.134759455657081 -0.002568600346165  0.072237247503432
    5  -0.122609022492207 -0.162729232422916  0.146659092989388  0.040904584904391  0.066133598603451
    6  -0.069625529812912  0.222933170614884 -0.198201890780964 -0.299931362198585  0.166351774807897
    7   0.129251210039463  0.004573360278901  0.081672203965153  0.039059593331893 -0.191780885051929
    8  -0.031595805988084 -0.056825323333303 -0.116166223034142  0.025935465500586 -0.026712487788608
    9   0.233886081475217  0.119450592071952 -0.103029817609982 -0.104129660315458 -0.057323905274262
   10  -0.119014008997320  0.009105904829886  0.004816880846766 -0.011072089988122 -0.000535992911918
   11  -0.228249337273289  0.070547972946866  0.068212353437331  0.179921036166368 -0.085242911006355
   12   0.150836714727172 -0.002725932134782  0.200984490227822  0.057185557184714 -0.001760609488803
   13   0.318839746176952 -0.246065551496408  0.144087501014774 -0.023707088894967 -0.152190897185797
   14   0.526414702593808  0.280223458290780  0.251727232714503 -0.005161711327574  0.203881476307008
   15   1.669261822032859 -0.592944563981908  0.278413407663100 -0.309653729443707  0.064413274966010
   16  -0.584960246294331  1.785933435970293  0.497851020681374  0.317652147261200  0.205144549970186
   17   0.287056453661503  0.499158629542181  2.001008857685044 -0.385513872498441  0.259513162828525
   18  -0.308936539287450  0.312213306282583 -0.390680295956221  1.980094260654178  0.403635674997427
   19   0.058950021290869  0.207739948602101  0.257309515654900  0.404919883939423  1.904933808078207
   20  -0.198808126227738  0.117259739351588 -0.211585408195869  0.262564199546252 -0.395448490401529

               20        

    0   0.016882250320336
    1   0.005022865082409
    2  -0.010039496707433
    3   0.091142384901152
    4  -0.019285462878168
    5   0.154249033967558
    6   0.069575843500829
    7  -0.149116786342643
    8   0.046306964598345
    9  -0.124052313229449
   10   0.076728363824088
   11  -0.004667915483852
   12  -0.079134694910425
   13  -0.238935526700901
   14   0.043388838158812
   15  -0.196436667994449
   16   0.120568305523449
   17  -0.212690547473475
   18   0.259914800508180
   19  -0.399740746726512
   20   2.048165274698146
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000002477335
Norm of residual vector 0  after precondition    0.0000002477335
                     1   0.4251130071   5.18e-10    2.48e-07      Y
Norm of residual vector 1  before precondition    0.0000175821526
Norm of residual vector 1  after precondition    0.0000175821526
                     2   0.4986115030   4.60e-08    1.76e-05      N
Norm of residual vector af preconditioning    0.0000101750162
Norm of final new C in schmidt_add():    0.999999999999999
Iter=28   L=22  resetting norm
SigmaSS, D(norm sigma)=   0.6732562290
FSD    , D(norm sigma)=   0.0000389694
WamefSD, D(norm sigma)=  -0.0012167313
WmnieSD, D(norm sigma)=  -0.0003682953
WmaijDS, D(norm sigma)=   0.0428591802
WabejDS, D(norm sigma)=   0.0062728730
WnmjeDS, D(norm sigma)=   0.0000128761
WbmfeDS, D(norm sigma)=   0.0000667281
FDD_Fbe, D(norm sigma)=   0.7819747561
FDD_Fmj, D(norm sigma)=   1.2529365111
WmnijDD, D(norm sigma)=   0.5212136935
WabefDD, D(norm sigma)=   0.2125101403
WmbejDD, D(norm sigma)=  -0.9080619879
WmnefDD XAF, D(norm sigma)=   0.0016080249
WmnefDD XLI, D(norm sigma)=   0.0000984764
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.425113033353610 -0.000130077777514 -0.002047501668854  0.000521578875466  0.004384214219796
    1  -0.000000000000000  0.498866682265181  0.000584105135968 -0.001299760073755 -0.011925276430076
    2   0.000000000001844 -0.000000000000001  0.930727048455755 -0.305970859887340 -0.427074644044677
    3  -0.000000000002119 -0.000000000000000 -0.311473977173052  0.829958817062356  0.303072693249431
    4   0.000007228598478 -0.009735034150147 -0.436687494462266  0.301840668978035  1.825128052224217
    5  -0.000000367031158  0.010995546636256 -0.006046235857949  0.190227115398907 -0.051522178647853
    6  -0.000000877026774  0.001467595214771 -0.099292221969994  0.101508761241193 -0.416035480338083
    7  -0.000000133174084  0.000017551817864 -0.038382882113245  0.053516593913305 -0.001159477391009
    8  -0.000002452358327  0.003073928175960  0.081594503219331 -0.063139753914507 -0.364574620535876
    9   0.000001139914779 -0.004714768300875  0.085322480822403 -0.141077879446671  0.032306101274363
   10  -0.000000300376750  0.000467967831921 -0.014567652303241  0.022210132558801  0.035577875760214
   11   0.000000092938105 -0.000176801696712  0.075759124847668 -0.060291274767546 -0.050817718576249
   12  -0.000000461572569  0.001275183278258 -0.067634220780602  0.128541295930235 -0.028529504717493
   13   0.000000105406308 -0.001294508088005 -0.022896906663775 -0.024034985784130  0.025169510033283
   14  -0.000000064421509  0.000247568391376 -0.021366993322499 -0.006159819262614 -0.012486297544796
   15  -0.000000060585286 -0.000721314669083  0.081158252118517 -0.106613681757390 -0.063825075814436
   16  -0.000000245200686 -0.000887385661912 -0.072585097935116  0.025789012670458 -0.030784459886804
   17   0.000000949263815 -0.000981480813869  0.053002587259110 -0.004066645008759  0.131503986033193
   18   0.000000234068910  0.000524116336707  0.130397333407969 -0.127754977401180 -0.010961322881916
   19   0.000000068017557  0.000547146863477 -0.102057792730921  0.126434960101265  0.070362053141389
   20  -0.000000138764363  0.000712141535670 -0.008098712161656  0.091731346946170 -0.018360902406792
   21   0.000000094338011  0.000665073110173  0.019969492338528  0.036964762055019  0.007564443920905

                5                  6                  7                  8                  9        

    0  -0.003740934665925  0.002508526402423 -0.007958626602275 -0.003880863408207 -0.013872649697817
    1   0.007993361504109  0.004027658077889 -0.004207240126409 -0.000430926363541 -0.008249222798305
    2  -0.007551269938849 -0.103060524309191 -0.045010093119512  0.078605856229637  0.071649879680158
    3   0.184394579610791  0.105666596917461  0.042497836029270 -0.071804320707773 -0.146175266270162
    4  -0.056277677945201 -0.412684542941894 -0.001897841195175 -0.364379611294017  0.027472204066209
    5   1.879035391194907  0.052702642610919  0.414935851686507 -0.040968815869454 -0.396017444452498
    6   0.052463623944572  1.794999912154385 -0.000183158519873 -0.438886903404318  0.034902373301394
    7   0.415946449417278  0.006515784541141  1.713738498996391  0.004194140492605  0.364906798868974
    8  -0.046130002360022 -0.435404968059617  0.002184116389048  2.075242469375014 -0.034056988433017
    9  -0.401666638146167  0.041001326108862  0.367071973904250 -0.029284234180409  2.013141464108660
   10  -0.033258160851201 -0.173187113423523 -0.140047432170203 -0.238990014331430  0.211484692984831
   11   0.010093022005279 -0.059598946683391 -0.058277906378670  0.089926403617341 -0.245495794414704
   12   0.186685496959532  0.132516049060585  0.017837093724797  0.280527104724881  0.001129997603155
   13  -0.180531479284786  0.092847348534691 -0.005380139395693 -0.348454637034135  0.021169707784624
   14   0.017431127904122  0.062791851302699  0.096277026157418 -0.030093475545701 -0.186772323367476
   15  -0.122897558147195 -0.072838988259930  0.130736318562828 -0.033300417575993  0.231268514604454
   16  -0.165271508750110  0.223757129576757  0.009077943432382 -0.050582151837490  0.118056482302969
   17   0.139656504789019 -0.184776410382226  0.082568049279061 -0.118848592774935 -0.109089127668002
   18   0.043133546810044 -0.299242434447663  0.029956082225921  0.019363656954994 -0.102113388722354
   19   0.074291653586515  0.160857444807390 -0.194812393694145 -0.025369199051133 -0.052996803262688
   20   0.155214667719253  0.071793475863385 -0.145343873874015  0.051424414517814 -0.126414459410433
   21   0.142446415563876 -0.005329661905134 -0.073039888145036 -0.059250380098259 -0.075500863782945

               10                 11                 12                 13                 14        

    0  -0.015714706687254 -0.022188329863577 -0.029506087909059 -0.009222166857781  0.010581756736962
    1  -0.001799043478673 -0.002168537888898 -0.004030648060832 -0.001545948798698  0.002554728032065
    2  -0.019394589116674  0.067121068398721 -0.073344978664080 -0.019580012157033 -0.016916660335416
    3   0.022781207168451 -0.063134664685804  0.119409731250665 -0.029030059754691 -0.000812845002810
    4   0.030136787808089 -0.049847089947829 -0.025918635146477  0.024816876190107 -0.017004984539703
    5  -0.030092384186065  0.009600407844932  0.190790896813859 -0.184392387024111  0.017083227928454
    6  -0.176380342375364 -0.059470533178857  0.133559680714697  0.096744229571031  0.067685450226383
    7  -0.143473364255129 -0.058224908441137  0.018895490247903 -0.005228560332603  0.092507681879383
    8  -0.237299268632366  0.085522966620637  0.284071238688766 -0.351601088552194 -0.029006873655928
    9   0.212626983297380 -0.245219357640247  0.001906672855501  0.016979127432075 -0.190986426511010
   10   2.036313052319653  0.352525254447931 -0.394157246199218 -0.110571089824365 -0.329825101937453
   11   0.350459748529073  1.755227405948261  0.366062081741361 -0.524914835814590  0.081706404914968
   12  -0.391673408501667  0.354528714018765  1.928706797122308  0.345357116846186  0.303651444657948
   13  -0.109027488755761 -0.522899476487883  0.361763569024880  1.668868537069672 -0.390796031157339
   14  -0.327558788343085  0.086911329413113  0.304591114033297 -0.383487254263740  1.875254273686284
   15  -0.122185158298041 -0.227489202425014  0.154049442904452  0.322303008164802  0.531740226600404
   16   0.007381874610934  0.074310778405677  0.001498957711729 -0.243622702826723  0.276505881501545
   17   0.009363811041011  0.066934714943071  0.195474682394211  0.140530310977480  0.250773587339788
   18  -0.013995214931004  0.179904276096393  0.051513656243607 -0.026770689042520  0.002953558310320
   19  -0.004096585843104 -0.082057467541129  0.003178861268286 -0.147290732113368  0.199303805138895
   20   0.080109410698847 -0.002426424447580 -0.071808574824512 -0.234004468638807  0.039711897645744
   21   0.115666290941158 -0.003996276648483 -0.068077217207292 -0.077235466584896 -0.016440529066807

               15                 16                 17                 18                 19        

    0  -0.002402906995265  0.010044295966254  0.005211894536217 -0.010198633827853 -0.002025861036411
    1   0.000283537723095 -0.001181625617771 -0.000286271494180 -0.003965959259074 -0.003177329699111
    2   0.080896492606813 -0.074461442458751  0.044071093286782  0.130570471106650 -0.094925373765337
    3  -0.100488260136711  0.015211879063176 -0.013602464423562 -0.123774087980024  0.131084958131679
    4  -0.061267092814610 -0.039067794933220  0.134759455657081 -0.002568600346165  0.072237247503432
    5  -0.122609022492207 -0.162729232422916  0.146659092989388  0.040904584904391  0.066133598603451
    6  -0.069625529812912  0.222933170614884 -0.198201890780964 -0.299931362198585  0.166351774807897
    7   0.129251210039463  0.004573360278901  0.081672203965153  0.039059593331893 -0.191780885051929
    8  -0.031595805988084 -0.056825323333303 -0.116166223034142  0.025935465500586 -0.026712487788608
    9   0.233886081475217  0.119450592071952 -0.103029817609982 -0.104129660315458 -0.057323905274262
   10  -0.119014008997320  0.009105904829886  0.004816880846766 -0.011072089988122 -0.000535992911918
   11  -0.228249337273289  0.070547972946866  0.068212353437331  0.179921036166368 -0.085242911006355
   12   0.150836714727172 -0.002725932134782  0.200984490227822  0.057185557184714 -0.001760609488803
   13   0.318839746176952 -0.246065551496408  0.144087501014774 -0.023707088894967 -0.152190897185797
   14   0.526414702593808  0.280223458290780  0.251727232714503 -0.005161711327574  0.203881476307008
   15   1.669261822032859 -0.592944563981908  0.278413407663100 -0.309653729443707  0.064413274966010
   16  -0.584960246294331  1.785933435970293  0.497851020681374  0.317652147261200  0.205144549970186
   17   0.287056453661503  0.499158629542181  2.001008857685044 -0.385513872498441  0.259513162828525
   18  -0.308936539287450  0.312213306282583 -0.390680295956221  1.980094260654178  0.403635674997427
   19   0.058950021290869  0.207739948602101  0.257309515654900  0.404919883939423  1.904933808078207
   20  -0.198808126227738  0.117259739351588 -0.211585408195869  0.262564199546252 -0.395448490401529
   21  -0.012858378204305 -0.156674386049259 -0.117724023314236 -0.260823329170272 -0.299347991151752

               20                 21        

    0   0.016882250320336 -0.005498935621389
    1   0.005022865082409 -0.002304358408836
    2  -0.010039496707433  0.021372467867189
    3   0.091142384901152  0.037753670474654
    4  -0.019285462878168  0.008990792935078
    5   0.154249033967558  0.136739839973550
    6   0.069575843500829 -0.004537998485345
    7  -0.149116786342643 -0.072147976124362
    8   0.046306964598345 -0.060076217982379
    9  -0.124052313229449 -0.074457235893023
   10   0.076728363824088  0.114189952006162
   11  -0.004667915483852 -0.008389088254781
   12  -0.079134694910425 -0.073949474224939
   13  -0.238935526700901 -0.079861819982770
   14   0.043388838158812 -0.013128407351786
   15  -0.196436667994449 -0.016391350573894
   16   0.120568305523449 -0.155814350693057
   17  -0.212690547473475 -0.113316545823092
   18   0.259914800508180 -0.265508465115807
   19  -0.399740746726512 -0.299659912436609
   20   2.048165274698146 -0.467087827603081
   21  -0.471104336761262  2.036538790316496
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000002437466
Norm of residual vector 0  after precondition    0.0000002437466
                     1   0.4251130070  -8.50e-11    2.44e-07      Y
Norm of residual vector 1  before precondition    0.0000088888050
Norm of residual vector 1  after precondition    0.0000088888050
                     2   0.4986114608  -4.21e-08    8.89e-06      N
Norm of residual vector af preconditioning    0.0000049458974
Norm of final new C in schmidt_add():    1.000000000000006
Iter=29   L=23  resetting norm
SigmaSS, D(norm sigma)=   0.5966019820
FSD    , D(norm sigma)=  -0.0000254215
WamefSD, D(norm sigma)=  -0.0035458681
WmnieSD, D(norm sigma)=  -0.0020326505
WmaijDS, D(norm sigma)=   0.0379692874
WabejDS, D(norm sigma)=   0.0045658780
WnmjeDS, D(norm sigma)=   0.0001523155
WbmfeDS, D(norm sigma)=  -0.0004437557
FDD_Fbe, D(norm sigma)=   0.7702755878
FDD_Fmj, D(norm sigma)=   1.2234709197
WmnijDD, D(norm sigma)=   0.5458625852
WabefDD, D(norm sigma)=   0.2163721849
WmbejDD, D(norm sigma)=  -0.9273246361
WmnefDD XAF, D(norm sigma)=   0.0019444821
WmnefDD XLI, D(norm sigma)=   0.0000480105
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.425113033353610 -0.000130077777514 -0.002047501668854  0.000521578875466  0.004384214219796
    1  -0.000000000000000  0.498866682265181  0.000584105135968 -0.001299760073755 -0.011925276430076
    2   0.000000000001844 -0.000000000000001  0.930727048455755 -0.305970859887340 -0.427074644044677
    3  -0.000000000002119 -0.000000000000000 -0.311473977173052  0.829958817062356  0.303072693249431
    4   0.000007228598478 -0.009735034150147 -0.436687494462266  0.301840668978035  1.825128052224217
    5  -0.000000367031158  0.010995546636256 -0.006046235857949  0.190227115398907 -0.051522178647853
    6  -0.000000877026774  0.001467595214771 -0.099292221969994  0.101508761241193 -0.416035480338083
    7  -0.000000133174084  0.000017551817864 -0.038382882113245  0.053516593913305 -0.001159477391009
    8  -0.000002452358327  0.003073928175960  0.081594503219331 -0.063139753914507 -0.364574620535876
    9   0.000001139914779 -0.004714768300875  0.085322480822403 -0.141077879446671  0.032306101274363
   10  -0.000000300376750  0.000467967831921 -0.014567652303241  0.022210132558801  0.035577875760214
   11   0.000000092938105 -0.000176801696712  0.075759124847668 -0.060291274767546 -0.050817718576249
   12  -0.000000461572569  0.001275183278258 -0.067634220780602  0.128541295930235 -0.028529504717493
   13   0.000000105406308 -0.001294508088005 -0.022896906663775 -0.024034985784130  0.025169510033283
   14  -0.000000064421509  0.000247568391376 -0.021366993322499 -0.006159819262614 -0.012486297544796
   15  -0.000000060585286 -0.000721314669083  0.081158252118517 -0.106613681757390 -0.063825075814436
   16  -0.000000245200686 -0.000887385661912 -0.072585097935116  0.025789012670458 -0.030784459886804
   17   0.000000949263815 -0.000981480813869  0.053002587259110 -0.004066645008759  0.131503986033193
   18   0.000000234068910  0.000524116336707  0.130397333407969 -0.127754977401180 -0.010961322881916
   19   0.000000068017557  0.000547146863477 -0.102057792730921  0.126434960101265  0.070362053141389
   20  -0.000000138764363  0.000712141535670 -0.008098712161656  0.091731346946170 -0.018360902406792
   21   0.000000094338011  0.000665073110173  0.019969492338528  0.036964762055019  0.007564443920905
   22   0.000000300875066 -0.000299870878509  0.014466456241145  0.013731979789839  0.052750443229293

                5                  6                  7                  8                  9        

    0  -0.003740934665925  0.002508526402423 -0.007958626602275 -0.003880863408207 -0.013872649697817
    1   0.007993361504109  0.004027658077889 -0.004207240126409 -0.000430926363541 -0.008249222798305
    2  -0.007551269938849 -0.103060524309191 -0.045010093119512  0.078605856229637  0.071649879680158
    3   0.184394579610791  0.105666596917461  0.042497836029270 -0.071804320707773 -0.146175266270162
    4  -0.056277677945201 -0.412684542941894 -0.001897841195175 -0.364379611294017  0.027472204066209
    5   1.879035391194907  0.052702642610919  0.414935851686507 -0.040968815869454 -0.396017444452498
    6   0.052463623944572  1.794999912154385 -0.000183158519873 -0.438886903404318  0.034902373301394
    7   0.415946449417278  0.006515784541141  1.713738498996391  0.004194140492605  0.364906798868974
    8  -0.046130002360022 -0.435404968059617  0.002184116389048  2.075242469375014 -0.034056988433017
    9  -0.401666638146167  0.041001326108862  0.367071973904250 -0.029284234180409  2.013141464108660
   10  -0.033258160851201 -0.173187113423523 -0.140047432170203 -0.238990014331430  0.211484692984831
   11   0.010093022005279 -0.059598946683391 -0.058277906378670  0.089926403617341 -0.245495794414704
   12   0.186685496959532  0.132516049060585  0.017837093724797  0.280527104724881  0.001129997603155
   13  -0.180531479284786  0.092847348534691 -0.005380139395693 -0.348454637034135  0.021169707784624
   14   0.017431127904122  0.062791851302699  0.096277026157418 -0.030093475545701 -0.186772323367476
   15  -0.122897558147195 -0.072838988259930  0.130736318562828 -0.033300417575993  0.231268514604454
   16  -0.165271508750110  0.223757129576757  0.009077943432382 -0.050582151837490  0.118056482302969
   17   0.139656504789019 -0.184776410382226  0.082568049279061 -0.118848592774935 -0.109089127668002
   18   0.043133546810044 -0.299242434447663  0.029956082225921  0.019363656954994 -0.102113388722354
   19   0.074291653586515  0.160857444807390 -0.194812393694145 -0.025369199051133 -0.052996803262688
   20   0.155214667719253  0.071793475863385 -0.145343873874015  0.051424414517814 -0.126414459410433
   21   0.142446415563876 -0.005329661905134 -0.073039888145036 -0.059250380098259 -0.075500863782945
   22   0.021999862333905 -0.065674350315043 -0.112303511469348 -0.047783643603608 -0.070976904635163

               10                 11                 12                 13                 14        

    0  -0.015714706687254 -0.022188329863577 -0.029506087909059 -0.009222166857781  0.010581756736962
    1  -0.001799043478673 -0.002168537888898 -0.004030648060832 -0.001545948798698  0.002554728032065
    2  -0.019394589116674  0.067121068398721 -0.073344978664080 -0.019580012157033 -0.016916660335416
    3   0.022781207168451 -0.063134664685804  0.119409731250665 -0.029030059754691 -0.000812845002810
    4   0.030136787808089 -0.049847089947829 -0.025918635146477  0.024816876190107 -0.017004984539703
    5  -0.030092384186065  0.009600407844932  0.190790896813859 -0.184392387024111  0.017083227928454
    6  -0.176380342375364 -0.059470533178857  0.133559680714697  0.096744229571031  0.067685450226383
    7  -0.143473364255129 -0.058224908441137  0.018895490247903 -0.005228560332603  0.092507681879383
    8  -0.237299268632366  0.085522966620637  0.284071238688766 -0.351601088552194 -0.029006873655928
    9   0.212626983297380 -0.245219357640247  0.001906672855501  0.016979127432075 -0.190986426511010
   10   2.036313052319653  0.352525254447931 -0.394157246199218 -0.110571089824365 -0.329825101937453
   11   0.350459748529073  1.755227405948261  0.366062081741361 -0.524914835814590  0.081706404914968
   12  -0.391673408501667  0.354528714018765  1.928706797122308  0.345357116846186  0.303651444657948
   13  -0.109027488755761 -0.522899476487883  0.361763569024880  1.668868537069672 -0.390796031157339
   14  -0.327558788343085  0.086911329413113  0.304591114033297 -0.383487254263740  1.875254273686284
   15  -0.122185158298041 -0.227489202425014  0.154049442904452  0.322303008164802  0.531740226600404
   16   0.007381874610934  0.074310778405677  0.001498957711729 -0.243622702826723  0.276505881501545
   17   0.009363811041011  0.066934714943071  0.195474682394211  0.140530310977480  0.250773587339788
   18  -0.013995214931004  0.179904276096393  0.051513656243607 -0.026770689042520  0.002953558310320
   19  -0.004096585843104 -0.082057467541129  0.003178861268286 -0.147290732113368  0.199303805138895
   20   0.080109410698847 -0.002426424447580 -0.071808574824512 -0.234004468638807  0.039711897645744
   21   0.115666290941158 -0.003996276648483 -0.068077217207292 -0.077235466584896 -0.016440529066807
   22   0.035489503169932 -0.058321634215231 -0.089787717859709 -0.038444459209004  0.018843689254529

               15                 16                 17                 18                 19        

    0  -0.002402906995265  0.010044295966254  0.005211894536217 -0.010198633827853 -0.002025861036411
    1   0.000283537723095 -0.001181625617771 -0.000286271494180 -0.003965959259074 -0.003177329699111
    2   0.080896492606813 -0.074461442458751  0.044071093286782  0.130570471106650 -0.094925373765337
    3  -0.100488260136711  0.015211879063176 -0.013602464423562 -0.123774087980024  0.131084958131679
    4  -0.061267092814610 -0.039067794933220  0.134759455657081 -0.002568600346165  0.072237247503432
    5  -0.122609022492207 -0.162729232422916  0.146659092989388  0.040904584904391  0.066133598603451
    6  -0.069625529812912  0.222933170614884 -0.198201890780964 -0.299931362198585  0.166351774807897
    7   0.129251210039463  0.004573360278901  0.081672203965153  0.039059593331893 -0.191780885051929
    8  -0.031595805988084 -0.056825323333303 -0.116166223034142  0.025935465500586 -0.026712487788608
    9   0.233886081475217  0.119450592071952 -0.103029817609982 -0.104129660315458 -0.057323905274262
   10  -0.119014008997320  0.009105904829886  0.004816880846766 -0.011072089988122 -0.000535992911918
   11  -0.228249337273289  0.070547972946866  0.068212353437331  0.179921036166368 -0.085242911006355
   12   0.150836714727172 -0.002725932134782  0.200984490227822  0.057185557184714 -0.001760609488803
   13   0.318839746176952 -0.246065551496408  0.144087501014774 -0.023707088894967 -0.152190897185797
   14   0.526414702593808  0.280223458290780  0.251727232714503 -0.005161711327574  0.203881476307008
   15   1.669261822032859 -0.592944563981908  0.278413407663100 -0.309653729443707  0.064413274966010
   16  -0.584960246294331  1.785933435970293  0.497851020681374  0.317652147261200  0.205144549970186
   17   0.287056453661503  0.499158629542181  2.001008857685044 -0.385513872498441  0.259513162828525
   18  -0.308936539287450  0.312213306282583 -0.390680295956221  1.980094260654178  0.403635674997427
   19   0.058950021290869  0.207739948602101  0.257309515654900  0.404919883939423  1.904933808078207
   20  -0.198808126227738  0.117259739351588 -0.211585408195869  0.262564199546252 -0.395448490401529
   21  -0.012858378204305 -0.156674386049259 -0.117724023314236 -0.260823329170272 -0.299347991151752
   22  -0.003849990661591  0.002242907433422  0.159924473349267 -0.217120751505475  0.124282223008635

               20                 21                 22        

    0   0.016882250320336 -0.005498935621389  0.012516403056667
    1   0.005022865082409 -0.002304358408836  0.002157771914409
    2  -0.010039496707433  0.021372467867189  0.014043852069559
    3   0.091142384901152  0.037753670474654  0.014308232256620
    4  -0.019285462878168  0.008990792935078  0.053464655813835
    5   0.154249033967558  0.136739839973550  0.018333787798784
    6   0.069575843500829 -0.004537998485345 -0.065171581430421
    7  -0.149116786342643 -0.072147976124362 -0.114030962508269
    8   0.046306964598345 -0.060076217982379 -0.048379497788319
    9  -0.124052313229449 -0.074457235893023 -0.070183362043776
   10   0.076728363824088  0.114189952006162  0.034454701317046
   11  -0.004667915483852 -0.008389088254781 -0.061354252807051
   12  -0.079134694910425 -0.073949474224939 -0.093124407714374
   13  -0.238935526700901 -0.079861819982770 -0.043293497914698
   14   0.043388838158812 -0.013128407351786  0.016046997066832
   15  -0.196436667994449 -0.016391350573894 -0.004104249475287
   16   0.120568305523449 -0.155814350693057  0.004970549319403
   17  -0.212690547473475 -0.113316545823092  0.162569463486285
   18   0.259914800508180 -0.265508465115807 -0.217931868639371
   19  -0.399740746726512 -0.299659912436609  0.121463411369205
   20   2.048165274698146 -0.467087827603081 -0.314238934855610
   21  -0.471104336761262  2.036538790316496 -0.344665663517157
   22  -0.314020411402929 -0.342375552418869  1.970211081897129
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000002438222
Norm of residual vector 0  after precondition    0.0000002438222
                     1   0.4251130070   6.55e-12    2.44e-07      Y
Norm of residual vector 1  before precondition    0.0000039641662
Norm of residual vector 1  after precondition    0.0000039641662
                     2   0.4986114669   6.02e-09    3.96e-06      N
Norm of residual vector af preconditioning    0.0000022492181
Norm of final new C in schmidt_add():    0.999999999999998
Iter=30   L=24  resetting norm
SigmaSS, D(norm sigma)=   0.7053502127
FSD    , D(norm sigma)=  -0.0001748502
WamefSD, D(norm sigma)=  -0.0045876498
WmnieSD, D(norm sigma)=  -0.0018278618
WmaijDS, D(norm sigma)=   0.0293735568
WabejDS, D(norm sigma)=   0.0040822613
WnmjeDS, D(norm sigma)=   0.0000426411
WbmfeDS, D(norm sigma)=  -0.0001228741
FDD_Fbe, D(norm sigma)=   0.7500890198
FDD_Fmj, D(norm sigma)=   1.2318422002
WmnijDD, D(norm sigma)=   0.5347907526
WabefDD, D(norm sigma)=   0.2047732260
WmbejDD, D(norm sigma)=  -0.9263509572
WmnefDD XAF, D(norm sigma)=   0.0016625826
WmnefDD XLI, D(norm sigma)=   0.0000774798
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.425113033353610 -0.000130077777514 -0.002047501668854  0.000521578875466  0.004384214219796
    1  -0.000000000000000  0.498866682265181  0.000584105135968 -0.001299760073755 -0.011925276430076
    2   0.000000000001844 -0.000000000000001  0.930727048455755 -0.305970859887340 -0.427074644044677
    3  -0.000000000002119 -0.000000000000000 -0.311473977173052  0.829958817062356  0.303072693249431
    4   0.000007228598478 -0.009735034150147 -0.436687494462266  0.301840668978035  1.825128052224217
    5  -0.000000367031158  0.010995546636256 -0.006046235857949  0.190227115398907 -0.051522178647853
    6  -0.000000877026774  0.001467595214771 -0.099292221969994  0.101508761241193 -0.416035480338083
    7  -0.000000133174084  0.000017551817864 -0.038382882113245  0.053516593913305 -0.001159477391009
    8  -0.000002452358327  0.003073928175960  0.081594503219331 -0.063139753914507 -0.364574620535876
    9   0.000001139914779 -0.004714768300875  0.085322480822403 -0.141077879446671  0.032306101274363
   10  -0.000000300376750  0.000467967831921 -0.014567652303241  0.022210132558801  0.035577875760214
   11   0.000000092938105 -0.000176801696712  0.075759124847668 -0.060291274767546 -0.050817718576249
   12  -0.000000461572569  0.001275183278258 -0.067634220780602  0.128541295930235 -0.028529504717493
   13   0.000000105406308 -0.001294508088005 -0.022896906663775 -0.024034985784130  0.025169510033283
   14  -0.000000064421509  0.000247568391376 -0.021366993322499 -0.006159819262614 -0.012486297544796
   15  -0.000000060585286 -0.000721314669083  0.081158252118517 -0.106613681757390 -0.063825075814436
   16  -0.000000245200686 -0.000887385661912 -0.072585097935116  0.025789012670458 -0.030784459886804
   17   0.000000949263815 -0.000981480813869  0.053002587259110 -0.004066645008759  0.131503986033193
   18   0.000000234068910  0.000524116336707  0.130397333407969 -0.127754977401180 -0.010961322881916
   19   0.000000068017557  0.000547146863477 -0.102057792730921  0.126434960101265  0.070362053141389
   20  -0.000000138764363  0.000712141535670 -0.008098712161656  0.091731346946170 -0.018360902406792
   21   0.000000094338011  0.000665073110173  0.019969492338528  0.036964762055019  0.007564443920905
   22   0.000000300875066 -0.000299870878509  0.014466456241145  0.013731979789839  0.052750443229293
   23  -0.000000313031900  0.000628520599184 -0.045945242905641  0.016996004318351 -0.002885109603856

                5                  6                  7                  8                  9        

    0  -0.003740934665925  0.002508526402423 -0.007958626602275 -0.003880863408207 -0.013872649697817
    1   0.007993361504109  0.004027658077889 -0.004207240126409 -0.000430926363541 -0.008249222798305
    2  -0.007551269938849 -0.103060524309191 -0.045010093119512  0.078605856229637  0.071649879680158
    3   0.184394579610791  0.105666596917461  0.042497836029270 -0.071804320707773 -0.146175266270162
    4  -0.056277677945201 -0.412684542941894 -0.001897841195175 -0.364379611294017  0.027472204066209
    5   1.879035391194907  0.052702642610919  0.414935851686507 -0.040968815869454 -0.396017444452498
    6   0.052463623944572  1.794999912154385 -0.000183158519873 -0.438886903404318  0.034902373301394
    7   0.415946449417278  0.006515784541141  1.713738498996391  0.004194140492605  0.364906798868974
    8  -0.046130002360022 -0.435404968059617  0.002184116389048  2.075242469375014 -0.034056988433017
    9  -0.401666638146167  0.041001326108862  0.367071973904250 -0.029284234180409  2.013141464108660
   10  -0.033258160851201 -0.173187113423523 -0.140047432170203 -0.238990014331430  0.211484692984831
   11   0.010093022005279 -0.059598946683391 -0.058277906378670  0.089926403617341 -0.245495794414704
   12   0.186685496959532  0.132516049060585  0.017837093724797  0.280527104724881  0.001129997603155
   13  -0.180531479284786  0.092847348534691 -0.005380139395693 -0.348454637034135  0.021169707784624
   14   0.017431127904122  0.062791851302699  0.096277026157418 -0.030093475545701 -0.186772323367476
   15  -0.122897558147195 -0.072838988259930  0.130736318562828 -0.033300417575993  0.231268514604454
   16  -0.165271508750110  0.223757129576757  0.009077943432382 -0.050582151837490  0.118056482302969
   17   0.139656504789019 -0.184776410382226  0.082568049279061 -0.118848592774935 -0.109089127668002
   18   0.043133546810044 -0.299242434447663  0.029956082225921  0.019363656954994 -0.102113388722354
   19   0.074291653586515  0.160857444807390 -0.194812393694145 -0.025369199051133 -0.052996803262688
   20   0.155214667719253  0.071793475863385 -0.145343873874015  0.051424414517814 -0.126414459410433
   21   0.142446415563876 -0.005329661905134 -0.073039888145036 -0.059250380098259 -0.075500863782945
   22   0.021999862333905 -0.065674350315043 -0.112303511469348 -0.047783643603608 -0.070976904635163
   23   0.004784702433017  0.004379853373131  0.064871218419476  0.034030416493882 -0.064760077528846

               10                 11                 12                 13                 14        

    0  -0.015714706687254 -0.022188329863577 -0.029506087909059 -0.009222166857781  0.010581756736962
    1  -0.001799043478673 -0.002168537888898 -0.004030648060832 -0.001545948798698  0.002554728032065
    2  -0.019394589116674  0.067121068398721 -0.073344978664080 -0.019580012157033 -0.016916660335416
    3   0.022781207168451 -0.063134664685804  0.119409731250665 -0.029030059754691 -0.000812845002810
    4   0.030136787808089 -0.049847089947829 -0.025918635146477  0.024816876190107 -0.017004984539703
    5  -0.030092384186065  0.009600407844932  0.190790896813859 -0.184392387024111  0.017083227928454
    6  -0.176380342375364 -0.059470533178857  0.133559680714697  0.096744229571031  0.067685450226383
    7  -0.143473364255129 -0.058224908441137  0.018895490247903 -0.005228560332603  0.092507681879383
    8  -0.237299268632366  0.085522966620637  0.284071238688766 -0.351601088552194 -0.029006873655928
    9   0.212626983297380 -0.245219357640247  0.001906672855501  0.016979127432075 -0.190986426511010
   10   2.036313052319653  0.352525254447931 -0.394157246199218 -0.110571089824365 -0.329825101937453
   11   0.350459748529073  1.755227405948261  0.366062081741361 -0.524914835814590  0.081706404914968
   12  -0.391673408501667  0.354528714018765  1.928706797122308  0.345357116846186  0.303651444657948
   13  -0.109027488755761 -0.522899476487883  0.361763569024880  1.668868537069672 -0.390796031157339
   14  -0.327558788343085  0.086911329413113  0.304591114033297 -0.383487254263740  1.875254273686284
   15  -0.122185158298041 -0.227489202425014  0.154049442904452  0.322303008164802  0.531740226600404
   16   0.007381874610934  0.074310778405677  0.001498957711729 -0.243622702826723  0.276505881501545
   17   0.009363811041011  0.066934714943071  0.195474682394211  0.140530310977480  0.250773587339788
   18  -0.013995214931004  0.179904276096393  0.051513656243607 -0.026770689042520  0.002953558310320
   19  -0.004096585843104 -0.082057467541129  0.003178861268286 -0.147290732113368  0.199303805138895
   20   0.080109410698847 -0.002426424447580 -0.071808574824512 -0.234004468638807  0.039711897645744
   21   0.115666290941158 -0.003996276648483 -0.068077217207292 -0.077235466584896 -0.016440529066807
   22   0.035489503169932 -0.058321634215231 -0.089787717859709 -0.038444459209004  0.018843689254529
   23  -0.069171464191043 -0.036806182538830 -0.045256639218352  0.036280825231362 -0.050397104907101

               15                 16                 17                 18                 19        

    0  -0.002402906995265  0.010044295966254  0.005211894536217 -0.010198633827853 -0.002025861036411
    1   0.000283537723095 -0.001181625617771 -0.000286271494180 -0.003965959259074 -0.003177329699111
    2   0.080896492606813 -0.074461442458751  0.044071093286782  0.130570471106650 -0.094925373765337
    3  -0.100488260136711  0.015211879063176 -0.013602464423562 -0.123774087980024  0.131084958131679
    4  -0.061267092814610 -0.039067794933220  0.134759455657081 -0.002568600346165  0.072237247503432
    5  -0.122609022492207 -0.162729232422916  0.146659092989388  0.040904584904391  0.066133598603451
    6  -0.069625529812912  0.222933170614884 -0.198201890780964 -0.299931362198585  0.166351774807897
    7   0.129251210039463  0.004573360278901  0.081672203965153  0.039059593331893 -0.191780885051929
    8  -0.031595805988084 -0.056825323333303 -0.116166223034142  0.025935465500586 -0.026712487788608
    9   0.233886081475217  0.119450592071952 -0.103029817609982 -0.104129660315458 -0.057323905274262
   10  -0.119014008997320  0.009105904829886  0.004816880846766 -0.011072089988122 -0.000535992911918
   11  -0.228249337273289  0.070547972946866  0.068212353437331  0.179921036166368 -0.085242911006355
   12   0.150836714727172 -0.002725932134782  0.200984490227822  0.057185557184714 -0.001760609488803
   13   0.318839746176952 -0.246065551496408  0.144087501014774 -0.023707088894967 -0.152190897185797
   14   0.526414702593808  0.280223458290780  0.251727232714503 -0.005161711327574  0.203881476307008
   15   1.669261822032859 -0.592944563981908  0.278413407663100 -0.309653729443707  0.064413274966010
   16  -0.584960246294331  1.785933435970293  0.497851020681374  0.317652147261200  0.205144549970186
   17   0.287056453661503  0.499158629542181  2.001008857685044 -0.385513872498441  0.259513162828525
   18  -0.308936539287450  0.312213306282583 -0.390680295956221  1.980094260654178  0.403635674997427
   19   0.058950021290869  0.207739948602101  0.257309515654900  0.404919883939423  1.904933808078207
   20  -0.198808126227738  0.117259739351588 -0.211585408195869  0.262564199546252 -0.395448490401529
   21  -0.012858378204305 -0.156674386049259 -0.117724023314236 -0.260823329170272 -0.299347991151752
   22  -0.003849990661591  0.002242907433422  0.159924473349267 -0.217120751505475  0.124282223008635
   23  -0.042128022685196 -0.006389855126893 -0.042696442864449 -0.091016624645500 -0.196856066015503

               20                 21                 22                 23        

    0   0.016882250320336 -0.005498935621389  0.012516403056667  0.006056303264756
    1   0.005022865082409 -0.002304358408836  0.002157771914409  0.003361378643290
    2  -0.010039496707433  0.021372467867189  0.014043852069559 -0.041630935448562
    3   0.091142384901152  0.037753670474654  0.014308232256620  0.017540909659223
    4  -0.019285462878168  0.008990792935078  0.053464655813835 -0.004447724274975
    5   0.154249033967558  0.136739839973550  0.018333787798784  0.005421475299419
    6   0.069575843500829 -0.004537998485345 -0.065171581430421  0.006478197343433
    7  -0.149116786342643 -0.072147976124362 -0.114030962508269  0.068112651582012
    8   0.046306964598345 -0.060076217982379 -0.048379497788319  0.034821113026386
    9  -0.124052313229449 -0.074457235893023 -0.070183362043776 -0.065316032810695
   10   0.076728363824088  0.114189952006162  0.034454701317046 -0.069409811675099
   11  -0.004667915483852 -0.008389088254781 -0.061354252807051 -0.038807756518372
   12  -0.079134694910425 -0.073949474224939 -0.093124407714374 -0.041829696104761
   13  -0.238935526700901 -0.079861819982770 -0.043293497914698  0.032681084067394
   14   0.043388838158812 -0.013128407351786  0.016046997066832 -0.053113943910173
   15  -0.196436667994449 -0.016391350573894 -0.004104249475287 -0.042543343595497
   16   0.120568305523449 -0.155814350693057  0.004970549319403 -0.011199806900509
   17  -0.212690547473475 -0.113316545823092  0.162569463486285 -0.039440946981587
   18   0.259914800508180 -0.265508465115807 -0.217931868639371 -0.087047632456203
   19  -0.399740746726512 -0.299659912436609  0.121463411369205 -0.196523384355838
   20   2.048165274698146 -0.467087827603081 -0.314238934855610 -0.132066949475468
   21  -0.471104336761262  2.036538790316496 -0.344665663517157  0.453217067187187
   22  -0.314020411402929 -0.342375552418869  1.970211081897129  0.308805787643758
   23  -0.130027749089807  0.454127339660736  0.309166217069526  1.965688522368414
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000002439051
Norm of residual vector 0  after precondition    0.0000002439051
                     1   0.4251130070   3.30e-12    2.44e-07      Y
Norm of residual vector 1  before precondition    0.0000015921612
Norm of residual vector 1  after precondition    0.0000015921612
                     2   0.4986114589  -8.00e-09    1.59e-06      N
Norm of residual vector af preconditioning    0.0000008903344
Norm of final new C in schmidt_add():    1.000000000000000
alpha

           1           2           3           4           5           6           7           8           9          10

    1   1.0000000  -0.0011752   0.0007457   0.0022749  -0.0012071  -0.0018592   0.0031191  -0.0033398   0.0013183   0.0002283
    2  -0.0000011   0.9993111  -0.0256299   0.0383241  -0.0046317   0.0223687   0.0023208   0.0109926  -0.0000495  -0.0004032
    3  -0.0000065   0.0270710  -0.0843930  -0.6102694   0.0562590  -0.5552648   0.0242107   0.0495601   0.2903435  -0.1272309
    4   0.0000022   0.0151702  -0.4411898  -0.6099206   0.1866481   0.3187610  -0.3208224  -0.1004360  -0.1648017   0.0213523
    5  -0.0000088   0.0145296   0.0439943  -0.0960804  -0.0050948  -0.3408165   0.3855200  -0.1093122   0.0884086   0.0249865
    6  -0.0000003  -0.0116972  -0.0498201  -0.0039933  -0.1668974   0.1505019   0.3286470   0.2211276   0.1879741  -0.2699745
    7  -0.0000031   0.0054826  -0.1062223   0.0400870   0.2149895  -0.1810594   0.3826523  -0.3108975  -0.0320650   0.1512015
    8  -0.0000000   0.0049060   0.1393381   0.0125273  -0.0405643  -0.2403480  -0.2652296  -0.2249598  -0.3271468   0.2977516
    9  -0.0000010   0.0016321  -0.1476218   0.0056407  -0.0547122  -0.1129589   0.2908012  -0.1921098  -0.2309697   0.0545242
   10  -0.0000001  -0.0021821  -0.2606846   0.0806667  -0.0853806   0.1270248   0.0326563   0.0681442   0.3660834  -0.2384267
   11  -0.0000002   0.0009718   0.0559047   0.0087077   0.1355875  -0.1625161   0.0583795   0.0892299  -0.4233558  -0.0879177
   12  -0.0000001  -0.0007692  -0.1821486  -0.0371361  -0.3902963   0.1370643   0.0674916  -0.1658641   0.1819451   0.3186738
   13   0.0000003   0.0007079   0.3012691   0.0086714   0.2063035  -0.1269802  -0.2023498   0.1180110   0.0137199  -0.2567516
   14  -0.0000002  -0.0007353  -0.3203771   0.0157035  -0.4988041  -0.0868215   0.0831536  -0.0485219  -0.2742898  -0.0204143
   15  -0.0000003  -0.0006023  -0.3603481   0.1270712  -0.0795531  -0.1708561   0.0114888   0.2331323  -0.2897306  -0.2021223
   16   0.0000002   0.0005255   0.3563102  -0.2741562  -0.0329102   0.3453999   0.2525756  -0.2747116   0.0100800   0.1049725
   17   0.0000002   0.0004191   0.3259594  -0.2907645  -0.2731307   0.1840406   0.1724321   0.0349867  -0.2094223  -0.1663342
   18  -0.0000002  -0.0002513  -0.2130466   0.1960787   0.2882811  -0.0011644  -0.0229046  -0.1910585   0.2233447   0.1390086
   19  -0.0000002  -0.0001499  -0.1435334   0.0746197   0.3125199   0.1451293   0.1563424  -0.2889145  -0.0185400  -0.1031233
   20   0.0000001   0.0000884   0.0979737   0.0242626  -0.2916889  -0.2003705  -0.2760427  -0.0321855   0.1749938   0.1831423
   21   0.0000001   0.0000445   0.0572559   0.0754647  -0.2116248  -0.1243707  -0.2319678  -0.2873711   0.1885910  -0.0526547
   22   0.0000000   0.0000201   0.0295134   0.0744690  -0.1278438  -0.0557262  -0.1621226  -0.4268356   0.0620889  -0.3530088
   23   0.0000000   0.0000078   0.0131652   0.0475828  -0.0615161  -0.0079435  -0.0733167  -0.3429434  -0.0352105  -0.3985666
   24   0.0000000  -0.0000028  -0.0054795  -0.0283952   0.0328661  -0.0156350   0.0363066   0.2268856   0.1131388   0.3655205

          11          12          13          14          15          16          17          18          19          20

    1   0.0031251   0.0000440   0.0122195  -0.0195161   0.0029711   0.0070546   0.0152601   0.0080818   0.0013051  -0.0051207
    2  -0.0012340  -0.0032606   0.0032596  -0.0003924  -0.0038323  -0.0010727   0.0068444   0.0035192  -0.0013420  -0.0033200
    3   0.1447589  -0.2784868   0.1225965   0.0654160  -0.1281816  -0.0662977   0.0486312   0.0320665  -0.1126589   0.1435148
    4  -0.1859437   0.2459268  -0.0773284  -0.0177710   0.0339032   0.0518631  -0.0183121  -0.0251389   0.1188322  -0.1750236
    5   0.0226687   0.2534613  -0.1932464  -0.2240012   0.3161385   0.1437634  -0.1773434  -0.2290937   0.4690066  -0.0768320
    6  -0.1375836   0.0195579   0.0976779   0.2210003  -0.5076965   0.2388130   0.0080701  -0.1313532   0.1939843  -0.3459724
    7  -0.0987060   0.1927246  -0.1825055   0.0842707  -0.0935387  -0.1307710   0.0906722   0.2087203  -0.4756003  -0.4755289
    8   0.2223514  -0.0518754  -0.0876203   0.0980933  -0.3209914   0.5402798  -0.1273641  -0.3115359  -0.0802411  -0.0766812
    9  -0.2798099   0.3375956   0.2045855   0.0596835   0.0394295   0.1461251   0.0477429   0.1086603   0.0331398   0.5140816
   10  -0.1823656   0.1247680  -0.2301467   0.0403603  -0.0059543   0.3070757  -0.1324534  -0.2872680  -0.3590310   0.2602186
   11  -0.4012271  -0.1413193  -0.1086191   0.2315898  -0.1963941  -0.2320990   0.0829410  -0.3336199  -0.0635422   0.1625966
   12   0.2431294  -0.0561336  -0.4008094   0.2687347   0.0594067  -0.2646289  -0.0015024  -0.2255049  -0.0988818   0.1509337
   13  -0.1863095   0.0571275  -0.3371652   0.4328485   0.2956558  -0.0983120  -0.1795924  -0.0604571   0.0463309  -0.0578898
   14  -0.0720070  -0.2586887   0.1267605   0.3456778   0.1856367  -0.0769960  -0.1389360   0.1507887   0.1985941  -0.1702308
   15   0.0079310  -0.1830955  -0.1991109  -0.5135925   0.0177100  -0.0994300   0.0732837  -0.1861670  -0.1449717  -0.0098401
   16  -0.1956510  -0.2407044  -0.1026974  -0.2174593  -0.1597529  -0.2081116   0.0869126  -0.1940000   0.0883963   0.1365923
   17   0.0312058  -0.0317398   0.2152065   0.0257920   0.3057335   0.2503492  -0.0556310  -0.0090299  -0.4037449  -0.0398655
   18  -0.0585365  -0.1605002   0.4474941   0.2298084   0.1372314   0.0411555   0.1702602  -0.2705230  -0.0217549   0.0898110
   19   0.0011495  -0.4654659  -0.0876242  -0.0307137  -0.0713305   0.0788048  -0.4943106   0.1509058   0.1418590   0.0407062
   20  -0.3840228   0.1830542   0.0342614  -0.0903365  -0.3287700  -0.1507875  -0.3299764   0.2534257   0.0186858   0.0927444
   21  -0.3594767  -0.1483993   0.0170360  -0.1391155   0.1733130   0.0860354   0.4252831  -0.1840451   0.1123417  -0.2905601
   22  -0.0641986   0.0057768   0.1718553  -0.1728349   0.0772425  -0.1392699  -0.3585039  -0.1067038  -0.2128921  -0.0830601
   23   0.1117342  -0.0600022  -0.3404595   0.1073543  -0.1318787   0.2283637   0.3937902   0.3950009   0.1285484   0.2181459
   24  -0.3977981  -0.3749649  -0.2063892  -0.0836137   0.2064835   0.3543451  -0.0101528   0.2668132  -0.1014575  -0.0018031

          21          22          23          24

    1   0.0018420  -0.0046383   0.0008771   0.0007055
    2   0.0013220   0.0029070   0.0001827   0.0006198
    3  -0.0636208   0.0954256  -0.0258998   0.0186898
    4   0.0947612  -0.0441244   0.0370420   0.0019974
    5   0.1362922  -0.2937254  -0.0017762  -0.0551105
    6   0.2553657   0.2048455   0.1193845   0.0607213
    7  -0.1001940  -0.0321401   0.0702827  -0.0528070
    8  -0.0773279   0.1052204   0.0681830  -0.1017705
    9  -0.0312530   0.4614189   0.0615480   0.1531642
   10  -0.3771004  -0.1838221  -0.1356275  -0.1581228
   11   0.1930363  -0.3338417  -0.3247522   0.1198509
   12   0.2919962   0.1102210   0.0548322   0.2722937
   13  -0.0738908   0.3092047   0.3652839  -0.0566060
   14  -0.2875841  -0.0742399  -0.0242623  -0.3294261
   15   0.0630297   0.1203903   0.4595646  -0.0093361
   16  -0.2167288   0.0962877   0.1854632  -0.3845113
   17   0.1045608  -0.2638525   0.2330162   0.2765701
   18   0.2152549  -0.2297107   0.4234595  -0.1649180
   19  -0.1450605  -0.0276416   0.0414801   0.4391155
   20   0.0285785  -0.3079240   0.3462436   0.0951859
   21  -0.2297414   0.1130502  -0.0939884   0.4066949
   22   0.4212464   0.2309028  -0.2615804  -0.2463950
   23   0.2174970  -0.2321136   0.1096836  -0.1311885
   24   0.3545217   0.1243209  -0.1390424  -0.1850683
alpha_old

           1           2           3           4           5           6           7           8           9          10

    1   1.0000000   0.0011751   0.0008780  -0.0028058  -0.0019224   0.0017246  -0.0030451   0.0043829   0.0010253  -0.0003144
    2  -0.0000011  -0.9993110  -0.0244643  -0.0403036  -0.0083974  -0.0229624  -0.0010312  -0.0081056  -0.0000278   0.0011734
    3  -0.0000065  -0.0270727  -0.0799935   0.6053877   0.0827755   0.5566253  -0.0289932  -0.0756678   0.3151123   0.0191100
    4   0.0000022  -0.0151718  -0.4377050   0.6089746   0.2247386  -0.3113625   0.3134834   0.1038767  -0.1735709   0.0664021
    5  -0.0000088  -0.0145299   0.0448381   0.0944249  -0.0029106   0.3393172  -0.3928685   0.0868428   0.0830385  -0.0488028
    6  -0.0000003   0.0116970  -0.0496411   0.0068701  -0.1717797  -0.1565511  -0.3170633  -0.2536837   0.2380158   0.2227435
    7  -0.0000031  -0.0054827  -0.1061163  -0.0465013   0.2151152   0.1826775  -0.3982898   0.3033433  -0.0685739  -0.0802349
    8  -0.0000000  -0.0049054   0.1383568  -0.0070937  -0.0356837   0.2455890   0.2527955   0.2439695  -0.3759180  -0.2626618
    9  -0.0000010  -0.0016321  -0.1481378  -0.0012799  -0.0526001   0.1133213  -0.3006451   0.1745552  -0.2475121   0.0709493
   10  -0.0000001   0.0021820  -0.2612098  -0.0774922  -0.0902705  -0.1291072  -0.0270911  -0.0591991   0.3949205   0.2314696
   11  -0.0000002  -0.0009721   0.0567419  -0.0169491   0.1312805   0.1611373  -0.0558967  -0.1081637  -0.4115457   0.2805627
   12  -0.0000001   0.0007695  -0.1833285   0.0545159  -0.3858623  -0.1377045  -0.0698430   0.2128759   0.1241637  -0.3710832
   13   0.0000003  -0.0007078   0.3020535  -0.0191073   0.2034934   0.1279248   0.2051492  -0.1293269   0.0530536   0.2992774
   14  -0.0000002   0.0007357  -0.3222332   0.0063957  -0.4970094   0.0853231  -0.0844847   0.0413387  -0.2739454   0.1138594
   15  -0.0000003   0.0006021  -0.3608648  -0.1254605  -0.0890935   0.1675282  -0.0027442  -0.2679679  -0.2451978   0.2250678
   16   0.0000002  -0.0005255   0.3574920   0.2763962  -0.0166327  -0.3437365  -0.2616777   0.2944220  -0.0273086   0.0250995
   17   0.0000002  -0.0004189   0.3267667   0.3008805  -0.2583395  -0.1851118  -0.1715106  -0.0728130  -0.1767273   0.1785629
   18  -0.0000002   0.0002512  -0.2136109  -0.2050586   0.2809388   0.0036253   0.0155402   0.2249975   0.1866809  -0.1170293
   19  -0.0000002   0.0001499  -0.1437433  -0.0823061   0.3144244  -0.1412173  -0.1702297   0.2814786  -0.0197628   0.1900560
   20   0.0000001  -0.0000881   0.0973630  -0.0153241  -0.2956246   0.1996741   0.2793323   0.1075738   0.1259461  -0.0586381
   21   0.0000001  -0.0000437   0.0555454  -0.0637867  -0.2104690   0.1281567   0.2212657   0.3409574   0.1635493   0.2260014
   22   0.0000000  -0.0000186   0.0263070  -0.0566402  -0.1146346   0.0654680   0.1357197   0.3831371   0.1039068   0.3788387
   23   0.0000000  -0.0000066   0.0106879  -0.0342961  -0.0495893   0.0160237   0.0509038   0.2868358   0.0198206   0.3990197

          11          12          13          14          15          16          17          18          19          20

    1   0.0031173   0.0088914  -0.0163503   0.0163246  -0.0009302  -0.0153594   0.0039926   0.0034686  -0.0050861  -0.0023618
    2   0.0002421   0.0046173   0.0018751   0.0015916  -0.0024968  -0.0067323   0.0045751  -0.0007094  -0.0033206   0.0010005
    3   0.2117155   0.2476485   0.1609351  -0.0121544  -0.0580365  -0.0455232   0.0833853  -0.1054654   0.1437915  -0.0447473
    4  -0.2336605  -0.1847159  -0.0985712  -0.0028050  -0.0116804   0.0165179  -0.0521076   0.1081754  -0.1756114   0.0909428
    5  -0.0511610  -0.3157811  -0.2646172   0.1060962   0.2094908   0.1668103  -0.3824544   0.4133371  -0.0780784   0.1395979
    6  -0.1299182   0.0968422   0.1748084  -0.0773308  -0.5467232  -0.0119852  -0.1287643   0.1463946  -0.3481308   0.3193478
    7  -0.1636653  -0.2400037   0.0740329  -0.0473099  -0.0412652  -0.0822883   0.3261500  -0.4176813  -0.4739996  -0.1702161
    8   0.2010524  -0.0685176   0.0163876  -0.0383999  -0.5345639   0.1110231  -0.4418514  -0.1225790  -0.0764556  -0.0574037
    9  -0.3876550   0.0094420  -0.2836902  -0.1022713  -0.1174059  -0.0492227   0.0610684   0.0577815   0.5142263   0.0023579
   10  -0.1195666  -0.2591601  -0.0114154  -0.0538133  -0.1440950   0.1201579  -0.3675778  -0.3778075   0.2624509  -0.3885420
   11  -0.2526733   0.0405431   0.4760067  -0.1133688   0.0286208  -0.0796293  -0.1589953  -0.1544360   0.1605727   0.2484929
   12   0.1833931  -0.3033624   0.3284723  -0.2337577   0.1998277   0.0062909  -0.0575329  -0.1666587   0.1487596   0.3302204
   13  -0.0636230  -0.3104170   0.1329267  -0.4838829   0.2418288   0.1792662  -0.0696705   0.0344064  -0.0578237  -0.0344448
   14   0.0692693   0.2463935   0.1102711  -0.3722086   0.1491814   0.1401715   0.0698163   0.2345625  -0.1688272  -0.2635076
   15   0.1861826  -0.0881867   0.0747171   0.5094210   0.1943680  -0.0743596  -0.1391012  -0.1792464  -0.0101286   0.0478116
   16  -0.0710247   0.0767425   0.3724828   0.3043665   0.1184800  -0.0853052  -0.1374532   0.0401912   0.1364751  -0.0939027
   17   0.1137073   0.1574440  -0.3703419  -0.1556548   0.0428300   0.0484874  -0.0777640  -0.3700235  -0.0384046  -0.1025593
   18  -0.0878686   0.4793928  -0.0544505  -0.2623794   0.0634498  -0.1744358  -0.2352794  -0.0831022   0.0885153   0.1903091
   19   0.3042652   0.1532487   0.2304043   0.0627307  -0.0467898   0.4907739  -0.0106592   0.1933229   0.0425999  -0.2589791
   20  -0.4816566  -0.0058883   0.1819880   0.2004628  -0.1555222   0.3378074   0.2797664   0.0682339   0.0935402  -0.0831307
   21  -0.1742446   0.1091570   0.0398359   0.0938520   0.1772541  -0.4333645  -0.2947415   0.0915192  -0.2894245  -0.2292946
   22   0.0553035   0.1178865  -0.2007763   0.1347003   0.1024485   0.3635345   0.0710174  -0.2596520  -0.0860307   0.5058192
   23   0.3530166  -0.3121834  -0.0178652  -0.0938128  -0.2902282  -0.3933967   0.2805906   0.2147129   0.2186246   0.0578286

          21          22          23

    1  -0.0053233   0.0014289   0.0009363
    2   0.0024894   0.0007498   0.0009098
    3   0.1059985  -0.0235509   0.0213157
    4  -0.0612005   0.0427758  -0.0006108
    5  -0.3064487  -0.0213381  -0.0592515
    6   0.1529517   0.1604292   0.0577190
    7  -0.0196103   0.0528553  -0.0688697
    8   0.1165443   0.0491979  -0.1113959
    9   0.4471091   0.1192854   0.1581818
   10  -0.1025215  -0.2108196  -0.1622828
   11  -0.3434998  -0.3103826   0.1689912
   12   0.0494658   0.1344260   0.2756952
   13   0.3060420   0.3572477  -0.1200564
   14  -0.0086473  -0.1193724  -0.3412836
   15   0.0904048   0.4614042  -0.0889295
   16   0.1490817   0.0810298  -0.4340656
   17  -0.3077888   0.2905184   0.2361700
   18  -0.2695077   0.3843862  -0.2422678
   19  -0.0252055   0.1185584   0.4198846
   20  -0.3226038   0.3383392   0.0134873
   21   0.1418254  -0.0297480   0.4056251
   22   0.1659382  -0.2408221  -0.1457387
   23  -0.2810592   0.1105697  -0.1252612
alpha_tot

           1           2           3           4           5           6           7           8           9          10

    1   1.0000000  -0.0011752   1.0000000   0.0011751   0.0007457   0.0022749  -0.0012071  -0.0018592   0.0031191  -0.0033398
    2  -0.0000011   0.9993111  -0.0000011  -0.9993110  -0.0256299   0.0383241  -0.0046317   0.0223687   0.0023208   0.0109926
    3  -0.0000065   0.0270710  -0.0000065  -0.0270727  -0.0843930  -0.6102694   0.0562590  -0.5552648   0.0242107   0.0495601
    4   0.0000022   0.0151702   0.0000022  -0.0151718  -0.4411898  -0.6099206   0.1866481   0.3187610  -0.3208224  -0.1004360
    5  -0.0000088   0.0145296  -0.0000088  -0.0145299   0.0439943  -0.0960804  -0.0050948  -0.3408165   0.3855200  -0.1093122
    6  -0.0000003  -0.0116972  -0.0000003   0.0116970  -0.0498201  -0.0039933  -0.1668974   0.1505019   0.3286470   0.2211276
    7  -0.0000031   0.0054826  -0.0000031  -0.0054827  -0.1062223   0.0400870   0.2149895  -0.1810594   0.3826523  -0.3108975
    8  -0.0000000   0.0049060  -0.0000000  -0.0049054   0.1393381   0.0125273  -0.0405643  -0.2403480  -0.2652296  -0.2249598
    9  -0.0000010   0.0016321  -0.0000010  -0.0016321  -0.1476218   0.0056407  -0.0547122  -0.1129589   0.2908012  -0.1921098
   10  -0.0000001  -0.0021821  -0.0000001   0.0021820  -0.2606846   0.0806667  -0.0853806   0.1270248   0.0326563   0.0681442
   11  -0.0000002   0.0009718  -0.0000002  -0.0009721   0.0559047   0.0087077   0.1355875  -0.1625161   0.0583795   0.0892299
   12  -0.0000001  -0.0007692  -0.0000001   0.0007695  -0.1821486  -0.0371361  -0.3902963   0.1370643   0.0674916  -0.1658641
   13   0.0000003   0.0007079   0.0000003  -0.0007078   0.3012691   0.0086714   0.2063035  -0.1269802  -0.2023498   0.1180110
   14  -0.0000002  -0.0007353  -0.0000002   0.0007357  -0.3203771   0.0157035  -0.4988041  -0.0868215   0.0831536  -0.0485219
   15  -0.0000003  -0.0006023  -0.0000003   0.0006021  -0.3603481   0.1270712  -0.0795531  -0.1708561   0.0114888   0.2331323
   16   0.0000002   0.0005255   0.0000002  -0.0005255   0.3563102  -0.2741562  -0.0329102   0.3453999   0.2525756  -0.2747116
   17   0.0000002   0.0004191   0.0000002  -0.0004189   0.3259594  -0.2907645  -0.2731307   0.1840406   0.1724321   0.0349867
   18  -0.0000002  -0.0002513  -0.0000002   0.0002512  -0.2130466   0.1960787   0.2882811  -0.0011644  -0.0229046  -0.1910585
   19  -0.0000002  -0.0001499  -0.0000002   0.0001499  -0.1435334   0.0746197   0.3125199   0.1451293   0.1563424  -0.2889145
   20   0.0000001   0.0000884   0.0000001  -0.0000881   0.0979737   0.0242626  -0.2916889  -0.2003705  -0.2760427  -0.0321855
   21   0.0000001   0.0000445   0.0000001  -0.0000437   0.0572559   0.0754647  -0.2116248  -0.1243707  -0.2319678  -0.2873711
   22   0.0000000   0.0000201   0.0000000  -0.0000186   0.0295134   0.0744690  -0.1278438  -0.0557262  -0.1621226  -0.4268356
   23   0.0000000   0.0000078   0.0000000  -0.0000066   0.0131652   0.0475828  -0.0615161  -0.0079435  -0.0733167  -0.3429434
   24   0.0000000  -0.0000028   0.0000000   0.0000000  -0.0054795  -0.0283952   0.0328661  -0.0156350   0.0363066   0.2268856

          11          12          13          14          15          16          17          18          19          20

    1   0.0013183   0.0002283   0.0031251   0.0000440   0.0122195  -0.0195161   0.0029711   0.0070546   0.0152601   0.0080818
    2  -0.0000495  -0.0004032  -0.0012340  -0.0032606   0.0032596  -0.0003924  -0.0038323  -0.0010727   0.0068444   0.0035192
    3   0.2903435  -0.1272309   0.1447589  -0.2784868   0.1225965   0.0654160  -0.1281816  -0.0662977   0.0486312   0.0320665
    4  -0.1648017   0.0213523  -0.1859437   0.2459268  -0.0773284  -0.0177710   0.0339032   0.0518631  -0.0183121  -0.0251389
    5   0.0884086   0.0249865   0.0226687   0.2534613  -0.1932464  -0.2240012   0.3161385   0.1437634  -0.1773434  -0.2290937
    6   0.1879741  -0.2699745  -0.1375836   0.0195579   0.0976779   0.2210003  -0.5076965   0.2388130   0.0080701  -0.1313532
    7  -0.0320650   0.1512015  -0.0987060   0.1927246  -0.1825055   0.0842707  -0.0935387  -0.1307710   0.0906722   0.2087203
    8  -0.3271468   0.2977516   0.2223514  -0.0518754  -0.0876203   0.0980933  -0.3209914   0.5402798  -0.1273641  -0.3115359
    9  -0.2309697   0.0545242  -0.2798099   0.3375956   0.2045855   0.0596835   0.0394295   0.1461251   0.0477429   0.1086603
   10   0.3660834  -0.2384267  -0.1823656   0.1247680  -0.2301467   0.0403603  -0.0059543   0.3070757  -0.1324534  -0.2872680
   11  -0.4233558  -0.0879177  -0.4012271  -0.1413193  -0.1086191   0.2315898  -0.1963941  -0.2320990   0.0829410  -0.3336199
   12   0.1819451   0.3186738   0.2431294  -0.0561336  -0.4008094   0.2687347   0.0594067  -0.2646289  -0.0015024  -0.2255049
   13   0.0137199  -0.2567516  -0.1863095   0.0571275  -0.3371652   0.4328485   0.2956558  -0.0983120  -0.1795924  -0.0604571
   14  -0.2742898  -0.0204143  -0.0720070  -0.2586887   0.1267605   0.3456778   0.1856367  -0.0769960  -0.1389360   0.1507887
   15  -0.2897306  -0.2021223   0.0079310  -0.1830955  -0.1991109  -0.5135925   0.0177100  -0.0994300   0.0732837  -0.1861670
   16   0.0100800   0.1049725  -0.1956510  -0.2407044  -0.1026974  -0.2174593  -0.1597529  -0.2081116   0.0869126  -0.1940000
   17  -0.2094223  -0.1663342   0.0312058  -0.0317398   0.2152065   0.0257920   0.3057335   0.2503492  -0.0556310  -0.0090299
   18   0.2233447   0.1390086  -0.0585365  -0.1605002   0.4474941   0.2298084   0.1372314   0.0411555   0.1702602  -0.2705230
   19  -0.0185400  -0.1031233   0.0011495  -0.4654659  -0.0876242  -0.0307137  -0.0713305   0.0788048  -0.4943106   0.1509058
   20   0.1749938   0.1831423  -0.3840228   0.1830542   0.0342614  -0.0903365  -0.3287700  -0.1507875  -0.3299764   0.2534257
   21   0.1885910  -0.0526547  -0.3594767  -0.1483993   0.0170360  -0.1391155   0.1733130   0.0860354   0.4252831  -0.1840451
   22   0.0620889  -0.3530088  -0.0641986   0.0057768   0.1718553  -0.1728349   0.0772425  -0.1392699  -0.3585039  -0.1067038
   23  -0.0352105  -0.3985666   0.1117342  -0.0600022  -0.3404595   0.1073543  -0.1318787   0.2283637   0.3937902   0.3950009
   24   0.1131388   0.3655205  -0.3977981  -0.3749649  -0.2063892  -0.0836137   0.2064835   0.3543451  -0.0101528   0.2668132

          21          22          23          24          25          26          27          28          29          30

    1   0.0013051  -0.0051207   0.0018420  -0.0046383   0.0008771   0.0007055   0.0008780  -0.0028058  -0.0019224   0.0017246
    2  -0.0013420  -0.0033200   0.0013220   0.0029070   0.0001827   0.0006198  -0.0244643  -0.0403036  -0.0083974  -0.0229624
    3  -0.1126589   0.1435148  -0.0636208   0.0954256  -0.0258998   0.0186898  -0.0799935   0.6053877   0.0827755   0.5566253
    4   0.1188322  -0.1750236   0.0947612  -0.0441244   0.0370420   0.0019974  -0.4377050   0.6089746   0.2247386  -0.3113625
    5   0.4690066  -0.0768320   0.1362922  -0.2937254  -0.0017762  -0.0551105   0.0448381   0.0944249  -0.0029106   0.3393172
    6   0.1939843  -0.3459724   0.2553657   0.2048455   0.1193845   0.0607213  -0.0496411   0.0068701  -0.1717797  -0.1565511
    7  -0.4756003  -0.4755289  -0.1001940  -0.0321401   0.0702827  -0.0528070  -0.1061163  -0.0465013   0.2151152   0.1826775
    8  -0.0802411  -0.0766812  -0.0773279   0.1052204   0.0681830  -0.1017705   0.1383568  -0.0070937  -0.0356837   0.2455890
    9   0.0331398   0.5140816  -0.0312530   0.4614189   0.0615480   0.1531642  -0.1481378  -0.0012799  -0.0526001   0.1133213
   10  -0.3590310   0.2602186  -0.3771004  -0.1838221  -0.1356275  -0.1581228  -0.2612098  -0.0774922  -0.0902705  -0.1291072
   11  -0.0635422   0.1625966   0.1930363  -0.3338417  -0.3247522   0.1198509   0.0567419  -0.0169491   0.1312805   0.1611373
   12  -0.0988818   0.1509337   0.2919962   0.1102210   0.0548322   0.2722937  -0.1833285   0.0545159  -0.3858623  -0.1377045
   13   0.0463309  -0.0578898  -0.0738908   0.3092047   0.3652839  -0.0566060   0.3020535  -0.0191073   0.2034934   0.1279248
   14   0.1985941  -0.1702308  -0.2875841  -0.0742399  -0.0242623  -0.3294261  -0.3222332   0.0063957  -0.4970094   0.0853231
   15  -0.1449717  -0.0098401   0.0630297   0.1203903   0.4595646  -0.0093361  -0.3608648  -0.1254605  -0.0890935   0.1675282
   16   0.0883963   0.1365923  -0.2167288   0.0962877   0.1854632  -0.3845113   0.3574920   0.2763962  -0.0166327  -0.3437365
   17  -0.4037449  -0.0398655   0.1045608  -0.2638525   0.2330162   0.2765701   0.3267667   0.3008805  -0.2583395  -0.1851118
   18  -0.0217549   0.0898110   0.2152549  -0.2297107   0.4234595  -0.1649180  -0.2136109  -0.2050586   0.2809388   0.0036253
   19   0.1418590   0.0407062  -0.1450605  -0.0276416   0.0414801   0.4391155  -0.1437433  -0.0823061   0.3144244  -0.1412173
   20   0.0186858   0.0927444   0.0285785  -0.3079240   0.3462436   0.0951859   0.0973630  -0.0153241  -0.2956246   0.1996741
   21   0.1123417  -0.2905601  -0.2297414   0.1130502  -0.0939884   0.4066949   0.0555454  -0.0637867  -0.2104690   0.1281567
   22  -0.2128921  -0.0830601   0.4212464   0.2309028  -0.2615804  -0.2463950   0.0263070  -0.0566402  -0.1146346   0.0654680
   23   0.1285484   0.2181459   0.2174970  -0.2321136   0.1096836  -0.1311885   0.0106879  -0.0342961  -0.0495893   0.0160237
   24  -0.1014575  -0.0018031   0.3545217   0.1243209  -0.1390424  -0.1850683   0.0000000   0.0000000   0.0000000   0.0000000

          31          32          33          34          35          36          37          38          39          40

    1  -0.0030451   0.0043829   0.0010253  -0.0003144   0.0031173   0.0088914  -0.0163503   0.0163246  -0.0009302  -0.0153594
    2  -0.0010312  -0.0081056  -0.0000278   0.0011734   0.0002421   0.0046173   0.0018751   0.0015916  -0.0024968  -0.0067323
    3  -0.0289932  -0.0756678   0.3151123   0.0191100   0.2117155   0.2476485   0.1609351  -0.0121544  -0.0580365  -0.0455232
    4   0.3134834   0.1038767  -0.1735709   0.0664021  -0.2336605  -0.1847159  -0.0985712  -0.0028050  -0.0116804   0.0165179
    5  -0.3928685   0.0868428   0.0830385  -0.0488028  -0.0511610  -0.3157811  -0.2646172   0.1060962   0.2094908   0.1668103
    6  -0.3170633  -0.2536837   0.2380158   0.2227435  -0.1299182   0.0968422   0.1748084  -0.0773308  -0.5467232  -0.0119852
    7  -0.3982898   0.3033433  -0.0685739  -0.0802349  -0.1636653  -0.2400037   0.0740329  -0.0473099  -0.0412652  -0.0822883
    8   0.2527955   0.2439695  -0.3759180  -0.2626618   0.2010524  -0.0685176   0.0163876  -0.0383999  -0.5345639   0.1110231
    9  -0.3006451   0.1745552  -0.2475121   0.0709493  -0.3876550   0.0094420  -0.2836902  -0.1022713  -0.1174059  -0.0492227
   10  -0.0270911  -0.0591991   0.3949205   0.2314696  -0.1195666  -0.2591601  -0.0114154  -0.0538133  -0.1440950   0.1201579
   11  -0.0558967  -0.1081637  -0.4115457   0.2805627  -0.2526733   0.0405431   0.4760067  -0.1133688   0.0286208  -0.0796293
   12  -0.0698430   0.2128759   0.1241637  -0.3710832   0.1833931  -0.3033624   0.3284723  -0.2337577   0.1998277   0.0062909
   13   0.2051492  -0.1293269   0.0530536   0.2992774  -0.0636230  -0.3104170   0.1329267  -0.4838829   0.2418288   0.1792662
   14  -0.0844847   0.0413387  -0.2739454   0.1138594   0.0692693   0.2463935   0.1102711  -0.3722086   0.1491814   0.1401715
   15  -0.0027442  -0.2679679  -0.2451978   0.2250678   0.1861826  -0.0881867   0.0747171   0.5094210   0.1943680  -0.0743596
   16  -0.2616777   0.2944220  -0.0273086   0.0250995  -0.0710247   0.0767425   0.3724828   0.3043665   0.1184800  -0.0853052
   17  -0.1715106  -0.0728130  -0.1767273   0.1785629   0.1137073   0.1574440  -0.3703419  -0.1556548   0.0428300   0.0484874
   18   0.0155402   0.2249975   0.1866809  -0.1170293  -0.0878686   0.4793928  -0.0544505  -0.2623794   0.0634498  -0.1744358
   19  -0.1702297   0.2814786  -0.0197628   0.1900560   0.3042652   0.1532487   0.2304043   0.0627307  -0.0467898   0.4907739
   20   0.2793323   0.1075738   0.1259461  -0.0586381  -0.4816566  -0.0058883   0.1819880   0.2004628  -0.1555222   0.3378074
   21   0.2212657   0.3409574   0.1635493   0.2260014  -0.1742446   0.1091570   0.0398359   0.0938520   0.1772541  -0.4333645
   22   0.1357197   0.3831371   0.1039068   0.3788387   0.0553035   0.1178865  -0.2007763   0.1347003   0.1024485   0.3635345
   23   0.0509038   0.2868358   0.0198206   0.3990197   0.3530166  -0.3121834  -0.0178652  -0.0938128  -0.2902282  -0.3933967
   24   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000

          41          42          43          44          45          46          47

    1   0.0039926   0.0034686  -0.0050861  -0.0023618  -0.0053233   0.0014289   0.0009363
    2   0.0045751  -0.0007094  -0.0033206   0.0010005   0.0024894   0.0007498   0.0009098
    3   0.0833853  -0.1054654   0.1437915  -0.0447473   0.1059985  -0.0235509   0.0213157
    4  -0.0521076   0.1081754  -0.1756114   0.0909428  -0.0612005   0.0427758  -0.0006108
    5  -0.3824544   0.4133371  -0.0780784   0.1395979  -0.3064487  -0.0213381  -0.0592515
    6  -0.1287643   0.1463946  -0.3481308   0.3193478   0.1529517   0.1604292   0.0577190
    7   0.3261500  -0.4176813  -0.4739996  -0.1702161  -0.0196103   0.0528553  -0.0688697
    8  -0.4418514  -0.1225790  -0.0764556  -0.0574037   0.1165443   0.0491979  -0.1113959
    9   0.0610684   0.0577815   0.5142263   0.0023579   0.4471091   0.1192854   0.1581818
   10  -0.3675778  -0.3778075   0.2624509  -0.3885420  -0.1025215  -0.2108196  -0.1622828
   11  -0.1589953  -0.1544360   0.1605727   0.2484929  -0.3434998  -0.3103826   0.1689912
   12  -0.0575329  -0.1666587   0.1487596   0.3302204   0.0494658   0.1344260   0.2756952
   13  -0.0696705   0.0344064  -0.0578237  -0.0344448   0.3060420   0.3572477  -0.1200564
   14   0.0698163   0.2345625  -0.1688272  -0.2635076  -0.0086473  -0.1193724  -0.3412836
   15  -0.1391012  -0.1792464  -0.0101286   0.0478116   0.0904048   0.4614042  -0.0889295
   16  -0.1374532   0.0401912   0.1364751  -0.0939027   0.1490817   0.0810298  -0.4340656
   17  -0.0777640  -0.3700235  -0.0384046  -0.1025593  -0.3077888   0.2905184   0.2361700
   18  -0.2352794  -0.0831022   0.0885153   0.1903091  -0.2695077   0.3843862  -0.2422678
   19  -0.0106592   0.1933229   0.0425999  -0.2589791  -0.0252055   0.1185584   0.4198846
   20   0.2797664   0.0682339   0.0935402  -0.0831307  -0.3226038   0.3383392   0.0134873
   21  -0.2947415   0.0915192  -0.2894245  -0.2292946   0.1418254  -0.0297480   0.4056251
   22   0.0710174  -0.2596520  -0.0860307   0.5058192   0.1659382  -0.2408221  -0.1457387
   23   0.2805906   0.2147129   0.2186246   0.0578286  -0.2810592   0.1105697  -0.1252612
   24   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000   0.0000000
Iter=31   L=4   The G Matrix

                0                  1                  2                  3        

    0   0.425113007008550 -0.000086477707804 -0.002254230858970  0.001576959058084
    1  -0.000000000000000  0.498611458850552 -0.002441048746566  0.000930061617072
    2  -0.000000016946634  0.000000000003447  1.248645029804504 -0.279519474770141
    3   0.000000037962319 -0.000000000114073 -0.275764026490918  0.647341962371089
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000002470106
Norm of residual vector 0  after precondition    0.0000002470106
                     1   0.4251130068  -2.50e-10    2.47e-07      Y
Norm of residual vector 1  before precondition    0.0000015923130
Norm of residual vector 1  after precondition    0.0000015923130
                     2   0.4986114589   1.42e-13    1.59e-06      N
Norm of residual vector af preconditioning    0.0000008903146
Norm of final new C in schmidt_add():    0.999999999999996
Iter=32   L=5   resetting norm
SigmaSS, D(norm sigma)=   0.5524077298
FSD    , D(norm sigma)=   0.0000743541
WamefSD, D(norm sigma)=  -0.0063876289
WmnieSD, D(norm sigma)=   0.0092481212
WmaijDS, D(norm sigma)=   0.0484455375
WabejDS, D(norm sigma)=   0.0035126523
WnmjeDS, D(norm sigma)=  -0.0000042349
WbmfeDS, D(norm sigma)=  -0.0002370285
FDD_Fbe, D(norm sigma)=   0.5094950705
FDD_Fmj, D(norm sigma)=   1.0541592670
WmnijDD, D(norm sigma)=   0.5501838500
WabefDD, D(norm sigma)=   0.1807999750
WmbejDD, D(norm sigma)=  -0.7589357068
WmnefDD XAF, D(norm sigma)=   0.0015755384
WmnefDD XLI, D(norm sigma)=   0.0000441410
resetting norm
The G Matrix

                0                  1                  2                  3                  4        

    0   0.425113007008550 -0.000086477707804 -0.002254230858970  0.001576959058084  0.005422085761373
    1  -0.000000000000000  0.498611458850552 -0.002441048746566  0.000930061617072  0.001746066403409
    2  -0.000000016946634  0.000000000003447  1.248645029804504 -0.279519474770141 -0.390153869648732
    3   0.000000037962319 -0.000000000114073 -0.275764026490918  0.647341962371089  0.127267637194474
    4  -0.000000012971860 -0.000001163314846 -0.389574314174410  0.133739843285301  1.777713197295043
  Root    EOM Energy     Delta E   Res. Norm    Conv?
Norm of residual vector 0  before precondition    0.0000002468081
Norm of residual vector 0  after precondition    0.0000002468081
                     1   0.4251130068   8.01e-11    2.47e-07      Y
Norm of residual vector 1  before precondition    0.0000005802782
Norm of residual vector 1  after precondition    0.0000005802782
                     2   0.4986114594   5.24e-10    5.80e-07      Y
Collapsing to only 2 vector(s).
alpha

           1           2           3           4           5

    1  -1.0000000   0.0011765   0.0063012   0.0007918  -0.0037480
    2  -0.0000000  -0.9999993  -0.0005325  -0.0021638  -0.0018628
    3   0.0000001  -0.0000007   0.3745307   0.7871878   0.4900171
    4   0.0000003  -0.0000004   0.9270241  -0.3281406  -0.1764375
    5  -0.0000000  -0.0000011   0.0176927   0.5221626  -0.8536601
alpha_old

           1           2           3           4

    1  -1.0000000  -0.0011766   0.0056444  -0.0028666
    2  -0.0000000   0.9999993  -0.0007209  -0.0030423
    3   0.0000001   0.0000000   0.3663682   0.9321307
    4   0.0000003   0.0000000   0.9304526  -0.3620978
alpha_tot

           1           2           3           4           5

    1  -1.0000000   0.0011765   0.0063012   0.0007918  -0.0037480
    2  -0.0000000  -0.9999993  -0.0005325  -0.0021638  -0.0018628
    3   0.0000001  -0.0000007   0.3745307   0.7871878   0.4900171
    4   0.0000003  -0.0000004   0.9270241  -0.3281406  -0.1764375
    5  -0.0000000  -0.0000011   0.0176927   0.5221626  -0.8536601

Procedure converged for 2 root(s).
Energy written to chkpt:Etot  -75.7910494541
EOM CCSD 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 =    11
	   Irrep: 1 row =     0	col =     6
	   Irrep: 2 row =     1	col =     4
	   Irrep: 3 row =     1	col =    16

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

                         0                  1                  2                  3                  4                  5                  6                  7                  8     
                      ( 26)              ( 27)              ( 28)              ( 29)              ( 30)              ( 31)              ( 32)              ( 33)              ( 34)    

    0  (  0)  0.000139496061880 -0.000102704426023  0.000103910572649  0.000000516964066  0.000116060785644  0.000015534994698 -0.000106342774549 -0.000106202192491  0.000191417833442
    1  (  1) -0.020457265128240  0.007977969868660  0.002633723895306  0.001901258550214 -0.001773424475403 -0.000503575999173 -0.000520691926504  0.001126058637908 -0.000468552038649
    2  (  2) -0.606312866222830  0.258732223395613 -0.157530814052996  0.005165946598690 -0.089537138930557 -0.004623917322698  0.024106751396940  0.010116955578380 -0.011292412949936

                         9                 10     
                      ( 35)              ( 36)    

    0  (  0) -0.000053336713729 -0.000140692358066
    1  (  1)  0.001707334797944 -0.000272126428569
    2  (  2)  0.001366097723997  0.002885529140469

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

                         0                  1                  2                  3                  4                  5     
                      ( 20)              ( 21)              ( 22)              ( 23)              ( 24)              ( 25)    


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

                         0                  1                  2                  3     
                      ( 16)              ( 17)              ( 18)              ( 19)    

    0  (  3)  0.042446228895743 -0.011509546452150 -0.006709503860712 -0.002769003347782

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

                         0                  1                  2                  3                  4                  5                  6                  7                  8     
                      (  0)              (  1)              (  2)              (  3)              (  4)              (  5)              (  6)              (  7)              (  8)    

    0  (  4)  0.006257670326946 -0.003572906036079  0.002587795621540  0.005734928945655 -0.001229194867863  0.004361270943527 -0.007096546775591  0.006884040214515  0.004079401169926

                         9                 10                 11                 12                 13                 14                 15     
                      (  9)              ( 10)              ( 11)              ( 12)              ( 13)              ( 14)              ( 15)    

    0  (  4) -0.000181101793878 -0.001921179493729  0.002269438450539  0.002365230345391 -0.002311296921333 -0.001322947454808  0.000005357977082
EOM CCSD 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 =    11
	   Irrep: 1 row =     0	col =     6
	   Irrep: 2 row =     1	col =     4
	   Irrep: 3 row =     1	col =    16

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

                         0                  1                  2                  3                  4                  5                  6                  7                  8     
                      ( 26)              ( 27)              ( 28)              ( 29)              ( 30)              ( 31)              ( 32)              ( 33)              ( 34)    

    0  (  0)  0.000033236005073 -0.000025091081076 -0.000013453130465  0.000007709912744  0.000041839775753 -0.000009946637754  0.000031661468589 -0.000027183847728  0.000071828581251
    1  (  1)  0.001609988911573 -0.005951366956211  0.004248425039877  0.002460577100807  0.007221418287558 -0.001720259472769  0.005564617855791 -0.000322058830020  0.002487477839965
    2  (  2) -0.086182162002751 -0.010496941453185  0.114114149560981  0.010587526161564  0.035026199942362  0.032235870487646 -0.007381218492434 -0.000719224348602  0.001801401316396

                         9                 10     
                      ( 35)              ( 36)    

    0  (  0) -0.000023004897835  0.000025154976880
    1  (  1)  0.000406016828357  0.000576559742546
    2  (  2) -0.004880140889610  0.001048842304988

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

                         0                  1                  2                  3                  4                  5     
                      ( 20)              ( 21)              ( 22)              ( 23)              ( 24)              ( 25)    


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

                         0                  1                  2                  3     
                      ( 16)              ( 17)              ( 18)              ( 19)    

    0  (  3) -0.661714194417673  0.051004162993923  0.038234314939715 -0.002352850758087

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

                         0                  1                  2                  3                  4                  5                  6                  7                  8     
                      (  0)              (  1)              (  2)              (  3)              (  4)              (  5)              (  6)              (  7)              (  8)    

    0  (  4) -0.041881270253449  0.009930936847808  0.035223150605437  0.002984513778639 -0.004086843544166  0.011379780994218 -0.012264335150586  0.011965981846894  0.001148288418905

                         9                 10                 11                 12                 13                 14                 15     
                      (  9)              ( 10)              ( 11)              ( 12)              ( 13)              ( 14)              ( 15)    

    0  (  4)  0.000114713831955 -0.000239608658703  0.003253324747255  0.000321799780687 -0.001768104881370 -0.000925610416025  0.000028118481036

Final Energetic Summary for Converged Roots of Irrep B2 
                     Excitation Energy              Total Energy
                (eV)     (cm^-1)     (au)             (au)
EOM State 7     11.568    93301.5   0.4251130068   -75.8645479066

Largest components of excited wave function #7:
	          2  26        -0.6063128662
	          2  27         0.2587322234
	          2  28        -0.1575308141
	          2  30        -0.0895371389
	          3  16         0.0424462289
	  2   2   5  26        -0.0396570461
	  2   2  26   5        -0.0396570461
	  2   3  26  20        -0.0381666189
	  3   2  20  26        -0.0381666189
	  2   2   1  26        -0.0371016554

EOM State 8     13.568   109432.6   0.4986114594   -75.7910494541

Largest components of excited wave function #8:
	          3  16        -0.6617141944
	          2  28         0.1141141496
	          2  26        -0.0861821620
	          3  17         0.0510041630
	          4   0        -0.0418812703
	  3   3  16  20        -0.0585260493
	  3   3  20  16        -0.0585260493
	  3   3  16  23         0.0562238850
	  3   3  23  16         0.0562238850
	  3   4  16  30        -0.0400141485


	Total # of sigma evaluations: 139
******************************************************************************
tstop called on augustus.chemistry.gatech.edu
Wed Mar 12 18:37:12 2008

user time   =       4.29 seconds =       0.07 minutes
system time =       2.14 seconds =       0.04 minutes
total time  =          7 seconds =       0.12 minutes
******************************************************************************
tstart called on augustus.chemistry.gatech.edu
Wed Mar 12 18:37:12 2008


			**************************
			*        CCLAMBDA        *
			**************************


	Nuclear Rep. energy (chkpt)   =    9.196934380444837
	Reference           (chkpt)   = 0
	SCF energy          (chkpt)   =  -76.052939649648437
	Reference energy    (CC_INFO) =  -76.052939649648437
	CCSD energy         (CC_INFO) =   -0.236721263832381
	Total CCSD energy   (CC_INFO) =  -76.289660913480816

	Input parameters:
	-----------------
	Maxiter       =     450
	Convergence   = 1.0e-07
	Restart       =     Yes
	Cache Level   =     2
	Model III     =     No
	DIIS          =     Yes
	AO Basis      =     No
	ABCD            =     NEW
	Local CC        =     No
	Paramaters for left-handed eigenvectors:
	    Irr   Root  Ground-State?    EOM energy        R0
	  1   0     0        Yes       0.0000000000   1.0000000000
	  2   0     1         No       0.3610350000  -0.0029374543
	  3   0     2         No       0.4151588295  -0.0294749801
	  4   1     1         No       0.3365090066   0.0000000000
	  5   1     2         No       0.4316035679   0.0000000000
	  6   2     1         No       0.2720037294   0.0000000000
	  7   2     2         No       0.3877896686   0.0000000000
	  8   3     1         No       0.4251130068   0.0000000000
	  9   3     2         No       0.4986114594   0.0000000000
	Labels for eigenvector 1:
	LIA 0 -1, Lia 0 -1, LIJAB 0 -1, Lijab 0 -1, LIjAb 0 -1, 2LIjAb - LIjbA 0 -1
	Labels for eigenvector 2:
	LIA 0 0, Lia 0 0, LIJAB 0 0, Lijab 0 0, LIjAb 0 0, 2LIjAb - LIjbA 0 0
	Labels for eigenvector 3:
	LIA 0 1, Lia 0 1, LIJAB 0 1, Lijab 0 1, LIjAb 0 1, 2LIjAb - LIjbA 0 1
	Labels for eigenvector 4:
	LIA 1 0, Lia 1 0, LIJAB 1 0, Lijab 1 0, LIjAb 1 0, 2LIjAb - LIjbA 1 0
	Labels for eigenvector 5:
	LIA 1 1, Lia 1 1, LIJAB 1 1, Lijab 1 1, LIjAb 1 1, 2LIjAb - LIjbA 1 1
	Labels for eigenvector 6:
	LIA 2 0, Lia 2 0, LIJAB 2 0, Lijab 2 0, LIjAb 2 0, 2LIjAb - LIjbA 2 0
	Labels for eigenvector 7:
	LIA 2 1, Lia 2 1, LIJAB 2 1, Lijab 2 1, LIjAb 2 1, 2LIjAb - LIjbA 2 1
	Labels for eigenvector 8:
	LIA 3 0, Lia 3 0, LIJAB 3 0, Lijab 3 0, LIjAb 3 0, 2LIjAb - LIjbA 3 0
	Labels for eigenvector 9:
	LIA 3 1, Lia 3 1, LIJAB 3 1, Lijab 3 1, LIjAb 3 1, 2LIjAb - LIjbA 3 1
Deleting old CC_LAMBDA data.
	Symmetry of left-hand state: A1 
	Symmetry of left-hand eigenvector: A1 

	          Solving Lambda Equations
	          ------------------------
	Iter     PseudoEnergy or Norm         RMS  
	----     ---------------------     --------
	   0        -0.236836389054947    0.000e+00
	   1        -0.233399912536715    2.014e-02
	   2        -0.232595628360010    3.204e-03
	   3        -0.232490349842517    1.541e-03
	   4        -0.232435168589202    4.614e-04
	   5        -0.232438761131594    9.829e-05
	   6        -0.232440911224599    2.730e-05
	   7        -0.232440768784264    6.758e-06
	   8        -0.232440701826821    1.754e-06
	   9        -0.232440701019131    4.137e-07
	  10        -0.232440702628551    9.751e-08

	Largest LIA Amplitudes:
	          3  20        -0.0145095680
	          3  21        -0.0091470912
	          2   1        -0.0064375669
	          4  34         0.0062483594
	          4  35        -0.0045737664
	          2   4         0.0040332790
	          1  11        -0.0039970827
	          2  10        -0.0039434809
	          2  11         0.0031179106
	          2   5        -0.0027455981

	Largest LIjAb Amplitudes:
	  3   3  23  23        -0.0369326324
	  4   4  30  30        -0.0207519832
	  3   3  20  23         0.0184351003
	  3   3  23  20         0.0184351003
	  2   2  10  10        -0.0174053794
	  3   4  23  30         0.0169729587
	  4   3  30  23         0.0169729587
	  4   4  31  31        -0.0164315058
	  2   3  10  23        -0.0163539131
	  3   2  23  10        -0.0163539131

	Iterations converged.

	Overlap <L|e^T> =        0.93446919096
	Symmetry of left-hand state: A1 
	Symmetry of left-hand eigenvector: A1 
	Initial overlap of initial guess <L|R> =    0.9999764728
	Checking overlap of initial guess <L|R> =    1.0000000000

	          Solving Lambda Equations
	          ------------------------
	Iter     PseudoEnergy or Norm         RMS  
	----     ---------------------     --------
	   0        -0.001083890166497    9.751e-08
	   1        -0.001380830392412    5.224e-02
	   2        -0.001262345416737    1.783e-02
	   3        -0.001321484437580    2.475e-03
	   4        -0.001311138831176    1.670e-03
	   5        -0.001318868928285    8.659e-04
	   6        -0.001315359800141    4.696e-04
	   7        -0.001316653523326    1.922e-04
	   8        -0.001317413734465    6.429e-05
	   9        -0.001318032671412    2.780e-05
	  10        -0.001318295179136    1.193e-05
	  11        -0.001318419256393    6.435e-06
	  12        -0.001318479263906    3.158e-06
	  13        -0.001318496895822    1.522e-06
	  14        -0.001318516820934    7.771e-07
	  15        -0.001318531264910    4.025e-07
	  16        -0.001318538679837    1.983e-07
	  17        -0.001318539516084    9.306e-08

	Initial  <L|R>  =        0.9756710129
	Normalizing L...
	L0 * R0 =       -0.0000000000
	L1 * R1 =        0.9331259570
	L2 * R2 =        0.0668740430
	 <L|R>  =        1.0000000000
	Pseudoenergy or Norm of normalized L =   -0.001351418150861

	Largest LIA Amplitudes:
	          2   0         0.6058670466
	          2   2        -0.2522979199
	          3  20         0.1165873222
	          2   1        -0.0732370111
	          2   5        -0.0684437094
	          2   4        -0.0575563463
	          3  21         0.0375964357
	          2   6         0.0342581325
	          2   3         0.0271353496
	          1   0         0.0231305918

	Largest LIjAb Amplitudes:
	  2   2   0   5         0.0447192537
	  2   2   5   0         0.0447192537
	  2   3   0  23        -0.0441262403
	  3   2  23   0        -0.0441262403
	  2   4   0  30         0.0430127620
	  4   2  30   0         0.0430127620
	  2   2   0   1         0.0412853634
	  2   2   1   0         0.0412853634
	  2   3   0  20         0.0370108922
	  3   2  20   0         0.0370108922

	Iterations converged.

	Symmetry of left-hand state: A1 
	Symmetry of left-hand eigenvector: A1 
	Initial overlap of initial guess <L|R> =    0.9979563016
	Checking overlap of initial guess <L|R> =    1.0000000000

	          Solving Lambda Equations
	          ------------------------
	Iter     PseudoEnergy or Norm         RMS  
	----     ---------------------     --------
	   0        -0.006253790234195    9.306e-08
	   1        -0.014457400869142    5.783e-02
	   2        -0.013411576401318    1.957e-02
	   3        -0.013579040885208    2.686e-03
	   4        -0.013567424619729    1.299e-03
	   5        -0.013562612647276    5.225e-04
	   6        -0.013555230804152    3.284e-04
	   7        -0.013550482961615    2.066e-04
	   8        -0.013549749740818    1.085e-04
	   9        -0.013549196684272    4.090e-05
	  10        -0.013549246662029    1.403e-05
	  11        -0.013549213329823    6.148e-06
	  12        -0.013549238938434    3.548e-06
	  13        -0.013549218231333    2.335e-06
	  14        -0.013549215271049    1.342e-06
	  15        -0.013549209313521    6.181e-07
	  16        -0.013549211163783    3.478e-07
	  17        -0.013549209935663    2.188e-07
	  18        -0.013549207031114    1.412e-07
	  19        -0.013549205170809    8.027e-08

	Initial  <L|R>  =        0.9725762223
	Normalizing L...
	L0 * R0 =       -0.0000000000
	L1 * R1 =        0.9319967674
	L2 * R2 =        0.0680032326
	 <L|R>  =        1.0000000000
	Pseudoenergy or Norm of normalized L =   -0.013931252749598

	Largest LIA Amplitudes:
	          3  20        -0.6421385774
	          2   0         0.1285740111
	          2   1         0.1060616087
	          3  21        -0.1031050734
	          2   4        -0.0407121944
	          4  27        -0.0395168140
	          4  28         0.0372534158
	          2   5         0.0366035268
	          4  30         0.0362000783
	          4  26         0.0324979601

	Largest LIjAb Amplitudes:
	  3   3  20  20        -0.1075441163
	  3   3  20  23         0.0546791829
	  3   3  23  20         0.0546791829
	  3   4  20  30        -0.0425375350
	  4   3  30  20        -0.0425375350
	  2   3   5  20        -0.0372056721
	  3   2  20   5        -0.0372056721
	  3   3  20  21        -0.0360268398
	  3   3  21  20        -0.0360268398
	  3   3  20  22        -0.0345128153

	Iterations converged.

	Symmetry of left-hand state: A2 
	Symmetry of left-hand eigenvector: A2 
	Initial overlap of initial guess <L|R> =    1.0000000000
	Checking overlap of initial guess <L|R> =    1.0000000000

	          Solving Lambda Equations
	          ------------------------
	Iter     PseudoEnergy or Norm         RMS  
	----     ---------------------     --------
	   0         1.000000000000000    8.027e-08
	   1         0.961961658991137    5.908e-02
	   2         0.971598180877298    2.227e-02
	   3         0.971793578902915    2.498e-03
	   4         0.972163357594872    1.519e-03
	   5         0.972404619187481    7.333e-04
	   6         0.972526137783174    4.093e-04
	   7         0.972581769880949    1.834e-04
	   8         0.972600013350431    8.332e-05
	   9         0.972604507265978    2.455e-05
	  10         0.972606437087481    7.380e-06
	  11         0.972606313905554    1.659e-06
	  12         0.972606514244582    5.101e-07
	  13         0.972606446574652    2.008e-07
	  14         0.972606462895663    9.148e-08

	Initial  <L|R>  =        0.9715012843
	Normalizing L...
	L0 * R0 =        0.0000000000
	L1 * R1 =        0.9333674210
	L2 * R2 =        0.0666325790
	 <L|R>  =        1.0000000000
	Pseudoenergy or Norm of normalized L =    1.001137598699998

	Largest LIA Amplitudes:
	          3  20        -0.5888335410
	          3  21         0.2557083584
	          3  22        -0.1958202371
	          3  24        -0.1037644254
	          3  65         0.0252868638
	          3  25        -0.0227127176
	          3  26        -0.0118111330
	          3   0         0.0102002785
	          1   0         0.0066595935
	          3  27         0.0046801019

	Largest LIjAb Amplitudes:
	  3   3  23  26         0.0520422421
	  3   3  26  23         0.0520422421
	  3   3  20  26        -0.0483975897
	  3   3  26  20        -0.0483975897
	  3   4  26  30        -0.0437916093
	  4   3  30  26        -0.0437916093
	  2   3   5  26        -0.0381065901
	  3   2  26   5        -0.0381065901
	  3   4  26  27         0.0318782714
	  4   3  27  26         0.0318782714

	Iterations converged.

	Symmetry of left-hand state: A2 
	Symmetry of left-hand eigenvector: A2 
	Initial overlap of initial guess <L|R> =    1.0000000000
	Checking overlap of initial guess <L|R> =    1.0000000000

	          Solving Lambda Equations
	          ------------------------
	Iter     PseudoEnergy or Norm         RMS  
	----     ---------------------     --------
	   0         1.000000000000000    9.148e-08
	   1         0.966279189031565    5.431e-02
	   2         0.975104711920615    2.198e-02
	   3         0.975338542274573    3.237e-03
	   4         0.975856083137149    1.829e-03
	   5         0.976227141780347    8.807e-04
	   6         0.976376491553801    3.586e-04
	   7         0.976417515050405    1.344e-04
	   8         0.976426360504889    7.132e-05
	   9         0.976433786075368    5.964e-05
	  10         0.976448559135053    4.772e-05
	  11         0.976462984978129    2.830e-05
	  12         0.976468402052185    8.380e-06
	  13         0.976467716776695    2.798e-06
	  14         0.976468698087537    1.625e-06
	  15         0.976468511846867    7.267e-07
	  16         0.976468586992538    3.532e-07
	  17         0.976468560991404    1.734e-07
	  18         0.976468555903339    7.645e-08

	Initial  <L|R>  =        0.9754047274
	Normalizing L...
	L0 * R0 =        0.0000000000
	L1 * R1 =        0.9332001933
	L2 * R2 =        0.0667998067
	 <L|R>  =        1.0000000000
	Pseudoenergy or Norm of normalized L =    1.001090653375545

	Largest LIA Amplitudes:
	          3  22        -0.5980094713
	          3  20         0.2567524002
	          3  24        -0.1338892596
	          3  25        -0.1139311442
	          3  21         0.0684210633
	          3  23        -0.0456203162
	          3  65         0.0376683759
	          3  27         0.0104094736
	          3  26        -0.0080603601
	          4  26         0.0063369166

	Largest LIjAb Amplitudes:
	  3   3  23  28         0.0491609978
	  3   3  28  23         0.0491609978
	  3   3  20  28        -0.0450471221
	  3   3  28  20        -0.0450471221
	  3   4  28  30        -0.0431530245
	  4   3  30  28        -0.0431530245
	  2   3   5  28        -0.0372009178
	  3   2  28   5        -0.0372009178
	  3   4  28  28        -0.0333059185
	  4   3  28  28        -0.0333059185

	Iterations converged.

	Symmetry of left-hand state: B1 
	Symmetry of left-hand eigenvector: B1 
	Initial overlap of initial guess <L|R> =    1.0000000000
	Checking overlap of initial guess <L|R> =    1.0000000000

	          Solving Lambda Equations
	          ------------------------
	Iter     PseudoEnergy or Norm         RMS  
	----     ---------------------     --------
	   0         1.000000000000000    7.645e-08
	   1         0.968303029315175    5.244e-02
	   2         0.975535713340100    1.793e-02
	   3         0.975921158337451    2.637e-03
	   4         0.976453712513548    1.729e-03
	   5         0.976813325509604    8.437e-04
	   6         0.977004169021850    4.466e-04
	   7         0.977068027518172    1.642e-04
	   8         0.977078713995967    6.046e-05
	   9         0.977080962726900    2.014e-05
	  10         0.977081974856451    8.755e-06
	  11         0.977081472472939    3.582e-06
	  12         0.977081911347579    1.473e-06
	  13         0.977081740777627    6.188e-07
	  14         0.977081803093569    2.110e-07
	  15         0.977081796485664    8.879e-08

	Initial  <L|R>  =        0.9759702867
	Normalizing L...
	L0 * R0 =        0.0000000000
	L1 * R1 =        0.9326422357
	L2 * R2 =        0.0673577643
	 <L|R>  =        1.0000000000
	Pseudoenergy or Norm of normalized L =    1.001138876666478

	Largest LIA Amplitudes:
	          3  20        -0.6085278524
	          3  22         0.2578150746
	          3  21         0.1144991721
	          3  25         0.0872878243
	          3  24         0.0429210219
	          3  23        -0.0344123074
	          3  65        -0.0323972362
	          3   0         0.0217795257
	          3  26        -0.0128417890
	          3  29         0.0083463037

	Largest LIjAb Amplitudes:
	  3   3   0  23         0.0533099721
	  3   3  23   0         0.0533099721
	  3   3   0  20        -0.0501827544
	  3   3  20   0        -0.0501827544
	  3   4   0  30        -0.0447791843
	  4   3  30   0        -0.0447791843
	  2   3   5   0        -0.0386310229
	  3   2   0   5        -0.0386310229
	  2   3   1   0        -0.0316967415
	  3   2   0   1        -0.0316967415

	Iterations converged.

	Symmetry of left-hand state: B1 
	Symmetry of left-hand eigenvector: B1 
	Initial overlap of initial guess <L|R> =    1.0000000000
	Checking overlap of initial guess <L|R> =    1.0000000000

	          Solving Lambda Equations
	          ------------------------
	Iter     PseudoEnergy or Norm         RMS  
	----     ---------------------     --------
	   0         1.000000000000000    8.879e-08
	   1         0.963903199105383    5.651e-02
	   2         0.972451466668463    1.941e-02
	   3         0.972722317027258    2.451e-03
	   4         0.973099917792508    1.421e-03
	   5         0.973297876337030    6.213e-04
	   6         0.973391203078802    3.331e-04
	   7         0.973433157345719    1.578e-04
	   8         0.973443583990131    9.135e-05
	   9         0.973451219937051    6.836e-05
	  10         0.973459306612985    4.900e-05
	  11         0.973462851875896    3.195e-05
	  12         0.973466739263562    2.036e-05
	  13         0.973465877370821    1.100e-05
	  14         0.973467022778886    5.946e-06
	  15         0.973466470720665    3.314e-06
	  16         0.973466726217474    2.273e-06
	  17         0.973466750270257    9.941e-07
	  18         0.973466723128319    4.517e-07
	  19         0.973466731435368    1.716e-07
	  20         0.973466723914155    9.022e-08

	Initial  <L|R>  =        0.9723310793
	Normalizing L...
	L0 * R0 =        0.0000000000
	L1 * R1 =        0.9352155408
	L2 * R2 =        0.0647844592
	 <L|R>  =        1.0000000000
	Pseudoenergy or Norm of normalized L =    1.001167960872002

	Largest LIA Amplitudes:
	          3  21         0.6477823629
	          3  20         0.1246572656
	          3  25         0.1024657334
	          3  24        -0.1000213849
	          3  23        -0.0774053335
	          3  65         0.0256273852
	          3  22        -0.0181882865
	          3  27        -0.0160904760
	          3  26        -0.0159410469
	          3  28        -0.0142941268

	Largest LIjAb Amplitudes:
	  3   3   1  23        -0.0558889632
	  3   3  23   1        -0.0558889632
	  3   3   1  20         0.0533458059
	  3   3  20   1         0.0533458059
	  3   4   1  30         0.0446211822
	  4   3  30   1         0.0446211822
	  2   3   5   1         0.0417064993
	  3   2   1   5         0.0417064993
	  2   3   1   1         0.0377099582
	  3   2   1   1         0.0377099582

	Iterations converged.

	Symmetry of left-hand state: B2 
	Symmetry of left-hand eigenvector: B2 
	Initial overlap of initial guess <L|R> =    1.0000000000
	Checking overlap of initial guess <L|R> =    1.0000000000

	          Solving Lambda Equations
	          ------------------------
	Iter     PseudoEnergy or Norm         RMS  
	----     ---------------------     --------
	   0         1.000000000000000    9.022e-08
	   1         0.961143813078043    6.009e-02
	   2         0.971138117433292    2.390e-02
	   3         0.971441701227755    2.394e-03
	   4         0.971867137908543    1.739e-03
	   5         0.972277969907062    9.997e-04
	   6         0.972570449164777    6.059e-04
	   7         0.972714190895306    2.771e-04
	   8         0.972755618581573    1.161e-04
	   9         0.972773047067432    5.701e-05
	  10         0.972777308208136    3.172e-05
	  11         0.972780119226644    2.033e-05
	  12         0.972781448315581    9.454e-06
	  13         0.972781467778932    3.704e-06
	  14         0.972781726187650    1.688e-06
	  15         0.972781807894893    1.207e-06
	  16         0.972781990015819    7.908e-07
	  17         0.972782045714167    3.602e-07
	  18         0.972782055883879    1.510e-07
	  19         0.972782045311242    7.640e-08

	Initial  <L|R>  =        0.9717520656
	Normalizing L...
	L0 * R0 =        0.0000000000
	L1 * R1 =        0.9340757478
	L2 * R2 =        0.0659242522
	 <L|R>  =        1.0000000000
	Pseudoenergy or Norm of normalized L =    1.001059920271802

	Largest LIA Amplitudes:
	          2   0        -0.6015197778
	          2   1         0.2561898200
	          2   2        -0.1565265168
	          2   4        -0.0882262122
	          3  20         0.0415216470
	          2   6         0.0230656971
	          1   0        -0.0190773385
	          3  21        -0.0110789458
	          2   8        -0.0106166884
	          2   7         0.0095203429

	Largest LIjAb Amplitudes:
	  2   3  26  23         0.0443453727
	  3   2  23  26         0.0443453727
	  2   2   5  26        -0.0439904583
	  2   2  26   5        -0.0439904583
	  2   4  26  30        -0.0433496674
	  4   2  30  26        -0.0433496674
	  2   3  26  20        -0.0407452743
	  3   2  20  26        -0.0407452743
	  2   2   1  26        -0.0383505560
	  2   2  26   1        -0.0383505560

	Iterations converged.

	Symmetry of left-hand state: B2 
	Symmetry of left-hand eigenvector: B2 
	Initial overlap of initial guess <L|R> =    1.0000000000
	Checking overlap of initial guess <L|R> =    1.0000000000

	          Solving Lambda Equations
	          ------------------------
	Iter     PseudoEnergy or Norm         RMS  
	----     ---------------------     --------
	   0         0.999999999999999    7.640e-08
	   1         0.965064536752881    5.746e-02
	   2         0.972449428522596    1.699e-02
	   3         0.972574207292334    2.413e-03
	   4         0.972831801855551    1.420e-03
	   5         0.972967496960067    9.178e-04
	   6         0.973021735306985    8.018e-04
	   7         0.973082063498884    7.289e-04
	   8         0.973170569093402    6.170e-04
	   9         0.973240760743333    4.253e-04
	  10         0.973290253601874    3.254e-04
	  11         0.973331173967837    2.895e-04
	  12         0.973387059741983    2.535e-04
	  13         0.973458990857627    2.012e-04
	  14         0.973520509576693    1.383e-04
	  15         0.973542422853512    9.487e-05
	  16         0.973556098048146    6.003e-05
	  17         0.973558770809595    4.569e-05
	  18         0.973560158717813    2.954e-05
	  19         0.973560493076777    2.211e-05
	  20         0.973562752343499    1.652e-05
	  21         0.973564019683468    1.011e-05
	  22         0.973564712262504    6.260e-06
	  23         0.973565472963688    5.144e-06
	  24         0.973566571091482    4.549e-06
	  25         0.973567618867421    3.709e-06
	  26         0.973568847674921    3.121e-06
	  27         0.973570170772978    2.689e-06
	  28         0.973571335431627    1.832e-06
	  29         0.973571483126176    1.116e-06
	  30         0.973571542450856    7.351e-07
	  31         0.973571576447751    4.480e-07
	  32         0.973571574774097    1.899e-07
	  33         0.973571576320706    6.202e-08

	Initial  <L|R>  =        0.9717039711
	Normalizing L...
	L0 * R0 =        0.0000000000
	L1 * R1 =        0.9284016887
	L2 * R2 =        0.0715983113
	 <L|R>  =        1.0000000000
	Pseudoenergy or Norm of normalized L =    1.001921989905149

	Largest LIA Amplitudes:
	          3  20        -0.6524788217
	          2   2         0.1172611247
	          2   0        -0.0866159538
	          4  26        -0.0618669744
	          3  21         0.0503106768
	          4  28         0.0453229383
	          3  22         0.0378230173
	          2   4         0.0350732125
	          2   5         0.0329658941
	          4  31         0.0148399821

	Largest LIjAb Amplitudes:
	  3   3  16  23         0.0628261714
	  3   3  23  16         0.0628261714
	  3   3  16  20        -0.0579428565
	  3   3  20  16        -0.0579428565
	  3   4  16  30        -0.0489048505
	  4   3  30  16        -0.0489048505
	  2   3   5  16        -0.0416399772
	  3   2  16   5        -0.0416399772
	  3   3  16  22        -0.0364078035
	  3   3  22  16        -0.0364078035

	Iterations converged.

	<L|R> overlap matrix with ROHF quantities (-99 => 0 by symmetry)

           1           2           3           4           5           6           7           8           9

    1   1.0000000  -0.0000000   0.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000
    2   0.0000000   1.0000000   0.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000
    3   0.0000000   0.0000000   1.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000
    4 -99.0000000 -99.0000000 -99.0000000   1.0000000  -0.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000
    5 -99.0000000 -99.0000000 -99.0000000  -0.0000000   1.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000
    6 -99.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000   1.0000000  -0.0000000 -99.0000000 -99.0000000
    7 -99.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000  -0.0000000   1.0000000 -99.0000000 -99.0000000
    8 -99.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000   1.0000000   0.0000000
    9 -99.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000   0.0000000   1.0000000
	<L|R> overlap matrix with RHF quantities (-99 => 0 by symmetry)

           1           2           3           4           5           6           7           8           9

    1   1.0000000   0.0000000  -0.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000
    2   0.0000000   1.0000000   0.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000
    3   0.0000000   0.0000000   1.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000
    4 -99.0000000 -99.0000000 -99.0000000   1.0000000  -0.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000
    5 -99.0000000 -99.0000000 -99.0000000  -0.0000000   1.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000
    6 -99.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000   1.0000000   0.0000000 -99.0000000 -99.0000000
    7 -99.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000   0.0000000   1.0000000 -99.0000000 -99.0000000
    8 -99.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000   1.0000000  -0.0000000
    9 -99.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000 -99.0000000  -0.0000000   1.0000000

	Projections for excited state, irrep A1 , root 0:
	<0|Le^(-T)|0><0|Re^T|0>  =    0.0000156681
	<0|Le^(-T)|S><S|Re^T|0>  =    0.9393358100
	<0|Le^(-T)|D><D|Re^T|0>  =    0.0606485220
	Sum of above             =    1.0000000000
	Approx. excitation level =    1.0606328539

	Projections for excited state, irrep A1 , root 1:
	<0|Le^(-T)|0><0|Re^T|0>  =    0.0011991963
	<0|Le^(-T)|S><S|Re^T|0>  =    0.9380275075
	<0|Le^(-T)|D><D|Re^T|0>  =    0.0607732962
	Sum of above             =    1.0000000000
	Approx. excitation level =    1.0595741000

	Projections for excited state, irrep A1 , root 0:
	<0|Le^(-T)|0><0|Re^T|0>  =   -0.0000000000
	<0|Le^(-T)|S><S|Re^T|0>  =    0.9391523769
	<0|Le^(-T)|D><D|Re^T|0>  =    0.0608476231
	Sum of above             =    1.0000000000
	Approx. excitation level =    1.0608476231

	Projections for excited state, irrep A1 , root 1:
	<0|Le^(-T)|0><0|Re^T|0>  =   -0.0000000000
	<0|Le^(-T)|S><S|Re^T|0>  =    0.9386707009
	<0|Le^(-T)|D><D|Re^T|0>  =    0.0613292991
	Sum of above             =    1.0000000000
	Approx. excitation level =    1.0613292991

	Projections for excited state, irrep A1 , root 0:
	<0|Le^(-T)|0><0|Re^T|0>  =   -0.0000000000
	<0|Le^(-T)|S><S|Re^T|0>  =    0.9382744723
	<0|Le^(-T)|D><D|Re^T|0>  =    0.0617255277
	Sum of above             =    1.0000000000
	Approx. excitation level =    1.0617255277

	Projections for excited state, irrep A1 , root 1:
	<0|Le^(-T)|0><0|Re^T|0>  =   -0.0000000000
	<0|Le^(-T)|S><S|Re^T|0>  =    0.9407381342
	<0|Le^(-T)|D><D|Re^T|0>  =    0.0592618658
	Sum of above             =    1.0000000000
	Approx. excitation level =    1.0592618658

	Projections for excited state, irrep A1 , root 0:
	<0|Le^(-T)|0><0|Re^T|0>  =   -0.0000000000
	<0|Le^(-T)|S><S|Re^T|0>  =    0.9405603202
	<0|Le^(-T)|D><D|Re^T|0>  =    0.0594396798
	Sum of above             =    1.0000000000
	Approx. excitation level =    1.0594396798

	Projections for excited state, irrep A1 , root 1:
	<0|Le^(-T)|0><0|Re^T|0>  =   -0.0000000000
	<0|Le^(-T)|S><S|Re^T|0>  =    0.9346828637
	<0|Le^(-T)|D><D|Re^T|0>  =    0.0653171363
	Sum of above             =    1.0000000000
	Approx. excitation level =    1.0653171363
******************************************************************************
tstop called on augustus.chemistry.gatech.edu
Wed Mar 12 18:37:17 2008

user time   =       3.14 seconds =       0.05 minutes
system time =       1.98 seconds =       0.03 minutes
total time  =          5 seconds =       0.08 minutes
******************************************************************************
tstart called on augustus.chemistry.gatech.edu
Wed Mar 12 18:37:18 2008


			**************************
			*                        *
			*        CCDENSITY       *
			*                        *
			**************************


	Nuclear Rep. energy (chkpt)   =    9.196934380444837
	SCF energy          (chkpt)   =  -76.052939649648437
	Reference energy    (file100) =  -76.052939649648437
	CCSD energy         (CC_INFO) =   -0.236721263832381
	Total CCSD energy   (CC_INFO) =  -76.289660913480816

	Input parameters:
	-----------------
	Tolerance        = 1.0e-14
	Cache Level      = 2
	AO Basis         = No
	OPDM Only        = Yes
	Relax OPDM       = No
	Compute Xi       = No
	Use Zeta         = No
	Xi connected     = No
	Number of States = 9

	Ground?  State     EOM Energy       R0
	  Yes     0A1     0.0000000000   1.00000000
	   No     1A1     0.3610350000  -0.00293745
	   No     2A1     0.4151588295  -0.02947498
	   No     1A2     0.3365090066   0.00000000
	   No     2A2     0.4316035679   0.00000000
	   No     1B1     0.2720037294   0.00000000
	   No     2B1     0.3877896686   0.00000000
	   No     1B2     0.4251130068   0.00000000
	   No     2B2     0.4986114594   0.00000000

	Oscillator Strength for 1A1 
	                              X    	       Y    	       Z
	<0|mu_e|n>               0.00000000 	  0.00000000 	 -0.62299978
	<n|mu_e|0>               0.00000000 	  0.00000000 	 -0.65616308
	Dipole Strength          0.40878945 
	Oscillator Strength      0.09839153 

	Length-Gauge Rotational Strength for 1A1 
	                              X    	       Y    	       Z
	<0|mu_e|n>               0.00000000 	  0.00000000 	 -0.62299978
	<n|mu_m|0>               0.00000000 	  0.00000000 	  0.00000000
	<0|mu_m|n>*              0.00000000 	  0.00000000 	  0.00000000
	<n|mu_e|0>*              0.00000000 	  0.00000000 	 -0.65616308

	Rotational Strength (au)                 -0.00000000
	Rotational Strength (10^-40 esu^2 cm^2)  -0.00000000

	Velocity-Gauge Rotational Strength for 1A1 
	                              X    	       Y    	       Z
	<0|mu_e|n>               0.00000000 	  0.00000000 	 -0.22836991
	<n|mu_m|0>               0.00000000 	  0.00000000 	  0.00000000
	<0|mu_m|n>*              0.00000000 	  0.00000000 	  0.00000000
	<n|mu_e|0>*              0.00000000 	  0.00000000 	 -0.23147541

	Rotational Strength (au)                 -0.00000000
	Rotational Strength (10^-40 esu^2 cm^2)  -0.00000000

	Oscillator Strength for 2A1 
	                              X    	       Y    	       Z
	<0|mu_e|n>              -0.00000000 	  0.00000000 	 -0.09327682
	<n|mu_e|0>              -0.00000000 	 -0.00000000 	 -0.10151779
	Dipole Strength          0.00946926 
	Oscillator Strength      0.00262083 

	Length-Gauge Rotational Strength for 2A1 
	                              X    	       Y    	       Z
	<0|mu_e|n>              -0.00000000 	  0.00000000 	 -0.09327682
	<n|mu_m|0>               0.00000000 	  0.00000000 	  0.00000000
	<0|mu_m|n>*              0.00000000 	  0.00000000 	  0.00000000
	<n|mu_e|0>*             -0.00000000 	 -0.00000000 	 -0.10151779

	Rotational Strength (au)                 -0.00000000
	Rotational Strength (10^-40 esu^2 cm^2)  -0.00000000

	Velocity-Gauge Rotational Strength for 2A1 
	                              X    	       Y    	       Z
	<0|mu_e|n>              -0.00000000 	 -0.00000000 	 -0.04332666
	<n|mu_m|0>               0.00000000 	  0.00000000 	  0.00000000
	<0|mu_m|n>*              0.00000000 	  0.00000000 	  0.00000000
	<n|mu_e|0>*             -0.00000000 	 -0.00000000 	 -0.04105365

	Rotational Strength (au)                 -0.00000000
	Rotational Strength (10^-40 esu^2 cm^2)  -0.00000000

	Oscillator Strength for 1A2 
	                              X    	       Y    	       Z
	<0|mu_e|n>              -0.00000000 	 -0.00000000 	 -0.00000000
	<n|mu_e|0>              -0.00000000 	 -0.00000000 	 -0.00000000
	Dipole Strength          0.00000000 
	Oscillator Strength      0.00000000 

	Length-Gauge Rotational Strength for 1A2 
	                              X    	       Y    	       Z
	<0|mu_e|n>              -0.00000000 	 -0.00000000 	 -0.00000000
	<n|mu_m|0>               0.00000000 	 -0.00000000 	 -0.02211580
	<0|mu_m|n>*              0.00000000 	 -0.00000000 	 -0.02475024
	<n|mu_e|0>*             -0.00000000 	 -0.00000000 	 -0.00000000

	Rotational Strength (au)                  0.00000000
	Rotational Strength (10^-40 esu^2 cm^2)   0.00000000

	Velocity-Gauge Rotational Strength for 1A2 
	                              X    	       Y    	       Z
	<0|mu_e|n>              -0.00000000 	 -0.00000000 	 -0.00000000
	<n|mu_m|0>               0.00000000 	 -0.00000000 	 -0.02211580
	<0|mu_m|n>*              0.00000000 	 -0.00000000 	 -0.02475024
	<n|mu_e|0>*             -0.00000000 	 -0.00000000 	 -0.00000000

	Rotational Strength (au)                  0.00000000
	Rotational Strength (10^-40 esu^2 cm^2)   0.00000000

	Oscillator Strength for 2A2 
	                              X    	       Y    	       Z
	<0|mu_e|n>              -0.00000000 	 -0.00000000 	 -0.00000000
	<n|mu_e|0>              -0.00000000 	 -0.00000000 	 -0.00000000
	Dipole Strength          0.00000000 
	Oscillator Strength      0.00000000 

	Length-Gauge Rotational Strength for 2A2 
	                              X    	       Y    	       Z
	<0|mu_e|n>              -0.00000000 	 -0.00000000 	 -0.00000000
	<n|mu_m|0>               0.00000000 	  0.00000000 	 -0.10261661
	<0|mu_m|n>*              0.00000000 	  0.00000000 	 -0.10053837
	<n|mu_e|0>*             -0.00000000 	 -0.00000000 	 -0.00000000

	Rotational Strength (au)                  0.00000000
	Rotational Strength (10^-40 esu^2 cm^2)   0.00000000

	Velocity-Gauge Rotational Strength for 2A2 
	                              X    	       Y    	       Z
	<0|mu_e|n>               0.00000000 	 -0.00000000 	 -0.00000000
	<n|mu_m|0>               0.00000000 	  0.00000000 	 -0.10261661
	<0|mu_m|n>*              0.00000000 	  0.00000000 	 -0.10053837
	<n|mu_e|0>*              0.00000000 	 -0.00000000 	 -0.00000000

	Rotational Strength (au)                  0.00000000
	Rotational Strength (10^-40 esu^2 cm^2)   0.00000000

	Oscillator Strength for 1B1 
	                              X    	       Y    	       Z
	<0|mu_e|n>              -0.53233265 	  0.00000000 	  0.00000000
	<n|mu_e|0>              -0.56594497 	  0.00000000 	  0.00000000
	Dipole Strength          0.30127099 
	Oscillator Strength      0.05463122 

	Length-Gauge Rotational Strength for 1B1 
	                              X    	       Y    	       Z
	<0|mu_e|n>              -0.53233265 	  0.00000000 	  0.00000000
	<n|mu_m|0>               0.00000000 	 -0.04448504 	 -0.00000000
	<0|mu_m|n>*              0.00000000 	 -0.04353001 	 -0.00000000
	<n|mu_e|0>*             -0.56594497 	  0.00000000 	  0.00000000

	Rotational Strength (au)                 -0.00000000
	Rotational Strength (10^-40 esu^2 cm^2)  -0.00000000

	Velocity-Gauge Rotational Strength for 1B1 
	                              X    	       Y    	       Z
	<0|mu_e|n>              -0.15352023 	  0.00000000 	  0.00000000
	<n|mu_m|0>               0.00000000 	 -0.04448504 	 -0.00000000
	<0|mu_m|n>*              0.00000000 	 -0.04353001 	 -0.00000000
	<n|mu_e|0>*             -0.15306641 	  0.00000000 	  0.00000000

	Rotational Strength (au)                 -0.00000000
	Rotational Strength (10^-40 esu^2 cm^2)  -0.00000000

	Oscillator Strength for 2B1 
	                              X    	       Y    	       Z
	<0|mu_e|n>               0.16670496 	 -0.00000000 	 -0.00000000
	<n|mu_e|0>               0.17509436 	 -0.00000000 	 -0.00000000
	Dipole Strength          0.02918910 
	Oscillator Strength      0.00754615 

	Length-Gauge Rotational Strength for 2B1 
	                              X    	       Y    	       Z
	<0|mu_e|n>               0.16670496 	 -0.00000000 	 -0.00000000
	<n|mu_m|0>               0.00000000 	  0.01125230 	 -0.00000000
	<0|mu_m|n>*              0.00000000 	  0.00950077 	 -0.00000000
	<n|mu_e|0>*              0.17509436 	 -0.00000000 	 -0.00000000

	Rotational Strength (au)                 -0.00000000
	Rotational Strength (10^-40 esu^2 cm^2)  -0.00000000

	Velocity-Gauge Rotational Strength for 2B1 
	                              X    	       Y    	       Z
	<0|mu_e|n>               0.06043762 	 -0.00000000 	 -0.00000000
	<n|mu_m|0>               0.00000000 	  0.01125230 	 -0.00000000
	<0|mu_m|n>*              0.00000000 	  0.00950077 	 -0.00000000
	<n|mu_e|0>*              0.06354690 	 -0.00000000 	 -0.00000000

	Rotational Strength (au)                 -0.00000000
	Rotational Strength (10^-40 esu^2 cm^2)  -0.00000000

	Oscillator Strength for 1B2 
	                              X    	       Y    	       Z
	<0|mu_e|n>               0.00000000 	 -0.24596687 	 -0.00000000
	<n|mu_e|0>               0.00000000 	 -0.25990132 	 -0.00000000
	Dipole Strength          0.06392712 
	Oscillator Strength      0.01811750 

	Length-Gauge Rotational Strength for 1B2 
	                              X    	       Y    	       Z
	<0|mu_e|n>               0.00000000 	 -0.24596687 	 -0.00000000
	<n|mu_m|0>              -0.03020666 	  0.00000000 	  0.00000000
	<0|mu_m|n>*             -0.03104218 	  0.00000000 	  0.00000000
	<n|mu_e|0>*              0.00000000 	 -0.25990132 	 -0.00000000

	Rotational Strength (au)                 -0.00000000
	Rotational Strength (10^-40 esu^2 cm^2)  -0.00000000

	Velocity-Gauge Rotational Strength for 1B2 
	                              X    	       Y    	       Z
	<0|mu_e|n>               0.00000000 	 -0.09747268 	  0.00000000
	<n|mu_m|0>              -0.03020666 	  0.00000000 	  0.00000000
	<0|mu_m|n>*             -0.03104218 	  0.00000000 	  0.00000000
	<n|mu_e|0>*              0.00000000 	 -0.10232682 	  0.00000000

	Rotational Strength (au)                 -0.00000000
	Rotational Strength (10^-40 esu^2 cm^2)  -0.00000000

	Oscillator Strength for 2B2 
	                              X    	       Y    	       Z
	<0|mu_e|n>              -0.00000000 	 -0.43941388 	 -0.00000000
	<n|mu_e|0>              -0.00000000 	 -0.43178366 	 -0.00000000
	Dipole Strength          0.18973173 
	Oscillator Strength      0.06306828 

	Length-Gauge Rotational Strength for 2B2 
	                              X    	       Y    	       Z
	<0|mu_e|n>              -0.00000000 	 -0.43941388 	 -0.00000000
	<n|mu_m|0>               0.02050460 	  0.00000000 	 -0.00000000
	<0|mu_m|n>*              0.01995487 	  0.00000000 	 -0.00000000
	<n|mu_e|0>*             -0.00000000 	 -0.43178366 	 -0.00000000

	Rotational Strength (au)                 -0.00000000
	Rotational Strength (10^-40 esu^2 cm^2)  -0.00000000

	Velocity-Gauge Rotational Strength for 2B2 
	                              X    	       Y    	       Z
	<0|mu_e|n>               0.00000000 	 -0.22293278 	 -0.00000000
	<n|mu_m|0>               0.02050460 	  0.00000000 	 -0.00000000
	<0|mu_m|n>*              0.01995487 	  0.00000000 	 -0.00000000
	<n|mu_e|0>*              0.00000000 	 -0.20767862 	 -0.00000000

	Rotational Strength (au)                 -0.00000000
	Rotational Strength (10^-40 esu^2 cm^2)  -0.00000000

	                   Excitation Energy          OS       RS        RS
	State   (eV)    (cm^-1)    (nm)     (au)              (l,au)   (v,au)
	 1A1    9.824   79238.0   126.2   0.361035   0.0984  -0.0000  -0.0000
	 2A1   11.297   91116.8   109.7   0.415159   0.0026  -0.0000  -0.0000
	 1A2    9.157   73855.2   135.4   0.336509   0.0000   0.0000   0.0000
	 2A2   11.745   94726.0   105.6   0.431604   0.0000   0.0000   0.0000
	 1B1    7.402   59697.9   167.5   0.272004   0.0546  -0.0000  -0.0000
	 2B1   10.552   85110.0   117.5   0.387790   0.0075  -0.0000  -0.0000
	 1B2   11.568   93301.5   107.2   0.425113   0.0181  -0.0000  -0.0000
	 2B2   13.568  109432.6    91.4   0.498611   0.0631  -0.0000  -0.0000

******************************************************************************
tstop called on augustus.chemistry.gatech.edu
Wed Mar 12 18:37:21 2008

user time   =       0.42 seconds =       0.01 minutes
system time =       0.29 seconds =       0.00 minutes
total time  =          3 seconds =       0.05 minutes
******************************************************************************
tstart called on augustus.chemistry.gatech.edu
Wed Mar 12 18:37:21 2008

    **********************************************
    *                    OEPROP                  *
    *          A simple property program         *
    *              by a big TOOL fan             *
    **********************************************


  TASKS to be performed :
    $One-particle density in MO basis in SQUARE form will be read from file73.
    $Only electric dipole moment will be computed.
    $Reference point for the electric multipole moments calculation is 
      the center of mass.
    $Reference point for the electric angular momentum calculation is 
      at (0.000000 0.000000 0.000000)
    $Electrostatic properties at the nuclei will be evaluated.

  Title : 'RHF EOM CCSD expectation value dipole moments'

  List of PARAMETERS :
    # of atoms                 =      3
    # of molecular orbitals    =     42
    # of basis functions       =     42
    # of atomic orbitals       =     44
    # of irreps                =      4
    Total charge               =      0
    # of unique shells         =     20
    # of primitives            =     30
    Print level                =      1

  List of GRID PARAMETERS :
    GRID_ORIGIN                =	(  0.00000  0.00000  0.00000 )
    GRID_STEP_X                =	(  0.00000  0.00000  0.00000 )
    GRID_STEP_Y                =	(  0.00000  0.00000  0.00000 )
    NIX                        =	  11
    NIY                        =	  11
    GRID_ZMIN                  =	   0.00000
    GRID_ZMAX                  =	   3.00000

	Densities available up to root 9
	** Analyzing density number 1 **
 --------------------------------------------------------------
   ** Mulliken population analysis of one-particle density **
 --------------------------------------------------------------

 -Gross orbital populations :

  Center   AO          L          Q(AO)
  ------  ----        ---      -----------
     2      1          0        0.75402906
     2      2          0        1.22505143
     2      3          0        0.89033238
     2      4          0        0.64631045
     2      5          0       -0.22739083
     2      6          1        1.29690856
     2      7          1        0.98843558
     2      8          1        1.11571078
     2      9          1        0.53245170
     2     10          1        0.05186081
     2     11          1        0.27332388
     2     12          1        0.06844597
     2     13          1       -0.07185628
     2     14          1       -0.00222077
     2     15          2       -0.00190434
     2     16          2        0.00535602
     2     17          2        0.00710873
     2     18          2        0.01341409
     2     19          2        0.01917857
     2     20          2        0.00299154
     2     21          2        0.01889691
     2     22          2        0.00079286
     2     23          2        0.00228162
     2     24          2       -0.01374378
     2     25          2       -0.02467488
     2     26          2       -0.00943296
     3     27          0        0.82445889
     3     28          0        0.26524353
     3     29          0        0.00422292
     3     30          1        0.04840822
     3     31          1        0.05445556
     3     32          1        0.04525544
     3     33          1       -0.00450563
     3     34          1       -0.02006745
     3     35          1        0.00169996
     1     36          0        0.82445889
     1     37          0        0.26524353
     1     38          0        0.00422292
     1     39          1        0.04840822
     1     40          1        0.05445556
     1     41          1        0.04525544
     1     42          1       -0.00450563
     1     43          1       -0.02006745
     1     44          1        0.00169996


 -Atomic bond populations :

           1           2           3

    1   1.0860474   0.0943151  -0.2135837
    2   0.0943151   6.4948913   0.0943151
    3  -0.2135837   0.0943151   1.0860474


 -Gross atomic populations and net charges :

    Center    Atomic Population    Net Charge
    ------    -----------------    ----------
       1            1.219171        -0.219171
       2            7.561657        +0.438343
       3            1.219171        -0.219171


 --------------------------------------------------------------
                *** Electric multipole moments ***
 --------------------------------------------------------------

 -Coordinates of the reference point (a.u.) :
           x                     y                     z
  --------------------  --------------------  --------------------
         -0.0000000000         -0.0000000000          0.0000000000

 -Electric dipole moment (expectation values) :

    mu(X)  =   0.00000 D  =   5.81929477e-47 C*m  =   0.00000000 a.u.
    mu(Y)  =  -0.00000 D  =  -6.26944762e-45 C*m  =  -0.00000000 a.u.
    mu(Z)  =   1.84034 D  =   6.13870062e-30 C*m  =   0.72404358 a.u.
    |mu|   =   1.84034 D  =   6.13870062e-30 C*m  =   0.72404358 a.u.


 --------------------------------------------------------------
              *** Electronic angular momentum ***
 --------------------------------------------------------------

 -Coordinates of the reference point (a.u.) :
           x                     y                     z
  --------------------  --------------------  --------------------
          0.0000000000          0.0000000000         -0.0000000000

 -Electronic angular momentum (expectation values) :

    Lx  =   0.00000000 a.u.
    Ly  =   0.00000000 a.u.
    Lz  =   0.00000000 a.u.


 --------------------------------------------------------------
      *** Electrostatic  properties at atomic centers ***
 --------------------------------------------------------------

 -Coordinates of atomic centers (a.u.):
    #   Charge           x                     y                     z
   ---  ------  --------------------  --------------------  --------------------
    1      1           -0.0000000000         -1.4299366110          0.9832658454
    2      8            0.0000000000         -0.0000000000         -0.1239093744
    3      1           -0.0000000000          1.4299366110          0.9832658454


 -Electrostatic potential and electric field (a.u.) :

    Center         phi            Ex             Ey           Ez
    ------    ------------   ------------  ------------  ------------
       1       -0.98148928    -0.00000000   -0.03424895    0.02728415
       2      -22.30032671    -0.00000000    0.00000000   -0.07187055
       3       -0.98148928    -0.00000000    0.03424895    0.02728415


 -Electric field gradient (regular form) (a.u.):

    Center           XX                    YY                    ZZ
    ------  --------------------  --------------------  --------------------
       1             -1.35870861           -1.92606114           -1.70319449
       2          -1243.13213646        -1246.19340035        -1244.97280565
       3             -1.35870861           -1.92606114           -1.70319449

    Center           XY                    XZ                    YZ
    ------  --------------------  --------------------  --------------------
       1             -0.00000000            0.00000000           -1.58752099
       2             -0.00000000           -0.00000000            0.00000000
       3              0.00000000            0.00000000            1.58752099


 -Electric field gradient (traceless tensor form) (a.u.):

    Center        XX - RR/3             YY - RR/3             ZZ - RR/3
    ------  --------------------  --------------------  --------------------
       1              0.30394614           -0.26340639           -0.04053974
       2              1.63397769           -1.42728619           -0.20669149
       3              0.30394614           -0.26340639           -0.04053974

    Center           XY                    XZ                    YZ
    ------  --------------------  --------------------  --------------------
       1             -0.00000000            0.00000000           -1.58752099
       2             -0.00000000           -0.00000000            0.00000000
       3              0.00000000            0.00000000            1.58752099


 -Electron density (a.u.):

    Center           rho
    ------  --------------------
       1              0.39692958
       2            297.16602009
       3              0.39692958


 --------------------------------------------------------------
                *** Miscellaneous properties ***
 --------------------------------------------------------------

 -Relativistic MVD one-electron corrections to the energy (a.u.):

    Mass-velocity (p^4) term     :   -0.251043187796247
    One-electron Darwin term     :   0.198922876706472
    Total one-electron MVD terms :   -0.052120311089775

	** Analyzing density number 2 **
 --------------------------------------------------------------
   ** Mulliken population analysis of one-particle density **
 --------------------------------------------------------------

 -Gross orbital populations :

  Center   AO          L          Q(AO)
  ------  ----        ---      -----------
     2      1          0        0.75487182
     2      2          0        1.22389867
     2      3          0        0.93656779
     2      4          0        0.53312056
     2      5          0       -0.23739240
     2      6          1        1.43489694
     2      7          1        1.13147539
     2      8          1        0.75749293
     2      9          1        0.42968118
     2     10          1        0.02336717
     2     11          1        0.08243307
     2     12          1        0.07531348
     2     13          1       -0.07462398
     2     14          1       -0.01011494
     2     15          2       -0.01089016
     2     16          2        0.00046101
     2     17          2        0.00236508
     2     18          2        0.00971178
     2     19          2        0.01083543
     2     20          2        0.00510989
     2     21          2        0.00491009
     2     22          2        0.00029276
     2     23          2        0.00163563
     2     24          2        0.01202095
     2     25          2       -0.02308568
     2     26          2       -0.01549091
     3     27          0        0.70350724
     3     28          0        0.29582633
     3     29          0        0.34415203
     3     30          1        0.03812908
     3     31          1        0.06642817
     3     32          1        0.04680655
     3     33          1       -0.01024482
     3     34          1       -0.01745213
     3     35          1        0.00341577
     1     36          0        0.70350724
     1     37          0        0.29582633
     1     38          0        0.34415203
     1     39          1        0.03812908
     1     40          1        0.06642817
     1     41          1        0.04680655
     1     42          1       -0.01024482
     1     43          1       -0.01745213
     1     44          1        0.00341577


 -Atomic bond populations :

           1           2           3

    1   1.0345698   0.2004541  -0.0086689
    2   0.2004541   6.0010219   0.2004541
    3  -0.0086689   0.2004541   1.0345698


 -Gross atomic populations and net charges :

    Center    Atomic Population    Net Charge
    ------    -----------------    ----------
       1            1.470568        -0.470568
       2            7.058864        +0.941136
       3            1.470568        -0.470568


 --------------------------------------------------------------
                *** Electric multipole moments ***
 --------------------------------------------------------------

 -Coordinates of the reference point (a.u.) :
           x                     y                     z
  --------------------  --------------------  --------------------
         -0.0000000000          0.0000000000          0.0000000000

 -Electric dipole moment (expectation values) :

    mu(X)  =   0.00000 D  =   1.15381023e-45 C*m  =   0.00000000 a.u.
    mu(Y)  =  -0.00000 D  =  -2.01488177e-44 C*m  =  -0.00000000 a.u.
    mu(Z)  =  -1.33116 D  =  -4.44026216e-30 C*m  =  -0.52371724 a.u.
    |mu|   =   1.33116 D  =   4.44026216e-30 C*m  =   0.52371724 a.u.


 --------------------------------------------------------------
              *** Electronic angular momentum ***
 --------------------------------------------------------------

 -Coordinates of the reference point (a.u.) :
           x                     y                     z
  --------------------  --------------------  --------------------
          0.0000000000          0.0000000000         -0.0000000000

 -Electronic angular momentum (expectation values) :

    Lx  =   0.00000000 a.u.
    Ly  =   0.00000000 a.u.
    Lz  =   0.00000000 a.u.


 --------------------------------------------------------------
      *** Electrostatic  properties at atomic centers ***
 --------------------------------------------------------------

 -Coordinates of atomic centers (a.u.):
    #   Charge           x                     y                     z
   ---  ------  --------------------  --------------------  --------------------
    1      1           -0.0000000000         -1.4299366110          0.9832658454
    2      8            0.0000000000          0.0000000000         -0.1239093744
    3      1           -0.0000000000          1.4299366110          0.9832658454


 -Electrostatic potential and electric field (a.u.) :

    Center         phi            Ex             Ey           Ez
    ------    ------------   ------------  ------------  ------------
       1       -0.75922037    -0.00000000   -0.11387893    0.02104015
       2      -22.06988600    -0.00000000   -0.00000000    0.02627371
       3       -0.75922037    -0.00000000    0.11387893    0.02104015


 -Electric field gradient (regular form) (a.u.):

    Center           XX                    YY                    ZZ
    ------  --------------------  --------------------  --------------------
       1             -1.06044501           -1.64438987           -1.35641695
       2          -1243.32472593        -1246.53343286        -1248.82546060
       3             -1.06044501           -1.64438987           -1.35641695

    Center           XY                    XZ                    YZ
    ------  --------------------  --------------------  --------------------
       1             -0.00000000            0.00000000           -1.65153042
       2             -0.00000000           -0.00000000           -0.00000000
       3              0.00000000            0.00000000            1.65153042


 -Electric field gradient (traceless tensor form) (a.u.):

    Center        XX - RR/3             YY - RR/3             ZZ - RR/3
    ------  --------------------  --------------------  --------------------
       1              0.29330560           -0.29063926           -0.00266634
       2              2.90314720           -0.30555973           -2.59758747
       3              0.29330560           -0.29063926           -0.00266634

    Center           XY                    XZ                    YZ
    ------  --------------------  --------------------  --------------------
       1             -0.00000000            0.00000000           -1.65153042
       2             -0.00000000           -0.00000000           -0.00000000
       3              0.00000000            0.00000000            1.65153042


 -Electron density (a.u.):

    Center           rho
    ------  --------------------
       1              0.32318415
       2            297.51498934
       3              0.32318415


 --------------------------------------------------------------
                *** Miscellaneous properties ***
 --------------------------------------------------------------

 -Relativistic MVD one-electron corrections to the energy (a.u.):

    Mass-velocity (p^4) term     :   -0.251329253010986
    One-electron Darwin term     :   0.199144061501618
    Total one-electron MVD terms :   -0.052185191509368

	** Analyzing density number 3 **
 --------------------------------------------------------------
   ** Mulliken population analysis of one-particle density **
 --------------------------------------------------------------

 -Gross orbital populations :

  Center   AO          L          Q(AO)
  ------  ----        ---      -----------
     2      1          0        0.75569322
     2      2          0        1.22283607
     2      3          0        0.96404281
     2      4          0        0.61613503
     2      5          0       -0.29512128
     2      6          1        0.89891387
     2      7          1        1.12026312
     2      8          1        1.23373889
     2      9          1        0.15181539
     2     10          1        0.02441605
     2     11          1        0.21683053
     2     12          1        1.16769706
     2     13          1       -0.06431108
     2     14          1        0.03077490
     2     15          2       -0.00538510
     2     16          2        0.00141112
     2     17          2        0.00259161
     2     18          2        0.01116143
     2     19          2        0.01563419
     2     20          2        0.00124252
     2     21          2        0.01641946
     2     22          2        0.00036401
     2     23          2        0.00723828
     2     24          2       -0.01128387
     2     25          2       -0.02210239
     2     26          2       -0.00874592
     3     27          0        0.74392969
     3     28          0        0.22157412
     3     29          0        0.03122889
     3     30          1        0.01697762
     3     31          1        0.06035413
     3     32          1        0.04460946
     3     33          1       -0.13036460
     3     34          1       -0.01803349
     3     35          1        0.00358922
     1     36          0        0.74392969
     1     37          0        0.22157412
     1     38          0        0.03122889
     1     39          1        0.01697762
     1     40          1        0.06035413
     1     41          1        0.04460946
     1     42          1       -0.13036460
     1     43          1       -0.01803349
     1     44          1        0.00358922


 -Atomic bond populations :

           1           2           3

    1   0.9619574  -0.1606322  -0.0308213
    2  -0.1606322   7.9940208  -0.1606322
    3  -0.0308213  -0.1606322   0.9619574


 -Gross atomic populations and net charges :

    Center    Atomic Population    Net Charge
    ------    -----------------    ----------
       1            0.973865        +0.026135
       2            8.052270        -0.052270
       3            0.973865        +0.026135


 --------------------------------------------------------------
                *** Electric multipole moments ***
 --------------------------------------------------------------

 -Coordinates of the reference point (a.u.) :
           x                     y                     z
  --------------------  --------------------  --------------------
          0.0000000000          0.0000000000          0.0000000000

 -Electric dipole moment (expectation values) :

    mu(X)  =  -0.00000 D  =  -1.34944265e-45 C*m  =  -0.00000000 a.u.
    mu(Y)  =   0.00000 D  =   2.24483031e-44 C*m  =   0.00000000 a.u.
    mu(Z)  =   2.78612 D  =   9.29348367e-30 C*m  =   1.09614194 a.u.
    |mu|   =   2.78612 D  =   9.29348367e-30 C*m  =   1.09614194 a.u.


 --------------------------------------------------------------
              *** Electronic angular momentum ***
 --------------------------------------------------------------

 -Coordinates of the reference point (a.u.) :
           x                     y                     z
  --------------------  --------------------  --------------------
          0.0000000000          0.0000000000         -0.0000000000

 -Electronic angular momentum (expectation values) :

    Lx  =   0.00000000 a.u.
    Ly  =   0.00000000 a.u.
    Lz  =   0.00000000 a.u.


 --------------------------------------------------------------
      *** Electrostatic  properties at atomic centers ***
 --------------------------------------------------------------

 -Coordinates of atomic centers (a.u.):
    #   Charge           x                     y                     z
   ---  ------  --------------------  --------------------  --------------------
    1      1           -0.0000000000         -1.4299366110          0.9832658454
    2      8            0.0000000000          0.0000000000         -0.1239093744
    3      1           -0.0000000000          1.4299366110          0.9832658454


 -Electrostatic potential and electric field (a.u.) :

    Center         phi            Ex             Ey           Ez
    ------    ------------   ------------  ------------  ------------
       1       -0.74239064    -0.00000000   -0.06405025    0.03515680
       2      -22.04012715    -0.00000000    0.00000000   -0.07228764
       3       -0.74239064    -0.00000000    0.06405025    0.03515680


 -Electric field gradient (regular form) (a.u.):

    Center           XX                    YY                    ZZ
    ------  --------------------  --------------------  --------------------
       1             -1.24495436           -1.71820150           -1.50228638
       2          -1248.77669859        -1248.09990465        -1246.89845837
       3             -1.24495436           -1.71820150           -1.50228638

    Center           XY                    XZ                    YZ
    ------  --------------------  --------------------  --------------------
       1             -0.00000000            0.00000000           -1.60836930
       2             -0.00000000           -0.00000000           -0.00000000
       3              0.00000000            0.00000000            1.60836930


 -Electric field gradient (traceless tensor form) (a.u.):

    Center        XX - RR/3             YY - RR/3             ZZ - RR/3
    ------  --------------------  --------------------  --------------------
       1              0.24352639           -0.22972075           -0.01380564
       2             -0.85167805           -0.17488411            1.02656217
       3              0.24352639           -0.22972075           -0.01380564

    Center           XY                    XZ                    YZ
    ------  --------------------  --------------------  --------------------
       1             -0.00000000            0.00000000           -1.60836930
       2             -0.00000000           -0.00000000           -0.00000000
       3              0.00000000            0.00000000            1.60836930


 -Electron density (a.u.):

    Center           rho
    ------  --------------------
       1              0.35534860
       2            297.92015344
       3              0.35534860


 --------------------------------------------------------------
                *** Miscellaneous properties ***
 --------------------------------------------------------------

 -Relativistic MVD one-electron corrections to the energy (a.u.):

    Mass-velocity (p^4) term     :   -0.251692069372965
    One-electron Darwin term     :   0.199420568656979
    Total one-electron MVD terms :   -0.052271500715986

	** Analyzing density number 4 **
 --------------------------------------------------------------
   ** Mulliken population analysis of one-particle density **
 --------------------------------------------------------------

 -Gross orbital populations :

  Center   AO          L          Q(AO)
  ------  ----        ---      -----------
     2      1          0        0.75577384
     2      2          0        1.22272998
     2      3          0        0.96517524
     2      4          0        0.63482314
     2      5          0       -0.22654889
     2      6          1        0.76882565
     2      7          1        1.20537814
     2      8          1        1.27986090
     2      9          1        0.20761874
     2     10          1        0.00007067
     2     11          1        0.23338613
     2     12          1        0.01798842
     2     13          1       -0.29716459
     2     14          1       -0.00407109
     2     15          2       -0.00384884
     2     16          2        0.00136155
     2     17          2        0.00234498
     2     18          2        0.01012034
     2     19          2        0.01544974
     2     20          2        0.00061382
     2     21          2        0.01642126
     2     22          2        0.00010090
     2     23          2        0.00075826
     2     24          2       -0.01183032
     2     25          2       -0.01528215
     2     26          2       -0.00906283
     3     27          0        0.73430912
     3     28          0        0.33876379
     3     29          0        0.40888412
     3     30          1        0.01289203
     3     31          1        0.06851179
     3     32          1        0.04909504
     3     33          1       -0.00909368
     3     34          1        0.01241698
     3     35          1       -0.00127569
     1     36          0        0.73430912
     1     37          0        0.33876379
     1     38          0        0.40888412
     1     39          1        0.01289203
     1     40          1        0.06851179
     1     41          1        0.04909504
     1     42          1       -0.00909368
     1     43          1        0.01241698
     1     44          1       -0.00127569


 -Atomic bond populations :

           1           2           3

    1   4.8880736  -0.0272529  -4.1501631
    2  -0.0272529   6.0895456  -0.0272529
    3  -4.1501631  -0.0272529   4.8880736


 -Gross atomic populations and net charges :

    Center    Atomic Population    Net Charge
    ------    -----------------    ----------
       1            1.614504        -0.614504
       2            6.770993        +1.229007
       3            1.614504        -0.614504


 --------------------------------------------------------------
                *** Electric multipole moments ***
 --------------------------------------------------------------

 -Coordinates of the reference point (a.u.) :
           x                     y                     z
  --------------------  --------------------  --------------------
          0.0000000000          0.0000000000          0.0000000000

 -Electric dipole moment (expectation values) :

    mu(X)  =   0.00000 D  =   1.68715372e-45 C*m  =   0.00000000 a.u.
    mu(Y)  =  -0.00000 D  =  -4.63520488e-44 C*m  =  -0.00000000 a.u.
    mu(Z)  =  -1.37113 D  =  -4.57358280e-30 C*m  =  -0.53944205 a.u.
    |mu|   =   1.37113 D  =   4.57358280e-30 C*m  =   0.53944205 a.u.


 --------------------------------------------------------------
              *** Electronic angular momentum ***
 --------------------------------------------------------------

 -Coordinates of the reference point (a.u.) :
           x                     y                     z
  --------------------  --------------------  --------------------
          0.0000000000          0.0000000000         -0.0000000000

 -Electronic angular momentum (expectation values) :

    Lx  =   0.00000000 a.u.
    Ly  =   0.00000000 a.u.
    Lz  =   0.00000000 a.u.


 --------------------------------------------------------------
      *** Electrostatic  properties at atomic centers ***
 --------------------------------------------------------------

 -Coordinates of atomic centers (a.u.):
    #   Charge           x                     y                     z
   ---  ------  --------------------  --------------------  --------------------
    1      1           -0.0000000000         -1.4299366110          0.9832658454
    2      8            0.0000000000          0.0000000000         -0.1239093744
    3      1           -0.0000000000          1.4299366110          0.9832658454


 -Electrostatic potential and electric field (a.u.) :

    Center         phi            Ex             Ey           Ez
    ------    ------------   ------------  ------------  ------------
       1       -0.75154317    -0.00000000   -0.08718969    0.05442459
       2      -22.02747750    -0.00000000    0.00000000   -0.07878537
       3       -0.75154317    -0.00000000    0.08718969    0.05442459


 -Electric field gradient (regular form) (a.u.):

    Center           XX                    YY                    ZZ
    ------  --------------------  --------------------  --------------------
       1             -1.25037415           -1.66836689           -1.46107363
       2          -1250.08580315        -1247.45715763        -1246.73850529
       3             -1.25037415           -1.66836689           -1.46107363

    Center           XY                    XZ                    YZ
    ------  --------------------  --------------------  --------------------
       1             -0.00000000            0.00000000           -1.62813587
       2             -0.00000000           -0.00000000            0.00000000
       3              0.00000000            0.00000000            1.62813587


 -Electric field gradient (traceless tensor form) (a.u.):

    Center        XX - RR/3             YY - RR/3             ZZ - RR/3
    ------  --------------------  --------------------  --------------------
       1              0.20956408           -0.20842867           -0.00113540
       2             -1.99198113            0.63666439            1.35531673
       3              0.20956408           -0.20842867           -0.00113540

    Center           XY                    XZ                    YZ
    ------  --------------------  --------------------  --------------------
       1             -0.00000000            0.00000000           -1.62813587
       2             -0.00000000           -0.00000000            0.00000000
       3              0.00000000            0.00000000            1.62813587


 -Electron density (a.u.):

    Center           rho
    ------  --------------------
       1              0.34853458
       2            297.96045183
       3              0.34853458


 --------------------------------------------------------------
                *** Miscellaneous properties ***
 --------------------------------------------------------------

 -Relativistic MVD one-electron corrections to the energy (a.u.):

    Mass-velocity (p^4) term     :   -0.251735701721990
    One-electron Darwin term     :   0.199446395437836
    Total one-electron MVD terms :   -0.052289306284154

	** Analyzing density number 5 **
 --------------------------------------------------------------
   ** Mulliken population analysis of one-particle density **
 --------------------------------------------------------------

 -Gross orbital populations :

  Center   AO          L          Q(AO)
  ------  ----        ---      -----------
     2      1          0        0.75576292
     2      2          0        1.22278175
     2      3          0        0.96383200
     2      4          0        0.63659165
     2      5          0       -0.21564597
     2      6          1        0.76750641
     2      7          1        1.20062964
     2      8          1        1.27294444
     2      9          1        0.20902264
     2     10          1        0.04453356
     2     11          1        0.23611949
     2     12          1        0.01857981
     2     13          1       -0.07840693
     2     14          1       -0.00445602
     2     15          2       -0.00272848
     2     16          2        0.00136722
     2     17          2        0.00248676
     2     18          2        0.00995043
     2     19          2        0.02326796
     2     20          2       -0.00018943
     2     21          2        0.01601163
     2     22          2        0.00021191
     2     23          2        0.00086666
     2     24          2       -0.01100345
     2     25          2        0.07377783
     2     26          2       -0.00965205
     3     27          0        0.77076567
     3     28          0        0.19488375
     3     29          0        0.17328480
     3     30          1        0.01214429
     3     31          1        0.06132631
     3     32          1        0.05990809
     3     33          1       -0.00861965
     3     34          1        0.02778904
     3     35          1        0.14143653
     1     36          0        0.77076567
     1     37          0        0.19488375
     1     38          0        0.17328480
     1     39          1        0.01214429
     1     40          1        0.06132631
     1     41          1        0.05990809
     1     42          1       -0.00861965
     1     43          1        0.02778904
     1     44          1        0.14143653


 -Atomic bond populations :

           1           2           3

    1   5.8061604   0.2523753  -4.8322702
    2   0.2523753   5.9444109   0.2523753
    3  -4.8322702   0.2523753   5.8061604


 -Gross atomic populations and net charges :

    Center    Atomic Population    Net Charge
    ------    -----------------    ----------
       1            1.432919        -0.432919
       2            7.134162        +0.865838
       3            1.432919        -0.432919


 --------------------------------------------------------------
                *** Electric multipole moments ***
 --------------------------------------------------------------

 -Coordinates of the reference point (a.u.) :
           x                     y                     z
  --------------------  --------------------  --------------------
          0.0000000000          0.0000000000          0.0000000000

 -Electric dipole moment (expectation values) :

    mu(X)  =   0.00000 D  =   9.51409522e-46 C*m  =   0.00000000 a.u.
    mu(Y)  =   0.00000 D  =   5.18176554e-44 C*m  =   0.00000000 a.u.
    mu(Z)  =   1.30429 D  =   4.35063738e-30 C*m  =   0.51314623 a.u.
    |mu|   =   1.30429 D  =   4.35063738e-30 C*m  =   0.51314623 a.u.


 --------------------------------------------------------------
              *** Electronic angular momentum ***
 --------------------------------------------------------------

 -Coordinates of the reference point (a.u.) :
           x                     y                     z
  --------------------  --------------------  --------------------
          0.0000000000          0.0000000000         -0.0000000000

 -Electronic angular momentum (expectation values) :

    Lx  =   0.00000000 a.u.
    Ly  =   0.00000000 a.u.
    Lz  =   0.00000000 a.u.


 --------------------------------------------------------------
      *** Electrostatic  properties at atomic centers ***
 --------------------------------------------------------------

 -Coordinates of atomic centers (a.u.):
    #   Charge           x                     y                     z
   ---  ------  --------------------  --------------------  --------------------
    1      1           -0.0000000000         -1.4299366110          0.9832658454
    2      8            0.0000000000          0.0000000000         -0.1239093744
    3      1           -0.0000000000          1.4299366110          0.9832658454


 -Electrostatic potential and electric field (a.u.) :

    Center         phi            Ex             Ey           Ez
    ------    ------------   ------------  ------------  ------------
       1       -0.82187415    -0.00000000   -0.09734193    0.09129595
       2      -22.06209534    -0.00000000   -0.00000000   -0.08989669
       3       -0.82187415    -0.00000000    0.09734193    0.09129595


 -Electric field gradient (regular form) (a.u.):

    Center           XX                    YY                    ZZ
    ------  --------------------  --------------------  --------------------
       1             -1.34605775           -1.78639591           -1.54361677
       2          -1250.04768789        -1247.42624381        -1246.72961535
       3             -1.34605775           -1.78639591           -1.54361677

    Center           XY                    XZ                    YZ
    ------  --------------------  --------------------  --------------------
       1             -0.00000000            0.00000000           -1.62259204
       2             -0.00000000           -0.00000000            0.00000000
       3              0.00000000            0.00000000            1.62259204


 -Electric field gradient (traceless tensor form) (a.u.):

    Center        XX - RR/3             YY - RR/3             ZZ - RR/3
    ------  --------------------  --------------------  --------------------
       1              0.21263239           -0.22770576            0.01507337
       2             -1.97983888            0.64160521            1.33823367
       3              0.21263239           -0.22770576            0.01507337

    Center           XY                    XZ                    YZ
    ------  --------------------  --------------------  --------------------
       1             -0.00000000            0.00000000           -1.62259204
       2             -0.00000000           -0.00000000            0.00000000
       3              0.00000000            0.00000000            1.62259204


 -Electron density (a.u.):

    Center           rho
    ------  --------------------
       1              0.37210986
       2            297.95425123
       3              0.37210986


 --------------------------------------------------------------
                *** Miscellaneous properties ***
 --------------------------------------------------------------

 -Relativistic MVD one-electron corrections to the energy (a.u.):

    Mass-velocity (p^4) term     :   -0.251730873584764
    One-electron Darwin term     :   0.199446190149263
    Total one-electron MVD terms :   -0.052284683435501

	** Analyzing density number 6 **
 --------------------------------------------------------------
   ** Mulliken population analysis of one-particle density **
 --------------------------------------------------------------

 -Gross orbital populations :

  Center   AO          L          Q(AO)
  ------  ----        ---      -----------
     2      1          0        0.75684348
     2      2          0        1.22119511
     2      3          0        0.99264175
     2      4          0        0.60997338
     2      5          0       -0.19860017
     2      6          1        0.76946029
     2      7          1        1.13691431
     2      8          1        1.31339606
     2      9          1        0.20890064
     2     10          1        0.03798447
     2     11          1        0.22386019
     2     12          1        0.01781459
     2     13          1       -0.06459242
     2     14          1        0.01821186
     2     15          2       -0.00463817
     2     16          2        0.00136643
     2     17          2        0.00221178
     2     18          2        0.01035988
     2     19          2        0.01399947
     2     20          2        0.00059024
     2     21          2       -0.00139692
     2     22          2        0.00014613
     2     23          2        0.00066991
     2     24          2        0.00642824
     2     25          2       -0.02124209
     2     26          2       -0.00391542
     3     27          0        0.74107952
     3     28          0        0.28382974
     3     29          0        0.33379889
     3     30          1        0.01288802
     3     31          1        0.07112479
     3     32          1        0.04925731
     3     33          1       -0.00940873
     3     34          1       -0.01805593
     3     35          1        0.01119486
     1     36          0        0.74107952
     1     37          0        0.28382974
     1     38          0        0.33379889
     1     39          1        0.01288802
     1     40          1        0.07112479
     1     41          1        0.04925731
     1     42          1       -0.00940873
     1     43          1       -0.01805593
     1     44          1        0.01119486


 -Atomic bond populations :

           1           2           3

    1   1.0243786   0.1837571   0.0334740
    2   0.1837571   6.0053765   0.1837571
    3   0.0334740   0.1837571   1.0243786


 -Gross atomic populations and net charges :

    Center    Atomic Population    Net Charge
    ------    -----------------    ----------
       1            1.475708        -0.475708
       2            7.048583        +0.951417
       3            1.475708        -0.475708


 --------------------------------------------------------------
                *** Electric multipole moments ***
 --------------------------------------------------------------

 -Coordinates of the reference point (a.u.) :
           x                     y                     z
  --------------------  --------------------  --------------------
          0.0000000000          0.0000000000          0.0000000000

 -Electric dipole moment (expectation values) :

    mu(X)  =   0.00000 D  =   1.14103153e-45 C*m  =   0.00000000 a.u.
    mu(Y)  =   0.00000 D  =   1.23962286e-44 C*m  =   0.00000000 a.u.
    mu(Z)  =  -1.66210 D  =  -5.54416470e-30 C*m  =  -0.65391963 a.u.
    |mu|   =   1.66210 D  =   5.54416470e-30 C*m  =   0.65391963 a.u.


 --------------------------------------------------------------
              *** Electronic angular momentum ***
 --------------------------------------------------------------

 -Coordinates of the reference point (a.u.) :
           x                     y                     z
  --------------------  --------------------  --------------------
          0.0000000000          0.0000000000         -0.0000000000

 -Electronic angular momentum (expectation values) :

    Lx  =   0.00000000 a.u.
    Ly  =   0.00000000 a.u.
    Lz  =   0.00000000 a.u.


 --------------------------------------------------------------
      *** Electrostatic  properties at atomic centers ***
 --------------------------------------------------------------

 -Coordinates of atomic centers (a.u.):
    #   Charge           x                     y                     z
   ---  ------  --------------------  --------------------  --------------------
    1      1           -0.0000000000         -1.4299366110          0.9832658454
    2      8            0.0000000000          0.0000000000         -0.1239093744
    3      1           -0.0000000000          1.4299366110          0.9832658454


 -Electrostatic potential and electric field (a.u.) :

    Center         phi            Ex             Ey           Ez
    ------    ------------   ------------  ------------  ------------
       1       -0.79886902    -0.00000000   -0.08321059    0.06415746
       2      -22.07874246    -0.00000000   -0.00000000   -0.06217751
       3       -0.79886902    -0.00000000    0.08321059    0.06415746


 -Electric field gradient (regular form) (a.u.):

    Center           XX                    YY                    ZZ
    ------  --------------------  --------------------  --------------------
       1             -1.25316916           -1.66249569           -1.46925824
       2          -1252.22714464        -1250.30204363        -1248.53848954
       3             -1.25316916           -1.66249569           -1.46925824

    Center           XY                    XZ                    YZ
    ------  --------------------  --------------------  --------------------
       1             -0.00000000            0.00000000           -1.62260655
       2             -0.00000000           -0.00000000            0.00000000
       3              0.00000000            0.00000000            1.62260655


 -Electric field gradient (traceless tensor form) (a.u.):

    Center        XX - RR/3             YY - RR/3             ZZ - RR/3
    ------  --------------------  --------------------  --------------------
       1              0.20847187           -0.20085466           -0.00761721
       2             -1.87125204            0.05384897            1.81740306
       3              0.20847187           -0.20085466           -0.00761721

    Center           XY                    XZ                    YZ
    ------  --------------------  --------------------  --------------------
       1             -0.00000000            0.00000000           -1.62260655
       2             -0.00000000           -0.00000000            0.00000000
       3              0.00000000            0.00000000            1.62260655


 -Electron density (a.u.):

    Center           rho
    ------  --------------------
       1              0.34894109
       2            298.50048140
       3              0.34894109


 --------------------------------------------------------------
                *** Miscellaneous properties ***
 --------------------------------------------------------------

 -Relativistic MVD one-electron corrections to the energy (a.u.):

    Mass-velocity (p^4) term     :   -0.252262389546474
    One-electron Darwin term     :   0.199807838463563
    Total one-electron MVD terms :   -0.052454551082910

	** Analyzing density number 7 **
 --------------------------------------------------------------
   ** Mulliken population analysis of one-particle density **
 --------------------------------------------------------------

 -Gross orbital populations :

  Center   AO          L          Q(AO)
  ------  ----        ---      -----------
     2      1          0        0.75601922
     2      2          0        1.22239801
     2      3          0        0.97373667
     2      4          0        0.62068545
     2      5          0       -1.09090541
     2      6          1        0.77506940
     2      7          1        1.13311546
     2      8          1        1.32262051
     2      9          1        0.19927649
     2     10          1        0.02693805
     2     11          1        0.25138075
     2     12          1        0.01735301
     2     13          1       -0.05937023
     2     14          1        1.43952752
     2     15          2       -0.00296465
     2     16          2        0.00110020
     2     17          2        0.00280326
     2     18          2        0.01069222
     2     19          2        0.01682354
     2     20          2       -0.00040713
     2     21          2        0.04841244
     2     22          2        0.00012777
     2     23          2        0.00156736
     2     24          2       -0.03133438
     2     25          2       -0.02043976
     2     26          2       -0.01738399
     3     27          0        0.73861011
     3     28          0        0.06113244
     3     29          0        0.08680150
     3     30          1        0.01396839
     3     31          1        0.05839574
     3     32          1        0.05134821
     3     33          1       -0.00891752
     3     34          1       -0.07268737
     3     35          1        0.27292760
     1     36          0        0.73861011
     1     37          0        0.06113244
     1     38          0        0.08680150
     1     39          1        0.01396839
     1     40          1        0.05839574
     1     41          1        0.05134821
     1     42          1       -0.00891752
     1     43          1       -0.07268737
     1     44          1        0.27292760


 -Atomic bond populations :

           1           2           3

    1   8.9283156 -16.4198031   7.5100924
    2 -16.4198031  38.6385532 -16.4198031
    3   7.5100924 -16.4198031   8.9283156


 -Gross atomic populations and net charges :

    Center    Atomic Population    Net Charge
    ------    -----------------    ----------
       1            1.201579        -0.201579
       2            7.596842        +0.403158
       3            1.201579        -0.201579


 --------------------------------------------------------------
                *** Electric multipole moments ***
 --------------------------------------------------------------

 -Coordinates of the reference point (a.u.) :
           x                     y                     z
  --------------------  --------------------  --------------------
          0.0000000000          0.0000000000          0.0000000000

 -Electric dipole moment (expectation values) :

    mu(X)  =   0.00000 D  =   1.79461131e-45 C*m  =   0.00000000 a.u.
    mu(Y)  =  -0.00000 D  =  -2.77981117e-43 C*m  =  -0.00000000 a.u.
    mu(Z)  =   6.17300 D  =   2.05908785e-29 C*m  =   2.42863993 a.u.
    |mu|   =   6.17300 D  =   2.05908785e-29 C*m  =   2.42863993 a.u.


 --------------------------------------------------------------
              *** Electronic angular momentum ***
 --------------------------------------------------------------

 -Coordinates of the reference point (a.u.) :
           x                     y                     z
  --------------------  --------------------  --------------------
          0.0000000000          0.0000000000         -0.0000000000

 -Electronic angular momentum (expectation values) :

    Lx  =   0.00000000 a.u.
    Ly  =   0.00000000 a.u.
    Lz  =   0.00000000 a.u.


 --------------------------------------------------------------
      *** Electrostatic  properties at atomic centers ***
 --------------------------------------------------------------

 -Coordinates of atomic centers (a.u.):
    #   Charge           x                     y                     z
   ---  ------  --------------------  --------------------  --------------------
    1      1           -0.0000000000         -1.4299366110          0.9832658454
    2      8            0.0000000000          0.0000000000         -0.1239093744
    3      1           -0.0000000000          1.4299366110          0.9832658454


 -Electrostatic potential and electric field (a.u.) :

    Center         phi            Ex             Ey           Ez
    ------    ------------   ------------  ------------  ------------
       1       -0.72568466    -0.00000000   -0.06127435    0.04109939
       2      -22.01525831    -0.00000000   -0.00000000   -0.08508256
       3       -0.72568466    -0.00000000    0.06127435    0.04109939


 -Electric field gradient (regular form) (a.u.):

    Center           XX                    YY                    ZZ
    ------  --------------------  --------------------  --------------------
       1             -1.26977315           -1.70664589           -1.48799904
       2          -1250.47125855        -1248.63457954        -1246.71883611
       3             -1.26977315           -1.70664589           -1.48799904

    Center           XY                    XZ                    YZ
    ------  --------------------  --------------------  --------------------
       1             -0.00000000            0.00000000           -1.60625272
       2             -0.00000000           -0.00000000            0.00000000
       3              0.00000000            0.00000000            1.60625272


 -Electric field gradient (traceless tensor form) (a.u.):

    Center        XX - RR/3             YY - RR/3             ZZ - RR/3
    ------  --------------------  --------------------  --------------------
       1              0.21836621           -0.21850653            0.00014032
       2             -1.86303381           -0.02635481            1.88938862
       3              0.21836621           -0.21850653            0.00014032

    Center           XY                    XZ                    YZ
    ------  --------------------  --------------------  --------------------
       1             -0.00000000            0.00000000           -1.60625272
       2             -0.00000000           -0.00000000            0.00000000
       3              0.00000000            0.00000000            1.60625272


 -Electron density (a.u.):

    Center           rho
    ------  --------------------
       1              0.35526710
       2            298.08325643
       3              0.35526710


 --------------------------------------------------------------
                *** Miscellaneous properties ***
 --------------------------------------------------------------

 -Relativistic MVD one-electron corrections to the energy (a.u.):

    Mass-velocity (p^4) term     :   -0.251847921965290
    One-electron Darwin term     :   0.199529699684411
    Total one-electron MVD terms :   -0.052318222280879

	** Analyzing density number 8 **
 --------------------------------------------------------------
   ** Mulliken population analysis of one-particle density **
 --------------------------------------------------------------

 -Gross orbital populations :

  Center   AO          L          Q(AO)
  ------  ----        ---      -----------
     2      1          0        0.75393536
     2      2          0        1.22523167
     2      3          0        0.91276055
     2      4          0        0.56365843
     2      5          0       -0.24336452
     2      6          1        1.45866224
     2      7          1        1.18972786
     2      8          1        0.70653253
     2      9          1        0.44134174
     2     10          1       -0.01308635
     2     11          1        0.08321914
     2     12          1        0.03907561
     2     13          1       -0.30351298
     2     14          1       -0.00882741
     2     15          2       -0.01085857
     2     16          2        0.00060015
     2     17          2        0.00237180
     2     18          2        0.00932670
     2     19          2        0.01139893
     2     20          2        0.00537573
     2     21          2        0.01873301
     2     22          2        0.00162118
     2     23          2        0.00085169
     2     24          2       -0.01157708
     2     25          2       -0.02538982
     2     26          2       -0.01081865
     3     27          0        0.69018625
     3     28          0        0.32866527
     3     29          0        0.43656634
     3     30          1        0.03882012
     3     31          1        0.06338183
     3     32          1        0.04756976
     3     33          1       -0.01127058
     3     34          1        0.01114111
     3     35          1       -0.00355458
     1     36          0        0.69018625
     1     37          0        0.32866527
     1     38          0        0.43656634
     1     39          1        0.03882012
     1     40          1        0.06338183
     1     41          1        0.04756976
     1     42          1       -0.01127058
     1     43          1        0.01114111
     1     44          1       -0.00355458


 -Atomic bond populations :

           1           2           3

    1   5.0866266   0.0320381  -4.3788391
    2   0.0320381   6.0315665   0.0320381
    3  -4.3788391   0.0320381   5.0866266


 -Gross atomic populations and net charges :

    Center    Atomic Population    Net Charge
    ------    -----------------    ----------
       1            1.601506        -0.601506
       2            6.796989        +1.203011
       3            1.601506        -0.601506


 --------------------------------------------------------------
                *** Electric multipole moments ***
 --------------------------------------------------------------

 -Coordinates of the reference point (a.u.) :
           x                     y                     z
  --------------------  --------------------  --------------------
          0.0000000000          0.0000000000          0.0000000000

 -Electric dipole moment (expectation values) :

    mu(X)  =   0.00000 D  =   1.65907822e-45 C*m  =   0.00000000 a.u.
    mu(Y)  =  -0.00000 D  =  -5.15691414e-44 C*m  =  -0.00000000 a.u.
    mu(Z)  =  -1.53347 D  =  -5.11508741e-30 C*m  =  -0.60331110 a.u.
    |mu|   =   1.53347 D  =   5.11508741e-30 C*m  =   0.60331110 a.u.


 --------------------------------------------------------------
              *** Electronic angular momentum ***
 --------------------------------------------------------------

 -Coordinates of the reference point (a.u.) :
           x                     y                     z
  --------------------  --------------------  --------------------
          0.0000000000          0.0000000000         -0.0000000000

 -Electronic angular momentum (expectation values) :

    Lx  =   0.00000000 a.u.
    Ly  =   0.00000000 a.u.
    Lz  =   0.00000000 a.u.


 --------------------------------------------------------------
      *** Electrostatic  properties at atomic centers ***
 --------------------------------------------------------------

 -Coordinates of atomic centers (a.u.):
    #   Charge           x                     y                     z
   ---  ------  --------------------  --------------------  --------------------
    1      1           -0.0000000000         -1.4299366110          0.9832658454
    2      8            0.0000000000          0.0000000000         -0.1239093744
    3      1           -0.0000000000          1.4299366110          0.9832658454


 -Electrostatic potential and electric field (a.u.) :

    Center         phi            Ex             Ey           Ez
    ------    ------------   ------------  ------------  ------------
       1       -0.70361802    -0.00000000   -0.11950657    0.01096398
       2      -22.01618948    -0.00000000    0.00000000    0.01325747
       3       -0.70361802    -0.00000000    0.11950657    0.01096398


 -Electric field gradient (regular form) (a.u.):

    Center           XX                    YY                    ZZ
    ------  --------------------  --------------------  --------------------
       1             -1.04105728           -1.64016077           -1.32973580
       2          -1241.27187878        -1244.06783672        -1247.39884062
       3             -1.04105728           -1.64016077           -1.32973580

    Center           XY                    XZ                    YZ
    ------  --------------------  --------------------  --------------------
       1             -0.00000000            0.00000000           -1.66011636
       2             -0.00000000           -0.00000000            0.00000000
       3              0.00000000            0.00000000            1.66011636


 -Electric field gradient (traceless tensor form) (a.u.):

    Center        XX - RR/3             YY - RR/3             ZZ - RR/3
    ------  --------------------  --------------------  --------------------
       1              0.29592734           -0.30317616            0.00724882
       2              2.97430660            0.17834865           -3.15265525
       3              0.29592734           -0.30317616            0.00724882

    Center           XY                    XZ                    YZ
    ------  --------------------  --------------------  --------------------
       1             -0.00000000            0.00000000           -1.66011636
       2             -0.00000000           -0.00000000            0.00000000
       3              0.00000000            0.00000000            1.66011636


 -Electron density (a.u.):

    Center           rho
    ------  --------------------
       1              0.31918157
       2            297.04189624
       3              0.31918157


 --------------------------------------------------------------
                *** Miscellaneous properties ***
 --------------------------------------------------------------

 -Relativistic MVD one-electron corrections to the energy (a.u.):

    Mass-velocity (p^4) term     :   -0.250868489154540
    One-electron Darwin term     :   0.198826809176432
    Total one-electron MVD terms :   -0.052041679978109

	** Analyzing density number 9 **
 --------------------------------------------------------------
   ** Mulliken population analysis of one-particle density **
 --------------------------------------------------------------

 -Gross orbital populations :

  Center   AO          L          Q(AO)
  ------  ----        ---      -----------
     2      1          0        0.75594926
     2      2          0        1.22256010
     2      3          0        0.97233182
     2      4          0        0.61663372
     2      5          0       -0.22825530
     2      6          1        0.82341929
     2      7          1        1.14334087
     2      8          1        1.26005172
     2      9          1        0.20294752
     2     10          1        0.02141909
     2     11          1        0.21347265
     2     12          1        0.01528074
     2     13          1       -0.07087934
     2     14          1       -0.00656736
     2     15          2       -0.00532969
     2     16          2        0.00593314
     2     17          2        0.00231574
     2     18          2        0.01018626
     2     19          2        0.01554034
     2     20          2        0.00165703
     2     21          2        0.01571075
     2     22          2        0.04667206
     2     23          2        0.00037138
     2     24          2       -0.01020160
     2     25          2       -0.01463125
     2     26          2       -0.00933270
     3     27          0        0.72620133
     3     28          0        0.21517931
     3     29          0        0.02162369
     3     30          1        0.01390542
     3     31          1        0.06064146
     3     32          1        0.04425960
     3     33          1        0.43969151
     3     34          1       -0.02477108
     3     35          1        0.00297065
     1     36          0        0.72620133
     1     37          0        0.21517931
     1     38          0        0.02162369
     1     39          1        0.01390542
     1     40          1        0.06064146
     1     41          1        0.04425960
     1     42          1        0.43969151
     1     43          1       -0.02477108
     1     44          1        0.00297065


 -Atomic bond populations :

           1           2           3

    1   2.4502231   0.2526951  -1.3907849
    2   0.2526951   5.8499037   0.2526951
    3  -1.3907849   0.2526951   2.4502231


 -Gross atomic populations and net charges :

    Center    Atomic Population    Net Charge
    ------    -----------------    ----------
       1            1.499702        -0.499702
       2            7.000596        +0.999404
       3            1.499702        -0.499702


 --------------------------------------------------------------
                *** Electric multipole moments ***
 --------------------------------------------------------------

 -Coordinates of the reference point (a.u.) :
           x                     y                     z
  --------------------  --------------------  --------------------
          0.0000000000          0.0000000000          0.0000000000

 -Electric dipole moment (expectation values) :

    mu(X)  =   0.00000 D  =   1.03308397e-45 C*m  =   0.00000000 a.u.
    mu(Y)  =   0.00000 D  =   2.17402554e-44 C*m  =   0.00000000 a.u.
    mu(Z)  =   0.13367 D  =   4.45888059e-31 C*m  =   0.05259132 a.u.
    |mu|   =   0.13367 D  =   4.45888059e-31 C*m  =   0.05259132 a.u.


 --------------------------------------------------------------
              *** Electronic angular momentum ***
 --------------------------------------------------------------

 -Coordinates of the reference point (a.u.) :
           x                     y                     z
  --------------------  --------------------  --------------------
          0.0000000000          0.0000000000         -0.0000000000

 -Electronic angular momentum (expectation values) :

    Lx  =   0.00000000 a.u.
    Ly  =   0.00000000 a.u.
    Lz  =   0.00000000 a.u.


 --------------------------------------------------------------
      *** Electrostatic  properties at atomic centers ***
 --------------------------------------------------------------

 -Coordinates of atomic centers (a.u.):
    #   Charge           x                     y                     z
   ---  ------  --------------------  --------------------  --------------------
    1      1           -0.0000000000         -1.4299366110          0.9832658454
    2      8            0.0000000000          0.0000000000         -0.1239093744
    3      1           -0.0000000000          1.4299366110          0.9832658454


 -Electrostatic potential and electric field (a.u.) :

    Center         phi            Ex             Ey           Ez
    ------    ------------   ------------  ------------  ------------
       1       -0.77204255    -0.00000000   -0.08043617    0.04342573
       2      -22.04054389    -0.00000000   -0.00000000   -0.07217928
       3       -0.77204255    -0.00000000    0.08043617    0.04342573


 -Electric field gradient (regular form) (a.u.):

    Center           XX                    YY                    ZZ
    ------  --------------------  --------------------  --------------------
       1             -1.19717785           -1.68550973           -1.47459758
       2          -1249.88307973        -1248.33510095        -1247.13142467
       3             -1.19717785           -1.68550973           -1.47459758

    Center           XY                    XZ                    YZ
    ------  --------------------  --------------------  --------------------
       1             -0.00000000            0.00000000           -1.60828651
       2             -0.00000000           -0.00000000            0.00000000
       3              0.00000000            0.00000000            1.60828651


 -Electric field gradient (traceless tensor form) (a.u.):

    Center        XX - RR/3             YY - RR/3             ZZ - RR/3
    ------  --------------------  --------------------  --------------------
       1              0.25525054           -0.23308134           -0.02216919
       2             -1.43321128            0.11476750            1.31844378
       3              0.25525054           -0.23308134           -0.02216919

    Center           XY                    XZ                    YZ
    ------  --------------------  --------------------  --------------------
       1             -0.00000000            0.00000000           -1.60828651
       2             -0.00000000           -0.00000000            0.00000000
       3              0.00000000            0.00000000            1.60828651


 -Electron density (a.u.):

    Center           rho
    ------  --------------------
       1              0.34674174
       2            298.04545165
       3              0.34674174


 --------------------------------------------------------------
                *** Miscellaneous properties ***
 --------------------------------------------------------------

 -Relativistic MVD one-electron corrections to the energy (a.u.):

    Mass-velocity (p^4) term     :   -0.251798477624913
    One-electron Darwin term     :   0.199502975377944
    Total one-electron MVD terms :   -0.052295502246969

******************************************************************************
tstop called on augustus.chemistry.gatech.edu
Wed Mar 12 18:37:21 2008

user time   =       0.14 seconds =       0.00 minutes
system time =       0.01 seconds =       0.00 minutes
total time  =          0 seconds =       0.00 minutes

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

PSI3 stopped on augustus.chemistry.gatech.edu at Wed Mar 12 18:37:21 2008

Total PSI3 wall time         18 seconds =       0.30 minutes
******************************************************************************