- - - - - - - - - - -   F A C T O R   A N A L Y S I S   - - - - - - - - - - -


Faktorenanalyse

Anmerkungen
Ausgabe erstellt 28-AUG-2005 21:58:27
Kommentare
Eingabe Daten D:\Dissertation\Pollen_Rohdaten\SPSS\Faktorenanalyse\Mobile00_komplett_Prozent_nurPalynos\Mobile99_kPoE_trans.sav
Filter <keine>
Gewichtung <keine>
Aufgeteilte Datei <keine>
Anzahl der Zeilen in der Arbeitsdatei 194
Verarbeitung fehlender Werte Definition von Fehlend MISSING=EXCLUDE: Benutzerdefinierte fehlende Werte werden als fehlend behandelt.
Verwendete Fälle LISTWISE: Statistiken basieren auf Fällen, die für keine der verwendeten Variablen fehlende Werte aufweisen.
Syntax FACTOR
/VARIABLES vi1.1 vi1.2 vi1.3 vi2.1 vi2.2 vi2.3 vi2.4 vi3.1 vi3.2 vi3.3
iv4.1 iv4.2 iv4.3 iv4.4 iv5.1 iv5.2 iv5.4 iv5.5 x6.1 x6.3 x6.4 v7.1 v7.1.2
v7.3 v7.5 v7.6 vi8.1 vi8.2 xi9.1 xi9.2 xi9.3 x10.1 x10.2 x10.4 x11.1 x11.2
x11.3 x12.1 x12.3 x12.4 x13.1 x13.2 xii14.1 xii14.3 xii14.4 xii15.1 xii15.2
xii15.3 xii16.1 xii16.2 xii16.3 xii17.1 xii17.2 xii17.3 xi18.1 xi18.3 xi18.4
xi18.6 xi19.1 xi19.2 xii19.3 xi19.5 xi20.1 xi20.2 xi20.4 xi20.6 xii20.7
xi21.1 xi21.3 xi21.4 xi21.6 xii21.7 xi22.1 xi22.3 xi22.4 xi22.5 xii23.1
xii23.2 /MISSING LISTWISE /ANALYSIS vi1.1 vi1.2 vi1.3 vi2.1 vi2.2 vi2.3
vi2.4 vi3.1 vi3.2 vi3.3 iv4.1 iv4.2 iv4.3 iv4.4 iv5.1 iv5.2 iv5.4 iv5.5 x6.1
x6.3 x6.4 v7.1 v7.1.2 v7.3 v7.5 v7.6 vi8.1 vi8.2 xi9.1 xi9.2 xi9.3 x10.1
x10.2 x10.4 x11.1 x11.2 x11.3 x12.1 x12.3 x12.4 x13.1 x13.2 xii14.1 xii14.3
xii14.4 xii15.1 xii15.2 xii15.3 xii16.1 xii16.2 xii16.3 xii17.1 xii17.2
xii17.3 xi18.1 xi18.3 xi18.4 xi18.6 xi19.1 xi19.2 xii19.3 xi19.5 xi20.1
xi20.2 xi20.4 xi20.6 xii20.7 xi21.1 xi21.3 xi21.4 xi21.6 xii21.7 xi22.1
xi22.3 xi22.4 xi22.5 xii23.1 xii23.2
/PRINT UNIVARIATE INITIAL CORRELATION SIG DET KMO INV REPR AIC EXTRACTION
ROTATION FSCORE
/FORMAT SORT BLANK(.4)
/PLOT EIGEN ROTATION
/CRITERIA MINEIGEN(1) ITERATE(25)
/EXTRACTION PC
/CRITERIA ITERATE(25)
/ROTATION VARIMAX
/SAVE REG(ALL)
/METHOD=CORRELATION .
Ressourcen Verstrichene Zeit 0:00:00,78
Maximal benötigter Speicher 725872 (708,859K) Byte
Erzeugte Variablen FAC1_1 Komponentenwert 1
FAC2_1 Komponentenwert 2
FAC3_1 Komponentenwert 3
FAC4_1 Komponentenwert 4

Deskriptive Statistiken

Mittelwert Standardabweichung Analyse N
vi1.1 ,5152 3,11845 194
vi1.2 ,5150 4,58910 194
vi1.3 ,5151 4,06685 194
vi2.1 ,5157 4,35286 194
vi2.2 ,5158 3,16265 194
vi2.3 ,5158 3,03054 194
vi2.4 ,5157 3,48541 194
vi3.1 ,5152 4,02499 194
vi3.2 ,5159 3,60456 194
vi3.3 ,5155 2,82826 194
iv4.1 ,5152 3,90844 194
iv4.2 ,5157 2,78113 194
iv4.3 ,5157 2,94557 194
iv4.4 ,5156 2,60322 194
iv5.1 ,5158 3,99047 194
iv5.2 ,5154 3,33095 194
iv5.4 ,5153 3,04502 194
iv5.5 ,5157 3,20726 194
x6.1 ,5156 4,33847 194
x6.3 ,5155 3,50581 194
x6.4 ,5157 3,59605 194
v7.1 ,5157 3,70333 194
v7.1.2 ,5154 3,47474 194
v7.3 ,5157 2,15081 194
v7.5 ,5157 4,68351 194
v7.6 ,5158 2,72402 194
vi8.1 ,5152 3,70665 194
vi8.2 ,5155 4,08813 194
xi9.1 ,5153 3,09781 194
xi9.2 ,5159 2,89764 194
xi9.3 ,5159 2,58720 194
x10.1 ,5158 3,55743 194
x10.2 ,5153 4,10612 194
x10.4 ,5153 3,70656 194
x11.1 ,5157 3,43056 194
x11.2 ,5153 2,32706 194
x11.3 ,5154 3,54388 194
x12.1 ,5157 4,04148 194
x12.3 ,5156 3,59297 194
x12.4 ,5156 2,92509 194
x13.1 ,5154 2,16863 194
x13.2 ,5152 3,27617 194
xii14.1 ,5152 4,06801 194
xii14.3 ,5157 3,77748 194
xii14.4 ,5154 5,15825 194
xii15.1 ,5149 2,78357 194
xii15.2 ,5154 3,28525 194
xii15.3 ,5154 4,28395 194
xii16.1 ,5155 4,19162 194
xii16.2 ,5153 2,58330 194
xii16.3 ,5156 4,30069 194
xii17.1 ,5156 4,25275 194
xii17.2 ,5156 3,29843 194
xii17.3 ,5153 3,70484 194
xi18.1 ,5157 2,99957 194
xi18.3 ,5154 2,82173 194
xi18.4 ,5156 2,81462 194
xi18.6 ,5158 3,22977 194
xi19.1 ,5157 3,06627 194
xi19.2 ,5152 3,80314 194
xii19.3 ,5152 3,44953 194
xi19.5 ,5157 3,04387 194
xi20.1 ,5157 4,16365 194
xi20.2 ,5153 2,97974 194
xi20.4 ,5150 3,30182 194
xi20.6 ,5154 3,43744 194
xii20.7 ,5154 2,34881 194
xi21.1 ,5156 2,54131 194
xi21.3 ,5160 2,56569 194
xi21.4 ,5153 2,87490 194
xi21.6 ,5154 2,81275 194
xii21.7 ,5161 4,73151 194
xi22.1 ,5157 2,30129 194
xi22.3 ,5160 2,43016 194
xi22.4 ,5153 2,58075 194
xi22.5 ,5152 2,70541 194
xii23.1 ,5156 3,13414 194
xii23.2 ,5162 2,38453 194

Korrelationsmatrix(a)


vi1.1 vi1.2 vi1.3 vi2.1 vi2.2 vi2.3 vi2.4 vi3.1 vi3.2 vi3.3 iv4.1 iv4.2 iv4.3 iv4.4 iv5.1 iv5.2 iv5.4 iv5.5 x6.1 x6.3 x6.4 v7.1 v7.1.2 v7.3 v7.5 v7.6 vi8.1 vi8.2 xi9.1 xi9.2 xi9.3 x10.1 x10.2 x10.4 x11.1 x11.2 x11.3 x12.1 x12.3 x12.4 x13.1 x13.2 xii14.1 xii14.3 xii14.4 xii15.1 xii15.2 xii15.3 xii16.1 xii16.2 xii16.3 xii17.1 xii17.2 xii17.3 xi18.1 xi18.3 xi18.4 xi18.6 xi19.1 xi19.2 xii19.3 xi19.5 xi20.1 xi20.2 xi20.4 xi20.6 xii20.7 xi21.1 xi21.3 xi21.4 xi21.6 xii21.7 xi22.1 xi22.3 xi22.4 xi22.5 xii23.1 xii23.2
Korrelation vi1.1 1,000 ,931 ,750 ,949 ,938 ,858 ,975 ,968 ,970 ,959 ,938 ,926 ,922 ,875 ,934 ,907 ,963 ,943 ,913 ,901 ,926 ,977 ,987 ,858 ,888 ,950 ,963 ,954 ,941 ,927 ,837 ,959 ,950 ,963 ,977 ,903 ,958 ,929 ,959 ,946 ,913 ,952 ,579 ,875 ,903 ,847 ,690 ,910 ,892 ,958 ,890 ,891 ,861 ,920 ,920 ,752 ,871 ,807 ,950 ,901 ,953 ,847 ,933 ,834 ,762 ,913 ,799 ,881 ,639 ,892 ,901 ,915 ,783 ,793 ,792 ,838 ,924 ,856
vi1.2 ,931 1,000 ,613 ,992 ,914 ,715 ,967 ,985 ,977 ,873 ,984 ,832 ,883 ,754 ,972 ,920 ,907 ,881 ,983 ,938 ,951 ,976 ,941 ,849 ,984 ,878 ,913 ,987 ,961 ,839 ,776 ,980 ,981 ,960 ,954 ,793 ,899 ,989 ,975 ,934 ,815 ,955 ,633 ,946 ,991 ,883 ,713 ,985 ,972 ,938 ,941 ,979 ,897 ,966 ,877 ,693 ,783 ,832 ,929 ,953 ,978 ,903 ,977 ,803 ,713 ,933 ,690 ,877 ,527 ,884 ,913 ,993 ,693 ,720 ,750 ,803 ,951 ,845
vi1.3 ,750 ,613 1,000 ,624 ,727 ,941 ,727 ,679 ,713 ,753 ,575 ,758 ,628 ,743 ,564 ,537 ,808 ,803 ,527 ,525 ,517 ,711 ,801 ,577 ,545 ,812 ,858 ,666 ,592 ,868 ,592 ,677 ,700 ,737 ,773 ,846 ,864 ,567 ,711 ,740 ,707 ,682 ,353 ,515 ,561 ,488 ,392 ,532 ,527 ,661 ,497 ,545 ,513 ,528 ,691 ,425 ,554 ,489 ,687 ,567 ,608 ,510 ,565 ,522 ,450 ,558 ,478 ,522 ,386 ,564 ,600 ,560 ,612 ,551 ,478 ,522 ,559 ,451
vi2.1 ,949 ,992 ,624 1,000 ,925 ,734 ,973 ,993 ,982 ,893 ,988 ,856 ,903 ,781 ,975 ,935 ,920 ,898 ,982 ,936 ,958 ,983 ,953 ,854 ,974 ,893 ,925 ,986 ,967 ,850 ,784 ,984 ,978 ,961 ,962 ,808 ,906 ,986 ,974 ,935 ,836 ,957 ,636 ,945 ,984 ,891 ,725 ,983 ,970 ,953 ,952 ,974 ,900 ,970 ,883 ,709 ,807 ,841 ,938 ,951 ,984 ,894 ,976 ,811 ,720 ,937 ,718 ,886 ,543 ,891 ,914 ,988 ,704 ,732 ,762 ,812 ,956 ,861
vi2.2 ,938 ,914 ,727 ,925 1,000 ,864 ,967 ,934 ,953 ,950 ,897 ,915 ,929 ,904 ,900 ,917 ,949 ,921 ,878 ,894 ,914 ,954 ,949 ,835 ,879 ,935 ,917 ,948 ,918 ,909 ,847 ,926 ,942 ,949 ,944 ,876 ,929 ,906 ,944 ,920 ,862 ,940 ,561 ,853 ,892 ,811 ,641 ,884 ,860 ,924 ,893 ,867 ,838 ,893 ,912 ,739 ,829 ,770 ,927 ,900 ,936 ,842 ,919 ,844 ,770 ,899 ,731 ,859 ,635 ,879 ,893 ,898 ,776 ,793 ,784 ,830 ,891 ,783
vi2.3 ,858 ,715 ,941 ,734 ,864 1,000 ,845 ,779 ,820 ,902 ,685 ,887 ,801 ,908 ,689 ,719 ,905 ,890 ,637 ,691 ,700 ,826 ,887 ,709 ,645 ,912 ,894 ,780 ,730 ,943 ,778 ,775 ,803 ,840 ,857 ,934 ,924 ,689 ,813 ,827 ,829 ,807 ,404 ,627 ,666 ,610 ,467 ,649 ,628 ,788 ,664 ,641 ,641 ,672 ,836 ,636 ,735 ,596 ,820 ,712 ,751 ,637 ,713 ,726 ,660 ,718 ,653 ,692 ,611 ,737 ,746 ,673 ,774 ,735 ,676 ,708 ,698 ,598
vi2.4 ,975 ,967 ,727 ,973 ,967 ,845 1,000 ,979 ,992 ,954 ,954 ,930 ,943 ,883 ,956 ,942 ,973 ,948 ,937 ,932 ,954 ,991 ,982 ,868 ,933 ,949 ,950 ,984 ,950 ,915 ,842 ,972 ,980 ,980 ,978 ,880 ,953 ,959 ,982 ,957 ,879 ,972 ,596 ,909 ,948 ,865 ,690 ,941 ,922 ,959 ,932 ,927 ,885 ,943 ,927 ,739 ,841 ,822 ,955 ,939 ,977 ,873 ,960 ,849 ,768 ,935 ,745 ,888 ,612 ,902 ,925 ,953 ,770 ,791 ,795 ,844 ,934 ,828
vi3.1 ,968 ,985 ,679 ,993 ,934 ,779 ,979 1,000 ,987 ,909 ,982 ,878 ,907 ,801 ,968 ,926 ,941 ,922 ,969 ,921 ,946 ,988 ,971 ,857 ,959 ,917 ,951 ,984 ,965 ,880 ,788 ,987 ,979 ,966 ,975 ,840 ,930 ,976 ,978 ,944 ,854 ,958 ,625 ,930 ,970 ,878 ,714 ,968 ,958 ,957 ,938 ,962 ,887 ,956 ,889 ,708 ,813 ,832 ,944 ,942 ,978 ,884 ,965 ,806 ,712 ,926 ,727 ,878 ,552 ,891 ,909 ,975 ,719 ,732 ,762 ,807 ,947 ,860
vi3.2 ,970 ,977 ,713 ,982 ,953 ,820 ,992 ,987 1,000 ,940 ,962 ,918 ,939 ,858 ,963 ,945 ,965 ,947 ,948 ,922 ,954 ,990 ,979 ,869 ,946 ,938 ,950 ,984 ,949 ,895 ,810 ,975 ,979 ,974 ,973 ,859 ,942 ,962 ,979 ,952 ,859 ,963 ,612 ,925 ,960 ,875 ,711 ,954 ,940 ,962 ,946 ,944 ,892 ,950 ,907 ,707 ,815 ,834 ,945 ,937 ,981 ,881 ,959 ,819 ,730 ,926 ,721 ,874 ,564 ,886 ,918 ,963 ,738 ,756 ,772 ,821 ,935 ,834
vi3.3 ,959 ,873 ,753 ,893 ,950 ,902 ,954 ,909 ,940 1,000 ,865 ,941 ,937 ,954 ,863 ,901 ,948 ,916 ,832 ,892 ,912 ,946 ,954 ,851 ,821 ,954 ,912 ,920 ,901 ,935 ,903 ,904 ,915 ,945 ,939 ,931 ,945 ,874 ,926 ,921 ,926 ,940 ,521 ,815 ,839 ,797 ,629 ,844 ,810 ,932 ,865 ,812 ,828 ,878 ,946 ,802 ,902 ,758 ,937 ,871 ,924 ,816 ,904 ,888 ,840 ,905 ,825 ,881 ,740 ,895 ,898 ,854 ,839 ,864 ,827 ,878 ,885 ,807
iv4.1 ,938 ,984 ,575 ,988 ,897 ,685 ,954 ,982 ,962 ,865 1,000 ,829 ,880 ,743 ,974 ,916 ,897 ,871 ,985 ,928 ,949 ,968 ,933 ,842 ,967 ,868 ,905 ,970 ,966 ,820 ,765 ,976 ,961 ,940 ,947 ,781 ,881 ,987 ,959 ,922 ,838 ,941 ,634 ,935 ,974 ,891 ,720 ,980 ,970 ,942 ,938 ,970 ,886 ,964 ,861 ,706 ,805 ,829 ,923 ,939 ,972 ,898 ,969 ,794 ,707 ,927 ,730 ,883 ,537 ,883 ,897 ,980 ,687 ,712 ,752 ,799 ,957 ,888
iv4.2 ,926 ,832 ,758 ,856 ,915 ,887 ,930 ,878 ,918 ,941 ,829 1,000 ,966 ,957 ,867 ,916 ,972 ,971 ,791 ,791 ,870 ,899 ,926 ,784 ,783 ,916 ,884 ,861 ,812 ,859 ,752 ,846 ,857 ,868 ,877 ,839 ,881 ,810 ,863 ,857 ,815 ,855 ,497 ,762 ,796 ,728 ,572 ,792 ,770 ,893 ,876 ,776 ,745 ,802 ,829 ,626 ,754 ,693 ,845 ,797 ,875 ,750 ,820 ,743 ,661 ,797 ,657 ,750 ,551 ,772 ,793 ,803 ,701 ,703 ,692 ,725 ,792 ,714
iv4.3 ,922 ,883 ,628 ,903 ,929 ,801 ,943 ,907 ,939 ,937 ,880 ,966 1,000 ,935 ,918 ,978 ,949 ,944 ,858 ,861 ,938 ,922 ,912 ,817 ,847 ,894 ,851 ,901 ,864 ,814 ,779 ,875 ,886 ,885 ,878 ,791 ,849 ,870 ,886 ,861 ,803 ,884 ,539 ,830 ,860 ,794 ,620 ,863 ,836 ,914 ,948 ,838 ,806 ,871 ,850 ,679 ,788 ,746 ,869 ,860 ,925 ,822 ,886 ,794 ,715 ,857 ,683 ,812 ,580 ,823 ,841 ,868 ,708 ,733 ,740 ,775 ,854 ,769
iv4.4 ,875 ,754 ,743 ,781 ,904 ,908 ,883 ,801 ,858 ,954 ,743 ,957 ,935 1,000 ,773 ,869 ,921 ,902 ,698 ,780 ,829 ,850 ,873 ,767 ,698 ,898 ,821 ,812 ,770 ,863 ,827 ,782 ,811 ,843 ,834 ,863 ,860 ,746 ,819 ,823 ,835 ,836 ,431 ,693 ,716 ,679 ,520 ,714 ,676 ,845 ,807 ,681 ,714 ,752 ,861 ,701 ,802 ,651 ,832 ,759 ,827 ,723 ,783 ,804 ,755 ,786 ,708 ,760 ,672 ,780 ,790 ,728 ,772 ,790 ,740 ,780 ,755 ,667
iv5.1 ,934 ,972 ,564 ,975 ,900 ,689 ,956 ,968 ,963 ,863 ,974 ,867 ,918 ,773 1,000 ,948 ,914 ,905 ,979 ,915 ,960 ,958 ,929 ,830 ,960 ,863 ,883 ,963 ,937 ,796 ,746 ,952 ,951 ,924 ,922 ,751 ,856 ,966 ,942 ,902 ,788 ,922 ,621 ,925 ,968 ,871 ,695 ,966 ,954 ,929 ,954 ,957 ,871 ,945 ,844 ,673 ,767 ,812 ,900 ,933 ,964 ,890 ,953 ,779 ,684 ,907 ,670 ,853 ,509 ,860 ,883 ,970 ,664 ,691 ,732 ,776 ,929 ,835
iv5.2 ,907 ,920 ,537 ,935 ,917 ,719 ,942 ,926 ,945 ,901 ,916 ,916 ,978 ,869 ,948 1,000 ,916 ,911 ,907 ,896 ,968 ,929 ,894 ,834 ,903 ,862 ,830 ,922 ,894 ,774 ,765 ,898 ,903 ,890 ,876 ,743 ,820 ,912 ,898 ,861 ,776 ,895 ,574 ,882 ,910 ,847 ,660 ,917 ,891 ,929 ,983 ,890 ,847 ,915 ,846 ,686 ,780 ,788 ,876 ,900 ,953 ,850 ,923 ,802 ,715 ,887 ,681 ,837 ,556 ,843 ,863 ,916 ,689 ,727 ,753 ,786 ,890 ,805
iv5.4 ,963 ,907 ,808 ,920 ,949 ,905 ,973 ,941 ,965 ,948 ,897 ,972 ,949 ,921 ,914 ,916 1,000 ,985 ,866 ,846 ,896 ,955 ,975 ,824 ,862 ,953 ,953 ,929 ,879 ,913 ,780 ,919 ,931 ,935 ,946 ,884 ,945 ,884 ,933 ,923 ,853 ,916 ,550 ,827 ,874 ,780 ,619 ,862 ,849 ,925 ,892 ,858 ,798 ,861 ,873 ,652 ,775 ,742 ,901 ,861 ,920 ,813 ,882 ,769 ,679 ,849 ,675 ,799 ,549 ,823 ,849 ,877 ,723 ,723 ,714 ,758 ,855 ,761
iv5.5 ,943 ,881 ,803 ,898 ,921 ,890 ,948 ,922 ,947 ,916 ,871 ,971 ,944 ,902 ,905 ,911 ,985 1,000 ,843 ,798 ,867 ,928 ,954 ,795 ,836 ,931 ,939 ,898 ,845 ,880 ,722 ,892 ,901 ,898 ,917 ,845 ,914 ,849 ,902 ,891 ,806 ,873 ,538 ,810 ,850 ,781 ,604 ,843 ,832 ,906 ,881 ,837 ,771 ,828 ,834 ,598 ,725 ,734 ,868 ,842 ,895 ,785 ,843 ,717 ,608 ,809 ,626 ,755 ,482 ,785 ,815 ,852 ,696 ,672 ,680 ,708 ,826 ,733
x6.1 ,913 ,983 ,527 ,982 ,878 ,637 ,937 ,969 ,948 ,832 ,985 ,791 ,858 ,698 ,979 ,907 ,866 ,843 1,000 ,928 ,945 ,953 ,911 ,827 ,979 ,835 ,876 ,967 ,954 ,784 ,744 ,964 ,954 ,928 ,925 ,740 ,849 ,985 ,947 ,904 ,789 ,928 ,634 ,939 ,983 ,883 ,715 ,983 ,972 ,922 ,931 ,976 ,887 ,962 ,842 ,689 ,776 ,824 ,905 ,940 ,962 ,892 ,967 ,781 ,695 ,922 ,691 ,873 ,511 ,871 ,890 ,986 ,659 ,696 ,734 ,785 ,947 ,858
x6.3 ,901 ,938 ,525 ,936 ,894 ,691 ,932 ,921 ,922 ,892 ,928 ,791 ,861 ,780 ,915 ,896 ,846 ,798 ,928 1,000 ,969 ,941 ,892 ,906 ,922 ,852 ,835 ,954 ,954 ,833 ,890 ,936 ,944 ,945 ,916 ,811 ,866 ,960 ,944 ,909 ,862 ,958 ,595 ,907 ,935 ,895 ,696 ,941 ,909 ,914 ,895 ,910 ,902 ,957 ,930 ,833 ,887 ,823 ,945 ,950 ,956 ,893 ,977 ,914 ,869 ,970 ,810 ,956 ,716 ,941 ,943 ,945 ,797 ,857 ,854 ,912 ,956 ,859
x6.4 ,926 ,951 ,517 ,958 ,914 ,700 ,954 ,946 ,954 ,912 ,949 ,870 ,938 ,829 ,960 ,968 ,896 ,867 ,945 ,969 1,000 ,954 ,910 ,893 ,933 ,868 ,842 ,956 ,947 ,806 ,838 ,936 ,938 ,930 ,910 ,784 ,851 ,959 ,936 ,899 ,837 ,942 ,598 ,914 ,943 ,887 ,692 ,951 ,925 ,939 ,965 ,924 ,889 ,961 ,894 ,774 ,852 ,815 ,924 ,939 ,977 ,887 ,971 ,869 ,805 ,947 ,767 ,916 ,649 ,909 ,916 ,952 ,739 ,793 ,813 ,861 ,942 ,863
v7.1 ,977 ,976 ,711 ,983 ,954 ,826 ,991 ,988 ,990 ,946 ,968 ,899 ,922 ,850 ,958 ,929 ,955 ,928 ,953 ,941 ,954 1,000 ,983 ,868 ,944 ,943 ,956 ,990 ,969 ,917 ,849 ,986 ,987 ,986 ,987 ,886 ,956 ,972 ,988 ,961 ,892 ,979 ,613 ,916 ,958 ,875 ,699 ,955 ,936 ,962 ,927 ,941 ,889 ,954 ,932 ,761 ,857 ,824 ,967 ,951 ,982 ,887 ,974 ,859 ,779 ,947 ,770 ,907 ,629 ,920 ,933 ,965 ,780 ,798 ,805 ,854 ,954 ,857
v7.1.2 ,987 ,941 ,801 ,953 ,949 ,887 ,982 ,971 ,979 ,954 ,933 ,926 ,912 ,873 ,929 ,894 ,975 ,954 ,911 ,892 ,910 ,983 1,000 ,843 ,900 ,959 ,982 ,964 ,933 ,945 ,827 ,964 ,967 ,974 ,986 ,916 ,978 ,929 ,970 ,953 ,897 ,956 ,584 ,869 ,913 ,828 ,664 ,908 ,892 ,947 ,881 ,899 ,845 ,906 ,918 ,722 ,837 ,787 ,949 ,906 ,947 ,844 ,930 ,820 ,740 ,905 ,748 ,863 ,606 ,882 ,898 ,920 ,773 ,776 ,766 ,817 ,913 ,816
v7.3 ,858 ,849 ,577 ,854 ,835 ,709 ,868 ,857 ,869 ,851 ,842 ,784 ,817 ,767 ,830 ,834 ,824 ,795 ,827 ,906 ,893 ,868 ,843 1,000 ,825 ,854 ,809 ,867 ,853 ,791 ,777 ,850 ,858 ,859 ,850 ,786 ,821 ,851 ,863 ,847 ,816 ,858 ,551 ,800 ,831 ,820 ,623 ,834 ,818 ,860 ,828 ,817 ,785 ,848 ,825 ,695 ,779 ,719 ,853 ,833 ,867 ,810 ,860 ,778 ,725 ,846 ,719 ,848 ,598 ,820 ,825 ,838 ,696 ,736 ,729 ,779 ,842 ,787
v7.5 ,888 ,984 ,545 ,974 ,879 ,645 ,933 ,959 ,946 ,821 ,967 ,783 ,847 ,698 ,960 ,903 ,862 ,836 ,979 ,922 ,933 ,944 ,900 ,825 1,000 ,830 ,868 ,966 ,936 ,783 ,734 ,956 ,958 ,927 ,916 ,730 ,848 ,978 ,946 ,898 ,756 ,926 ,628 ,938 ,987 ,866 ,701 ,976 ,966 ,924 ,928 ,972 ,882 ,951 ,837 ,658 ,740 ,818 ,894 ,938 ,958 ,885 ,960 ,773 ,679 ,910 ,644 ,850 ,480 ,856 ,887 ,985 ,642 ,683 ,717 ,771 ,928 ,812
v7.6 ,950 ,878 ,812 ,893 ,935 ,912 ,949 ,917 ,938 ,954 ,868 ,916 ,894 ,898 ,863 ,862 ,953 ,931 ,835 ,852 ,868 ,943 ,959 ,854 ,830 1,000 ,943 ,923 ,891 ,946 ,842 ,913 ,922 ,938 ,949 ,927 ,956 ,869 ,928 ,923 ,893 ,922 ,540 ,806 ,845 ,782 ,619 ,841 ,821 ,920 ,835 ,827 ,799 ,852 ,909 ,739 ,835 ,742 ,926 ,868 ,905 ,804 ,880 ,827 ,750 ,868 ,757 ,841 ,654 ,869 ,872 ,854 ,803 ,792 ,780 ,815 ,866 ,782
vi8.1 ,963 ,913 ,858 ,925 ,917 ,894 ,950 ,951 ,950 ,912 ,905 ,884 ,851 ,821 ,883 ,830 ,953 ,939 ,876 ,835 ,842 ,956 ,982 ,809 ,868 ,943 1,000 ,933 ,899 ,946 ,769 ,947 ,942 ,952 ,978 ,910 ,981 ,893 ,948 ,940 ,879 ,923 ,565 ,836 ,880 ,805 ,643 ,876 ,866 ,918 ,821 ,872 ,806 ,861 ,882 ,657 ,789 ,763 ,920 ,865 ,905 ,807 ,883 ,753 ,663 ,856 ,708 ,814 ,532 ,833 ,856 ,886 ,740 ,721 ,708 ,759 ,878 ,787
vi8.2 ,954 ,987 ,666 ,986 ,948 ,780 ,984 ,984 ,984 ,920 ,970 ,861 ,901 ,812 ,963 ,922 ,929 ,898 ,967 ,954 ,956 ,990 ,964 ,867 ,966 ,923 ,933 1,000 ,972 ,892 ,844 ,985 ,993 ,985 ,975 ,853 ,935 ,985 ,990 ,955 ,861 ,979 ,617 ,934 ,977 ,881 ,705 ,970 ,951 ,950 ,927 ,957 ,904 ,964 ,925 ,757 ,840 ,834 ,962 ,965 ,983 ,901 ,983 ,860 ,781 ,956 ,744 ,909 ,612 ,921 ,941 ,981 ,763 ,788 ,805 ,856 ,958 ,843
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xii23.1 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000
,000
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a Determinante = 6,745-165

Inverse Korrelationsmatrix

vi1.1 vi1.2 vi1.3 vi2.1 vi2.2 vi2.3 vi2.4 vi3.1 vi3.2 vi3.3 iv4.1 iv4.2 iv4.3 iv4.4 iv5.1 iv5.2 iv5.4 iv5.5 x6.1 x6.3 x6.4 v7.1 v7.1.2 v7.3 v7.5 v7.6 vi8.1 vi8.2 xi9.1 xi9.2 xi9.3 x10.1 x10.2 x10.4 x11.1 x11.2 x11.3 x12.1 x12.3 x12.4 x13.1 x13.2 xii14.1 xii14.3 xii14.4 xii15.1 xii15.2 xii15.3 xii16.1 xii16.2 xii16.3 xii17.1 xii17.2 xii17.3 xi18.1 xi18.3 xi18.4 xi18.6 xi19.1 xi19.2 xii19.3 xi19.5 xi20.1 xi20.2 xi20.4 xi20.6 xii20.7 xi21.1 xi21.3 xi21.4 xi21.6 xii21.7 xi22.1 xi22.3 xi22.4 xi22.5 xii23.1 xii23.2
vi1.1 379,142 137,940 64,591 9,819 35,397 5,278 -118,021 -101,784 5,425 -87,014 -5,431 49,844 20,646 -24,417 -165,132 -42,455 16,538 -57,544 -5,494 -22,325 15,139 109,458 -102,713 -23,900 -44,520 16,143 -41,975 50,628 -7,187 -25,978 36,611 -8,934 -2,392 -82,090 -93,258 23,076 -41,982 81,229 -26,032 -1,853 17,205 3,164 49,353 30,773 135,139 25,701 -83,681 -139,284 18,160 31,806 41,701 -17,802 12,738 10,272 -61,619 -10,024 -9,322 65,237 -71,678 177,241 -40,421 7,217 -33,140 21,755 -31,358 94,340 -43,458 -10,026 11,576 4,611 -52,542 -122,949 -37,459 73,385 -94,739 67,550 47,140 3,869
vi1.2 137,940 1236,699 129,914 -142,739 -9,286 -155,918 -306,191 -62,365 -334,729 -168,694 -137,802 67,466 -168,483 235,877 91,340 187,147 -2,387 -255,374 58,381 20,854 -43,062 71,556 162,353 -15,602 -13,852 40,553 100,402 153,049 59,738 87,269 53,494 -193,377 -200,974 152,674 109,645 2,544 -128,396 150,195 -78,583 -16,709 5,668 -65,113 27,188 213,962 -654,845 38,345 -47,450 -524,149 118,483 -23,212 242,959 140,209 -49,573 -90,651 ,650 -35,675 151,420 76,948 -74,593 190,849 -124,472 -47,496 -376,197 6,941 -52,020 233,090 -84,691 -23,128 -73,239 102,348 -17,862 -105,927 -58,827 42,759 -21,108 115,382 -30,473 45,248
vi1.3 64,591 129,914 1229,360 -82,581 174,863 -795,167 -340,112 23,712 -170,472 -181,619 -123,724 91,567 -98,607 179,029 280,544 133,563 91,097 -537,767 108,230 -152,400 303,815 124,000 4,329 42,130 -79,828 -78,384 -192,712 103,826 -5,339 -17,637 156,831 -219,222 1,096 -276,818 162,468 -120,240 -176,038 144,196 34,362 -20,800 49,628 -11,113 -37,697 17,717 -707,846 -46,290 66,512 114,981 -60,328 -8,517 344,037 -15,009 -100,592 144,821 -29,370 59,492 42,392 45,787 -291,294 374,809 40,463 11,818 149,988 -60,094 -215,295 336,968 -30,180 -36,754 117,892 204,092 -13,345 -27,541 -26,696 -50,714 -37,834 63,109 -35,420 -2,089
vi2.1 9,819 -142,739 -82,581 559,011 19,503 55,202 -64,284 -100,808 152,142 -7,478 7,006 83,081 64,709 -85,299 64,925 -53,910 5,466 39,338 -115,937 -28,101 -11,825 -35,532 -198,562 23,904 -38,214 -17,905 -112,289 -29,718 -54,949 -51,156 -40,985 68,008 -42,304 68,753 17,487 -27,179 105,184 -67,801 20,665 16,606 -34,694 73,903 27,558 -44,446 155,049 -17,585 -67,333 -105,944 66,918 21,248 -184,773 16,200 65,004 -89,386 -25,287 -,131 -6,865 -,879 123,816 -99,054 62,315 1,592 159,806 -77,228 69,927 -182,190 27,543 -2,938 -32,150 32,640 21,920 -77,214 69,095 14,449 32,805 15,594 -12,270 -1,101
vi2.2 35,397 -9,286 174,863 19,503 117,627 -181,519 -80,173 -,509 -7,043 -11,185 -35,541 -27,168 54,726 -100,833 -18,654 -15,551 60,324 7,619 -9,766 -17,839 61,248 68,245 67,257 10,062 -38,226 -4,774 -158,730 -72,537 -72,467 -55,692 -43,896 30,184 257,726 -102,070 -12,394 -22,766 46,740 92,124 -15,780 -6,608 15,996 -11,622 -26,407 -6,806 -213,992 -31,543 22,907 99,628 -35,483 20,448 56,700 7,447 47,100 -15,012 34,780 -33,764 -,377 -26,252 32,475 32,752 19,894 1,380 -25,257 18,769 -11,137 -4,043 33,683 -,491 10,257 49,744 11,385 -58,261 -,846 7,878 -4,569 25,063 -6,396 -20,558
vi2.3 5,278 -155,918 -795,167 55,202 -181,519 1221,997 57,586 17,798 277,924 79,662 144,754 79,153 69,964 -169,659 78,898 -180,430 -188,404 40,496 -18,663 153,836 -304,475 -193,929 -198,187 -35,418 61,567 78,017 120,423 -91,428 24,855 -76,661 4,082 177,029 -259,574 259,242 -160,019 -2,857 -34,838 1,487 -109,669 34,929 -6,053 74,933 92,264 -108,368 557,534 12,661 -121,049 -78,073 48,441 -25,318 -196,870 -86,891 70,514 -73,812 -50,918 -39,290 40,824 61,873 -118,775 -89,691 14,588 16,214 -55,997 43,426 -22,835 117,442 21,704 51,988 -104,960 -203,768 -3,652 61,549 -47,937 17,892 34,337 -14,645 112,658 27,642
vi2.4 -118,021 -306,191 -340,112 -64,284 -80,173 57,586 1189,229 -23,318 72,939 359,910 79,004 -457,881 26,567 -85,731 21,542 -174,210 -132,643 203,723 -58,698 64,005 -116,736 -164,054 276,748 -26,119 131,213 -65,152 165,174 -190,396 52,364 -28,945 -214,206 200,847 116,272 -36,509 -212,301 167,101 -129,632 -130,177 6,117 -23,382 -47,440 -33,171 -38,522 25,288 68,181 28,713 14,408 316,271 -117,474 31,024 161,685 -46,570 173,016 -191,152 71,689 -68,770 -149,440 -97,070 450,635 -199,217 -21,920 44,652 -237,666 126,921 272,052 -535,611 41,774 49,960 55,193 -151,545 -6,863 -24,262 106,882 -68,610 61,432 -177,308 5,854 -14,092
vi3.1 -101,784 -62,365 23,712 -100,808 -,509 17,798 -23,318 351,394 37,530 -16,005 -72,805 -1,042 -13,108 41,403 85,989 5,303 35,896 -91,424 18,702 27,480 -6,972 -6,738 18,777 -4,659 14,399 17,850 -48,521 -85,542 -28,875 -9,810 30,716 -12,866 -29,726 -53,544 21,470 -31,653 24,990 -1,671 18,559 3,843 25,710 17,152 -11,462 -3,407 26,238 -18,939 15,011 101,429 -29,956 -2,042 -10,518 -52,709 23,176 -1,055 45,966 12,509 -10,768 -37,960 -57,237 12,908 -51,856 -5,785 -53,903 -4,634 -51,926 67,134 14,912 29,584 1,311 -39,052 35,445 5,425 -7,110 -12,827 21,107 -20,836 35,466 4,656
vi3.2 5,425 -334,729 -170,472 152,142 -7,043 277,924 72,939 37,530 1067,644 -172,150 103,807 3,756 109,850 -168,589 156,598 -68,860 -25,707 -21,197 -41,227 248,628 -382,967 -61,778 -328,998 -24,403 -15,570 -,588 -32,199 -245,254 16,798 21,719 -51,012 79,439 12,198 -236,309 35,422 -27,639 -67,447 -208,971 42,885 46,355 -25,936 59,631 15,698 25,552 179,588 -38,539 -54,220 86,551 -30,215 70,652 -24,437 -38,724 -8,717 -88,658 1,384 33,146 28,975 -43,165 162,521 -147,173 -140,451 11,387 17,902 -35,686 141,386 -110,546 61,238 27,223 -9,268 -44,108 15,124 86,530 33,517 24,618 -53,852 67,926 -40,038 -38,273
vi3.3 -87,014 -168,694 -181,619 -7,478 -11,185 79,662 359,910 -16,005 -172,150 682,556 64,085 -278,199 -37,211 -140,087 193,896 -105,099 39,842 151,228 -54,793 52,700 -36,826 -229,367 -13,133 -13,213 49,234 -28,251 -83,810 -197,249 -86,350 23,781 -60,217 300,487 -92,364 227,746 -10,410 24,042 -11,396 -13,962 -120,580 -23,333 -25,111 92,216 91,682 -100,222 271,770 -1,380 -149,650 199,156 -49,693 -37,257 16,877 -40,442 69,105 -112,087 90,009 -26,435 -144,264 149,842 184,631 -217,957 95,064 21,671 -84,059 102,236 68,976 -189,901 37,998 53,344 -64,592 16,960 -75,525 -140,395 33,981 -97,980 159,871 -236,230 -9,464 9,263
iv4.1 -5,431 -137,802 -123,724 7,006 -35,541 144,754 79,004 -72,805 103,807 64,085 409,955 12,260 -22,036 -75,160 -84,460 17,624 -167,750 235,787 -42,730 -41,947 -10,158 -63,829 -124,611 8,778 8,655 -10,158 10,923 -31,451 -16,601 84,691 37,746 58,525 -201,179 236,978 -,655 40,433 -26,573 -166,106 -58,766 -13,112 -66,300 43,639 6,347 -53,591 377,501 18,078 -7,833 102,320 -17,584 -2,448 -81,729 6,164 -2,515 -17,331 -91,038 ,172 -26,233 40,783 -11,456 -92,410 -71,150 20,263 39,559 25,844 132,471 -141,793 -44,144 10,138 37,878 20,674 -56,372 -29,624 -14,834 33,872 -33,561 4,311 -66,585 4,305
iv4.2 49,844 67,466 91,567 83,081 -27,168 79,153 -457,881 -1,042 3,756 -278,199 12,260 506,000 8,994 -3,054 -47,612 93,702 -36,644 -220,717 37,474 -71,488 8,092 32,262 -329,492 23,165 -36,434 13,433 87,431 233,935 13,351 50,818 204,216 -120,490 -186,014 196,011 123,071 -70,697 21,835 -125,533 -113,928 45,102 5,962 -28,886 23,893 -87,768 164,855 23,460 35,006 -249,728 121,113 -31,946 -170,760 11,088 -217,950 241,445 -58,075 83,081 76,631 63,441 -310,489 115,702 28,057 -1,390 282,036 -122,075 -142,833 289,788 -78,550 -48,303 -50,219 112,883 -22,507 -38,108 -44,090 41,607 -77,533 154,502 -14,445 25,279
iv4.3 20,646 -168,483 -98,607 64,709 54,726 69,964 26,567 -13,108 109,850 -37,211 -22,036 8,994 456,711 -388,639 -25,021 -155,071 55,384 -91,533 -70,239 18,607 -7,097 47,662 6,939 5,877 -22,433 1,746 -162,843 -37,014 -8,041 -46,703 -68,319 45,785 482,576 -64,281 1,536 -8,026 87,210 -43,632 -24,313 34,238 17,988 ,963 4,832 -87,686 -107,331 3,143 -33,526 205,110 -49,386 74,879 -13,351 21,416 124,643 -45,468 45,357 -23,726 -22,000 -4,447 178,361 -73,818 38,891 -2,913 -9,591 59,016 39,728 -175,012 74,084 -57,281 -104,827 36,388 -2,509 -212,873 46,610 29,411 -76,700 88,249 -97,099 -16,133
iv4.4 -24,417 235,877 179,029 -85,299 -100,833 -169,659 -85,731 41,403 -168,589 -140,087 -75,160 -3,054 -388,639 697,179 80,467 119,517 -106,302 -110,244 80,192 -72,379 141,537 -1,775 -56,077 -13,701 31,615 ,061 330,831 131,405 86,702 65,177 54,960 -218,895 -621,590 -104,890 22,122 56,503 -11,467 25,653 15,566 13,767 -18,756 -8,823 -16,160 125,747 86,656 33,289 55,702 -308,719 93,641 -71,677 -72,077 23,556 -128,811 14,802 -111,773 71,321 18,005 -46,627 -178,031 132,251 -93,982 -24,334 153,586 -108,677 -121,914 289,368 -85,018 18,590 132,658 -96,375 46,456 435,713 -43,342 -23,343 121,498 -109,414 71,722 25,804
iv5.1 -165,132 91,340 280,544 64,925 -18,654 78,898 21,542 85,989 156,598 193,896 -84,460 -47,612 -25,021 80,467 944,786 -83,489 21,421 -766,123 -97,578 74,358 -156,635 -235,332 -195,997 23,479 15,511 -79,015 11,650 20,242 -36,257 45,671 51,086 -23,806 -435,492 227,896 276,923 -73,402 -92,781 -129,114 40,903 32,085 -24,021 136,690 130,820 -31,740 -278,773 27,446 -187,238 72,245 -61,096 6,619 376,688 -33,414 -114,561 -29,278 62,296 87,232 27,176 176,488 -74,697 -120,811 41,454 -2,562 -110,076 -63,841 -171,764 144,682 10,276 -18,963 -69,430 138,751 40,240 -70,677 78,680 -82,239 183,442 -159,593 -79,651 28,064
iv5.2 -42,455 187,147 133,563 -53,910 -15,551 -180,430 -174,210 5,303 -68,860 -105,099 17,624 93,702 -155,071 119,517 -83,489 430,271 -41,034 -24,522 58,118 -19,214 12,203 46,745 31,848 -1,149 1,899 33,910 67,443 -,722 -33,098 68,195 112,491 -103,775 -60,561 -12,532 57,599 -53,639 32,773 -8,520 98,796 -15,889 11,532 -17,757 -19,103 91,158 37,150 7,491 52,018 -171,587 92,667 -66,124 -177,613 93,312 -144,764 109,742 -23,290 48,563 58,653 3,655 -116,248 -86,514 -32,409 -17,253 -79,084 -63,776 -20,404 101,795 -42,080 -7,931 36,444 101,124 -13,638 -,456 -5,706 -24,738 -19,400 32,073 -23,330 3,148
iv5.4 16,538 -2,387 91,097 5,466 60,324 -188,404 -132,643 35,896 -25,707 39,842 -167,750 -36,644 55,384 -106,302 21,421 -41,034 434,627 -171,749 5,967 17,145 -59,206 3,102 31,799 25,420 -71,777 -44,760 -118,019 76,408 -39,022 -84,241 -6,928 38,995 76,435 -148,377 80,856 -37,870 53,656 -95,643 30,076 29,204 28,357 -9,789 6,255 -79,041 -38,433 -26,032 -9,964 64,587 -73,324 60,752 69,626 -81,047 -5,687 -1,519 71,704 24,307 -21,132 20,013 77,443 84,921 129,152 -12,432 22,551 -23,141 -11,291 -58,836 32,113 7,069 -68,548 62,727 4,247 4,895 43,840 -61,602 -31,263 78,137 37,782 -15,200
iv5.5 -57,544 -255,374 -537,767 39,338 7,619 40,496 203,723 -91,424 -21,197 151,228 235,787 -220,717 -91,533 -110,244 -766,123 -24,522 -171,749 1377,148 -41,093 77,295 -84,031 81,715 160,420 -16,986 36,115 72,780 -149,712 -294,151 27,240 20,665 -191,947 211,242 314,113 54,762 -266,723 120,823 84,446 191,900 -115,854 -90,119 -26,307 -101,267 -148,873 61,393 302,254 -69,088 190,742 35,702 48,077 -37,361 -392,522 63,750 180,418 -70,166 -64,085 -158,994 -55,315 -213,334 264,525 -122,355 -49,752 8,348 68,740 119,064 380,636 -316,244 38,880 64,297 110,089 -215,102 -69,154 268,027 -64,379 65,790 -83,170 -26,942 26,045 -39,455
x6.1 -5,494 58,381 108,230 -115,937 -9,766 -18,663 -58,698 18,702 -41,227 -54,793 -42,730 37,474 -70,239 80,192 -97,578 58,118 5,967 -41,093 289,035 57,964 -14,613 -3,769 34,606 -14,168 12,076 23,502 14,614 -12,949 11,421 26,563 62,211 9,332 -16,587 -104,885 -33,587 -26,920 15,684 -18,374 -4,784 -18,301 19,991 -4,461 -25,280 45,622 -231,705 -2,339 42,470 -36,978 7,506 -32,893 61,538 -45,331 -31,432 -32,627 42,277 18,345 -19,025 ,877 -133,787 101,124 17,813 -3,589 66,062 28,940 -52,640 103,703 -13,398 30,910 ,386 -22,467 45,287 49,210 -57,663 -88,648 4,906 36,638 28,438 17,086
x6.3 -22,325 20,854 -152,400 -28,101 -17,839 153,836 64,005 27,480 248,628 52,700 -41,947 -71,488 18,607 -72,379 74,358 -19,214 17,145 77,295 57,964 471,930 -437,287 -43,308 -,804 -79,709 47,863 68,878 -52,998 -174,424 67,717 -7,344 -38,411 24,357 84,301 -33,605 -35,682 41,474 -58,824 -138,447 44,627 5,960 ,946 -47,949 -11,864 44,055 -345,872 1,510 24,135 -60,435 5,470 11,247 76,061 -18,899 -44,054 -37,897 33,966 1,436 66,218 -55,521 -14,573 -56,180 93,386 -20,624 -80,793 -4,103 -22,482 52,038 -,416 -1,487 -40,493 -91,975 83,470 277,575 13,473 -84,839 23,669 46,690 -18,074 5,457
x6.4 15,139 -43,062 303,815 -11,825 61,248 -304,475 -116,736 -6,972 -382,967 -36,826 -10,158 8,092 -7,097 141,537 -156,635 12,203 -59,206 -84,031 -14,613 -437,287 912,211 60,125 3,713 -3,543 -8,243 5,142 76,164 108,017 -29,815 -6,792 12,310 -,310 243,460 -233,197 -68,742 -1,579 112,192 156,843 -36,549 6,930 4,250 38,576 -19,043 -61,069 -87,039 -51,716 17,297 72,929 13,098 -43,860 -153,654 75,291 167,383 -95,848 5,186 -30,524 -66,654 13,793 -6,716 46,895 -145,207 6,044 128,801 58,764 -130,681 61,696 46,056 -12,580 -15,330 34,582 -48,957 -33,768 -15,762 70,802 56,153 -56,561 39,442 -15,773
v7.1 109,458 71,556 124,000 -35,532 68,245 -193,929 -164,054 -6,738 -61,778 -229,367 -63,829 32,262 47,662 -1,775 -235,332 46,745 3,102 81,715 -3,769 -43,308 60,125 715,875 125,008 5,931 -41,790 7,051 -293,664 31,761 82,133 -47,429 -64,351 -211,492 315,605 -179,735 -128,554 -7,815 92,459 110,257 70,219 -13,526 13,944 -11,633 -23,959 193,466 -326,217 -16,984 -21,274 -69,538 15,033 78,405 -49,403 59,412 144,811 -100,026 -78,953 -23,829 67,216 -71,510 127,835 109,209 -186,454 -14,307 52,233 -31,208 -86,829 62,310 24,571 -16,287 37,245 -122,659 26,426 -47,188 -9,611 50,594 -81,976 132,978 1,976 -13,098
v7.1.2 -102,713 162,353 4,329 -198,562 67,257 -198,187 276,748 18,777 -328,998 -13,133 -124,611 -329,492 6,939 -56,077 -195,997 31,848 31,799 160,420 34,606 -,804 3,713 125,008 876,456 13,687 13,286 5,951 -167,523 -72,982 -1,324 -124,005 -188,460 -44,787 468,395 -225,520 -139,722 7,738 -48,482 302,792 284,394 -76,985 36,970 -56,162 -104,541 129,023 -455,202 -26,268 88,516 218,385 -118,315 20,353 267,063 -6,343 209,168 -87,789 119,809 -117,115 31,179 -168,525 186,695 46,744 64,086 -7,426 -408,852 109,133 70,587 -289,700 58,717 24,246 53,627 -86,102 118,462 -259,105 15,211 ,151 -21,739 -25,385 42,708 -11,167
v7.3 -23,900 -15,602 42,130 23,904 10,062 -35,418 -26,119 -4,659 -24,403 -13,213 8,778 23,165 5,877 -13,701 23,479 -1,149 25,420 -16,986 -14,168 -79,709 -3,543 5,931 13,687 45,550 -28,541 -35,875 -27,325 30,968 -14,234 -7,060 1,616 -1,893 -84,554 52,109 43,217 -27,184 13,648 27,067 -16,090 -8,453 3,585 18,679 5,260 -15,698 99,955 -22,345 -13,752 23,107 -11,072 3,246 10,751 -6,928 14,781 16,179 11,439 1,855 -5,476 6,296 12,639 37,051 21,575 3,583 9,387 -10,288 16,377 -37,110 8,494 -3,358 6,307 29,292 -6,962 -88,452 7,499 5,135 -15,607 5,374 -2,033 -1,803
v7.5 -44,520 -13,852 -79,828 -38,214 -38,226 61,567 131,213 14,399 -15,570 49,234 8,655 -36,434 -22,433 31,615 15,511 1,899 -71,777 36,115 12,076 47,863 -8,243 -41,790 13,286 -28,541 188,616 30,003 97,463 -47,704 18,068 27,981 19,587 7,354 2,173 34,478 -24,639 14,075 -27,232 -76,351 26,427 ,012 -3,215 -12,054 -11,263 26,148 -155,555 29,550 25,308 5,102 10,263 -77,532 39,596 11,162 -15,436 -34,660 26,425 7,049 -4,638 -2,977 -25,029 -105,610 -64,512 -2,718 -86,282 15,605 9,587 21,147 -11,908 14,808 18,696 -44,630 1,050 142,394 ,435 -40,869 50,907 -46,514 3,927 23,175
v7.6 16,143 40,553 -78,384 -17,905 -4,774 78,017 -65,152 17,850 -,588 -28,251 -10,158 13,433 1,746 ,061 -79,015 33,910 -44,760 72,780 23,502 68,878 5,142 7,051 5,951 -35,875 30,003 88,501 44,622 -131,344 14,585 -,904 17,340 -10,333 88,591 -45,091 -61,915 12,294 -,148 44,129 22,560 -7,622 6,228 -8,072 -10,126 47,249 -33,880 7,564 13,256 -43,505 28,456 -26,749 -70,416 31,195 13,313 8,827 -4,713 -17,227 29,142 -30,941 -46,618 -20,363 -22,696 -8,401 -40,342 11,722 4,436 47,691 -7,349 -5,340 -8,391 -41,041 -4,761 65,705 -19,672 9,942 3,847 1,592 10,481 -,398
vi8.1 -41,975 100,402 -192,712 -112,289 -158,730 120,423 165,174 -48,521 -32,199 -83,810 10,923 87,431 -162,843 330,831 11,650 67,443 -118,019 -149,712 14,614 -52,998 76,164 -293,664 -167,523 -27,325 97,463 44,622 1041,856 13,989 71,978 72,565 177,371 -234,972 -469,702 -29,936 -89,333 126,029 -205,453 14,363 -58,623 4,245 -1,763 -43,344 -21,895 114,883 443,021 79,942 85,453 -225,971 62,892 -87,742 -62,821 46,386 -183,518 168,739 -96,430 83,338 -93,260 -35,982 -269,361 -26,984 -56,651 1,437 -20,103 -9,154 154,051 60,893 -103,175 -31,752 45,461 -2,811 -70,326 265,714 -3,358 21,957 96,916 -147,351 65,536 -9,191
vi8.2 50,628 153,049 103,826 -29,718 -72,537 -91,428 -190,396 -85,542 -245,254 -197,249 -31,451 233,935 -37,014 131,405 20,242 -,722 76,408 -294,151 -12,949 -174,424 108,017 31,761 -72,982 30,968 -47,704 -131,344 13,989 898,980 4,120 45,806 68,578 -76,894 -170,213 127,454 139,169 -26,102 15,752 -218,853 -7,212 72,379 -8,874 -54,328 7,448 -193,414 -175,942 61,784 77,466 -249,920 54,502 13,891 102,634 -60,771 -250,117 109,437 -78,171 85,487 -6,202 139,902 -164,713 73,451 62,991 -10,349 220,478 -47,813 -252,253 257,687 -49,795 -27,193 -38,507 114,945 83,819 -32,788 -4,430 51,510 -96,557 119,080 15,115 41,660
xi9.1 -7,187 59,738 -5,339 -54,949 -72,467 24,855 52,364 -28,875 16,798 -86,350 -16,601 13,351 -8,041 86,702 -36,257 -33,098 -39,022 27,240 11,421 67,717 -29,815 82,133 -1,324 -14,234 18,068 14,585 71,978 4,120 343,938 -,726 -48,077 -123,561 -166,281 -115,744 -64,013 89,396 -100,559 -38,557 57,308 3,205 -19,393 -15,247 -4,926 56,330 42,308 -11,354 -15,483 -203,922 49,211 10,786 -,484 30,111 108,142 -38,821 -13,402 -32,571 69,318 -35,447 117,768 188,208 -27,587 -13,744 50,521 20,829 77,706 -87,071 -14,901 -42,726 -15,114 -192,366 -28,260 38,334 21,750 -1,081 -97,569 55,086 24,556 2,098
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xi9.3 36,611 53,494 156,831 -40,985 -43,896 4,082 -214,206 30,716 -51,012 -60,217 37,746 204,216 -68,319 54,960 51,086 112,491 -6,928 -191,947 62,211 -38,411 12,310 -64,351 -188,460 1,616 19,587 17,340 177,371 68,578 -48,077 137,281 405,684 -29,308 -328,602 105,609 83,166 -74,983 -95,227 -135,980 -52,640 16,402 -5,431 61,335 56,481 -105,437 212,003 39,127 -8,674 -13,624 24,562 -56,999 -15,597 -36,774 -255,083 201,313 -65,714 123,686 -1,107 169,877 -405,054 -15,045 17,615 12,911 70,171 -107,998 -130,316 286,208 -86,826 -13,797 -47,538 152,942 -102,840 55,449 -39,112 -7,130 -14,152 37,785 -28,273 28,203
x10.1 -8,934 -193,377 -219,222 68,008 30,184 177,029 200,847 -12,866 79,439 300,487 58,525 -120,490 45,785 -218,895 -23,806 -103,775 38,995 211,242 9,332 24,357 -,310 -211,492 -44,787 -1,893 7,354 -10,333 -234,972 -76,894 -123,561 -34,475 -29,308 738,538 87,922 -17,008 -148,404 -19,538 67,413 -184,598 -93,470 22,905 -29,042 99,569 47,627 -336,525 190,925 -55,227 -50,581 105,888 15,107 -50,886 -75,423 -51,563 87,921 -38,660 125,888 -88,910 -91,860 144,950 61,166 -72,786 156,607 27,392 -47,004 136,114 51,870 -124,724 77,646 58,049 -82,337 5,747 -79,653 -218,173 21,203 -51,273 -43,261 -5,295 67,839 -17,480
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x11.1 -93,258 109,645 162,468 17,487 -12,394 -160,019 -212,301 21,470 35,422 -10,410 -,655 123,071 1,536 22,122 276,923 57,599 80,856 -266,723 -33,587 -35,682 -68,742 -128,554 -139,722 43,217 -24,639 -61,915 -89,333 139,169 -64,013 98,228 83,166 -148,404 -352,455 252,061 638,065 -94,538 -11,409 -195,150 -40,669 45,262 -8,646 37,275 44,136 -60,202 -36,587 35,373 -41,709 50,165 -22,374 25,522 110,262 13,393 -158,920 73,618 12,832 99,898 31,016 81,130 -96,777 -37,948 -,379 -4,076 96,441 -99,691 -63,890 109,728 -99,801 -38,963 -24,857 202,858 35,513 -92,719 14,661 -36,757 23,630 27,176 -182,693 49,577
x11.2 23,076 2,544 -120,240 -27,179 -22,766 -2,857 167,101 -31,653 -27,639 24,042 40,433 -70,697 -8,026 56,503 -73,402 -53,639 -37,870 120,823 -26,920 41,474 -1,579 -7,815 7,738 -27,184 14,075 12,294 126,029 -26,102 89,396 -22,210 -74,983 -19,538 -57,242 -92,760 -94,538 197,845 -16,947 26,125 -36,756 5,127 -31,930 -82,302 -46,398 65,134 -24,050 28,164 60,102 -98,026 19,863 17,977 -32,501 11,487 75,324 -102,733 -30,016 -54,431 -22,267 -72,521 97,191 66,018 -20,909 -3,560 66,433 39,334 132,677 -114,292 -38,671 -12,129 7,586 -72,463 -41,197 209,909 6,613 9,134 -10,803 -14,974 26,307 -7,817
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x12.1 81,229 150,195 144,196 -67,801 92,124 1,487 -130,177 -1,671 -208,971 -13,962 -166,106 -125,533 -43,632 25,653 -129,114 -8,520 -95,643 191,900 -18,374 -138,447 156,843 110,257 302,792 27,067 -76,351 44,129 14,363 -218,853 -38,557 -67,372 -135,980 -184,598 293,739 -86,156 -195,150 26,125 -77,794 1140,722 -259,975 -177,427 105,121 -123,779 -120,229 348,273 -356,297 -83,042 101,877 -9,315 -1,769 -33,529 78,142 93,159 271,188 -91,440 66,325 -185,418 -34,971 -233,749 20,665 296,662 -93,159 10,004 -243,448 137,213 72,242 167,891 80,531 15,937 58,611 -23,771 29,472 -261,675 -83,238 122,601 -7,631 -236,102 75,285 -38,664
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x13.1 17,205 5,668 49,628 -34,694 15,996 -6,053 -47,440 25,710 -25,936 -25,111 -66,300 5,962 17,988 -18,756 -24,021 11,532 28,357 -26,307 19,991 ,946 4,250 13,944 36,970 3,585 -3,215 6,228 -1,763 -8,874 -19,393 ,996 -5,431 -29,042 -9,459 -58,522 -8,646 -31,930 -7,196 105,121 -13,291 -29,597 109,671 -62,967 -19,034 66,410 -50,205 -30,954 15,375 10,187 -12,115 2,301 17,597 15,887 58,086 -22,865 65,173 -15,664 -17,221 -39,356 -69,498 134,710 -12,909 -3,022 -29,742 7,540 1,703 52,626 16,227 -1,436 15,189 10,742 1,150 28,847 -27,518 ,488 -9,457 -46,279 -1,342 -14,095
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xii14.1 49,353 27,188 -37,697 27,558 -26,407 92,264 -38,522 -11,462 15,698 91,682 6,347 23,893 4,832 -16,160 130,820 -19,103 6,255 -148,873 -25,280 -11,864 -19,043 -23,959 -104,541 5,260 -11,263 -10,126 -21,895 7,448 -4,926 28,037 56,481 47,627 -227,767 202,665 44,136 -46,398 -26,594 -120,229 54,916 32,077 -19,034 90,244 196,800 -42,685 314,935 -3,045 -298,722 -104,042 21,587 ,261 19,596 -19,195 -6,294 38,738 -5,477 54,746 12,621 244,651 -25,688 -117,228 8,629 1,956 -53,891 -35,695 -93,490 7,888 -7,640 -11,232 -26,143 12,121 -91,706 -168,434 10,866 -15,781 39,372 40,730 21,245 20,603
xii14.3 30,773 213,962 17,717 -44,446 -6,806 -108,368 25,288 -3,407 25,552 -100,222 -53,591 -87,768 -87,686 125,747 -31,740 91,158 -79,041 61,393 45,622 44,055 -61,069 193,466 129,023 -15,698 26,148 47,249 114,883 -193,414 56,330 57,973 -105,437 -336,525 7,505 -28,950 -60,202 65,134 -69,182 348,273 162,824 -149,241 66,410 -101,006 -42,685 915,954 -762,543 -3,274 -48,913 -313,612 19,278 48,753 52,545 139,993 65,162 -159,371 18,423 -20,273 40,542 -245,342 189,671 191,348 -202,011 -28,070 -80,819 -39,791 247,504 -112,830 -62,467 23,268 43,416 -162,434 -44,522 219,036 -10,371 31,077 43,333 -166,071 -20,978 15,252
xii14.4 135,139 -654,845 -707,846 155,049 -213,992 557,534 68,181 26,238 179,588 271,770 377,501 164,855 -107,331 86,656 -278,773 37,150 -38,433 302,254 -231,705 -345,872 -87,039 -326,217 -455,202 99,955 -155,555 -33,880 443,021 -175,942 42,308 66,612 212,003 190,925 -1790,735 101,532 -36,587 -24,050 31,981 -356,297 156,566 113,876 -50,205 373,847 314,935 -762,543 5833,490 -13,652 -438,277 80,518 22,837 -60,573 -629,232 -424,409 -154,873 474,852 11,192 225,210 -40,993 393,531 118,434 -516,139 12,160 56,438 -176,820 -100,796 357,310 -816,295 34,078 2,291 -40,916 119,130 -205,016 -1772,487 147,911 109,237 -87,621 -253,596 120,852 30,534
xii15.1 25,701 38,345 -46,290 -17,585 -31,543 12,661 28,713 -18,939 -38,539 -1,380 18,078 23,460 3,143 33,289 27,446 7,491 -26,032 -69,088 -2,339 1,510 -51,716 -16,984 -26,268 -22,345 29,550 7,564 79,942 61,784 -11,354 43,662 39,127 -55,227 45,818 97,519 35,373 28,164 -30,901 -83,042 4,364 18,020 -30,954 -,182 -3,045 -3,274 -13,652 142,129 28,630 -4,397 ,759 10,444 28,281 15,503 -122,377 64,608 -77,913 39,625 -19,485 22,017 -44,806 -158,252 -24,377 2,772 17,272 -12,176 41,721 31,631 -61,255 -40,337 25,622 59,439 -14,742 17,121 9,781 -7,978 27,973 -57,024 -40,443 5,444
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xii15.3 -139,284 -524,149 114,981 -105,944 99,628 -78,073 316,271 101,429 86,551 199,156 102,320 -249,728 205,110 -308,719 72,245 -171,587 64,587 35,702 -36,978 -60,435 72,929 -69,538 218,385 23,107 5,102 -43,505 -225,971 -249,920 -203,922 18,174 -13,624 105,888 581,317 -76,274 50,165 -98,026 68,234 -9,315 56,704 -50,348 10,187 28,091 -104,042 -313,612 80,518 -4,397 141,853 1750,456 -480,413 64,055 215,910 -75,599 117,328 42,074 27,504 26,345 -148,602 -93,248 96,675 -290,204 -53,701 64,742 -231,153 96,654 20,801 -406,705 97,666 58,954 133,072 152,377 74,163 -527,665 -41,045 -58,037 45,879 -37,658 -288,673 -77,613
xii16.1 18,160 118,483 -60,328 66,918 -35,483 48,441 -117,474 -29,956 -30,215 -49,693 -17,584 121,113 -49,386 93,641 -61,096 92,667 -73,324 48,077 7,506 5,470 13,098 15,033 -118,315 -11,072 10,263 28,456 62,892 54,502 49,211 10,287 24,562 15,107 -116,490 50,134 -22,374 19,863 -6,399 -1,769 -90,143 27,632 -12,115 2,674 21,587 19,278 22,837 ,759 -10,276 -480,413 233,174 -58,650 -192,265 66,289 -59,428 35,166 -38,824 -15,406 39,244 34,722 -37,069 19,850 36,141 -14,331 142,834 -15,465 -7,056 153,867 -21,269 -30,210 -60,730 -5,657 -21,817 54,173 12,564 27,325 -21,175 5,697 47,774 16,203
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xii17.2 12,738 -49,573 -100,592 65,004 47,100 70,514 173,016 23,176 -8,717 69,105 -2,515 -217,950 124,643 -128,811 -114,561 -144,764 -5,687 180,418 -31,432 -44,054 167,383 144,811 209,168 14,781 -15,436 13,313 -183,518 -250,117 108,142 -101,971 -255,083 87,921 63,668 -380,905 -158,920 75,324 162,516 271,188 38,257 -64,253 58,086 4,686 -6,294 65,162 -154,873 -122,377 -186,787 117,328 -59,428 51,959 49,580 37,857 925,627 -617,793 118,772 -138,680 -55,796 -219,031 314,269 321,252 -196,028 2,439 -43,662 120,368 81,303 -394,897 165,493 53,458 52,611 -282,996 -28,114 53,428 -27,975 -7,781 -30,385 28,593 70,925 -50,295
xii17.3 10,272 -90,651 144,821 -89,386 -15,012 -73,812 -191,152 -1,055 -88,658 -112,087 -17,331 241,445 -45,468 14,802 -29,278 109,742 -1,519 -70,166 -32,627 -37,897 -95,848 -100,026 -87,789 16,179 -34,660 8,827 168,739 109,437 -38,821 52,216 201,313 -38,660 47,821 373,874 73,618 -102,733 -236,202 -91,440 -52,410 29,846 -22,865 46,942 38,738 -159,371 474,852 64,608 104,892 42,074 35,166 -46,490 -139,051 -5,393 -617,793 1085,956 -92,590 20,823 110,048 116,682 -366,673 -49,550 243,095 25,511 -195,175 6,746 -27,134 260,133 -151,947 -113,350 8,434 246,821 -136,366 -525,369 83,788 58,594 -133,767 -44,679 -23,507 17,334
xi18.1 -61,619 ,650 -29,370 -25,287 34,780 -50,918 71,689 45,966 1,384 90,009 -91,038 -58,075 45,357 -111,773 62,296 -23,290 71,704 -64,085 42,277 33,966 5,186 -78,953 119,809 11,439 26,425 -4,713 -96,430 -78,171 -13,402 7,138 -65,714 125,888 36,519 -83,318 12,832 -30,016 -46,185 66,325 53,576 -37,255 65,173 -33,073 -5,477 18,423 11,192 -77,913 -20,281 27,504 -38,824 -18,247 128,825 -36,621 118,772 -92,590 540,545 -37,550 -7,269 -96,203 135,055 -66,222 -,151 -12,603 -246,519 -26,905 -46,964 -90,255 54,127 28,042 -80,495 79,172 37,853 -111,106 -23,953 -67,053 84,518 -92,724 -9,333 14,909
xi18.3 -10,024 -35,675 59,492 -,131 -33,764 -39,290 -68,770 12,509 33,146 -26,435 ,172 83,081 -23,726 71,321 87,232 48,563 24,307 -158,994 18,345 1,436 -30,524 -23,829 -117,115 1,855 7,049 -17,227 83,338 85,487 -32,571 64,218 123,686 -88,910 -202,305 12,281 99,898 -54,431 36,223 -185,418 98,520 31,604 -15,664 21,468 54,746 -20,273 225,210 39,625 -58,926 26,345 -15,406 7,113 4,832 -47,623 -138,680 20,823 -37,550 194,471 -24,565 67,158 -110,658 -161,982 ,326 -6,134 127,157 -102,205 -102,511 69,045 -34,705 11,355 -23,301 26,722 39,665 46,388 -1,823 -37,904 50,503 28,202 -30,970 16,487
xi18.4 -9,322 151,420 42,392 -6,865 -,377 40,824 -149,440 -10,768 28,975 -144,264 -26,233 76,631 -22,000 18,005 27,176 58,653 -21,132 -55,315 -19,025 66,218 -66,654 67,216 31,179 -5,476 -4,638 29,142 -93,260 -6,202 69,318 -9,991 -1,107 -91,860 14,713 -3,327 31,016 -22,267 -49,969 -34,971 136,763 20,785 -17,221 -40,354 12,621 40,542 -40,993 -19,485 -7,950 -148,602 39,244 -1,763 3,579 49,701 -55,796 110,048 -7,269 -24,565 254,382 -37,746 -36,680 49,968 32,785 -15,056 -75,832 -83,274 -77,894 36,608 -44,234 -39,621 -30,779 -10,673 25,950 -19,351 16,751 43,937 -38,697 117,728 -26,912 16,577
xi18.6 65,237 76,948 45,787 -,879 -26,252 61,873 -97,070 -37,960 -43,165 149,842 40,783 63,441 -4,447 -46,627 176,488 3,655 20,013 -213,334 ,877 -55,521 13,793 -71,510 -168,525 6,296 -2,977 -30,941 -35,982 139,902 -35,447 65,950 169,877 144,950 -241,674 296,831 81,130 -72,521 -53,185 -233,749 -14,085 78,567 -39,356 143,212 244,651 -245,342 393,531 22,017 -312,655 -93,248 34,722 -37,130 56,567 -49,438 -219,031 116,682 -96,203 67,158 -37,746 544,308 -167,919 -160,680 69,893 15,059 -18,454 20,833 -99,326 148,392 -22,824 -16,092 -37,189 141,301 -152,879 -370,367 -6,042 -30,306 -27,382 28,201 -3,510 38,587
xi19.1 -71,678 -74,593 -291,294 123,816 32,475 -118,775 450,635 -57,237 162,521 184,631 -11,456 -310,489 178,361 -178,031 -74,697 -116,248 77,443 264,525 -133,787 -14,573 -6,716 127,835 186,695 12,639 -25,029 -46,618 -269,361 -164,713 117,768 -111,196 -405,054 61,166 275,225 -235,927 -96,777 97,191 76,192 20,665 107,574 3,943 -69,498 23,807 -25,688 189,671 118,434 -44,806 -98,378 96,675 -37,069 86,315 -79,669 42,637 314,269 -366,673 135,055 -110,658 -36,680 -167,919 1172,762 -169,846 -31,349 -17,748 -45,245 -2,934 383,765 -850,012 133,995 -8,054 -89,295 -169,217 34,206 -283,984 112,446 36,242 -37,224 -7,896 -48,817 -26,080
xi19.2 177,241 190,849 374,809 -99,054 32,752 -89,691 -199,217 12,908 -147,173 -217,957 -92,410 115,702 -73,818 132,251 -120,811 -86,514 84,921 -122,355 101,124 -56,180 46,895 109,209 46,744 37,051 -105,610 -20,363 -26,984 73,451 188,208 -45,369 -15,045 -72,786 -516,066 -437,842 -37,948 66,018 ,922 296,662 -173,284 -35,377 134,710 -91,855 -117,228 191,348 -516,139 -158,252 128,757 -290,204 19,850 42,409 80,803 ,129 321,252 -49,550 -66,222 -161,982 49,968 -160,680 -169,846 1376,932 61,475 15,714 279,431 31,263 60,832 115,667 -54,994 30,393 102,726 -281,716 -81,390 112,791 -142,682 54,787 -340,257 157,879 100,512 -3,589
xii19.3 -40,421 -124,472 40,463 62,315 19,894 14,588 -21,920 -51,856 -140,451 95,064 -71,150 28,057 38,891 -93,982 41,454 -32,409 129,152 -49,752 17,813 93,386 -145,207 -186,454 64,086 21,575 -64,512 -22,696 -56,651 62,991 -27,587 -143,464 17,615 156,607 8,355 81,668 -,379 -20,909 -52,370 -93,159 71,540 25,887 -12,909 -21,523 8,629 -202,011 12,160 -24,377 54,930 -53,701 36,141 -40,366 -100,109 -54,644 -196,028 243,095 -,151 ,326 32,785 69,893 -31,349 61,475 671,430 -5,065 42,440 -28,887 -12,629 -68,568 -42,682 -50,091 -60,088 113,102 22,874 -121,112 58,938 -31,629 -93,879 56,962 73,642 -1,430
xi19.5 7,217 -47,496 11,818 1,592 1,380 16,214 44,652 -5,785 11,387 21,671 20,263 -1,390 -2,913 -24,334 -2,562 -17,253 -12,432 8,348 -3,589 -20,624 6,044 -14,307 -7,426 3,583 -2,718 -8,401 1,437 -10,349 -13,744 10,665 12,911 27,392 -17,296 13,960 -4,076 -3,560 -16,653 10,004 -48,006 -,333 -3,022 15,916 1,956 -28,070 56,438 2,772 -,511 64,742 -14,331 ,453 11,426 -3,299 2,439 25,511 -12,603 -6,134 -15,056 15,059 -17,748 15,714 -5,065 21,253 7,057 10,489 16,723 -3,525 ,303 1,886 11,519 15,909 -26,917 -57,115 -3,885 1,692 -6,223 -14,558 -11,059 -5,550
xi20.1 -33,140 -376,197 149,988 159,806 -25,257 -55,997 -237,666 -53,903 17,902 -84,059 39,559 282,036 -9,591 153,586 -110,076 -79,084 22,551 68,740 66,062 -80,793 128,801 52,233 -408,852 9,387 -86,282 -40,342 -20,103 220,478 50,521 11,834 70,171 -47,004 -227,246 -211,409 96,441 66,433 179,468 -243,448 -217,148 119,798 -29,742 -93,366 -53,891 -80,819 -176,820 17,272 111,921 -231,153 142,834 32,369 -352,447 -10,767 -43,662 -195,175 -246,519 127,157 -75,832 -18,454 -45,245 279,431 42,440 7,057 1443,312 -200,946 -93,691 169,202 -41,219 19,625 -72,358 -97,324 67,493 415,272 -133,503 -20,180 62,170 146,705 -59,495 -12,846
xi20.2 21,755 6,941 -60,094 -77,228 18,769 43,426 126,921 -4,634 -35,686 102,236 25,844 -122,075 59,016 -108,677 -63,841 -63,776 -23,141 119,064 28,940 -4,103 58,764 -31,208 109,133 -10,288 15,605 11,722 -9,154 -47,813 20,829 -4,934 -107,998 136,114 221,916 -55,694 -99,691 39,334 -12,428 137,213 -85,732 -28,576 7,540 19,314 -35,695 -39,791 -100,796 -12,176 40,105 96,654 -15,465 -31,127 54,725 2,532 120,368 6,746 -26,905 -102,205 -83,274 20,833 -2,934 31,263 -28,887 10,489 -200,946 380,710 65,798 -29,365 54,729 15,544 -30,637 -37,446 -24,250 -242,822 20,144 -1,455 -100,657 -90,580 13,307 1,634
xi20.4 -31,358 -52,020 -215,295 69,927 -11,137 -22,835 272,052 -51,926 141,386 68,976 132,471 -142,833 39,728 -121,914 -171,764 -20,404 -11,291 380,636 -52,640 -22,482 -130,681 -86,829 70,587 16,377 9,587 4,436 154,051 -252,253 77,706 25,020 -130,316 51,870 -41,075 -98,836 -63,890 132,677 -112,784 72,242 -49,270 -49,585 1,703 ,022 -93,490 247,504 357,310 41,721 69,336 20,801 -7,056 34,893 -88,742 54,833 81,303 -27,134 -46,964 -102,511 -77,894 -99,326 383,765 60,832 -12,629 16,723 -93,691 65,798 757,770 -633,806 -28,824 -15,138 -12,372 -16,083 -134,936 -176,707 98,349 6,022 -102,492 -227,840 -70,982 -13,425
xi20.6 94,340 233,090 336,968 -182,190 -4,043 117,442 -535,611 67,134 -110,546 -189,901 -141,793 289,788 -175,012 289,368 144,682 101,795 -58,836 -316,244 103,703 52,038 61,696 62,310 -289,700 -37,110 21,147 47,691 60,893 257,687 -87,071 68,061 286,208 -124,724 39,624 220,788 109,728 -114,292 -56,337 167,891 -548,467 68,712 52,626 -30,936 7,888 -112,830 -816,295 31,631 147,033 -406,705 153,867 -94,472 -12,618 34,959 -394,897 260,133 -90,255 69,045 36,608 148,392 -850,012 115,667 -68,568 -3,525 169,202 -29,365 -633,806 1463,465 -82,478 -42,477 31,938 152,353 8,096 590,297 -146,612 -11,557 62,965 -9,831 53,641 42,682
xii20.7 -43,458 -84,691 -30,180 27,543 33,683 21,704 41,774 14,912 61,238 37,998 -44,144 -78,550 74,084 -85,018 10,276 -42,080 32,113 38,880 -13,398 -,416 46,056 24,571 58,717 8,494 -11,908 -7,349 -103,175 -49,795 -14,901 -51,163 -86,826 77,646 223,360 -108,744 -99,801 -38,671 73,027 80,531 15,108 -20,770 16,227 43,763 -7,640 -62,467 34,078 -61,255 -25,397 97,666 -21,269 -5,554 25,920 12,369 165,493 -151,947 54,127 -34,705 -44,234 -22,824 133,995 -54,994 -42,682 ,303 -41,219 54,729 -28,824 -82,478 182,574 19,349 -27,646 -45,565 55,348 -111,086 28,233 -6,761 12,957 -49,743 21,423 -50,186
xi21.1 -10,026 -23,128 -36,754 -2,938 -,491 51,988 49,960 29,584 27,223 53,344 10,138 -48,303 -57,281 18,590 -18,963 -7,931 7,069 64,297 30,910 -1,487 -12,580 -16,287 24,246 -3,358 14,808 -5,340 -31,752 -27,193 -42,726 -8,251 -13,797 58,049 -33,325 -87,881 -38,963 -12,129 60,886 15,937 17,676 -10,083 -1,436 -12,411 -11,232 23,268 2,291 -40,337 -,644 58,954 -30,210 -,178 10,202 -65,052 53,458 -113,350 28,042 11,355 -39,621 -16,092 -8,054 30,393 -50,091 1,886 19,625 15,544 -15,138 -42,477 19,349 123,625 21,297 -99,028 35,572 80,489 -42,723 -34,651 44,378 -1,318 47,026 8,946
xi21.3 11,576 -73,239 117,892 -32,150 10,257 -104,960 55,193 1,311 -9,268 -64,592 37,878 -50,219 -104,827 132,658 -69,430 36,444 -68,548 110,089 ,386 -40,493 -15,330 37,245 53,627 6,307 18,696 -8,391 45,461 -38,507 -15,114 -47,936 -47,538 -82,337 -48,040 -,834 -24,857 7,586 25,070 58,611 110,164 -30,760 15,189 -47,918 -26,143 43,416 -40,916 25,622 30,473 133,072 -60,730 5,398 41,376 9,019 52,611 8,434 -80,495 -23,301 -30,779 -37,189 -89,295 102,726 -60,088 11,519 -72,358 -30,637 -12,372 31,938 -27,646 21,297 306,834 -103,330 -31,294 184,051 -66,706 -9,300 -15,662 8,063 63,196 -38,313
xi21.4 4,611 102,348 204,092 32,640 49,744 -203,768 -151,545 -39,052 -44,108 16,960 20,674 112,883 36,388 -96,375 138,751 101,124 62,727 -215,102 -22,467 -91,975 34,582 -122,659 -86,102 29,292 -44,630 -41,041 -2,811 114,945 -192,366 77,372 152,942 5,747 72,253 340,050 202,858 -72,463 -132,545 -23,771 -105,935 -10,497 10,742 -2,282 12,121 -162,434 119,130 59,439 50,675 152,377 -5,657 -22,596 57,845 14,023 -282,996 246,821 79,172 26,722 -10,673 141,301 -169,217 -281,716 113,102 15,909 -97,324 -37,446 -16,083 152,353 -45,565 -99,028 -103,330 592,842 -74,439 -422,883 42,713 21,523 -18,869 -86,650 -174,622 16,569
xi21.6 -52,542 -17,862 -13,345 21,920 11,385 -3,652 -6,863 35,445 15,124 -75,525 -56,372 -22,507 -2,509 46,456 40,240 -13,638 4,247 -69,154 45,287 83,470 -48,957 26,426 118,462 -6,962 1,050 -4,761 -70,326 83,819 -28,260 -46,266 -102,840 -79,653 172,548 -96,662 35,513 -41,197 83,511 29,472 106,214 -18,497 1,150 -43,732 -91,706 -44,522 -205,016 -14,742 129,694 74,163 -21,817 11,044 100,212 -36,160 -28,114 -136,366 37,853 39,665 25,950 -152,879 34,206 -81,390 22,874 -26,917 67,493 -24,250 -134,936 8,096 55,348 35,572 -31,294 -74,439 393,669 -57,307 -1,274 -,521 65,646 -32,044 -4,722 2,471
xii21.7 -122,949 -105,927 -27,541 -77,214 -58,261 61,549 -24,262 5,425 86,530 -140,395 -29,624 -38,108 -212,873 435,713 -70,677 -,456 4,895 268,027 49,210 277,575 -33,768 -47,188 -259,105 -88,452 142,394 65,705 265,714 -32,788 38,334 4,582 55,449 -218,173 -174,634 -386,655 -92,719 209,909 174,642 -261,675 -194,178 93,155 28,847 -279,756 -168,434 219,036 -1772,487 17,121 296,850 -527,665 54,173 -8,096 -215,032 11,535 53,428 -525,369 -111,106 46,388 -19,351 -370,367 -283,984 112,791 -121,112 -57,115 415,272 -242,822 -176,707 590,297 -111,086 80,489 184,051 -422,883 -57,307 3429,105 -125,685 -168,894 341,437 205,687 198,154 19,254
xi22.1 -37,459 -58,827 -26,696 69,095 -,846 -47,937 106,882 -7,110 33,517 33,981 -14,834 -44,090 46,610 -43,342 78,680 -5,706 43,840 -64,379 -57,663 13,473 -15,762 -9,611 15,211 7,499 ,435 -19,672 -3,358 -4,430 21,750 -49,634 -39,112 21,203 47,776 65,079 14,661 6,613 -35,984 -83,238 60,023 -4,140 -27,518 69,918 10,866 -10,371 147,911 9,781 -17,152 -41,045 12,564 17,586 -2,460 26,187 -27,975 83,788 -23,953 -1,823 16,751 -6,042 112,446 -142,682 58,938 -3,885 -133,503 20,144 98,349 -146,612 28,233 -42,723 -66,706 42,713 -1,274 -125,685 194,199 -40,709 -38,496 -50,325 -39,221 3,872
xi22.3 73,385 42,759 -50,714 14,449 7,878 17,892 -68,610 -12,827 24,618 -97,980 33,872 41,607 29,411 -23,343 -82,239 -24,738 -61,602 65,790 -88,648 -84,839 70,802 50,594 ,151 5,135 -40,869 9,942 21,957 51,510 -1,081 11,582 -7,130 -51,273 58,638 -23,601 -36,757 9,134 -21,722 122,601 42,457 -9,927 ,488 -20,302 -15,781 31,077 109,237 -7,978 21,127 -58,037 27,325 3,687 -32,542 42,958 -7,781 58,594 -67,053 -37,904 43,937 -30,306 36,242 54,787 -31,629 1,692 -20,180 -1,455 6,022 -11,557 -6,761 -34,651 -9,300 21,523 -,521 -168,894 -40,709 201,889 -63,315 -18,396 7,012 -16,119
xi22.4 -94,739 -21,108 -37,834 32,805 -4,569 34,337 61,432 21,107 -53,852 159,871 -33,561 -77,533 -76,700 121,498 183,442 -19,400 -31,263 -83,170 4,906 23,669 56,153 -81,976 -21,739 -15,607 50,907 3,847 96,916 -96,557 -97,569 -6,791 -14,152 -43,261 9,770 111,620 23,630 -10,803 75,222 -7,631 -98,039 19,871 -9,457 20,689 39,372 43,333 -87,621 27,973 -65,534 45,879 -21,175 -20,415 18,284 -7,312 -30,385 -133,767 84,518 50,503 -38,697 -27,382 -37,224 -340,257 -93,879 -6,223 62,170 -100,657 -102,492 62,965 12,957 44,378 -15,662 -18,869 65,646 341,437 -38,496 -63,315 427,968 -176,650 35,327 -3,477
xi22.5 67,550 115,382 63,109 15,594 25,063 -14,645 -177,308 -20,836 67,926 -236,230 4,311 154,502 88,249 -109,414 -159,593 32,073 78,137 -26,942 36,638 46,690 -56,561 132,978 -25,385 5,374 -46,514 1,592 -147,351 119,080 55,086 -76,563 37,785 -5,295 28,823 -121,516 27,176 -14,974 79,329 -236,102 123,156 78,104 -46,279 -74,401 40,730 -166,071 -253,596 -57,024 -41,787 -37,658 5,697 50,597 -18,590 -20,066 28,593 -44,679 -92,724 28,202 117,728 28,201 -7,896 157,879 56,962 -14,558 146,705 -90,580 -227,840 -9,831 -49,743 -1,318 8,063 -86,650 -32,044 205,687 -50,325 -18,396 -176,650 698,934 16,261 1,713
xii23.1 47,140 -30,473 -35,420 -12,270 -6,396 112,658 5,854 35,466 -40,038 -9,464 -66,585 -14,445 -97,099 71,722 -79,651 -23,330 37,782 26,045 28,438 -18,074 39,442 1,976 42,708 -2,033 3,927 10,481 65,536 15,115 24,556 -145,020 -28,273 67,839 -66,465 -148,087 -182,693 26,307 10,683 75,285 94,038 7,778 -1,342 9,631 21,245 -20,978 120,852 -40,443 -35,731 -288,673 47,774 -24,170 -32,418 -133,077 70,925 -23,507 -9,333 -30,970 -26,912 -3,510 -48,817 100,512 73,642 -11,059 -59,495 13,307 -70,982 53,641 21,423 47,026 63,196 -174,622 -4,722 198,154 -39,221 7,012 35,327 16,261 367,800 -32,491
xii23.2 3,869 45,248 -2,089 -1,101 -20,558 27,642 -14,092 4,656 -38,273 9,263 4,305 25,279 -16,133 25,804 28,064 3,148 -15,200 -39,455 17,086 5,457 -15,773 -13,098 -11,167 -1,803 23,175 -,398 -9,191 41,660 2,098 33,010 28,203 -17,480 -98,758 98,777 49,577 -7,817 -35,966 -38,664 -29,220 4,584 -14,095 16,331 20,603 15,252 30,534 5,444 -23,549 -77,613 16,203 -18,607 8,895 -58,766 -50,295 17,334 14,909 16,487 16,577 38,587 -26,080 -3,589 -1,430 -5,550 -12,846 1,634 -13,425 42,682 -50,186 8,946 -38,313 16,569 2,471 19,254 3,872 -16,119 -3,477 1,713 -32,491 78,172

KMO- und Bartlett-Test
Maß der Stichprobeneignung nach Kaiser-Meyer-Olkin. ,968
Bartlett-Test auf Sphärizität Ungefähres Chi-Quadrat 62813,948
df 3003
Signifikanz nach Bartlett ,000

Anti-Image-Matrizen


vi1.1 vi1.2 vi1.3 vi2.1 vi2.2 vi2.3 vi2.4 vi3.1 vi3.2 vi3.3 iv4.1 iv4.2 iv4.3 iv4.4 iv5.1 iv5.2 iv5.4 iv5.5 x6.1 x6.3 x6.4 v7.1 v7.1.2 v7.3 v7.5 v7.6 vi8.1 vi8.2 xi9.1 xi9.2 xi9.3 x10.1 x10.2 x10.4 x11.1 x11.2 x11.3 x12.1 x12.3 x12.4 x13.1 x13.2 xii14.1 xii14.3 xii14.4 xii15.1 xii15.2 xii15.3 xii16.1 xii16.2 xii16.3 xii17.1 xii17.2 xii17.3 xi18.1 xi18.3 xi18.4 xi18.6 xi19.1 xi19.2 xii19.3 xi19.5 xi20.1 xi20.2 xi20.4 xi20.6 xii20.7 xi21.1 xi21.3 xi21.4 xi21.6 xii21.7 xi22.1 xi22.3 xi22.4 xi22.5 xii23.1 xii23.2
Anti-Image-Kovarianz vi1.1 ,003 ,000 ,000 4,633E-05 ,001 1,139E-05 ,000 -,001 1,340E-05 ,000 -3,494E-05 ,000 ,000 -9,237E-05 ,000 ,000 ,000 ,000 -5,013E-05 ,000 4,377E-05 ,000 ,000 -,001 -,001 ,000 ,000 ,000 -5,511E-05 ,000 ,000 -3,191E-05 -2,349E-06 ,000 ,000 ,000 ,000 ,000 -5,162E-05 -3,931E-05 ,000 2,305E-05 ,001 8,861E-05 6,110E-05 ,000 ,000 ,000 ,000 ,001 ,000 ,000 3,630E-05 2,495E-05 ,000 ,000 -9,666E-05 ,000 ,000 ,000 ,000 ,001 -6,056E-05 ,000 ,000 ,000 -,001 ,000 9,951E-05 2,051E-05 ,000 -9,457E-05 -,001 ,001 -,001 ,000 ,000 ,000
vi1.2 ,000 ,001 8,545E-05 ,000 -6,384E-05 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 7,817E-05 ,000 -4,440E-06 ,000 ,000 3,573E-05 -3,817E-05 8,082E-05 ,000 ,000 -5,938E-05 ,000 7,792E-05 ,000 ,000 ,000 ,000 ,000 -6,050E-05 6,470E-05 ,000 1,040E-05 ,000 ,000 -4,777E-05 ,000 4,179E-05 ,000 ,000 ,000 -9,077E-05 ,000 -7,354E-05 ,000 ,000 ,000 ,000 ,000 -4,331E-05 -6,750E-05 9,724E-07 ,000 ,000 ,000 -5,143E-05 ,000 ,000 -,002 ,000 1,474E-05 -5,551E-05 ,000 ,000 ,000 ,000 ,000 -3,669E-05 -2,498E-05 ,000 ,000 -3,988E-05 ,000 -6,700E-05 ,000
vi1.3 ,000 8,545E-05 ,001 ,000 ,001 -,001 ,000 5,489E-05 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 4,017E-06 ,001 ,000 -,001 ,000 9,395E-05 -1,263E-05 -3,994E-05 ,000 ,000 3,318E-07 ,000 ,000 ,000 ,000 ,000 2,102E-05 ,000 ,000 -2,497E-05 ,000 1,573E-05 -9,870E-05 ,000 ,000 5,343E-05 ,000 -5,577E-05 ,000 -4,061E-05 -8,840E-05 ,000 -4,420E-05 ,000 ,000 6,843E-05 ,000 ,000 4,902E-05 ,000 8,453E-05 ,000 ,000 ,000 ,000 ,000 ,000 ,000 -2,757E-05 -6,533E-06 ,000 ,000 -7,191E-05 7,345E-05 -7,834E-05 -2,173E-05
vi2.1 4,633E-05 ,000 ,000 ,002 ,000 8,081E-05 -9,670E-05 -,001 ,000 -1,960E-05 3,057E-05 ,000 ,000 ,000 ,000 ,000 2,250E-05 5,110E-05 -,001 ,000 -2,319E-05 -8,879E-05 ,000 ,001 ,000 ,000 ,000 -5,913E-05 ,000 ,000 ,000 ,000 -2,817E-05 6,446E-05 4,903E-05 ,000 ,000 ,000 2,779E-05 ,000 -,001 ,000 ,000 -8,680E-05 4,755E-05 ,000 ,000 ,000 ,001 ,000 ,000 9,639E-05 ,000 ,000 -8,368E-05 -1,205E-06 -4,828E-05 -2,890E-06 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 -4,251E-05 ,000 9,849E-05 9,961E-05 -4,028E-05 ,001 ,000 ,000 3,991E-05 -5,968E-05 -2,518E-05
vi2.2 ,001 -6,384E-05 ,001 ,000 ,009 -,001 -,001 -1,232E-05 -5,608E-05 ,000 -,001 ,000 ,001 -,001 ,000 ,000 ,001 4,704E-05 ,000 ,000 ,001 ,001 ,001 ,002 -,002 ,000 -,001 -,001 -,002 -,001 -,001 ,000 ,001 ,000 ,000 -,001 ,001 ,001 ,000 ,000 ,001 ,000 -,001 -6,317E-05 ,000 -,002 ,000 ,000 -,001 ,001 ,001 ,000 ,000 ,000 ,001 -,001 -1,259E-05 ,000 ,000 ,000 ,000 ,001 ,000 ,000 ,000 -2,348E-05 ,002 -3,378E-05 ,000 ,001 ,000 ,000 -3,702E-05 ,000 -9,076E-05 ,000 ,000 -,002
vi2.3 1,139E-05 ,000 -,001 8,081E-05 -,001 ,001 3,963E-05 4,145E-05 ,000 9,551E-05 ,000 ,000 ,000 ,000 6,834E-05 ,000 ,000 2,406E-05 -5,284E-05 ,000 ,000 ,000 ,000 -,001 ,000 ,001 9,459E-05 -8,323E-05 5,914E-05 ,000 8,233E-06 ,000 -7,908E-05 ,000 ,000 -1,182E-05 -4,406E-05 1,067E-06 -6,747E-05 ,000 -4,516E-05 ,000 ,000 -9,682E-05 7,821E-05 7,290E-05 ,000 -3,650E-05 ,000 ,000 ,000 ,000 6,234E-05 -5,562E-05 -7,709E-05 ,000 ,000 9,302E-05 -8,288E-05 -5,331E-05 1,778E-05 ,001 -3,175E-05 9,334E-05 -2,466E-05 6,567E-05 9,728E-05 ,000 ,000 ,000 -7,592E-06 1,469E-05 ,000 7,252E-05 6,566E-05 -1,715E-05 ,000 ,000
vi2.4 ,000 ,000 ,000 -9,670E-05 -,001 3,963E-05 ,001 -5,580E-05 5,745E-05 ,000 ,000 -,001 4,891E-05 ,000 1,917E-05 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,001 -,001 ,000 ,000 ,000 -6,777E-05 ,000 ,000 3,640E-05 -1,609E-05 ,000 ,001 ,000 -9,596E-05 3,867E-06 ,000 ,000 -7,705E-05 ,000 2,322E-05 9,828E-06 ,000 2,322E-05 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 -2,745E-05 ,002 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 -1,466E-05 -5,950E-06 ,000 ,000 ,000 ,000 1,338E-05 ,000
vi3.1 -,001 ,000 5,489E-05 -,001 -1,232E-05 4,145E-05 -5,580E-05 ,003 ,000 -6,673E-05 -,001 -5,858E-06 -8,168E-05 ,000 ,000 3,507E-05 ,000 ,000 ,000 ,000 -2,175E-05 -2,678E-05 6,097E-05 ,000 ,000 ,001 ,000 ,000 ,000 -7,773E-05 ,000 -4,958E-05 -3,149E-05 -7,986E-05 9,576E-05 ,000 ,000 -4,169E-06 3,971E-05 8,797E-05 ,001 ,000 ,000 -1,059E-05 1,280E-05 ,000 8,188E-05 ,000 ,000 -4,679E-05 -3,701E-05 ,000 7,125E-05 -2,765E-06 ,000 ,000 ,000 ,000 ,000 2,668E-05 ,000 -,001 ,000 -3,464E-05 ,000 ,000 ,000 ,001 1,216E-05 ,000 ,000 4,502E-06 ,000 ,000 ,000 -8,484E-05 ,000 ,000
vi3.2 1,340E-05 ,000 ,000 ,000 -5,608E-05 ,000 5,745E-05 ,000 ,001 ,000 ,000 6,952E-06 ,000 ,000 ,000 ,000 -5,540E-05 -1,442E-05 ,000 ,000 ,000 -8,083E-05 ,000 -,001 -7,732E-05 -6,222E-06 -2,895E-05 ,000 4,575E-05 5,664E-05 ,000 ,000 4,253E-06 ,000 5,200E-05 ,000 -9,762E-05 ,000 3,020E-05 ,000 ,000 ,000 7,471E-05 2,613E-05 2,884E-05 ,000 -9,734E-05 4,631E-05 ,000 ,001 -2,830E-05 ,000 -8,820E-06 -7,647E-05 2,397E-06 ,000 ,000 -7,428E-05 ,000 ,000 ,000 ,001 1,162E-05 -8,780E-05 ,000 -7,075E-05 ,000 ,000 -2,829E-05 -6,969E-05 3,598E-05 2,364E-05 ,000 ,000 ,000 9,103E-05 ,000 ,000
vi3.3 ,000 ,000 ,000 -1,960E-05 ,000 9,551E-05 ,000 -6,673E-05 ,000 ,001 ,000 -,001 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 -5,914E-05 ,000 -2,195E-05 ,000 ,000 ,000 ,000 ,000 ,000 9,701E-05 ,000 ,001 -5,038E-05 ,000 -2,390E-05 ,000 -2,580E-05 -1,793E-05 ,000 ,000 ,000 ,000 ,001 ,000 6,826E-05 -1,422E-05 ,000 ,000 ,000 ,000 3,057E-05 ,000 ,000 ,000 ,000 ,000 -,001 ,000 ,000 ,000 ,000 ,001 -8,533E-05 ,000 ,000 ,000 ,000 ,001 ,000 4,191E-05 ,000 -5,998E-05 ,000 -,001 ,001 ,000 -3,770E-05 ,000
iv4.1 -3,494E-05 ,000 ,000 3,057E-05 -,001 ,000 ,000 -,001 ,000 ,000 ,002 5,910E-05 ,000 ,000 ,000 9,992E-05 -,001 ,000 ,000 ,000 -2,716E-05 ,000 ,000 ,000 ,000 ,000 2,557E-05 -8,534E-05 ,000 ,001 ,000 ,000 ,000 ,000 -2,505E-06 ,000 ,000 ,000 ,000 ,000 -,001 ,000 7,867E-05 ,000 ,000 ,000 -3,662E-05 ,000 ,000 -4,807E-05 ,000 5,001E-05 -6,628E-06 -3,893E-05 ,000 2,154E-06 ,000 ,000 -2,383E-05 ,000 ,000 ,002 6,686E-05 ,000 ,000 ,000 -,001 ,000 ,000 8,506E-05 ,000 -2,107E-05 ,000 ,000 ,000 1,504E-05 ,000 ,000
iv4.2 ,000 ,000 ,000 ,000 ,000 ,000 -,001 -5,858E-06 6,952E-06 -,001 5,910E-05 ,002 3,892E-05 -8,658E-06 -9,959E-05 ,000 ,000 ,000 ,000 ,000 1,753E-05 8,906E-05 -,001 ,001 ,000 ,000 ,000 ,001 7,672E-05 ,000 ,001 ,000 ,000 ,000 ,000 -,001 6,669E-05 ,000 ,000 ,001 ,000 ,000 ,000 ,000 5,585E-05 ,000 ,000 ,000 ,001 -,001 ,000 7,289E-05 ,000 ,000 ,000 ,001 ,001 ,000 -,001 ,000 8,258E-05 ,000 ,000 -,001 ,000 ,000 -,001 -,001 ,000 ,000 ,000 -2,196E-05 ,000 ,000 ,000 ,000 -7,762E-05 ,001
iv4.3 ,000 ,000 ,000 ,000 ,001 ,000 4,891E-05 -8,168E-05 ,000 ,000 ,000 3,892E-05 ,002 -,001 -5,799E-05 -,001 ,000 ,000 -,001 8,633E-05 -1,703E-05 ,000 1,733E-05 ,000 ,000 4,321E-05 ,000 -9,015E-05 -5,119E-05 ,000 ,000 ,000 ,000 -7,377E-05 5,270E-06 -8,882E-05 ,000 -8,375E-05 -4,002E-05 ,001 ,000 5,823E-06 5,376E-05 ,000 -4,029E-05 4,842E-05 ,000 ,000 ,000 ,001 -3,614E-05 ,000 ,000 -9,167E-05 ,000 ,000 ,000 -1,789E-05 ,000 ,000 ,000 ,000 -1,455E-05 ,000 ,000 ,000 ,001 -,001 -,001 ,000 -1,396E-05 ,000 ,001 ,000 ,000 ,000 -,001 ,000
iv4.4 -9,237E-05 ,000 ,000 ,000 -,001 ,000 ,000 ,000 ,000 ,000 ,000 -8,658E-06 -,001 ,001 ,000 ,000 ,000 ,000 ,000 ,000 ,000 -3,556E-06 -9,177E-05 ,000 ,000 9,933E-07 ,000 ,000 ,000 ,000 ,000 ,000 ,000 -7,885E-05 4,973E-05 ,000 -2,542E-05 3,226E-05 1,679E-05 ,000 ,000 -3,496E-05 ,000 ,000 2,131E-05 ,000 ,000 ,000 ,001 -,001 ,000 ,000 ,000 1,955E-05 ,000 ,001 ,000 ,000 ,000 ,000 ,000 -,002 ,000 ,000 ,000 ,000 -,001 ,000 ,001 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000
iv5.1 ,000 7,817E-05 ,000 ,000 ,000 6,834E-05 1,917E-05 ,000 ,000 ,000 ,000 -9,959E-05 -5,799E-05 ,000 ,001 ,000 5,217E-05 -,001 ,000 ,000 ,000 ,000 ,000 ,001 8,704E-05 -,001 1,184E-05 2,383E-05 ,000 ,000 ,000 -3,412E-05 ,000 ,000 ,000 ,000 ,000 ,000 3,255E-05 ,000 ,000 ,000 ,001 -3,668E-05 -5,058E-05 ,000 ,000 4,368E-05 ,000 5,640E-05 ,000 ,000 ,000 -2,854E-05 ,000 ,000 ,000 ,000 -6,742E-05 -9,287E-05 6,535E-05 ,000 -8,072E-05 ,000 ,000 ,000 5,958E-05 ,000 ,000 ,000 ,000 -2,182E-05 ,000 ,000 ,000 ,000 ,000 ,000
iv5.2 ,000 ,000 ,000 ,000 ,000 ,000 ,000 3,507E-05 ,000 ,000 9,992E-05 ,000 -,001 ,000 ,000 ,002 ,000 -4,138E-05 ,000 -9,462E-05 3,109E-05 ,000 8,445E-05 -5,863E-05 2,341E-05 ,001 ,000 -1,866E-06 ,000 ,000 ,001 ,000 -5,240E-05 -1,527E-05 ,000 -,001 ,000 -1,736E-05 ,000 ,000 ,000 ,000 ,000 ,000 1,480E-05 ,000 ,000 ,000 ,001 -,001 -,001 ,001 ,000 ,000 ,000 ,001 ,001 1,561E-05 ,000 ,000 ,000 -,002 ,000 ,000 -6,258E-05 ,000 -,001 ,000 ,000 ,000 -8,052E-05 -3,091E-07 -6,829E-05 ,000 ,000 ,000 ,000 9,361E-05
iv5.4 ,000 -4,440E-06 ,000 2,250E-05 ,001 ,000 ,000 ,000 -5,540E-05 ,000 -,001 ,000 ,000 ,000 5,217E-05 ,000 ,002 ,000 4,750E-05 8,359E-05 ,000 9,971E-06 8,348E-05 ,001 -,001 -,001 ,000 ,000 ,000 -,001 -3,929E-05 ,000 6,547E-05 ,000 ,000 ,000 ,000 ,000 5,203E-05 ,001 ,001 -6,222E-05 7,312E-05 ,000 -1,516E-05 ,000 -4,394E-05 8,489E-05 -,001 ,001 ,000 -,001 -1,414E-05 -3,219E-06 ,000 ,000 ,000 8,460E-05 ,000 ,000 ,000 -,001 3,595E-05 ,000 -3,428E-05 -9,250E-05 ,000 ,000 -,001 ,000 2,482E-05 3,284E-06 ,001 -,001 ,000 ,000 ,000 ,000
iv5.5 ,000 ,000 ,000 5,110E-05 4,704E-05 2,406E-05 ,000 ,000 -1,442E-05 ,000 ,000 ,000 ,000 ,000 -,001 -4,138E-05 ,000 ,001 ,000 ,000 -6,689E-05 8,289E-05 ,000 ,000 ,000 ,001 ,000 ,000 5,751E-05 4,178E-05 ,000 ,000 8,492E-05 2,084E-05 ,000 ,000 9,476E-05 ,000 -6,325E-05 -,001 ,000 ,000 -,001 4,867E-05 3,762E-05 ,000 ,000 1,481E-05 ,000 ,000 ,000 ,000 ,000 -4,692E-05 -8,609E-05 -,001 ,000 ,000 ,000 -6,452E-05 -5,381E-05 ,000 3,458E-05 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 5,676E-05 ,000 ,000 ,000 -2,799E-05 5,142E-05 ,000
x6.1 -5,013E-05 ,000 ,000 -,001 ,000 -5,284E-05 ,000 ,000 ,000 ,000 ,000 ,000 -,001 ,000 ,000 ,000 4,750E-05 ,000 ,003 ,000 -5,542E-05 -1,822E-05 ,000 -,001 ,000 ,001 4,853E-05 -4,984E-05 ,000 ,000 ,001 4,372E-05 -2,137E-05 ,000 ,000 ,000 8,386E-05 -5,573E-05 -1,245E-05 -,001 ,001 -4,263E-05 ,000 ,000 ,000 -5,693E-05 ,000 -7,309E-05 ,000 -,001 ,000 -,001 ,000 ,000 ,000 ,000 ,000 5,573E-06 ,000 ,000 9,179E-05 -,001 ,000 ,000 ,000 ,000 ,000 ,001 4,357E-06 ,000 ,000 4,965E-05 -,001 -,002 3,966E-05 ,000 ,000 ,001
x6.3 ,000 3,573E-05 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 8,633E-05 ,000 ,000 -9,462E-05 8,359E-05 ,000 ,000 ,002 -,001 ,000 -1,944E-06 -,004 ,001 ,002 ,000 ,000 ,000 -4,333E-05 ,000 6,988E-05 6,650E-05 -3,732E-05 ,000 ,000 ,000 ,000 7,110E-05 ,000 1,827E-05 ,000 ,000 ,000 ,000 2,252E-05 9,803E-05 -7,316E-05 4,970E-05 ,000 ,000 ,000 ,000 -7,395E-05 ,000 1,564E-05 ,001 ,000 -2,633E-05 -8,645E-05 ,000 -,002 ,000 -2,284E-05 -6,287E-05 7,535E-05 -4,824E-06 -2,548E-05 ,000 ,000 ,000 ,000 ,000 -,001 ,000 ,000 ,000 ,000
x6.4 4,377E-05 -3,817E-05 ,000 -2,319E-05 ,001 ,000 ,000 -2,175E-05 ,000 -5,914E-05 -2,716E-05 1,753E-05 -1,703E-05 ,000 ,000 3,109E-05 ,000 -6,689E-05 -5,542E-05 -,001 ,001 9,207E-05 4,644E-06 -8,526E-05 -4,791E-05 6,369E-05 8,014E-05 ,000 -9,503E-05 -2,073E-05 3,326E-05 -4,609E-07 9,936E-05 ,000 ,000 -8,747E-06 ,000 ,000 -3,012E-05 6,110E-05 4,248E-05 ,000 ,000 -7,309E-05 -1,636E-05 ,000 3,635E-05 4,567E-05 6,158E-05 ,000 ,000 ,000 ,000 -9,676E-05 1,052E-05 ,000 ,000 2,778E-05 -6,278E-06 3,734E-05 ,000 ,000 9,783E-05 ,000 ,000 4,621E-05 ,000 ,000 -5,477E-05 6,395E-05 ,000 -1,080E-05 -8,897E-05 ,000 ,000 -8,871E-05 ,000 ,000
v7.1 ,000 8,082E-05 ,000 -8,879E-05 ,001 ,000 ,000 -2,678E-05 -8,083E-05 ,000 ,000 8,906E-05 ,000 -3,556E-06 ,000 ,000 9,971E-06 8,289E-05 -1,822E-05 ,000 9,207E-05 ,001 ,000 ,000 ,000 ,000 ,000 4,935E-05 ,000 ,000 ,000 ,000 ,000 ,000 ,000 -5,518E-05 ,000 ,000 7,375E-05 ,000 ,000 -4,489E-05 ,000 ,000 -7,812E-05 ,000 -5,696E-05 -5,549E-05 9,006E-05 ,001 -8,533E-05 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 -,001 5,055E-05 ,000 ,000 5,948E-05 ,000 ,000 ,000 ,000 9,377E-05 -1,922E-05 -6,913E-05 ,000 ,000 ,000 7,504E-06 ,000
v7.1.2 ,000 ,000 4,017E-06 ,000 ,001 ,000 ,000 6,097E-05 ,000 -2,195E-05 ,000 -,001 1,733E-05 -9,177E-05 ,000 8,445E-05 8,348E-05 ,000 ,000 -1,944E-06 4,644E-06 ,000 ,001 ,000 8,037E-05 7,672E-05 ,000 -9,263E-05 -4,393E-06 ,000 -,001 -6,919E-05 ,000 ,000 ,000 4,462E-05 -8,548E-05 ,000 ,000 -,001 ,000 ,000 -,001 ,000 -8,903E-05 ,000 ,000 ,000 -,001 ,000 ,000 -2,407E-05 ,000 -9,223E-05 ,000 -,001 ,000 ,000 ,000 3,873E-05 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 ,000 -8,621E-05 8,937E-05 8,550E-07 -5,796E-05 -4,144E-05 ,000 ,000
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xi19.5 ,080 -,293 ,073 ,015 ,028 ,101 ,281 -,067 ,076 ,180 ,217 -,013 -,030 -,200 -,018 -,180 -,129 ,049 -,046 -,206 ,043 -,116 -,054 ,115 -,043 -,194 ,010 -,075 -,161 ,122 ,139 ,219 -,072 ,069 -,035 -,055 -,142 ,064 -,286 -,006 -,063 ,181 ,030 -,201 ,160 ,050 -,005 ,336 -,204 ,009 ,087 -,041 ,017 ,168 -,118 -,095 -,205 ,140 -,112 ,092 -,042 ,975(a) ,040 ,117 ,132 -,020 ,005 ,037 ,143 ,142 -,294 -,212 -,060 ,026 -,065 -,119 -,125 -,136
xi20.1 -,045 -,282 ,113 ,178 -,061 -,042 -,181 -,076 ,014 -,085 ,051 ,330 -,012 ,153 -,094 -,100 ,028 ,049 ,102 -,098 ,112 ,051 -,364 ,037 -,165 -,113 -,016 ,194 ,072 ,016 ,092 -,046 -,115 -,127 ,100 ,124 ,186 -,190 -,157 ,283 -,075 -,129 -,101 -,070 -,061 ,038 ,129 -,145 ,246 ,076 -,326 -,016 -,038 -,156 -,279 ,240 -,125 -,021 -,035 ,198 ,043 ,040 ,976(a) -,271 -,090 ,116 -,080 ,046 -,109 -,105 ,090 ,187 -,252 -,037 ,079 ,146 -,082 -,038
xi20.2 ,057 ,010 -,088 -,167 ,089 ,064 ,189 -,013 -,056 ,201 ,065 -,278 ,142 -,211 -,106 -,158 -,057 ,164 ,087 -,010 ,100 -,060 ,189 -,078 ,058 ,064 -,015 -,082 ,058 -,013 -,275 ,257 ,219 -,065 -,202 ,143 -,025 ,208 -,120 -,131 ,037 ,052 -,130 -,067 -,068 -,052 ,090 ,118 -,052 -,143 ,099 ,007 ,203 ,010 -,059 -,376 -,268 ,046 -,004 ,043 -,057 ,117 -,271 ,975(a) ,123 -,039 ,208 ,072 -,090 -,079 -,063 -,213 ,074 -,005 -,249 -,176 ,036 ,009
xi20.4 -,059 -,054 -,223 ,107 -,037 -,024 ,287 -,101 ,157 ,096 ,238 -,231 ,068 -,168 -,203 -,036 -,020 ,373 -,112 -,038 -,157 -,118 ,087 ,088 ,025 ,017 ,173 -,306 ,152 ,048 -,235 ,069 -,029 -,082 -,092 ,343 -,161 ,078 -,049 -,162 ,006 4,117E-05 -,242 ,297 ,170 ,127 ,110 ,018 -,017 ,114 -,113 ,115 ,097 -,030 -,073 -,267 -,177 -,155 ,407 ,060 -,018 ,132 -,090 ,123 ,954(a) -,602 -,077 -,049 -,026 -,024 -,247 -,110 ,256 ,015 -,180 -,313 -,134 -,055
xi20.6 ,127 ,173 ,251 -,201 -,010 ,088 -,406 ,094 -,088 -,190 -,183 ,337 -,214 ,286 ,123 ,128 -,074 -,223 ,159 ,063 ,053 ,061 -,256 -,144 ,040 ,133 ,049 ,225 -,123 ,094 ,371 -,120 ,020 ,132 ,114 -,212 -,058 ,130 -,393 ,161 ,131 -,043 ,015 -,097 -,279 ,069 ,168 -,254 ,263 -,222 -,012 ,053 -,339 ,206 -,101 ,129 ,060 ,166 -,649 ,081 -,069 -,020 ,116 -,039 -,602 ,955(a) -,160 -,100 ,048 ,164 ,011 ,264 -,275 -,021 ,080 -,010 ,073 ,126
xii20.7 -,165 -,178 -,064 ,086 ,230 ,046 ,090 ,059 ,139 ,108 -,161 -,258 ,257 -,238 ,025 -,150 ,114 ,078 -,058 -,001 ,113 ,068 ,147 ,093 -,064 -,058 -,237 -,123 -,059 -,200 -,319 ,211 ,319 -,184 -,292 -,203 ,212 ,176 ,031 -,138 ,115 ,170 -,040 -,153 ,033 -,380 -,082 ,173 -,103 -,037 ,067 ,053 ,403 -,341 ,172 -,184 -,205 -,072 ,290 -,110 -,122 ,005 -,080 ,208 -,077 -,160 ,952(a) ,129 -,117 -,138 ,206 -,140 ,150 -,035 ,046 -,139 ,083 -,420
xi21.1 -,046 -,059 -,094 -,011 -,004 ,134 ,130 ,142 ,075 ,184 ,045 -,193 -,241 ,063 -,055 -,034 ,030 ,156 ,164 -,006 -,037 -,055 ,074 -,045 ,097 -,051 -,088 -,082 -,207 -,039 -,062 ,192 -,058 -,181 -,139 -,078 ,215 ,042 ,044 -,081 -,012 -,059 -,072 ,069 ,003 -,304 -,003 ,127 -,178 -,001 ,032 -,337 ,158 -,309 ,108 ,073 -,223 -,062 -,021 ,074 -,174 ,037 ,046 ,072 -,049 -,100 ,129 ,976(a) ,109 -,366 ,161 ,124 -,276 -,219 ,193 -,004 ,221 ,091
xi21.3 ,034 -,119 ,192 -,078 ,054 -,171 ,091 ,004 -,016 -,141 ,107 -,127 -,280 ,287 -,129 ,100 -,188 ,169 ,001 -,106 -,029 ,079 ,103 ,053 ,078 -,051 ,080 -,073 -,047 -,144 -,135 -,173 -,053 -,001 -,056 ,031 ,056 ,099 ,172 -,157 ,083 -,144 -,106 ,082 -,031 ,123 ,076 ,182 -,227 ,028 ,083 ,030 ,099 ,015 -,198 -,095 -,110 -,091 -,149 ,158 -,132 ,143 -,109 -,090 -,026 ,048 -,117 ,109 ,964(a) -,242 -,090 ,179 -,273 -,037 -,043 ,017 ,188 -,247
xi21.4 ,010 ,120 ,239 ,057 ,188 -,239 -,180 -,086 -,055 ,027 ,042 ,206 ,070 -,150 ,185 ,200 ,124 -,238 -,054 -,174 ,047 -,188 -,119 ,178 -,133 -,179 -,004 ,157 -,426 ,168 ,312 ,009 ,057 ,320 ,330 -,212 -,214 -,029 -,119 -,039 ,042 -,005 ,035 -,220 ,064 ,205 ,091 ,150 -,015 -,083 ,084 ,033 -,382 ,308 ,140 ,079 -,027 ,249 -,203 -,312 ,179 ,142 -,105 -,079 -,024 ,164 -,138 -,366 -,242 ,961(a) -,154 -,297 ,126 ,062 -,037 -,135 -,374 ,077
xi21.6 -,136 -,026 -,019 ,047 ,053 -,005 -,010 ,095 ,023 -,146 -,140 -,050 -,006 ,089 ,066 -,033 ,010 -,094 ,134 ,194 -,082 ,050 ,202 -,052 ,004 -,026 -,110 ,141 -,077 -,123 -,257 -,148 ,168 -,112 ,071 -,148 ,165 ,044 ,147 -,084 ,006 -,116 -,329 -,074 -,135 -,062 ,286 ,089 -,072 ,050 ,178 -,105 -,047 -,209 ,082 ,143 ,082 -,330 ,050 -,111 ,044 -,294 ,090 -,063 -,247 ,011 ,206 ,161 -,090 -,154 ,980(a) -,049 -,005 -,002 ,160 -,061 -,012 ,014
xii21.7 -,108 -,051 -,013 -,056 -,092 ,030 -,012 ,005 ,045 -,092 -,025 -,029 -,170 ,282 -,039 ,000 ,004 ,123 ,049 ,218 -,019 -,030 -,149 -,224 ,177 ,119 ,141 -,019 ,035 ,004 ,047 -,137 -,058 -,151 -,063 ,255 ,117 -,132 -,091 ,143 ,047 -,251 -,205 ,124 -,396 ,025 ,222 -,215 ,061 -,012 -,129 ,011 ,030 -,272 -,082 ,057 -,021 -,271 -,142 ,052 -,080 -,212 ,187 -,213 -,110 ,264 -,140 ,124 ,179 -,297 -,049 ,973(a) -,154 -,203 ,282 ,133 ,176 ,037
xi22.1 -,138 -,120 -,055 ,210 -,006 -,098 ,222 -,027 ,074 ,093 -,053 -,141 ,157 -,118 ,184 -,020 ,151 -,124 -,243 ,045 -,037 -,026 ,037 ,080 ,002 -,150 -,007 -,011 ,084 -,188 -,139 ,056 ,066 ,107 ,042 ,034 -,102 -,177 ,118 -,027 -,189 ,264 ,056 -,025 ,139 ,059 -,054 -,070 ,059 ,113 -,006 ,108 -,066 ,182 -,074 -,009 ,075 -,019 ,236 -,276 ,163 -,060 -,252 ,074 ,256 -,275 ,150 -,276 -,273 ,126 -,005 -,154 ,971(a) -,206 -,134 -,137 -,147 ,031
xi22.3 ,265 ,086 -,102 ,043 ,051 ,036 -,140 -,048 ,053 -,264 ,118 ,130 ,097 -,062 -,188 -,084 -,208 ,125 -,367 -,275 ,165 ,133 ,000 ,054 -,209 ,074 ,048 ,121 -,004 ,043 -,025 -,133 ,080 -,038 -,102 ,046 -,060 ,255 ,082 -,063 ,003 -,075 -,079 ,072 ,101 -,047 ,065 -,098 ,126 ,023 -,081 ,174 -,018 ,125 -,203 -,191 ,194 -,091 ,074 ,104 -,086 ,026 -,037 -,005 ,015 -,021 -,035 -,219 -,037 ,062 -,002 -,203 -,206 ,975(a) -,215 -,049 ,026 -,128
xi22.4 -,235 -,029 -,052 ,067 -,020 ,047 ,086 ,054 -,080 ,296 -,080 -,167 -,173 ,222 ,288 -,045 -,072 -,108 ,014 ,053 ,090 -,148 -,035 -,112 ,179 ,020 ,145 -,156 -,254 -,017 -,034 -,077 ,009 ,124 ,045 -,037 ,143 -,011 -,130 ,086 -,044 ,053 ,136 ,069 -,055 ,113 -,139 ,053 -,067 -,089 ,031 -,020 -,048 -,196 ,176 ,175 -,117 -,057 -,053 -,443 -,175 -,065 ,079 -,249 -,180 ,080 ,046 ,193 -,043 -,037 ,160 ,282 -,134 -,215 ,971(a) -,323 ,089 -,019
xi22.5 ,131 ,124 ,068 ,025 ,087 -,016 -,194 -,042 ,079 -,342 ,008 ,260 ,156 -,157 -,196 ,058 ,142 -,027 ,082 ,081 -,071 ,188 -,032 ,030 -,128 ,006 -,173 ,150 ,112 -,153 ,071 -,007 ,021 -,105 ,041 -,040 ,118 -,264 ,128 ,265 -,167 -,148 ,110 -,208 -,126 -,181 -,069 -,034 ,014 ,172 -,025 -,044 ,036 -,051 -,151 ,076 ,279 ,046 -,009 ,161 ,083 -,119 ,146 -,176 -,313 -,010 -,139 -,004 ,017 -,135 -,061 ,133 -,137 -,049 -,323 ,975(a) ,032 ,007
xii23.1 ,126 -,045 -,053 -,027 -,031 ,168 ,009 ,099 -,064 -,019 -,171 -,033 -,237 ,142 -,135 -,059 ,094 ,037 ,087 -,043 ,068 ,004 ,075 -,016 ,015 ,058 ,106 ,026 ,069 -,399 -,073 ,130 -,067 -,177 -,377 ,098 ,022 ,116 ,134 ,036 -,007 ,026 ,079 -,036 ,083 -,177 -,082 -,360 ,163 -,113 -,059 -,400 ,122 -,037 -,021 -,116 -,088 -,008 -,074 ,141 ,148 -,125 -,082 ,036 -,134 ,073 ,083 ,221 ,188 -,374 -,012 ,176 -,147 ,026 ,089 ,032 ,977(a) -,192
xii23.2 ,022 ,146 -,007 -,005 -,214 ,089 -,046 ,028 -,132 ,040 ,024 ,127 -,085 ,111 ,103 ,017 -,082 -,120 ,114 ,028 -,059 -,055 -,043 -,030 ,191 -,005 -,032 ,157 ,013 ,197 ,158 -,073 -,216 ,256 ,222 -,063 -,160 -,129 -,091 ,046 -,152 ,097 ,166 ,057 ,045 ,052 -,117 -,210 ,120 -,189 ,035 -,383 -,187 ,059 ,073 ,134 ,118 ,187 -,086 -,011 -,006 -,136 -,038 ,009 -,055 ,126 -,420 ,091 -,247 ,077 ,014 ,037 ,031 -,128 -,019 ,007 -,192 ,975(a)
a Maß der Stichprobeneignung

Kommunalitäten

Anfänglich Extraktion
vi1.1 1,000 ,969
vi1.2 1,000 ,986
vi1.3 1,000 ,977
vi2.1 1,000 ,991
vi2.2 1,000 ,939
vi2.3 1,000 ,988
vi2.4 1,000 ,993
vi3.1 1,000 ,987
vi3.2 1,000 ,994
vi3.3 1,000 ,975
iv4.1 1,000 ,975
iv4.2 1,000 ,925
iv4.3 1,000 ,922
iv4.4 1,000 ,906
iv5.1 1,000 ,974
iv5.2 1,000 ,940
iv5.4 1,000 ,984
iv5.5 1,000 ,959
x6.1 1,000 ,975
x6.3 1,000 ,960
x6.4 1,000 ,979
v7.1 1,000 ,993
v7.1.2 1,000 ,988
v7.3 1,000 ,781
v7.5 1,000 ,964
v7.6 1,000 ,952
vi8.1 1,000 ,974
vi8.2 1,000 ,985
xi9.1 1,000 ,975
xi9.2 1,000 ,980
xi9.3 1,000 ,975
x10.1 1,000 ,983
x10.2 1,000 ,978
x10.4 1,000 ,984
x11.1 1,000 ,984
x11.2 1,000 ,967
x11.3 1,000 ,980
x12.1 1,000 ,984
x12.3 1,000 ,983
x12.4 1,000 ,938
x13.1 1,000 ,912
x13.2 1,000 ,980
xii14.1 1,000 ,655
xii14.3 1,000 ,971
xii14.4 1,000 ,987
xii15.1 1,000 ,897
xii15.2 1,000 ,877
xii15.3 1,000 ,989
xii16.1 1,000 ,972
xii16.2 1,000 ,942
xii16.3 1,000 ,954
xii17.1 1,000 ,967
xii17.2 1,000 ,948
xii17.3 1,000 ,986
xi18.1 1,000 ,980
xi18.3 1,000 ,968
xi18.4 1,000 ,960
xi18.6 1,000 ,863
xi19.1 1,000 ,989
xi19.2 1,000 ,961
xii19.3 1,000 ,992
xi19.5 1,000 ,837
xi20.1 1,000 ,987
xi20.2 1,000 ,979
xi20.4 1,000 ,958
xi20.6 1,000 ,984
xii20.7 1,000 ,900
xi21.1 1,000 ,967
xi21.3 1,000 ,969
xi21.4 1,000 ,977
xi21.6 1,000 ,975
xii21.7 1,000 ,991
xi22.1 1,000 ,941
xi22.3 1,000 ,969
xi22.4 1,000 ,951
xi22.5 1,000 ,987
xii23.1 1,000 ,969
xii23.2 1,000 ,813
Extraktionsmethode: Hauptkomponentenanalyse.

Erklärte Gesamtvarianz
Komponente Anfängliche Eigenwerte Summen von quadrierten Faktorladungen für Extraktion Rotierte Summe der quadrierten Ladungen
Gesamt % der Varianz Kumulierte % Gesamt % der Varianz Kumulierte % Gesamt % der Varianz Kumulierte %
1 66,842 85,695 85,695 66,842 85,695 85,695 33,773 43,298 43,298
2 3,840 4,923 90,618 3,840 4,923 90,618 21,400 27,436 70,734
3 2,833 3,631 94,250 2,833 3,631 94,250 16,711 21,424 92,158
4 1,039 1,332 95,582 1,039 1,332 95,582 2,671 3,424 95,582
5 ,806 1,033 96,615





6 ,584 ,748 97,363





7 ,482 ,618 97,981





8 ,274 ,352 98,332





9 ,195 ,250 98,583





10 ,175 ,225 98,807





11 ,123 ,157 98,965





12 ,102 ,131 99,096





13 ,072 ,093 99,189





14 ,068 ,087 99,276





15 ,058 ,074 99,350





16 ,052 ,067 99,416





17 ,044 ,057 99,473





18 ,039 ,050 99,524





19 ,035 ,045 99,569





20 ,033 ,042 99,610





21 ,028 ,036 99,646





22 ,026 ,034 99,679





23 ,023 ,029 99,708





24 ,021 ,027 99,735





25 ,020 ,026 99,761





26 ,014 ,018 99,779





27 ,012 ,016 99,795





28 ,012 ,015 99,810





29 ,011 ,014 99,823





30 ,010 ,013 99,836





31 ,009 ,012 99,848





32 ,008 ,011 99,859





33 ,008 ,010 99,869





34 ,007 ,009 99,878





35 ,006 ,008 99,886





36 ,006 ,008 99,894





37 ,006 ,007 99,901





38 ,005 ,007 99,908





39 ,005 ,006 99,914





40 ,005 ,006 99,920





41 ,005 ,006 99,926





42 ,004 ,005 99,932





43 ,004 ,005 99,936





44 ,004 ,005 99,941





45 ,003 ,004 99,945





46 ,003 ,004 99,950





47 ,003 ,004 99,954





48 ,003 ,004 99,957





49 ,003 ,004 99,961





50 ,002 ,003 99,964





51 ,002 ,003 99,967





52 ,002 ,003 99,970





53 ,002 ,003 99,973





54 ,002 ,003 99,975





55 ,002 ,002 99,978





56 ,002 ,002 99,980





57 ,002 ,002 99,982





58 ,001 ,002 99,984





59 ,001 ,002 99,986





60 ,001 ,002 99,987





61 ,001 ,002 99,989





62 ,001 ,001 99,990





63 ,001 ,001 99,991





64 ,001 ,001 99,992





65 ,001 ,001 99,993





66 ,001 ,001 99,994





67 ,001 ,001 99,995





68 ,001 ,001 99,996





69 ,001 ,001 99,996





70 ,000 ,001 99,997





71 ,000 ,001 99,998





72 ,000 ,001 99,998





73 ,000 ,000 99,999





74 ,000 ,000 99,999





75 ,000 ,000 99,999





76 ,000 ,000 100,000





77 ,000 ,000 100,000





78 ,000 ,000 100,000





Extraktionsmethode: Hauptkomponentenanalyse.

Screeplot

Komponentenmatrix(a)

Komponente
1 2 3 4
x13.2 ,989


v7.1 ,989


x10.4 ,988


xi19.1 ,988


xii19.3 ,987


x12.3 ,987


vi8.2 ,984


x10.1 ,983


vi2.4 ,983


x10.2 ,982


xi20.1 ,982


xi9.1 ,982


x11.1 ,980


vi3.2 ,977


xi20.6 ,977


vi3.1 ,973


xii23.1 ,973


x12.1 ,971


xii17.3 ,971


vi2.1 ,971


xi19.2 ,970


vi1.1 ,970


xi21.6 ,970


v7.1.2 ,966


xii16.2 ,965


xi18.1 ,963


vi1.2 ,963


x6.3 ,962


x6.4 ,962


xii21.7 ,962


x12.4 ,960


xi21.4 ,958


iv4.1 ,957


xii15.3 ,957


xii14.4 ,952


vi3.3 ,952


vi2.2 ,950


xi21.1 ,948


x11.3 ,945


iv5.1 ,944


x6.1 ,942


v7.6 ,935


xii14.3 ,934


xii16.1 ,933


v7.5 ,932


iv5.4 ,932


vi8.1 ,930


xii17.1 ,930


xii17.2 ,928


iv5.2 ,926


xi9.2 ,921


xii16.3 ,918


xi22.5 ,915


iv4.3 ,914


x13.1 ,913


xi20.2 ,910


xii15.1 ,910


xi18.4 ,904


iv5.5 ,901


xi19.5 ,899


xi9.3 ,898 ,408

x11.2 ,894


iv4.2 ,881


xii23.2 ,880


v7.3 ,878


xi22.4 ,874


xi18.6 ,867


xi22.3 ,861 ,472

iv4.4 ,853


xi22.1 ,840 ,481

xi20.4 ,839 ,473

xi18.3 ,830 ,489

xii20.7 ,829 ,443

vi2.3 ,810
,547
xii15.2 ,740

,469
xi21.3 ,702 ,676

vi1.3 ,673
,660
xii14.1 ,619

,430
Extraktionsmethode: Hauptkomponentenanalyse.
a 4 Komponenten extrahiert

Reproduzierte Korrelationen


vi1.1 vi1.2 vi1.3 vi2.1 vi2.2 vi2.3 vi2.4 vi3.1 vi3.2 vi3.3 iv4.1 iv4.2 iv4.3 iv4.4 iv5.1 iv5.2 iv5.4 iv5.5 x6.1 x6.3 x6.4 v7.1 v7.1.2 v7.3 v7.5 v7.6 vi8.1 vi8.2 xi9.1 xi9.2 xi9.3 x10.1 x10.2 x10.4 x11.1 x11.2 x11.3 x12.1 x12.3 x12.4 x13.1 x13.2 xii14.1 xii14.3 xii14.4 xii15.1 xii15.2 xii15.3 xii16.1 xii16.2 xii16.3 xii17.1 xii17.2 xii17.3 xi18.1 xi18.3 xi18.4 xi18.6 xi19.1 xi19.2 xii19.3 xi19.5 xi20.1 xi20.2 xi20.4 xi20.6 xii20.7 xi21.1 xi21.3 xi21.4 xi21.6 xii21.7 xi22.1 xi22.3 xi22.4 xi22.5 xii23.1 xii23.2
Reproduzierte Korrelation vi1.1 ,969(b) ,938 ,758 ,948 ,952 ,867 ,978 ,960 ,972 ,953 ,927 ,916 ,919 ,880 ,922 ,909 ,960 ,937 ,904 ,908 ,923 ,976 ,976 ,857 ,899 ,950 ,953 ,962 ,936 ,931 ,849 ,957 ,963 ,970 ,972 ,904 ,958 ,931 ,967 ,950 ,895 ,959 ,579 ,879 ,915 ,846 ,674 ,912 ,891 ,947 ,894 ,896 ,863 ,916 ,928 ,749 ,849 ,803 ,953 ,919 ,954 ,858 ,936 ,847 ,768 ,919 ,762 ,881 ,634 ,898 ,914 ,922 ,793 ,801 ,798 ,843 ,920 ,824
vi1.2 ,938 ,986(b) ,604 ,988 ,917 ,717 ,966 ,982 ,977 ,881 ,980 ,855 ,905 ,777 ,976 ,939 ,914 ,896 ,976 ,931 ,958 ,971 ,939 ,856 ,971 ,881 ,907 ,977 ,955 ,830 ,770 ,973 ,969 ,950 ,947 ,785 ,887 ,979 ,965 ,927 ,815 ,947 ,644 ,952 ,982 ,897 ,742 ,980 ,970 ,947 ,955 ,971 ,908 ,967 ,872 ,694 ,788 ,852 ,927 ,947 ,980 ,898 ,967 ,799 ,706 ,928 ,700 ,877 ,524 ,882 ,912 ,984 ,692 ,721 ,759 ,806 ,948 ,852
vi1.3 ,758 ,604 ,977(b) ,621 ,737 ,939 ,729 ,677 ,714 ,766 ,575 ,786 ,657 ,772 ,571 ,560 ,818 ,815 ,523 ,518 ,528 ,709 ,800 ,577 ,532 ,818 ,846 ,658 ,591 ,857 ,591 ,669 ,689 ,726 ,764 ,840 ,850 ,561 ,701 ,732 ,715 ,678 ,414 ,512 ,550 ,478 ,433 ,522 ,517 ,664 ,516 ,532 ,517 ,527 ,681 ,428 ,560 ,484 ,683 ,557 ,610 ,508 ,560 ,521 ,452 ,552 ,486 ,521 ,398 ,561 ,595 ,551 ,604 ,546 ,482 ,520 ,549 ,455
vi2.1 ,948 ,988 ,621 ,991(b) ,927 ,736 ,975 ,986 ,983 ,895 ,982 ,868 ,914 ,794 ,978 ,944 ,926 ,907 ,976 ,937 ,962 ,979 ,949 ,863 ,971 ,894 ,917 ,983 ,961 ,846 ,785 ,978 ,975 ,959 ,956 ,802 ,900 ,981 ,972 ,936 ,829 ,955 ,639 ,951 ,982 ,898 ,738 ,980 ,969 ,955 ,957 ,970 ,909 ,969 ,884 ,706 ,801 ,852 ,936 ,952 ,984 ,901 ,972 ,811 ,719 ,934 ,712 ,885 ,541 ,890 ,919 ,985 ,708 ,735 ,769 ,816 ,952 ,856
vi2.2 ,952 ,917 ,737 ,927 ,939(b) ,855 ,961 ,939 ,954 ,944 ,907 ,911 ,915 ,881 ,907 ,902 ,948 ,924 ,884 ,893 ,913 ,958 ,957 ,845 ,879 ,935 ,929 ,943 ,915 ,910 ,839 ,933 ,942 ,949 ,949 ,888 ,937 ,910 ,945 ,929 ,879 ,938 ,535 ,848 ,891 ,818 ,624 ,889 ,866 ,931 ,884 ,873 ,829 ,893 ,911 ,738 ,837 ,768 ,930 ,898 ,936 ,841 ,919 ,836 ,761 ,900 ,749 ,862 ,634 ,879 ,889 ,899 ,778 ,788 ,780 ,826 ,899 ,808
vi2.3 ,867 ,717 ,939 ,736 ,855 ,988(b) ,844 ,782 ,819 ,902 ,696 ,883 ,792 ,896 ,694 ,708 ,902 ,883 ,646 ,690 ,697 ,828 ,892 ,708 ,646 ,915 ,902 ,781 ,735 ,943 ,777 ,779 ,801 ,842 ,862 ,939 ,930 ,695 ,815 ,836 ,850 ,810 ,407 ,618 ,663 ,606 ,461 ,650 ,626 ,790 ,653 ,639 ,632 ,670 ,833 ,633 ,747 ,582 ,819 ,703 ,750 ,643 ,715 ,721 ,663 ,719 ,669 ,696 ,611 ,732 ,739 ,672 ,765 ,731 ,664 ,705 ,702 ,612
vi2.4 ,978 ,966 ,729 ,975 ,961 ,844 ,993(b) ,982 ,991 ,953 ,957 ,923 ,939 ,875 ,955 ,938 ,969 ,947 ,939 ,929 ,951 ,992 ,984 ,873 ,934 ,950 ,956 ,982 ,954 ,917 ,839 ,975 ,980 ,979 ,980 ,886 ,954 ,958 ,981 ,958 ,886 ,969 ,591 ,906 ,946 ,867 ,684 ,943 ,924 ,964 ,930 ,930 ,879 ,942 ,925 ,741 ,843 ,818 ,957 ,939 ,977 ,882 ,959 ,845 ,761 ,933 ,752 ,889 ,612 ,903 ,922 ,952 ,773 ,788 ,793 ,841 ,940 ,843
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vi3.2 ,972 ,977 ,714 ,983 ,954 ,819 ,991 ,989 ,994(b) ,934 ,967 ,913 ,933 ,851 ,966 ,941 ,965 ,946 ,952 ,924 ,951 ,991 ,979 ,868 ,949 ,937 ,954 ,984 ,953 ,898 ,808 ,979 ,981 ,974 ,976 ,860 ,943 ,965 ,980 ,954 ,863 ,963 ,613 ,921 ,960 ,872 ,703 ,955 ,941 ,962 ,940 ,946 ,885 ,947 ,905 ,709 ,816 ,826 ,947 ,938 ,978 ,886 ,959 ,819 ,728 ,926 ,723 ,877 ,566 ,889 ,915 ,964 ,739 ,755 ,769 ,818 ,939 ,839
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xi19.5 -,012 ,005 ,003 -,006 ,001 -,005 -,010 -,007 -,005 -,006 ,002 -,018 -,006 ,004 ,002 -,013 -,004 -,007 -,001 ,006 -,010 -,004 -,007 ,014 ,000 -,001 -,001 ,002 ,002 ,002 ,012 -,004 ,013 ,007 -,001 ,010 ,005 ,001 ,012 ,018 ,020 ,001 ,015 -,008 ,001 -,012 -,013 -,007 -,010 -,020 -,019 -,004 -,010 -,013 ,004 -,006 -,013 -,024 ,001 ,001 -,008
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xi20.2 -,013 ,004 ,000 -,001 ,008 ,005 ,003 -,004 ,000 -,003 -,009 -,001 ,003 ,007 ,001 ,006 ,000 -,002 -,003 ,004 ,000 ,001 -,003 -,014 ,011 -,001 -,009 ,008 -,006 ,001 ,013 -,003 ,011 ,005 -,004 -,006 -,001 ,002 ,005 -,002 -,022 ,007 ,025 ,000 ,009 -,017 -,003 -,001 -,004 -,008 ,004 ,000 -,001 -,005 ,007 ,001 -,011 -,012 ,003 ,013 ,001 ,002 ,005
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xi20.4 -,006 ,006 -,002 ,001 ,008 -,003 ,007 -,006 ,002 ,009 -,006 -,004 ,001 ,010 -,001 -,001 -,002 -,019 ,002 ,019 ,009 ,004 ,001 -,002 ,010 -,006 -,010 ,012 -,009 -,001 ,017 -,008 ,009 ,012 -,003 -,004 ,006 ,005 ,009 ,003 -,008 ,013 ,052 -,009 ,007 -,034 ,007 -,004 -,012 -,011 ,001 -,003 -7,003E-05 -,003 ,007 -,012 -,002 -,034 -,004 -,008 ,001 ,005 ,011 ,013
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xi20.6 -,005 ,005 ,006 ,002 -,001 -,002 ,002 -,001 ,000 -,004 -,001 -,008 -,008 -,009 -,002 -,006 -,004 -,007 ,003 ,003 -,003 ,001 ,001 -,008 ,006 -,005 ,002 ,006 -,003 ,007 ,005 ,000 ,007 ,007 ,001 ,002 ,006 ,003 ,011 ,001 -,008 ,003 -,008 -,002 ,007 -,005 -,016 ,004 ,000 -,008 -,005 ,002 ,001 -,001 ,004 -,008 -,005 -,007 ,006 ,006 ,002 ,000 ,004 ,005 ,013
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xii20.7 ,036 -,009 -,007 ,006 -,018 -,016 -,007 ,013 -,002 ,011 ,026 ,007 -,005 -,014 -,001 -,007 -,001 ,002 ,008 -,016 ,000 ,002 ,010 ,009 -,017 ,005 ,023 -,017 ,013 -,008 -,026 ,007 -,029 -,016 ,012 ,010 ,004 -,001 -,016 ,001 ,051 -,014 -,003 -,010 -,024 ,023 ,015 ,003 ,005 ,039 -,004 ,000 -,015 ,006 -,017 -,004 ,040 -,004 -,010 -,037 ,003 -,019 -,006 -,032 -,020 -,013
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xi21.1 ,000 ,000 ,002 ,001 -,003 -,004 -,001 ,000 -,003 -,004 ,003 -,007 -,006 -,009 -,001 -,007 -,004 -,005 ,004 ,012 ,004 ,002 ,001 ,025 -,001 ,000 ,005 ,000 ,005 ,000 -,002 ,001 ,001 ,002 ,002 ,008 ,003 ,002 ,002 ,004 ,016 ,004 ,015 -,010 -,001 ,009 -,010 -,001 -,002 -,007 -,005 ,002 -,011 -,003 -,004 -,006 ,004 -,020 ,002 -,003 -,002 -,001 ,000 -,004 ,003 ,003 ,001
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xi21.3 ,005 ,003 -,011 ,002 ,001 ,000 ,000 ,005 -,001 ,002 ,005 ,003 ,003 -,005 ,008 3,310E-05 ,005 -,002 ,006 ,001 ,007 ,004 ,005 -,003 ,002 ,006 -,004 ,002 ,009 ,001 ,006 ,002 ,002 -,006 -,001 ,003 -,003 ,004 -,003 -,004 ,001 ,002 ,057 -,011 -,002 -,034 ,010 -,007 -,003 -,002 ,005 ,003 -,016 -,004 -,010 ,009 -9,964E-05 -,034 -,001 -,003 -,001 -,006 ,005 ,005 ,003 -,006 ,000 -,002
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xi21.4 -,006 ,003 ,002 ,001 ,000 ,005 -,001 ,004 -,003 -,010 ,001 -,007 -,007 -,014 ,003 -,006 -,001 ,003 ,002 -,005 -,005 ,002 ,001 -,011 ,004 ,005 ,002 ,004 ,011 ,007 ,002 ,007 ,009 -,001 ,002 ,003 -2,608E-05 ,003 ,003 ,001 -,012 ,000 ,000 -,002 ,005 -,008 -,019 ,000 ,004 -,010 -,003 ,008 -,011 -,003 -,005 ,012 -,011 -,011 ,007 ,018 -,004 -,004 ,000 ,005 -,009 -,002 -,014 ,001 ,010
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xi21.6 -,013 ,001 ,005 -,005 ,005 ,008 ,003 -,007 ,003 -,002 -,014 ,004 ,006 ,009 ,000 ,006 ,003 ,007 -,008 -,003 -,001 -,004 -,005 -,012 ,003 -,003 -,010 ,003 -,006 ,000 ,009 -,002 ,007 ,004 -,007 -,004 -,004 -,004 ,004 ,005 -,025 ,002 -,027 ,017 ,008 ,005 -,005 -,001 -,001 -,012 ,002 -,003 ,018 ,004 ,007 -,002 -,018 ,024 ,002 ,014 ,000 ,008 -,004 ,008 ,001 ,003 -,029 -,006 -,006 ,006
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xii21.7 -,006 ,008 ,009 ,003 ,000 ,001 ,001 ,002 ,000 -,007 ,000 -,017 -,016 -,016 -,002 -,013 -,006 -,011 ,005 ,003 -,007 ,003 ,002 -,012 ,011 -,003 ,004 ,008 ,003 ,007 ,005 ,006 ,011 ,009 ,006 ,004 ,008 ,007 ,007 ,005 -,008 ,007 -,024 ,001 ,010 -,009 -,024 ,004 ,004 -,009 -,010 ,006 -,003 ,001 ,006 ,002 -,005 -,004 ,003 ,008 -,002 -,002 ,006 ,006 ,004 ,004 -,014 -,001 -,001 ,005 ,005
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xi22.1 -,010 ,001 ,008 -,004 -,002 ,008 -,003 -,002 -,001 -,015 -,005 ,003 ,006 -,004 ,006 ,011 ,001 ,024 -,002 -,013 -,010 -,004 -,004 -,019 ,001 9,941E-05 ,002 -,003 -,004 ,008 -,010 -,001 ,003 -,005 -,004 -,012 -,005 -,006 ,001 -,008 -,030 -,015 -,031 ,008 ,004 ,032 -,022 ,012 ,009 -,005 -,002 -,001 -,001 -,009 ,011 -,001 -,019 ,027 ,006 ,030 -,001 ,004 -,003 ,003 -,022 ,003 -,024 -,006 -,009 ,009 ,009 ,002
,012 ,027 ,001 ,008 -,012
xi22.3 -,009 -,001 ,005 -,003 ,005 ,004 ,003 -,009 ,001 ,004 -,012 ,007 ,010 ,017 -,001 ,014 ,003 ,004 -,002 ,008 ,003 -,003 -,003 -,002 ,007 -,006 -,006 ,000 -,012 -,006 -,002 -,007 -,001 ,003 -,005 -,012 -,002 -,005 -,004 -,004 -,019 ,002 ,001 ,008 ,002 ,014 ,006 ,003 -,004 ,003 ,003 -,008 ,011 -,002 ,015 -,010 -,007 ,015 -,007 ,001 ,001 -,001 ,002 ,005 ,007 ,001 -,015 -,001 -,010 -,009 ,005 ,001 ,012
-,003 ,008 -,004 -,028
xi22.4 -,006 -,009 -,004 -,007 ,004 ,012 ,002 -,003 ,003 -,005 -,011 ,026 ,024 ,019 ,005 ,023 ,011 ,028 -,013 -,020 -,001 -,006 -,007 -,018 -,008 ,005 -,012 -,006 -,006 ,004 -,003 -,004 -,003 -,010 -,011 -,011 -,017 -,012 ,000 -,012 -,034 -,014 -,024 ,016 ,001 ,016 ,014 -,002 ,004 -,003 ,017 -,006 ,021 ,002 -,005 ,006 -,020 ,041 ,008 ,024 ,006 -,010 -,015 ,006 -,017 ,002 -,022 -,012 -,004 ,010 ,014 -,003 ,027 -,003
,008 -,012 -,020
xi22.5 -,005 -,002 ,001 -,004 ,004 ,004 ,004 -,006 ,003 ,004 -,010 ,008 ,009 ,016 ,000 ,007 ,003 ,003 -,007 ,001 ,002 -,003 -,004 -,007 ,000 -,004 -,008 ,000 -,009 -,002 ,003 -,005 ,001 ,003 -,005 -,008 -,004 -,004 ,001 -,001 -,014 ,002 -,017 ,012 ,004 ,005 ,009 -,002 -,002 -,004 ,005 -,005 ,018 ,004 ,006 -,006 -,008 ,022 -,002 ,002 ,002 ,001 -,003 ,004 ,007 ,004 -,014 -,005 -,009 -,004 ,010 ,001 ,001 ,008 ,008
-,008 -,027
xii23.1 ,005 ,003 ,009 ,004 -,008 -,004 -,005 ,005 -,003 -,007 ,010 -,017 -,016 -,022 -,002 -,016 -,008 -,004 ,006 -,004 -,012 ,002 ,005 -,011 -,001 -,001 ,015 -,001 ,006 ,008 -,008 ,005 -,001 2,403E-05 ,009 ,005 ,010 ,003 ,000 ,000 ,014 -,004 -,021 -,009 -,002 ,007 -,023 ,011 ,007 ,008 -,013 ,019 -,016 -,004 ,002 -,001 ,009 -,008 ,001 -,002 -,004 ,003 ,005 -,008 -,009 -,001 ,020 ,000 -,004 ,001 -,010 -4,182E-05 ,008 -,004 -,012 -,008
,047
xii23.2 ,032 -,007 -,003 ,005 -,025 -,014 -,014 ,016 -,005 -4,216E-05 ,034 -,005 -,018 -,033 -,003 -,019 -,002 ,003 ,008 -,022 -,010 ,002 ,008 ,013 -,024 ,009 ,029 -,021 ,021 ,002 -,027 ,010 -,027 -,023 ,013 ,022 ,009 -,001 -,014 ,000 ,070 -,022 ,004 -,026 -,027 ,014 ,000 ,007 ,009 ,045 -,006 ,032 -,037 -,003 -,026 ,000 ,031 -,026 -,005 -,034 -,002 -,005 -,004 -,038 -,036 -,018 ,103 -,001 ,010 -,004 -,039 -,018 -,012 -,028 -,020 -,027 ,047
Extraktionsmethode: Hauptkomponentenanalyse.
a Residuen werden zwischen beobachteten und reproduzierten Korrelationen berechnet. Es liegen 31 (1,0%) nicht redundante Residuen mit absoluten Werten größer 0,05 vor.
b Reproduzierte Kommunalitäten

Rotierte Komponentenmatrix(a)

Komponente
1 2 3 4
xii17.1 ,864


x6.1 ,864


v7.5 ,863


xii16.3 ,859


xii16.1 ,859


xii14.4 ,852


iv5.1 ,850


xii15.3 ,849


xii21.7 ,844


iv4.1 ,833


vi1.2 ,830
,404
vi2.1 ,818
,425
x12.1 ,814 ,424

xii14.3 ,807


x6.4 ,796 ,477

iv5.2 ,795
,410
xii17.3 ,794 ,486

vi3.1 ,778
,491
xii19.3 ,776 ,459 ,406
xi20.1 ,772 ,511

vi8.2 ,758 ,423 ,463
vi3.2 ,749
,540
x10.1 ,742 ,422 ,458
xi19.5 ,739 ,428

xii23.1 ,737 ,545

xi19.2 ,736 ,529

x6.3 ,728 ,577

xi9.1 ,727 ,530

x10.2 ,727 ,421 ,493
v7.1 ,720 ,427 ,527
xii15.1 ,719 ,498

vi2.4 ,712 ,406 ,560
xii16.2 ,711 ,440 ,483
x12.3 ,705 ,448 ,501
xii17.2 ,702 ,510

iv4.3 ,697
,538
xi20.6 ,681 ,628

xii23.2 ,668 ,542

x13.2 ,665 ,535 ,470
xi18.6 ,660 ,467
,401
x10.4 ,658 ,488 ,529
vi1.1 ,647 ,431 ,593
x11.1 ,647 ,439 ,577
v7.3 ,644 ,440 ,414
x12.4 ,639 ,444 ,548
vi2.2 ,636 ,432 ,589
xi21.6 ,630 ,624

xi19.1 ,612 ,596 ,466
xi21.3
,945

xi18.3
,887

xi20.4
,869

xi22.3
,851

xii20.7
,827

xi22.1
,819 ,413
xi22.4 ,430 ,818

xi20.2 ,471 ,809

xi9.3
,809 ,402
xi22.5 ,475 ,806

xi18.4 ,439 ,795

xi21.4 ,587 ,704

xi21.1 ,605 ,702

xi18.1 ,516 ,680 ,480
x13.1 ,436 ,642 ,544
vi1.3

,933
vi2.3

,870
iv5.5 ,629
,708
xi9.2 ,410 ,527 ,703
iv5.4 ,629
,701
iv4.2 ,573
,700
x11.2
,583 ,699
vi8.1 ,591
,696
iv4.4 ,427 ,476 ,695
x11.3 ,520 ,439 ,694
v7.6 ,537 ,440 ,681
v7.1.2 ,640
,643
vi3.3 ,534 ,546 ,626
xii15.2 ,574

,644
xii14.1 ,520

,569
Extraktionsmethode: Hauptkomponentenanalyse.
Rotationsmethode: Varimax mit Kaiser-Normalisierung.
a Die Rotation ist in 9 Iterationen konvergiert.

Komponententransformationsmatrix
Komponente 1 2 3 4
1 ,692 ,529 ,466 ,151
2 -,596 ,799 ,004 -,081
3 -,327 -,272 ,872 -,241
4 -,243 -,085 ,147 ,955
Extraktionsmethode: Hauptkomponentenanalyse.
Rotationsmethode: Varimax mit Kaiser-Normalisierung.

Komponentendiagramm der Faktoren 1, 2, 3

Koeffizientenmatrix der Komponentenwerte

Komponente
1 2 3 4
vi1.1 -,001 -,018 ,056 -,011
vi1.2 ,059 -,035 -,012 -,017
vi1.3 -,142 -,078 ,250 ,219
vi2.1 ,055 -,032 -,006 -,023
vi2.2 ,009 -,012 ,052 -,070
vi2.3 -,102 -,023 ,189 ,046
vi2.4 ,021 -,023 ,039 -,042
vi3.1 ,037 -,037 ,019 -,005
vi3.2 ,030 -,035 ,035 -,024
vi3.3 -,017 ,017 ,064 -,089
iv4.1 ,065 -,028 -,023 -,031
iv4.2 ,011 -,033 ,097 -,145
iv4.3 ,058 -,013 ,026 -,210
iv4.4 -,018 ,013 ,097 -,177
iv5.1 ,081 -,034 -,021 -,094
iv5.2 ,089 -,011 -,022 -,207
iv5.4 ,003 -,046 ,097 -,058
iv5.5 ,006 -,060 ,105 -,051
x6.1 ,079 -,029 -,043 -,037
x6.3 ,049 ,035 -,054 -,083
x6.4 ,080 ,013 -,048 -,168
v7.1 ,020 -,018 ,028 -,021
v7.1.2 -,009 -,033 ,077 ,013
v7.3 ,033 ,005 ,000 -,083
v7.5 ,078 -,037 -,035 -,028
v7.6 -,031 -,015 ,094 -,005
vi8.1 -,035 -,054 ,111 ,102
vi8.2 ,034 -,017 ,006 -,019
xi9.1 ,026 ,013 -,025 ,011
xi9.2 -,084 ,002 ,116 ,112
xi9.3 -,042 ,097 -,004 -,045
x10.1 ,017 -,021 ,012 ,054
x10.2 ,017 -,020 ,021 ,024
x10.4 -,007 -,006 ,035 ,041
x11.1 -,016 -,021 ,057 ,069
x11.2 -,090 ,022 ,115 ,070
x11.3 -,053 -,022 ,106 ,084
x12.1 ,058 -,010 -,035 -,023
x12.3 ,008 -,015 ,025 ,039
x12.4 -,010 -,015 ,047 ,047
x13.1 -,051 ,043 ,051 ,017
x13.2 ,000 ,009 ,013 ,029
xii14.1 -,037 -,059 ,006 ,418
xii14.3 ,039 -,021 -,046 ,128
xii14.4 ,064 -,033 -,033 ,017
xii15.1 ,025 ,012 -,056 ,103
xii15.2 -,047 -,030 -,023 ,462
xii15.3 ,068 -,018 -,048 -,002
xii16.1 ,068 -,035 -,042 ,033
xii16.2 ,027 -,009 ,014 -,042
xii16.3 ,103 -,027 -,039 -,168
xii17.1 ,074 -,041 -,034 ,002
xii17.2 ,003 ,008 -,043 ,180
xii17.3 ,049 ,006 -,051 ,012
xi18.1 -,035 ,050 ,020 ,019
xi18.3 -,037 ,130 -,060 -,022
xi18.4 -,030 ,094 -,020 -,039
xi18.6 -,005 ,002 -,040 ,222
xi19.1 -,019 ,023 ,014 ,058
xi19.2 ,032 ,016 -,038 ,010
xii19.3 ,046 -,004 -,017 -,043
xi19.5 ,053 ,001 -,038 -,042
xi20.1 ,051 ,013 -,040 -,057
xi20.2 -,015 ,100 -,040 -,068
xi20.4 -,025 ,127 -,051 -,086
xi20.6 ,021 ,042 -,043 -,012
xii20.7 -,047 ,110 -,032 ,008
xi21.1 ,003 ,064 -,050 ,010
xi21.3 -,063 ,163 -,037 -,103
xi21.4 -,007 ,062 -,034 ,016
xi21.6 -,012 ,035 -,021 ,092
xii21.7 ,062 -,025 -,036 ,006
xi22.1 -,084 ,100 ,020 ,056
xi22.3 -,058 ,111 -,014 ,004
xi22.4 -,039 ,102 -,047 ,053
xi22.5 -,031 ,094 -,041 ,031
xii23.1 ,035 ,021 -,042 -,004
xii23.2 ,041 ,035 -,059 -,045
Extraktionsmethode: Hauptkomponentenanalyse.
Rotationsmethode: Varimax mit Kaiser-Normalisierung.
Komponentenwerte.

Kovarianzmatrix des Komponentenwerts
Komponente 1 2 3 4
1 1,000 9,911E-16 ,000 2,698E-16
2 9,911E-16 1,000 ,000 ,000
3 ,000 ,000 1,000 1,454E-16
4 2,698E-16 ,000 1,454E-16 1,000
Extraktionsmethode: Hauptkomponentenanalyse.
Rotationsmethode: Varimax mit Kaiser-Normalisierung.
Komponentenwerte.