- - - - - - - - - - - F A C T O R A N A L Y S I S - - - - - - - - - - -
Ausgabe erstellt | 21-AUG-2005 21:48:47 | |
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Kommentare | ||
Eingabe | Daten | D:\Dissertation\Pollen_Rohdaten\SPSS\Faktorenanalyse\Riegel\riegel-transponiert.sav |
Filter | <keine> | |
Gewichtung | <keine> | |
Aufgeteilte Datei | <keine> | |
Anzahl der Zeilen in der Arbeitsdatei | 65 | |
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 me62_1 me62_2 me62_3 me62_5 me62_6 me62_7 me62_8 me62_9 me62_10 me62_11 me62_12 me62_13 me62_14 me62_15 me62_17 me62_18 me62_19 me62_20 me62_21 me62_22 meti_1 me64_21 me64_33 fm62_23 fm62_24 fm62_34 fms1tr1 fms1tr2 fms1tr3 fms1tr4 fm64_4 fm64_7 fm64_e7s fm64_e7e fm64_9 fm64_10 fm64_14 fm64_15 fm64_16s fm64_16e fm6416as fm6416ae bm62_25 bm62_30 bmtb_1 bmtb_2 bmhr_1 bmhr_2 bm64_11 bm64_22 bm64_18 ch62_26 ch62.28 ch62_29 chee_11 ch62_27 hh64_9h hh62_33b hh62_35 /MISSING LISTWISE /ANALYSIS me62_1 me62_2 me62_3 me62_5 me62_6 me62_7 me62_8 me62_9 me62_10 me62_11 me62_12 me62_13 me62_14 me62_15 me62_17 me62_18 me62_19 me62_20 me62_21 me62_22 meti_1 me64_21 me64_33 fm62_23 fm62_24 fm62_34 fms1tr1 fms1tr2 fms1tr3 fms1tr4 fm64_4 fm64_7 fm64_e7s fm64_e7e fm64_9 fm64_10 fm64_14 fm64_15 fm64_16s fm64_16e fm6416as fm6416ae bm62_25 bm62_30 bmtb_1 bmtb_2 bmhr_1 bmhr_2 bm64_11 bm64_22 bm64_18 ch62_26 ch62.28 ch62_29 chee_11 ch62_27 hh64_9h hh62_33b hh62_35 /PRINT INITIAL 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 | 0:00:00,16 |
Maximal benötigter Speicher | 419060 (409,238K) Byte | |
Erzeugte Variablen | FAC1_2 | Komponentenwert 1 |
FAC2_2 | Komponentenwert 2 | |
FAC3_2 | Komponentenwert 3 | |
FAC4_2 | Komponentenwert 4 | |
FAC5_2 | Komponentenwert 5 | |
FAC6_2 | Komponentenwert 6 | |
FAC7_2 | Komponentenwert 7 |
Anfänglich | Extraktion | |
---|---|---|
ME62_1 | 1,000 | ,981 |
ME62_2 | 1,000 | ,651 |
ME62_3 | 1,000 | ,971 |
ME62_5 | 1,000 | ,946 |
ME62_6 | 1,000 | ,985 |
ME62_7 | 1,000 | ,962 |
ME62_8 | 1,000 | ,988 |
ME62_9 | 1,000 | ,971 |
ME62_10 | 1,000 | ,990 |
ME62_11 | 1,000 | ,979 |
ME62_12 | 1,000 | ,981 |
ME62_13 | 1,000 | ,977 |
ME62_14 | 1,000 | ,990 |
ME62_15 | 1,000 | ,983 |
ME62_17 | 1,000 | ,982 |
ME62_18 | 1,000 | ,987 |
ME62_19 | 1,000 | ,894 |
ME62_20 | 1,000 | ,994 |
ME62_21 | 1,000 | ,980 |
ME62_22 | 1,000 | ,981 |
METI_1 | 1,000 | ,948 |
ME64_21 | 1,000 | ,552 |
ME64_33 | 1,000 | ,970 |
FM62_23 | 1,000 | ,967 |
FM62_24 | 1,000 | ,923 |
FM62_34 | 1,000 | ,846 |
FMS1TR1 | 1,000 | ,792 |
FMS1TR2 | 1,000 | ,936 |
FMS1TR3 | 1,000 | ,969 |
FMS1TR4 | 1,000 | ,961 |
FM64_4 | 1,000 | ,879 |
FM64_7 | 1,000 | ,937 |
FM64_E7S | 1,000 | ,961 |
FM64_E7E | 1,000 | ,982 |
FM64_9 | 1,000 | ,825 |
FM64_10 | 1,000 | ,965 |
FM64_14 | 1,000 | ,720 |
FM64_15 | 1,000 | ,961 |
FM64_16S | 1,000 | ,949 |
FM64_16E | 1,000 | ,949 |
FM6416AS | 1,000 | ,977 |
FM6416AE | 1,000 | ,963 |
BM62_25 | 1,000 | ,910 |
BM62_30 | 1,000 | ,906 |
BMTB_1 | 1,000 | ,948 |
BMTB_2 | 1,000 | ,912 |
BMHR_1 | 1,000 | ,822 |
BMHR_2 | 1,000 | ,891 |
BM64_11 | 1,000 | ,346 |
BM64_22 | 1,000 | ,896 |
BM64_18 | 1,000 | ,740 |
CH62_26 | 1,000 | ,932 |
CH62.28 | 1,000 | ,986 |
CH62_29 | 1,000 | ,991 |
CHEE_11 | 1,000 | ,991 |
CH62_27 | 1,000 | ,992 |
HH64_9H | 1,000 | ,559 |
HH62_33B | 1,000 | ,363 |
HH62_35 | 1,000 | ,844 |
Extraktionsmethode: Hauptkomponentenanalyse. |
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 | 26,157 | 44,334 | 44,334 | 26,157 | 44,334 | 44,334 | 19,685 | 33,364 | 33,364 |
2 | 12,790 | 21,679 | 66,013 | 12,790 | 21,679 | 66,013 | 12,093 | 20,496 | 53,860 |
3 | 5,062 | 8,580 | 74,593 | 5,062 | 8,580 | 74,593 | 8,115 | 13,754 | 67,614 |
4 | 3,751 | 6,358 | 80,951 | 3,751 | 6,358 | 80,951 | 5,454 | 9,244 | 76,858 |
5 | 2,978 | 5,048 | 85,999 | 2,978 | 5,048 | 85,999 | 4,972 | 8,426 | 85,285 |
6 | 1,394 | 2,363 | 88,362 | 1,394 | 2,363 | 88,362 | 1,629 | 2,761 | 88,046 |
7 | 1,001 | 1,697 | 90,059 | 1,001 | 1,697 | 90,059 | 1,188 | 2,013 | 90,059 |
8 | ,938 | 1,590 | 91,649 | ||||||
9 | ,760 | 1,289 | 92,938 | ||||||
10 | ,725 | 1,229 | 94,168 | ||||||
11 | ,641 | 1,087 | 95,255 | ||||||
12 | ,574 | ,973 | 96,228 | ||||||
13 | ,509 | ,863 | 97,091 | ||||||
14 | ,378 | ,640 | 97,731 | ||||||
15 | ,329 | ,558 | 98,289 | ||||||
16 | ,241 | ,409 | 98,698 | ||||||
17 | ,188 | ,319 | 99,017 | ||||||
18 | ,118 | ,199 | 99,216 | ||||||
19 | ,106 | ,180 | 99,396 | ||||||
20 | ,092 | ,155 | 99,551 | ||||||
21 | ,076 | ,129 | 99,681 | ||||||
22 | ,049 | ,084 | 99,764 | ||||||
23 | ,028 | ,047 | 99,811 | ||||||
24 | ,022 | ,037 | 99,848 | ||||||
25 | ,016 | ,028 | 99,876 | ||||||
26 | ,012 | ,020 | 99,896 | ||||||
27 | ,011 | ,019 | 99,915 | ||||||
28 | ,009 | ,014 | 99,929 | ||||||
29 | ,008 | ,013 | 99,942 | ||||||
30 | ,006 | ,011 | 99,953 | ||||||
31 | ,005 | ,009 | 99,962 | ||||||
32 | ,004 | ,007 | 99,969 | ||||||
33 | ,003 | ,006 | 99,975 | ||||||
34 | ,003 | ,005 | 99,979 | ||||||
35 | ,003 | ,004 | 99,984 | ||||||
36 | ,002 | ,003 | 99,987 | ||||||
37 | ,002 | ,003 | 99,990 | ||||||
38 | ,001 | ,002 | 99,992 | ||||||
39 | ,001 | ,002 | 99,994 | ||||||
40 | ,001 | ,001 | 99,995 | ||||||
41 | ,001 | ,001 | 99,996 | ||||||
42 | ,000 | ,001 | 99,997 | ||||||
43 | ,000 | ,001 | 99,998 | ||||||
44 | ,000 | ,001 | 99,998 | ||||||
45 | ,000 | ,000 | 99,999 | ||||||
46 | ,000 | ,000 | 99,999 | ||||||
47 | ,000 | ,000 | 99,999 | ||||||
48 | ,000 | ,000 | 99,999 | ||||||
49 | ,000 | ,000 | 100,000 | ||||||
50 | 7,217E-05 | ,000 | 100,000 | ||||||
51 | 4,385E-05 | 7,432E-05 | 100,000 | ||||||
52 | 3,722E-05 | 6,309E-05 | 100,000 | ||||||
53 | 3,151E-05 | 5,341E-05 | 100,000 | ||||||
54 | 1,811E-05 | 3,069E-05 | 100,000 | ||||||
55 | 1,389E-05 | 2,353E-05 | 100,000 | ||||||
56 | 6,931E-06 | 1,175E-05 | 100,000 | ||||||
57 | 4,992E-06 | 8,462E-06 | 100,000 | ||||||
58 | 3,410E-06 | 5,780E-06 | 100,000 | ||||||
59 | 3,312E-06 | 5,613E-06 | 100,000 | ||||||
Extraktionsmethode: Hauptkomponentenanalyse. |
Komponente | |||||||
---|---|---|---|---|---|---|---|
1 | 2 | 3 | 4 | 5 | 6 | 7 | |
ME62_14 | ,889 | -,432 | |||||
ME62_19 | ,888 | ||||||
ME62_13 | ,886 | -,419 | |||||
ME62_10 | ,884 | -,437 | |||||
ME62_7 | ,881 | ||||||
METI_1 | ,881 | ||||||
ME62_5 | ,867 | ||||||
ME62_3 | ,861 | ||||||
BMTB_1 | ,839 | ,418 | |||||
ME62_9 | ,833 | -,522 | |||||
BMTB_2 | ,829 | ||||||
ME62_18 | ,826 | -,533 | |||||
ME62_22 | ,815 | -,484 | |||||
ME62_20 | ,793 | -,574 | |||||
ME62_15 | ,789 | -,598 | |||||
ME62_21 | ,760 | -,631 | |||||
ME62_17 | ,757 | -,632 | |||||
ME62_6 | ,750 | -,646 | |||||
ME62_12 | ,743 | -,638 | |||||
ME62_11 | ,740 | -,650 | |||||
BM64_18 | ,733 | ||||||
ME62_8 | ,716 | -,686 | |||||
ME62_1 | ,712 | -,687 | |||||
FM62_23 | ,698 | ,608 | |||||
BMHR_2 | ,693 | ,435 | |||||
FM64_E7E | ,691 | ,608 | |||||
FM6416AE | ,688 | ,584 | |||||
FM64_10 | ,688 | ,633 | |||||
FMS1TR3 | ,686 | ,660 | |||||
FM64_16E | ,682 | ,641 | |||||
FMS1TR2 | ,673 | ,628 | |||||
FM64_E7S | ,668 | ,643 | |||||
FM64_15 | ,665 | ,640 | |||||
BM62_30 | ,663 | ,409 | ,413 | ||||
FMS1TR4 | ,662 | ,641 | |||||
FM6416AS | ,655 | ,559 | ,406 | ||||
BM62_25 | ,644 | ,486 | |||||
FM62_24 | ,637 | ,461 | |||||
BMHR_1 | ,630 | ,471 | |||||
ME64_21 | ,618 | ||||||
ME62_2 | ,601 | ,425 | |||||
BM64_22 | ,590 | ,508 | -,487 | ||||
FMS1TR1 | ,567 | ,555 | |||||
FM64_7 | ,559 | ,547 | -,466 | ||||
BM64_11 | ,520 | ||||||
FM64_16S | ,598 | ,645 | |||||
FM64_9 | ,564 | ,596 | |||||
FM64_4 | ,515 | ,554 | |||||
CHEE_11 | ,920 | ||||||
CH62.28 | ,912 | ||||||
CH62_27 | ,911 | ||||||
CH62_29 | ,906 | ||||||
CH62_26 | ,830 | ||||||
ME64_33 | ,519 | ,606 | |||||
FM62_34 | ,479 | ,464 | -,518 | ||||
HH64_9H | ,485 | ||||||
HH62_35 | ,735 | ||||||
HH62_33B | ,471 | ||||||
FM64_14 | ,474 | ,614 | |||||
Extraktionsmethode: Hauptkomponentenanalyse. | |||||||
a 7 Komponenten extrahiert |
Komponente | |||||||
---|---|---|---|---|---|---|---|
1 | 2 | 3 | 4 | 5 | 6 | 7 | |
ME62_20 | ,988 | ||||||
ME62_8 | ,986 | ||||||
ME62_6 | ,986 | ||||||
ME62_17 | ,986 | ||||||
ME62_12 | ,985 | ||||||
ME62_11 | ,982 | ||||||
ME62_15 | ,979 | ||||||
ME62_18 | ,977 | ||||||
ME62_1 | ,976 | ||||||
ME62_21 | ,971 | ||||||
ME62_9 | ,961 | ||||||
ME62_10 | ,957 | ||||||
ME62_22 | ,957 | ||||||
ME62_14 | ,955 | ||||||
ME62_13 | ,943 | ||||||
METI_1 | ,919 | ||||||
ME62_7 | ,897 | ||||||
ME62_5 | ,810 | ,519 | |||||
ME62_3 | ,760 | ,609 | |||||
ME62_19 | ,754 | ,537 | |||||
ME64_21 | ,632 | ||||||
BM64_11 | |||||||
FM64_7 | ,953 | ||||||
FM64_E7S | ,914 | ||||||
FMS1TR4 | ,911 | ||||||
FM64_15 | ,899 | ||||||
FM64_4 | ,895 | ||||||
FM64_16S | ,894 | ||||||
FMS1TR3 | ,871 | ,414 | |||||
FM64_9 | ,794 | ||||||
BM64_22 | ,696 | ,621 | |||||
FMS1TR2 | ,691 | ,664 | |||||
FM6416AE | ,686 | ,679 | |||||
FMS1TR1 | ,673 | ,557 | |||||
FM62_34 | ,645 | ,551 | |||||
ME64_33 | ,967 | ||||||
FM62_24 | ,855 | ||||||
FM6416AS | ,502 | ,841 | |||||
FM62_23 | ,585 | ,753 | |||||
FM64_10 | ,661 | ,707 | |||||
FM64_E7E | ,678 | ,706 | |||||
FM64_16E | ,607 | ,697 | |||||
ME62_2 | ,460 | ,650 | |||||
BMHR_2 | ,470 | ,798 | |||||
BMHR_1 | ,790 | ||||||
BM62_30 | ,770 | ||||||
BMTB_2 | ,511 | ,686 | |||||
BMTB_1 | ,494 | ,425 | ,671 | ||||
BM62_25 | ,659 | ,505 | |||||
BM64_18 | ,434 | ,590 | |||||
HH64_9H | ,459 | ||||||
CH62_27 | ,995 | ||||||
CHEE_11 | ,994 | ||||||
CH62_29 | ,993 | ||||||
CH62.28 | ,985 | ||||||
CH62_26 | ,899 | ||||||
HH62_35 | ,897 | ||||||
HH62_33B | ,497 | ||||||
FM64_14 | ,776 | ||||||
Extraktionsmethode: Hauptkomponentenanalyse. Rotationsmethode: Varimax mit Kaiser-Normalisierung. | |||||||
a Die Rotation ist in 11 Iterationen konvergiert. |
Komponente | 1 | 2 | 3 | 4 | 5 | 6 | 7 |
---|---|---|---|---|---|---|---|
1 | ,733 | ,467 | ,378 | ,307 | ,059 | ,052 | ,041 |
2 | -,658 | ,638 | ,358 | ,126 | ,092 | ,064 | ,059 |
3 | -,012 | -,044 | -,299 | ,263 | ,909 | ,090 | ,074 |
4 | ,016 | -,320 | ,712 | -,456 | ,377 | -,172 | -,105 |
5 | -,162 | -,517 | ,361 | ,712 | -,140 | ,218 | ,047 |
6 | ,050 | -,029 | ,044 | -,324 | -,007 | ,877 | ,346 |
7 | ,002 | -,057 | ,031 | -,009 | -,028 | -,372 | ,925 |
Extraktionsmethode: Hauptkomponentenanalyse. Rotationsmethode: Varimax mit Kaiser-Normalisierung. |
Komponente | |||||||
---|---|---|---|---|---|---|---|
1 | 2 | 3 | 4 | 5 | 6 | 7 | |
ME62_1 | ,056 | -,022 | -,009 | ,001 | -,002 | -,018 | ,023 |
ME62_2 | ,009 | -,071 | ,128 | ,009 | -,006 | -,047 | ,023 |
ME62_3 | ,030 | -,053 | ,104 | -,012 | ,005 | -,026 | ,027 |
ME62_5 | ,036 | -,039 | ,082 | -,023 | -,003 | ,001 | ,023 |
ME62_6 | ,058 | -,011 | -,011 | -,015 | ,000 | -,019 | ,028 |
ME62_7 | ,043 | -,028 | ,044 | -,008 | ,005 | -,010 | ,024 |
ME62_8 | ,059 | -,014 | -,015 | -,015 | ,004 | -,014 | ,038 |
ME62_9 | ,053 | -,012 | ,003 | -,017 | -,001 | ,017 | ,033 |
ME62_10 | ,055 | ,016 | -,015 | -,030 | -,001 | ,017 | ,002 |
ME62_11 | ,059 | -,007 | -,022 | -,015 | ,005 | -,009 | ,036 |
ME62_12 | ,061 | ,005 | -,033 | -,026 | ,003 | ,003 | ,032 |
ME62_13 | ,053 | ,009 | ,002 | -,029 | -,006 | ,000 | ,000 |
ME62_14 | ,054 | ,014 | -,014 | -,028 | ,000 | ,029 | -,005 |
ME62_15 | ,055 | -,013 | -,005 | -,009 | -,003 | -,006 | ,022 |
ME62_17 | ,060 | -,006 | -,017 | -,025 | -,004 | ,008 | ,042 |
ME62_18 | ,058 | ,011 | -,023 | -,024 | ,013 | -,001 | -,015 |
ME62_19 | ,047 | ,070 | -,034 | -,068 | -,004 | ,046 | -,033 |
ME62_20 | ,062 | ,021 | -,038 | -,039 | ,002 | ,014 | ,005 |
ME62_21 | ,053 | -,023 | -,001 | ,003 | ,009 | -,004 | -,004 |
ME62_22 | ,063 | ,044 | -,055 | -,054 | ,001 | ,035 | ,004 |
METI_1 | ,054 | ,030 | -,020 | -,042 | ,008 | ,039 | -,054 |
ME64_21 | ,028 | ,023 | -,027 | ,037 | -,008 | ,049 | -,270 |
ME64_33 | -,019 | -,082 | ,192 | -,002 | -,003 | -,020 | ,042 |
FM62_23 | -,017 | ,005 | ,098 | ,004 | ,007 | -,048 | ,008 |
FM62_24 | -,023 | -,061 | ,149 | ,044 | -,008 | -,052 | ,088 |
FM62_34 | -,019 | ,053 | -,077 | ,120 | -,031 | -,166 | ,264 |
FMS1TR1 | ,003 | ,064 | ,051 | -,095 | ,010 | ,052 | -,097 |
FMS1TR2 | -,008 | ,040 | ,070 | -,039 | ,000 | -,009 | -,026 |
FMS1TR3 | -,003 | ,091 | -,002 | -,036 | -,003 | ,037 | -,087 |
FMS1TR4 | -,001 | ,110 | -,036 | -,033 | ,002 | ,054 | -,117 |
FM64_4 | ,002 | ,127 | -,094 | -,015 | ,003 | -,112 | ,114 |
FM64_7 | ,014 | ,148 | -,092 | -,077 | -,003 | ,056 | -,046 |
FM64_E7S | ,000 | ,107 | -,035 | -,034 | -,004 | ,033 | -,044 |
FM64_E7E | -,004 | ,037 | ,081 | -,062 | -,006 | ,046 | -,039 |
FM64_9 | -,010 | ,080 | -,046 | ,028 | ,011 | -,133 | ,162 |
FM64_10 | -,011 | ,028 | ,082 | -,027 | -,004 | ,016 | -,046 |
FM64_14 | ,012 | -,019 | ,009 | -,088 | -,015 | ,080 | ,692 |
FM64_15 | ,004 | ,104 | -,014 | -,066 | -,002 | ,025 | -,029 |
FM64_16S | -,013 | ,104 | -,066 | ,047 | -,023 | -,073 | -,004 |
FM64_16E | -,023 | ,010 | ,082 | ,037 | ,005 | -,044 | -,053 |
FM6416AS | -,012 | -,006 | ,127 | -,035 | -,002 | ,010 | -,024 |
FM6416AE | ,001 | ,045 | ,075 | -,084 | ,001 | ,065 | -,047 |
BM62_25 | -,014 | -,031 | ,014 | ,110 | -,029 | ,278 | -,072 |
BM62_30 | -,021 | -,023 | -,009 | ,182 | ,038 | ,037 | -,124 |
BMTB_1 | -,010 | -,050 | ,046 | ,170 | -,023 | -,141 | ,062 |
BMTB_2 | -,002 | ,002 | -,030 | ,159 | -,017 | -,083 | -,005 |
BMHR_1 | -,016 | -,035 | -,016 | ,212 | -,003 | -,002 | -,152 |
BMHR_2 | -,010 | -,031 | -,026 | ,218 | -,020 | -,077 | -,072 |
BM64_11 | ,011 | -,024 | ,033 | ,018 | -,002 | -,087 | ,241 |
BM64_22 | -,021 | ,060 | -,071 | ,127 | -,016 | -,010 | -,022 |
BM64_18 | -,008 | ,004 | -,009 | ,114 | ,000 | ,043 | -,052 |
CH62_26 | ,001 | -,007 | ,008 | -,020 | ,177 | ,000 | ,140 |
CH62.28 | ,002 | ,003 | -,009 | -,018 | ,203 | ,008 | -,042 |
CH62_29 | ,001 | -,009 | ,003 | -,011 | ,208 | -,014 | -,079 |
CHEE_11 | ,001 | -,008 | -,002 | -,013 | ,206 | -,014 | -,029 |
CH62_27 | ,003 | -,007 | ,000 | -,024 | ,208 | ,006 | -,043 |
HH64_9H | -,028 | -,083 | ,080 | ,086 | ,021 | ,084 | ,220 |
HH62_33B | ,009 | ,013 | -,025 | -,060 | ,006 | ,314 | ,125 |
HH62_35 | ,003 | -,036 | ,009 | -,046 | -,014 | ,617 | -,088 |
Extraktionsmethode: Hauptkomponentenanalyse. Rotationsmethode: Varimax mit Kaiser-Normalisierung. Komponentenwerte. |
Komponente | 1 | 2 | 3 | 4 | 5 | 6 | 7 |
---|---|---|---|---|---|---|---|
1 | 1,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 |
2 | ,000 | 1,000 | -2,109E-16 | 1,260E-16 | ,000 | ,000 | ,000 |
3 | ,000 | -2,109E-16 | 1,000 | ,000 | ,000 | ,000 | ,000 |
4 | ,000 | 1,260E-16 | ,000 | 1,000 | ,000 | 1,401E-16 | ,000 |
5 | ,000 | ,000 | ,000 | ,000 | 1,000 | ,000 | ,000 |
6 | ,000 | ,000 | ,000 | 1,401E-16 | ,000 | 1,000 | ,000 |
7 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | 1,000 |
Extraktionsmethode: Hauptkomponentenanalyse. Rotationsmethode: Varimax mit Kaiser-Normalisierung. Komponentenwerte. |
Ausgabe erstellt | 26-AUG-2005 19:41:37 | |
---|---|---|
Kommentare | ||
Eingabe | Daten | D:\Dissertation\Pollen_Rohdaten\SPSS\Faktorenanalyse\Riegel\riegel-transponiert.sav |
Filter | <keine> | |
Gewichtung | <keine> | |
Aufgeteilte Datei | <keine> | |
Anzahl der Zeilen in der Arbeitsdatei | 65 | |
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 me62_1 me62_2 me62_3 me62_5 me62_6 me62_7 me62_8 me62_9 me62_10 me62_11 me62_12 me62_13 me62_14 me62_15 me62_17 me62_18 me62_19 me62_20 me62_21 me62_22 meti_1 me64_21 me64_33 fm62_23 fm62_24 fm62_34 fms1tr1 fms1tr2 fms1tr3 fms1tr4 fm64_4 fm64_7 fm64_e7s fm64_e7e fm64_9 fm64_10 fm64_14 fm64_15 fm64_16s fm64_16e fm6416as fm6416ae bm62_25 bm62_30 bmtb_1 bmtb_2 bmhr_1 bmhr_2 bm64_11 bm64_22 bm64_18 ch62_26 ch62.28 ch62_29 chee_11 ch62_27 hh64_9h hh62_33b hh62_35 /MISSING LISTWISE /ANALYSIS me62_1 me62_2 me62_3 me62_5 me62_6 me62_7 me62_8 me62_9 me62_10 me62_11 me62_12 me62_13 me62_14 me62_15 me62_17 me62_18 me62_19 me62_20 me62_21 me62_22 meti_1 me64_21 me64_33 fm62_23 fm62_24 fm62_34 fms1tr1 fms1tr2 fms1tr3 fms1tr4 fm64_4 fm64_7 fm64_e7s fm64_e7e fm64_9 fm64_10 fm64_14 fm64_15 fm64_16s fm64_16e fm6416as fm6416ae bm62_25 bm62_30 bmtb_1 bmtb_2 bmhr_1 bmhr_2 bm64_11 bm64_22 bm64_18 ch62_26 ch62.28 ch62_29 chee_11 ch62_27 hh64_9h hh62_33b hh62_35 /PRINT UNIVARIATE INITIAL CORRELATION SIG DET KMO INV REPR AIC EXTRACTION ROTATION FSCORE /FORMAT SORT BLANK(.4) /PLOT ROTATION /CRITERIA FACTORS(6) ITERATE(25) /EXTRACTION PC /CRITERIA ITERATE(25) /ROTATION VARIMAX /SAVE REG(ALL) /METHOD=CORRELATION . |
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Ressourcen | Verstrichene Zeit | 0:00:00,56 |
Maximal benötigter Speicher | 419060 (409,238K) Byte | |
Erzeugte Variablen | FAC1_2 | Komponentenwert 1 |
FAC2_2 | Komponentenwert 2 | |
FAC3_2 | Komponentenwert 3 | |
FAC4_2 | Komponentenwert 4 | |
FAC5_2 | Komponentenwert 5 | |
FAC6_2 | Komponentenwert 6 |
Mittelwert | Standardabweichung | Analyse N | |
---|---|---|---|
ME62_1 | 1,5446 | 7,38859 | 65 |
ME62_2 | 1,5338 | 5,33436 | 65 |
ME62_3 | 1,5415 | 5,29395 | 65 |
ME62_5 | 1,5492 | 4,62848 | 65 |
ME62_6 | 1,5400 | 7,02355 | 65 |
ME62_7 | 1,5354 | 4,99041 | 65 |
ME62_8 | 1,5292 | 7,96639 | 65 |
ME62_9 | 1,5385 | 5,18991 | 65 |
ME62_10 | 1,5446 | 5,83931 | 65 |
ME62_11 | 1,5308 | 7,93144 | 65 |
ME62_12 | 1,5523 | 8,27621 | 65 |
ME62_13 | 1,5431 | 5,19600 | 65 |
ME62_14 | 1,5354 | 5,36189 | 65 |
ME62_15 | 1,5446 | 7,43770 | 65 |
ME62_17 | 1,5062 | 7,66234 | 65 |
ME62_18 | 1,5738 | 6,35424 | 65 |
ME62_19 | 1,5446 | 4,85506 | 65 |
ME62_20 | 1,5400 | 7,18859 | 65 |
ME62_21 | 1,5415 | 5,59246 | 65 |
ME62_22 | 1,4215 | 6,32948 | 65 |
METI_1 | 1,5369 | 4,47673 | 65 |
ME64_21 | 1,5431 | 4,20316 | 65 |
ME64_33 | 1,5415 | 7,98487 | 65 |
FM62_23 | 1,5372 | 5,15276 | 65 |
FM62_24 | 1,5369 | 4,97112 | 65 |
FM62_34 | 1,5398 | 3,27465 | 65 |
FMS1TR1 | 1,5668 | 5,11060 | 65 |
FMS1TR2 | 1,5402 | 4,71248 | 65 |
FMS1TR3 | 1,5492 | 4,41886 | 65 |
FMS1TR4 | 1,5308 | 4,73903 | 65 |
FM64_4 | 1,5332 | 4,07387 | 65 |
FM64_7 | 1,5326 | 6,10493 | 65 |
FM64_E7S | 1,5446 | 4,70748 | 65 |
FM64_E7E | 1,5328 | 6,05140 | 65 |
FM64_9 | 1,6269 | 3,62913 | 65 |
FM64_10 | 1,5492 | 5,38937 | 65 |
FM64_14 | 1,5391 | 3,82905 | 65 |
FM64_15 | 1,5323 | 4,74589 | 65 |
FM64_16S | 1,5215 | 3,86307 | 65 |
FM64_16E | 1,5292 | 4,46370 | 65 |
FM6416AS | 1,5440 | 6,53475 | 65 |
FM6416AE | 1,5288 | 5,34262 | 65 |
BM62_25 | 1,5077 | 3,73611 | 65 |
BM62_30 | 1,5323 | 3,01346 | 65 |
BMTB_1 | 1,5446 | 4,05112 | 65 |
BMTB_2 | 1,5354 | 3,72644 | 65 |
BMHR_1 | 1,5338 | 3,84254 | 65 |
BMHR_2 | 1,5231 | 3,89815 | 65 |
BM64_11 | 1,5385 | 4,27042 | 65 |
BM64_22 | 1,5262 | 3,99395 | 65 |
BM64_18 | 1,5354 | 3,40411 | 65 |
CH62_26 | 1,5415 | 4,49326 | 65 |
CH62.28 | 1,5200 | 6,94105 | 65 |
CH62_29 | 1,5431 | 10,86231 | 65 |
CHEE_11 | 1,5354 | 9,10387 | 65 |
CH62_27 | 1,5446 | 8,99020 | 65 |
HH64_9H | 1,5323 | 4,27376 | 65 |
HH62_33B | 1,5262 | 3,60110 | 65 |
HH62_35 | 1,5292 | 7,87682 | 65 |
ME62_1 | ME62_2 | ME62_3 | ME62_5 | ME62_6 | ME62_7 | ME62_8 | ME62_9 | ME62_10 | ME62_11 | ME62_12 | ME62_13 | ME62_14 | ME62_15 | ME62_17 | ME62_18 | ME62_19 | ME62_20 | ME62_21 | ME62_22 | METI_1 | ME64_21 | ME64_33 | FM62_23 | FM62_24 | FM62_34 | FMS1TR1 | FMS1TR2 | FMS1TR3 | FMS1TR4 | FM64_4 | FM64_7 | FM64_E7S | FM64_E7E | FM64_9 | FM64_10 | FM64_14 | FM64_15 | FM64_16S | FM64_16E | FM6416AS | FM6416AE | BM62_25 | BM62_30 | BMTB_1 | BMTB_2 | BMHR_1 | BMHR_2 | BM64_11 | BM64_22 | BM64_18 | CH62_26 | CH62.28 | CH62_29 | CHEE_11 | CH62_27 | HH64_9H | HH62_33B | HH62_35 | ||
---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
Korrelation | ME62_1 | 1,000 | ,452 | ,759 | ,807 | ,988 | ,890 | ,990 | ,959 | ,931 | ,981 | ,973 | ,914 | ,929 | ,981 | ,983 | ,954 | ,674 | ,962 | ,988 | ,907 | ,873 | ,604 | ,100 | ,086 | ,140 | ,024 | ,044 | ,064 | ,031 | ,021 | -,005 | ,003 | ,020 | ,069 | ,025 | ,062 | ,000 | ,033 | -,006 | ,058 | ,081 | ,088 | ,279 | ,316 | ,559 | ,548 | ,447 | ,547 | ,347 | ,065 | ,347 | ,036 | -,006 | -,007 | -,017 | -,013 | ,009 | -,006 | -,025 |
ME62_2 | ,452 | 1,000 | ,841 | ,790 | ,479 | ,651 | ,454 | ,570 | ,500 | ,438 | ,402 | ,555 | ,536 | ,481 | ,442 | ,492 | ,464 | ,442 | ,522 | ,412 | ,497 | ,331 | ,738 | ,498 | ,542 | ,063 | ,330 | ,423 | ,305 | ,239 | ,062 | ,110 | ,249 | ,476 | ,155 | ,466 | ,040 | ,290 | ,141 | ,443 | ,537 | ,454 | ,302 | ,309 | ,533 | ,372 | ,332 | ,343 | ,309 | ,158 | ,357 | ,068 | -,019 | -,020 | -,034 | -,029 | ,192 | -,027 | -,035 | |
ME62_3 | ,759 | ,841 | 1,000 | ,974 | ,777 | ,926 | ,751 | ,851 | ,827 | ,746 | ,725 | ,859 | ,839 | ,803 | ,763 | ,799 | ,723 | ,754 | ,805 | ,720 | ,803 | ,546 | ,699 | ,601 | ,642 | ,129 | ,423 | ,522 | ,405 | ,334 | ,145 | ,200 | ,347 | ,580 | ,242 | ,563 | ,071 | ,395 | ,214 | ,531 | ,633 | ,569 | ,427 | ,440 | ,727 | ,583 | ,469 | ,516 | ,486 | ,213 | ,494 | ,157 | ,046 | ,029 | ,017 | ,026 | ,236 | ,029 | -,039 | |
ME62_5 | ,807 | ,790 | ,974 | 1,000 | ,823 | ,932 | ,789 | ,901 | ,860 | ,780 | ,764 | ,900 | ,879 | ,828 | ,804 | ,832 | ,771 | ,798 | ,849 | ,763 | ,862 | ,583 | ,616 | ,548 | ,577 | ,144 | ,391 | ,478 | ,394 | ,330 | ,164 | ,222 | ,344 | ,534 | ,224 | ,511 | ,073 | ,382 | ,211 | ,481 | ,570 | ,526 | ,432 | ,412 | ,703 | ,591 | ,466 | ,520 | ,477 | ,214 | ,489 | ,120 | ,011 | -,012 | -,025 | -,010 | ,188 | ,071 | -,024 | |
ME62_6 | ,988 | ,479 | ,777 | ,823 | 1,000 | ,907 | ,991 | ,967 | ,957 | ,990 | ,984 | ,945 | ,953 | ,987 | ,989 | ,970 | ,724 | ,979 | ,979 | ,936 | ,898 | ,596 | ,128 | ,134 | ,165 | ,051 | ,095 | ,116 | ,099 | ,091 | ,057 | ,081 | ,092 | ,130 | ,071 | ,116 | ,017 | ,099 | ,045 | ,101 | ,129 | ,147 | ,290 | ,319 | ,568 | ,570 | ,428 | ,523 | ,373 | ,101 | ,374 | ,051 | ,013 | ,002 | -,009 | -,005 | ,014 | -,027 | -,027 | |
ME62_7 | ,890 | ,651 | ,926 | ,932 | ,907 | 1,000 | ,894 | ,955 | ,939 | ,893 | ,883 | ,961 | ,936 | ,926 | ,907 | ,918 | ,776 | ,897 | ,909 | ,864 | ,908 | ,633 | ,450 | ,442 | ,472 | ,168 | ,318 | ,388 | ,333 | ,291 | ,165 | ,209 | ,301 | ,427 | ,209 | ,409 | ,073 | ,322 | ,202 | ,397 | ,446 | ,429 | ,438 | ,448 | ,721 | ,643 | ,529 | ,596 | ,496 | ,225 | ,501 | ,155 | ,061 | ,036 | ,026 | ,037 | ,164 | ,071 | -,020 | |
ME62_8 | ,990 | ,454 | ,751 | ,789 | ,991 | ,894 | 1,000 | ,956 | ,943 | ,995 | ,991 | ,921 | ,937 | ,988 | ,993 | ,970 | ,684 | ,976 | ,980 | ,931 | ,879 | ,592 | ,085 | ,080 | ,119 | ,026 | ,050 | ,064 | ,043 | ,040 | ,020 | ,034 | ,041 | ,071 | ,038 | ,061 | ,017 | ,047 | ,006 | ,051 | ,073 | ,092 | ,268 | ,294 | ,542 | ,547 | ,406 | ,513 | ,344 | ,072 | ,350 | ,058 | ,024 | ,021 | ,011 | ,015 | -,001 | -,013 | -,025 | |
ME62_9 | ,959 | ,570 | ,851 | ,901 | ,967 | ,955 | ,956 | 1,000 | ,963 | ,955 | ,949 | ,964 | ,966 | ,963 | ,965 | ,962 | ,774 | ,959 | ,965 | ,925 | ,926 | ,629 | ,254 | ,272 | ,278 | ,158 | ,203 | ,241 | ,234 | ,218 | ,150 | ,187 | ,224 | ,267 | ,158 | ,247 | ,068 | ,229 | ,152 | ,234 | ,258 | ,280 | ,404 | ,401 | ,644 | ,630 | ,505 | ,580 | ,439 | ,205 | ,457 | ,094 | ,034 | ,005 | -,001 | ,011 | ,074 | ,095 | ,011 | |
ME62_10 | ,931 | ,500 | ,827 | ,860 | ,957 | ,939 | ,943 | ,963 | 1,000 | ,954 | ,961 | ,982 | ,993 | ,972 | ,963 | ,983 | ,861 | ,979 | ,940 | ,971 | ,959 | ,642 | ,246 | ,341 | ,324 | ,215 | ,286 | ,331 | ,343 | ,343 | ,251 | ,318 | ,348 | ,364 | ,251 | ,337 | ,088 | ,345 | ,268 | ,307 | ,332 | ,377 | ,429 | ,431 | ,665 | ,685 | ,486 | ,581 | ,440 | ,290 | ,517 | ,125 | ,044 | ,007 | ,001 | ,006 | ,091 | ,056 | ,010 | |
ME62_11 | ,981 | ,438 | ,746 | ,780 | ,990 | ,893 | ,995 | ,955 | ,954 | 1,000 | ,997 | ,927 | ,945 | ,989 | ,995 | ,974 | ,706 | ,982 | ,968 | ,946 | ,885 | ,587 | ,086 | ,109 | ,138 | ,070 | ,077 | ,096 | ,088 | ,089 | ,066 | ,084 | ,089 | ,102 | ,075 | ,091 | ,028 | ,088 | ,055 | ,086 | ,094 | ,122 | ,304 | ,320 | ,561 | ,581 | ,423 | ,530 | ,352 | ,118 | ,379 | ,079 | ,043 | ,032 | ,021 | ,026 | ,023 | -,001 | -,011 | |
ME62_12 | ,973 | ,402 | ,725 | ,764 | ,984 | ,883 | ,991 | ,949 | ,961 | ,997 | 1,000 | ,928 | ,951 | ,986 | ,995 | ,979 | ,727 | ,989 | ,961 | ,960 | ,899 | ,599 | ,055 | ,105 | ,118 | ,087 | ,087 | ,100 | ,110 | ,118 | ,096 | ,125 | ,119 | ,110 | ,093 | ,095 | ,036 | ,115 | ,080 | ,080 | ,090 | ,132 | ,302 | ,308 | ,545 | ,582 | ,401 | ,514 | ,360 | ,139 | ,386 | ,073 | ,039 | ,022 | ,014 | ,018 | ,008 | ,011 | -,005 | |
ME62_13 | ,914 | ,555 | ,859 | ,900 | ,945 | ,961 | ,921 | ,964 | ,982 | ,927 | ,928 | 1,000 | ,979 | ,953 | ,940 | ,961 | ,872 | ,955 | ,929 | ,943 | ,959 | ,640 | ,317 | ,378 | ,378 | ,191 | ,301 | ,357 | ,350 | ,340 | ,244 | ,312 | ,347 | ,399 | ,234 | ,368 | ,074 | ,358 | ,249 | ,332 | ,377 | ,407 | ,404 | ,422 | ,671 | ,663 | ,491 | ,574 | ,436 | ,255 | ,489 | ,114 | ,013 | -,023 | -,033 | -,022 | ,093 | ,049 | -,027 | |
ME62_14 | ,929 | ,536 | ,839 | ,879 | ,953 | ,936 | ,937 | ,966 | ,993 | ,945 | ,951 | ,979 | 1,000 | ,963 | ,955 | ,982 | ,866 | ,975 | ,947 | ,965 | ,963 | ,656 | ,255 | ,343 | ,318 | ,216 | ,275 | ,325 | ,349 | ,349 | ,253 | ,326 | ,356 | ,366 | ,251 | ,340 | ,096 | ,352 | ,267 | ,307 | ,333 | ,376 | ,442 | ,443 | ,665 | ,690 | ,499 | ,591 | ,441 | ,301 | ,533 | ,133 | ,051 | ,016 | ,013 | ,017 | ,096 | ,069 | ,024 | |
ME62_15 | ,981 | ,481 | ,803 | ,828 | ,987 | ,926 | ,988 | ,963 | ,972 | ,989 | ,986 | ,953 | ,963 | 1,000 | ,992 | ,981 | ,746 | ,980 | ,978 | ,945 | ,907 | ,620 | ,179 | ,196 | ,237 | ,083 | ,140 | ,176 | ,147 | ,136 | ,081 | ,110 | ,139 | ,192 | ,114 | ,180 | ,037 | ,150 | ,092 | ,162 | ,194 | ,208 | ,343 | ,369 | ,619 | ,611 | ,460 | ,562 | ,391 | ,147 | ,425 | ,072 | ,008 | -,006 | -,016 | -,013 | ,052 | -,007 | -,002 | |
ME62_17 | ,983 | ,442 | ,763 | ,804 | ,989 | ,907 | ,993 | ,965 | ,963 | ,995 | ,995 | ,940 | ,955 | ,992 | 1,000 | ,974 | ,728 | ,984 | ,971 | ,950 | ,901 | ,596 | ,117 | ,140 | ,171 | ,077 | ,111 | ,130 | ,118 | ,111 | ,073 | ,100 | ,112 | ,139 | ,084 | ,125 | ,037 | ,117 | ,071 | ,113 | ,132 | ,161 | ,318 | ,307 | ,573 | ,582 | ,406 | ,520 | ,368 | ,126 | ,392 | ,048 | -,001 | -,016 | -,025 | -,018 | ,021 | ,023 | ,000 | |
ME62_18 | ,954 | ,492 | ,799 | ,832 | ,970 | ,918 | ,970 | ,962 | ,983 | ,974 | ,979 | ,961 | ,982 | ,981 | ,974 | 1,000 | ,804 | ,988 | ,965 | ,968 | ,947 | ,656 | ,166 | ,233 | ,219 | ,142 | ,195 | ,224 | ,232 | ,243 | ,182 | ,231 | ,241 | ,248 | ,182 | ,227 | ,047 | ,243 | ,175 | ,201 | ,223 | ,267 | ,351 | ,397 | ,609 | ,640 | ,466 | ,563 | ,392 | ,218 | ,454 | ,142 | ,088 | ,068 | ,062 | ,065 | ,048 | ,035 | -,026 | |
ME62_19 | ,674 | ,464 | ,723 | ,771 | ,724 | ,776 | ,684 | ,774 | ,861 | ,706 | ,727 | ,872 | ,866 | ,746 | ,728 | ,804 | 1,000 | ,809 | ,718 | ,870 | ,894 | ,579 | ,323 | ,512 | ,445 | ,383 | ,475 | ,536 | ,613 | ,640 | ,522 | ,662 | ,649 | ,600 | ,442 | ,538 | ,155 | ,654 | ,520 | ,462 | ,501 | ,610 | ,424 | ,475 | ,599 | ,655 | ,435 | ,522 | ,409 | ,468 | ,561 | ,230 | ,062 | -,024 | -,020 | -,010 | ,138 | ,151 | ,002 | |
ME62_20 | ,962 | ,442 | ,754 | ,798 | ,979 | ,897 | ,976 | ,959 | ,979 | ,982 | ,989 | ,955 | ,975 | ,980 | ,984 | ,988 | ,809 | 1,000 | ,961 | ,985 | ,937 | ,630 | ,093 | ,166 | ,155 | ,130 | ,161 | ,175 | ,201 | ,216 | ,172 | ,232 | ,215 | ,195 | ,153 | ,166 | ,053 | ,216 | ,156 | ,135 | ,154 | ,220 | ,314 | ,343 | ,558 | ,600 | ,421 | ,530 | ,366 | ,196 | ,423 | ,094 | ,037 | ,009 | ,005 | ,010 | ,004 | ,040 | -,013 | |
ME62_21 | ,988 | ,522 | ,805 | ,849 | ,979 | ,909 | ,980 | ,965 | ,940 | ,968 | ,961 | ,929 | ,947 | ,978 | ,971 | ,965 | ,718 | ,961 | 1,000 | ,912 | ,904 | ,639 | ,169 | ,153 | ,201 | ,055 | ,091 | ,125 | ,092 | ,080 | ,034 | ,053 | ,081 | ,136 | ,075 | ,128 | ,009 | ,094 | ,042 | ,121 | ,148 | ,153 | ,322 | ,383 | ,597 | ,579 | ,484 | ,579 | ,369 | ,119 | ,405 | ,106 | ,051 | ,047 | ,037 | ,041 | ,049 | ,012 | -,002 | |
ME62_22 | ,907 | ,412 | ,720 | ,763 | ,936 | ,864 | ,931 | ,925 | ,971 | ,946 | ,960 | ,943 | ,965 | ,945 | ,950 | ,968 | ,870 | ,985 | ,912 | 1,000 | ,936 | ,620 | ,083 | ,205 | ,170 | ,206 | ,213 | ,227 | ,293 | ,320 | ,279 | ,363 | ,324 | ,257 | ,228 | ,218 | ,089 | ,319 | ,252 | ,171 | ,186 | ,283 | ,338 | ,372 | ,549 | ,621 | ,412 | ,523 | ,373 | ,278 | ,465 | ,131 | ,052 | ,003 | ,003 | ,009 | ,009 | ,080 | ,011 | |
METI_1 | ,873 | ,497 | ,803 | ,862 | ,898 | ,908 | ,879 | ,926 | ,959 | ,885 | ,899 | ,959 | ,963 | ,907 | ,901 | ,947 | ,894 | ,937 | ,904 | ,936 | 1,000 | ,743 | ,258 | ,368 | ,336 | ,236 | ,328 | ,367 | ,396 | ,401 | ,296 | ,383 | ,402 | ,404 | ,266 | ,366 | ,086 | ,399 | ,304 | ,336 | ,359 | ,420 | ,412 | ,425 | ,624 | ,650 | ,480 | ,578 | ,454 | ,307 | ,506 | ,175 | ,083 | ,040 | ,034 | ,045 | ,090 | ,101 | -,003 | |
ME64_21 | ,604 | ,331 | ,546 | ,583 | ,596 | ,633 | ,592 | ,629 | ,642 | ,587 | ,599 | ,640 | ,656 | ,620 | ,596 | ,656 | ,579 | ,630 | ,639 | ,620 | ,743 | 1,000 | ,146 | ,236 | ,213 | ,128 | ,189 | ,219 | ,313 | ,271 | ,160 | ,226 | ,274 | ,245 | ,131 | ,221 | ,014 | ,250 | ,188 | ,225 | ,230 | ,250 | ,301 | ,371 | ,438 | ,431 | ,536 | ,589 | ,362 | ,216 | ,483 | ,049 | -,014 | -,040 | -,044 | -,038 | ,025 | ,090 | -,025 | |
ME64_33 | ,100 | ,738 | ,699 | ,616 | ,128 | ,450 | ,085 | ,254 | ,246 | ,086 | ,055 | ,317 | ,255 | ,179 | ,117 | ,166 | ,323 | ,093 | ,169 | ,083 | ,258 | ,146 | 1,000 | ,834 | ,906 | ,116 | ,565 | ,717 | ,521 | ,393 | ,128 | ,170 | ,416 | ,784 | ,293 | ,782 | ,096 | ,487 | ,263 | ,757 | ,891 | ,741 | ,368 | ,310 | ,553 | ,302 | ,207 | ,193 | ,317 | ,202 | ,379 | ,160 | ,006 | -,006 | -,019 | -,008 | ,385 | ,021 | -,010 | |
FM62_23 | ,086 | ,498 | ,601 | ,548 | ,134 | ,442 | ,080 | ,272 | ,341 | ,109 | ,105 | ,378 | ,343 | ,196 | ,140 | ,233 | ,512 | ,166 | ,153 | ,205 | ,368 | ,236 | ,834 | 1,000 | ,903 | ,451 | ,759 | ,917 | ,857 | ,765 | ,566 | ,582 | ,796 | ,953 | ,697 | ,977 | ,206 | ,834 | ,687 | ,956 | ,968 | ,906 | ,534 | ,506 | ,662 | ,545 | ,344 | ,338 | ,364 | ,575 | ,605 | ,307 | ,138 | ,079 | ,082 | ,085 | ,427 | ,128 | -,018 | |
FM62_24 | ,140 | ,542 | ,642 | ,577 | ,165 | ,472 | ,119 | ,278 | ,324 | ,138 | ,118 | ,378 | ,318 | ,237 | ,171 | ,219 | ,445 | ,155 | ,201 | ,170 | ,336 | ,213 | ,906 | ,903 | 1,000 | ,350 | ,634 | ,809 | ,649 | ,538 | ,325 | ,314 | ,561 | ,833 | ,465 | ,850 | ,178 | ,607 | ,484 | ,867 | ,912 | ,796 | ,516 | ,494 | ,702 | ,506 | ,373 | ,402 | ,400 | ,401 | ,530 | ,280 | ,049 | ,005 | -,003 | ,006 | ,523 | ,094 | ,020 | |
FM62_34 | ,024 | ,063 | ,129 | ,144 | ,051 | ,168 | ,026 | ,158 | ,215 | ,070 | ,087 | ,191 | ,216 | ,083 | ,077 | ,142 | ,383 | ,130 | ,055 | ,206 | ,236 | ,128 | ,116 | ,451 | ,350 | 1,000 | ,330 | ,474 | ,589 | ,637 | ,770 | ,636 | ,647 | ,424 | ,733 | ,430 | ,302 | ,564 | ,783 | ,509 | ,317 | ,417 | ,548 | ,552 | ,527 | ,628 | ,507 | ,555 | ,406 | ,780 | ,545 | ,257 | ,104 | ,001 | ,037 | ,025 | ,325 | ,326 | ,044 | |
FMS1TR1 | ,044 | ,330 | ,423 | ,391 | ,095 | ,318 | ,050 | ,203 | ,286 | ,077 | ,087 | ,301 | ,275 | ,140 | ,111 | ,195 | ,475 | ,161 | ,091 | ,213 | ,328 | ,189 | ,565 | ,759 | ,634 | ,330 | 1,000 | ,938 | ,844 | ,794 | ,534 | ,593 | ,705 | ,830 | ,570 | ,811 | ,156 | ,762 | ,689 | ,830 | ,783 | ,902 | ,319 | ,287 | ,372 | ,323 | ,164 | ,152 | ,304 | ,416 | ,375 | ,218 | ,096 | ,031 | ,034 | ,044 | ,216 | ,156 | -,015 | |
FMS1TR2 | ,064 | ,423 | ,522 | ,478 | ,116 | ,388 | ,064 | ,241 | ,331 | ,096 | ,100 | ,357 | ,325 | ,176 | ,130 | ,224 | ,536 | ,175 | ,125 | ,227 | ,367 | ,219 | ,717 | ,917 | ,809 | ,474 | ,938 | 1,000 | ,905 | ,844 | ,615 | ,642 | ,802 | ,942 | ,695 | ,936 | ,224 | ,844 | ,767 | ,948 | ,915 | ,968 | ,468 | ,431 | ,557 | ,479 | ,294 | ,292 | ,318 | ,550 | ,519 | ,269 | ,092 | ,025 | ,031 | ,035 | ,353 | ,131 | -,006 | |
FMS1TR3 | ,031 | ,305 | ,405 | ,394 | ,099 | ,333 | ,043 | ,234 | ,343 | ,088 | ,110 | ,350 | ,349 | ,147 | ,118 | ,232 | ,613 | ,201 | ,092 | ,293 | ,396 | ,313 | ,521 | ,857 | ,649 | ,589 | ,844 | ,905 | 1,000 | ,964 | ,763 | ,849 | ,955 | ,897 | ,782 | ,890 | ,253 | ,949 | ,880 | ,872 | ,803 | ,897 | ,525 | ,489 | ,522 | ,545 | ,329 | ,325 | ,339 | ,741 | ,666 | ,273 | ,128 | ,023 | ,042 | ,044 | ,287 | ,227 | ,038 | |
FMS1TR4 | ,021 | ,239 | ,334 | ,330 | ,091 | ,291 | ,040 | ,218 | ,343 | ,089 | ,118 | ,340 | ,349 | ,136 | ,111 | ,243 | ,640 | ,216 | ,080 | ,320 | ,401 | ,271 | ,393 | ,765 | ,538 | ,637 | ,794 | ,844 | ,964 | 1,000 | ,800 | ,916 | ,969 | ,840 | ,751 | ,818 | ,254 | ,936 | ,908 | ,808 | ,708 | ,847 | ,537 | ,511 | ,476 | ,573 | ,374 | ,363 | ,265 | ,770 | ,600 | ,296 | ,162 | ,056 | ,076 | ,077 | ,285 | ,234 | ,056 | |
FM64_4 | -,005 | ,062 | ,145 | ,164 | ,057 | ,165 | ,020 | ,150 | ,251 | ,066 | ,096 | ,244 | ,253 | ,081 | ,073 | ,182 | ,522 | ,172 | ,034 | ,279 | ,296 | ,160 | ,128 | ,566 | ,325 | ,770 | ,534 | ,615 | ,763 | ,800 | 1,000 | ,883 | ,837 | ,597 | ,862 | ,611 | ,275 | ,822 | ,868 | ,572 | ,439 | ,586 | ,354 | ,423 | ,339 | ,508 | ,296 | ,299 | ,258 | ,675 | ,424 | ,314 | ,194 | ,085 | ,104 | ,102 | ,192 | ,206 | -,019 | |
FM64_7 | ,003 | ,110 | ,200 | ,222 | ,081 | ,209 | ,034 | ,187 | ,318 | ,084 | ,125 | ,312 | ,326 | ,110 | ,100 | ,231 | ,662 | ,232 | ,053 | ,363 | ,383 | ,226 | ,170 | ,582 | ,314 | ,636 | ,593 | ,642 | ,849 | ,916 | ,883 | 1,000 | ,941 | ,698 | ,731 | ,658 | ,266 | ,911 | ,850 | ,573 | ,510 | ,686 | ,392 | ,385 | ,288 | ,459 | ,261 | ,254 | ,226 | ,697 | ,460 | ,257 | ,134 | ,014 | ,037 | ,041 | ,131 | ,255 | ,048 | |
FM64_E7S | ,020 | ,249 | ,347 | ,344 | ,092 | ,301 | ,041 | ,224 | ,348 | ,089 | ,119 | ,347 | ,356 | ,139 | ,112 | ,241 | ,649 | ,215 | ,081 | ,324 | ,402 | ,274 | ,416 | ,796 | ,561 | ,647 | ,705 | ,802 | ,955 | ,969 | ,837 | ,941 | 1,000 | ,850 | ,796 | ,842 | ,300 | ,971 | ,904 | ,791 | ,721 | ,818 | ,540 | ,504 | ,485 | ,574 | ,355 | ,352 | ,301 | ,780 | ,620 | ,296 | ,144 | ,035 | ,057 | ,058 | ,272 | ,243 | ,051 | |
FM64_E7E | ,069 | ,476 | ,580 | ,534 | ,130 | ,427 | ,071 | ,267 | ,364 | ,102 | ,110 | ,399 | ,366 | ,192 | ,139 | ,248 | ,600 | ,195 | ,136 | ,257 | ,404 | ,245 | ,784 | ,953 | ,833 | ,424 | ,830 | ,942 | ,897 | ,840 | ,597 | ,698 | ,850 | 1,000 | ,646 | ,975 | ,214 | ,892 | ,699 | ,911 | ,969 | ,979 | ,488 | ,415 | ,542 | ,464 | ,274 | ,256 | ,356 | ,524 | ,516 | ,228 | ,057 | -,014 | -,010 | -,002 | ,343 | ,142 | ,036 | |
FM64_9 | ,025 | ,155 | ,242 | ,224 | ,071 | ,209 | ,038 | ,158 | ,251 | ,075 | ,093 | ,234 | ,251 | ,114 | ,084 | ,182 | ,442 | ,153 | ,075 | ,228 | ,266 | ,131 | ,293 | ,697 | ,465 | ,733 | ,570 | ,695 | ,782 | ,751 | ,862 | ,731 | ,796 | ,646 | 1,000 | ,712 | ,312 | ,814 | ,858 | ,690 | ,555 | ,621 | ,441 | ,538 | ,503 | ,557 | ,317 | ,334 | ,279 | ,788 | ,623 | ,378 | ,239 | ,142 | ,176 | ,156 | ,320 | ,179 | ,027 | |
FM64_10 | ,062 | ,466 | ,563 | ,511 | ,116 | ,409 | ,061 | ,247 | ,337 | ,091 | ,095 | ,368 | ,340 | ,180 | ,125 | ,227 | ,538 | ,166 | ,128 | ,218 | ,366 | ,221 | ,782 | ,977 | ,850 | ,430 | ,811 | ,936 | ,890 | ,818 | ,611 | ,658 | ,842 | ,975 | ,712 | 1,000 | ,200 | ,887 | ,735 | ,948 | ,960 | ,935 | ,537 | ,469 | ,591 | ,513 | ,314 | ,297 | ,336 | ,578 | ,555 | ,248 | ,082 | ,018 | ,020 | ,024 | ,381 | ,119 | ,052 | |
FM64_14 | ,000 | ,040 | ,071 | ,073 | ,017 | ,073 | ,017 | ,068 | ,088 | ,028 | ,036 | ,074 | ,096 | ,037 | ,037 | ,047 | ,155 | ,053 | ,009 | ,089 | ,086 | ,014 | ,096 | ,206 | ,178 | ,302 | ,156 | ,224 | ,253 | ,254 | ,275 | ,266 | ,300 | ,214 | ,312 | ,200 | 1,000 | ,261 | ,262 | ,191 | ,175 | ,218 | ,268 | ,165 | ,159 | ,165 | ,115 | ,108 | ,119 | ,252 | ,216 | ,304 | ,045 | -,005 | ,056 | ,042 | ,232 | ,183 | ,200 | |
FM64_15 | ,033 | ,290 | ,395 | ,382 | ,099 | ,322 | ,047 | ,229 | ,345 | ,088 | ,115 | ,358 | ,352 | ,150 | ,117 | ,243 | ,654 | ,216 | ,094 | ,319 | ,399 | ,250 | ,487 | ,834 | ,607 | ,564 | ,762 | ,844 | ,949 | ,936 | ,822 | ,911 | ,971 | ,892 | ,814 | ,887 | ,261 | 1,000 | ,866 | ,800 | ,776 | ,864 | ,446 | ,447 | ,451 | ,497 | ,274 | ,275 | ,310 | ,699 | ,562 | ,287 | ,118 | ,012 | ,033 | ,037 | ,256 | ,238 | ,017 | |
FM64_16S | -,006 | ,141 | ,214 | ,211 | ,045 | ,202 | ,006 | ,152 | ,268 | ,055 | ,080 | ,249 | ,267 | ,092 | ,071 | ,175 | ,520 | ,156 | ,042 | ,252 | ,304 | ,188 | ,263 | ,687 | ,484 | ,783 | ,689 | ,767 | ,880 | ,908 | ,868 | ,850 | ,904 | ,699 | ,858 | ,735 | ,262 | ,866 | 1,000 | ,767 | ,570 | ,694 | ,556 | ,547 | ,522 | ,636 | ,433 | ,465 | ,259 | ,854 | ,598 | ,244 | ,084 | -,018 | ,006 | -,004 | ,301 | ,217 | ,030 | |
FM64_16E | ,058 | ,443 | ,531 | ,481 | ,101 | ,397 | ,051 | ,234 | ,307 | ,086 | ,080 | ,332 | ,307 | ,162 | ,113 | ,201 | ,462 | ,135 | ,121 | ,171 | ,336 | ,225 | ,757 | ,956 | ,867 | ,509 | ,830 | ,948 | ,872 | ,808 | ,572 | ,573 | ,791 | ,911 | ,690 | ,948 | ,191 | ,800 | ,767 | 1,000 | ,916 | ,892 | ,600 | ,543 | ,672 | ,587 | ,428 | ,424 | ,331 | ,626 | ,596 | ,303 | ,142 | ,087 | ,088 | ,089 | ,456 | ,125 | ,010 | |
FM6416AS | ,081 | ,537 | ,633 | ,570 | ,129 | ,446 | ,073 | ,258 | ,332 | ,094 | ,090 | ,377 | ,333 | ,194 | ,132 | ,223 | ,501 | ,154 | ,148 | ,186 | ,359 | ,230 | ,891 | ,968 | ,912 | ,317 | ,783 | ,915 | ,803 | ,708 | ,439 | ,510 | ,721 | ,969 | ,555 | ,960 | ,175 | ,776 | ,570 | ,916 | 1,000 | ,939 | ,465 | ,399 | ,583 | ,431 | ,264 | ,247 | ,358 | ,424 | ,500 | ,219 | ,052 | ,006 | ,004 | ,011 | ,382 | ,088 | ,001 | |
FM6416AE | ,088 | ,454 | ,569 | ,526 | ,147 | ,429 | ,092 | ,280 | ,377 | ,122 | ,132 | ,407 | ,376 | ,208 | ,161 | ,267 | ,610 | ,220 | ,153 | ,283 | ,420 | ,250 | ,741 | ,906 | ,796 | ,417 | ,902 | ,968 | ,897 | ,847 | ,586 | ,686 | ,818 | ,979 | ,621 | ,935 | ,218 | ,864 | ,694 | ,892 | ,939 | 1,000 | ,448 | ,396 | ,507 | ,436 | ,248 | ,234 | ,350 | ,491 | ,493 | ,251 | ,081 | ,009 | ,016 | ,025 | ,317 | ,157 | ,038 | |
BM62_25 | ,279 | ,302 | ,427 | ,432 | ,290 | ,438 | ,268 | ,404 | ,429 | ,304 | ,302 | ,404 | ,442 | ,343 | ,318 | ,351 | ,424 | ,314 | ,322 | ,338 | ,412 | ,301 | ,368 | ,534 | ,516 | ,548 | ,319 | ,468 | ,525 | ,537 | ,354 | ,392 | ,540 | ,488 | ,441 | ,537 | ,268 | ,446 | ,556 | ,600 | ,465 | ,448 | 1,000 | ,761 | ,718 | ,774 | ,720 | ,690 | ,328 | ,713 | ,711 | ,187 | ,067 | ,007 | ,014 | ,014 | ,464 | ,289 | ,594 | |
BM62_30 | ,316 | ,309 | ,440 | ,412 | ,319 | ,448 | ,294 | ,401 | ,431 | ,320 | ,308 | ,422 | ,443 | ,369 | ,307 | ,397 | ,475 | ,343 | ,383 | ,372 | ,425 | ,371 | ,310 | ,506 | ,494 | ,552 | ,287 | ,431 | ,489 | ,511 | ,423 | ,385 | ,504 | ,415 | ,538 | ,469 | ,165 | ,447 | ,547 | ,543 | ,399 | ,396 | ,761 | 1,000 | ,789 | ,819 | ,835 | ,796 | ,347 | ,740 | ,777 | ,495 | ,369 | ,303 | ,320 | ,303 | ,460 | ,204 | ,294 | |
BMTB_1 | ,559 | ,533 | ,727 | ,703 | ,568 | ,721 | ,542 | ,644 | ,665 | ,561 | ,545 | ,671 | ,665 | ,619 | ,573 | ,609 | ,599 | ,558 | ,597 | ,549 | ,624 | ,438 | ,553 | ,662 | ,702 | ,527 | ,372 | ,557 | ,522 | ,476 | ,339 | ,288 | ,485 | ,542 | ,503 | ,591 | ,159 | ,451 | ,522 | ,672 | ,583 | ,507 | ,718 | ,789 | 1,000 | ,920 | ,714 | ,793 | ,441 | ,665 | ,803 | ,218 | ,054 | ,008 | ,019 | ,003 | ,446 | ,109 | ,012 | |
BMTB_2 | ,548 | ,372 | ,583 | ,591 | ,570 | ,643 | ,547 | ,630 | ,685 | ,581 | ,582 | ,663 | ,690 | ,611 | ,582 | ,640 | ,655 | ,600 | ,579 | ,621 | ,650 | ,431 | ,302 | ,545 | ,506 | ,628 | ,323 | ,479 | ,545 | ,573 | ,508 | ,459 | ,574 | ,464 | ,557 | ,513 | ,165 | ,497 | ,636 | ,587 | ,431 | ,436 | ,774 | ,819 | ,920 | 1,000 | ,740 | ,813 | ,375 | ,767 | ,792 | ,233 | ,111 | ,050 | ,062 | ,046 | ,394 | ,135 | ,101 | |
BMHR_1 | ,447 | ,332 | ,469 | ,466 | ,428 | ,529 | ,406 | ,505 | ,486 | ,423 | ,401 | ,491 | ,499 | ,460 | ,406 | ,466 | ,435 | ,421 | ,484 | ,412 | ,480 | ,536 | ,207 | ,344 | ,373 | ,507 | ,164 | ,294 | ,329 | ,374 | ,296 | ,261 | ,355 | ,274 | ,317 | ,314 | ,115 | ,274 | ,433 | ,428 | ,264 | ,248 | ,720 | ,835 | ,714 | ,740 | 1,000 | ,946 | ,327 | ,544 | ,570 | ,262 | ,144 | ,107 | ,106 | ,101 | ,378 | ,163 | ,196 | |
BMHR_2 | ,547 | ,343 | ,516 | ,520 | ,523 | ,596 | ,513 | ,580 | ,581 | ,530 | ,514 | ,574 | ,591 | ,562 | ,520 | ,563 | ,522 | ,530 | ,579 | ,523 | ,578 | ,589 | ,193 | ,338 | ,402 | ,555 | ,152 | ,292 | ,325 | ,363 | ,299 | ,254 | ,352 | ,256 | ,334 | ,297 | ,108 | ,275 | ,465 | ,424 | ,247 | ,234 | ,690 | ,796 | ,793 | ,813 | ,946 | 1,000 | ,365 | ,580 | ,624 | ,231 | ,067 | ,029 | ,036 | ,028 | ,387 | ,194 | ,087 | |
BM64_11 | ,347 | ,309 | ,486 | ,477 | ,373 | ,496 | ,344 | ,439 | ,440 | ,352 | ,360 | ,436 | ,441 | ,391 | ,368 | ,392 | ,409 | ,366 | ,369 | ,373 | ,454 | ,362 | ,317 | ,364 | ,400 | ,406 | ,304 | ,318 | ,339 | ,265 | ,258 | ,226 | ,301 | ,356 | ,279 | ,336 | ,119 | ,310 | ,259 | ,331 | ,358 | ,350 | ,328 | ,347 | ,441 | ,375 | ,327 | ,365 | 1,000 | ,252 | ,399 | ,160 | ,121 | ,038 | ,046 | ,053 | ,171 | ,105 | ,047 | |
BM64_22 | ,065 | ,158 | ,213 | ,214 | ,101 | ,225 | ,072 | ,205 | ,290 | ,118 | ,139 | ,255 | ,301 | ,147 | ,126 | ,218 | ,468 | ,196 | ,119 | ,278 | ,307 | ,216 | ,202 | ,575 | ,401 | ,780 | ,416 | ,550 | ,741 | ,770 | ,675 | ,697 | ,780 | ,524 | ,788 | ,578 | ,252 | ,699 | ,854 | ,626 | ,424 | ,491 | ,713 | ,740 | ,665 | ,767 | ,544 | ,580 | ,252 | 1,000 | ,831 | ,289 | ,161 | ,055 | ,096 | ,072 | ,384 | ,285 | ,182 | |
BM64_18 | ,347 | ,357 | ,494 | ,489 | ,374 | ,501 | ,350 | ,457 | ,517 | ,379 | ,386 | ,489 | ,533 | ,425 | ,392 | ,454 | ,561 | ,423 | ,405 | ,465 | ,506 | ,483 | ,379 | ,605 | ,530 | ,545 | ,375 | ,519 | ,666 | ,600 | ,424 | ,460 | ,620 | ,516 | ,623 | ,555 | ,216 | ,562 | ,598 | ,596 | ,500 | ,493 | ,711 | ,777 | ,803 | ,792 | ,570 | ,624 | ,399 | ,831 | 1,000 | ,311 | ,186 | ,097 | ,130 | ,109 | ,385 | ,243 | ,208 | |
CH62_26 | ,036 | ,068 | ,157 | ,120 | ,051 | ,155 | ,058 | ,094 | ,125 | ,079 | ,073 | ,114 | ,133 | ,072 | ,048 | ,142 | ,230 | ,094 | ,106 | ,131 | ,175 | ,049 | ,160 | ,307 | ,280 | ,257 | ,218 | ,269 | ,273 | ,296 | ,314 | ,257 | ,296 | ,228 | ,378 | ,248 | ,304 | ,287 | ,244 | ,303 | ,219 | ,251 | ,187 | ,495 | ,218 | ,233 | ,262 | ,231 | ,160 | ,289 | ,311 | 1,000 | ,900 | ,868 | ,886 | ,888 | ,351 | ,226 | ,041 | |
CH62.28 | -,006 | -,019 | ,046 | ,011 | ,013 | ,061 | ,024 | ,034 | ,044 | ,043 | ,039 | ,013 | ,051 | ,008 | -,001 | ,088 | ,062 | ,037 | ,051 | ,052 | ,083 | -,014 | ,006 | ,138 | ,049 | ,104 | ,096 | ,092 | ,128 | ,162 | ,194 | ,134 | ,144 | ,057 | ,239 | ,082 | ,045 | ,118 | ,084 | ,142 | ,052 | ,081 | ,067 | ,369 | ,054 | ,111 | ,144 | ,067 | ,121 | ,161 | ,186 | ,900 | 1,000 | ,982 | ,983 | ,983 | ,266 | ,108 | ,032 | |
CH62_29 | -,007 | -,020 | ,029 | -,012 | ,002 | ,036 | ,021 | ,005 | ,007 | ,032 | ,022 | -,023 | ,016 | -,006 | -,016 | ,068 | -,024 | ,009 | ,047 | ,003 | ,040 | -,040 | -,006 | ,079 | ,005 | ,001 | ,031 | ,025 | ,023 | ,056 | ,085 | ,014 | ,035 | -,014 | ,142 | ,018 | -,005 | ,012 | -,018 | ,087 | ,006 | ,009 | ,007 | ,303 | ,008 | ,050 | ,107 | ,029 | ,038 | ,055 | ,097 | ,868 | ,982 | 1,000 | ,994 | ,995 | ,183 | ,051 | -,014 | |
CHEE_11 | -,017 | -,034 | ,017 | -,025 | -,009 | ,026 | ,011 | -,001 | ,001 | ,021 | ,014 | -,033 | ,013 | -,016 | -,025 | ,062 | -,020 | ,005 | ,037 | ,003 | ,034 | -,044 | -,019 | ,082 | -,003 | ,037 | ,034 | ,031 | ,042 | ,076 | ,104 | ,037 | ,057 | -,010 | ,176 | ,020 | ,056 | ,033 | ,006 | ,088 | ,004 | ,016 | ,014 | ,320 | ,019 | ,062 | ,106 | ,036 | ,046 | ,096 | ,130 | ,886 | ,983 | ,994 | 1,000 | ,996 | ,204 | ,090 | -,013 | |
CH62_27 | -,013 | -,029 | ,026 | -,010 | -,005 | ,037 | ,015 | ,011 | ,006 | ,026 | ,018 | -,022 | ,017 | -,013 | -,018 | ,065 | -,010 | ,010 | ,041 | ,009 | ,045 | -,038 | -,008 | ,085 | ,006 | ,025 | ,044 | ,035 | ,044 | ,077 | ,102 | ,041 | ,058 | -,002 | ,156 | ,024 | ,042 | ,037 | -,004 | ,089 | ,011 | ,025 | ,014 | ,303 | ,003 | ,046 | ,101 | ,028 | ,053 | ,072 | ,109 | ,888 | ,983 | ,995 | ,996 | 1,000 | ,183 | ,113 | -,004 | |
HH64_9H | ,009 | ,192 | ,236 | ,188 | ,014 | ,164 | -,001 | ,074 | ,091 | ,023 | ,008 | ,093 | ,096 | ,052 | ,021 | ,048 | ,138 | ,004 | ,049 | ,009 | ,090 | ,025 | ,385 | ,427 | ,523 | ,325 | ,216 | ,353 | ,287 | ,285 | ,192 | ,131 | ,272 | ,343 | ,320 | ,381 | ,232 | ,256 | ,301 | ,456 | ,382 | ,317 | ,464 | ,460 | ,446 | ,394 | ,378 | ,387 | ,171 | ,384 | ,385 | ,351 | ,266 | ,183 | ,204 | ,183 | 1,000 | ,202 | ,284 | |
HH62_33B | -,006 | -,027 | ,029 | ,071 | -,027 | ,071 | -,013 | ,095 | ,056 | -,001 | ,011 | ,049 | ,069 | -,007 | ,023 | ,035 | ,151 | ,040 | ,012 | ,080 | ,101 | ,090 | ,021 | ,128 | ,094 | ,326 | ,156 | ,131 | ,227 | ,234 | ,206 | ,255 | ,243 | ,142 | ,179 | ,119 | ,183 | ,238 | ,217 | ,125 | ,088 | ,157 | ,289 | ,204 | ,109 | ,135 | ,163 | ,194 | ,105 | ,285 | ,243 | ,226 | ,108 | ,051 | ,090 | ,113 | ,202 | 1,000 | ,229 | |
HH62_35 | -,025 | -,035 | -,039 | -,024 | -,027 | -,020 | -,025 | ,011 | ,010 | -,011 | -,005 | -,027 | ,024 | -,002 | ,000 | -,026 | ,002 | -,013 | -,002 | ,011 | -,003 | -,025 | -,010 | -,018 | ,020 | ,044 | -,015 | -,006 | ,038 | ,056 | -,019 | ,048 | ,051 | ,036 | ,027 | ,052 | ,200 | ,017 | ,030 | ,010 | ,001 | ,038 | ,594 | ,294 | ,012 | ,101 | ,196 | ,087 | ,047 | ,182 | ,208 | ,041 | ,032 | -,014 | -,013 | -,004 | ,284 | ,229 | 1,000 | |
Signifikanz (1-seitig) | ME62_1 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,214 | ,249 | ,134 | ,425 | ,363 | ,306 | ,403 | ,435 | ,484 | ,491 | ,436 | ,293 | ,421 | ,312 | ,500 | ,399 | ,481 | ,324 | ,261 | ,242 | ,012 | ,005 | ,000 | ,000 | ,000 | ,000 | ,002 | ,304 | ,002 | ,389 | ,482 | ,478 | ,447 | ,461 | ,472 | ,480 | ,422 | |
ME62_2 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,004 | ,000 | ,000 | ,000 | ,310 | ,004 | ,000 | ,007 | ,028 | ,311 | ,191 | ,023 | ,000 | ,108 | ,000 | ,377 | ,010 | ,131 | ,000 | ,000 | ,000 | ,007 | ,006 | ,000 | ,001 | ,003 | ,003 | ,006 | ,105 | ,002 | ,294 | ,440 | ,436 | ,394 | ,409 | ,063 | ,415 | ,391 | ||
ME62_3 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,153 | ,000 | ,000 | ,000 | ,003 | ,124 | ,055 | ,002 | ,000 | ,026 | ,000 | ,286 | ,001 | ,043 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,044 | ,000 | ,106 | ,359 | ,411 | ,448 | ,420 | ,029 | ,409 | ,379 | ||
ME62_5 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,126 | ,001 | ,000 | ,001 | ,004 | ,095 | ,038 | ,003 | ,000 | ,036 | ,000 | ,283 | ,001 | ,046 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,044 | ,000 | ,171 | ,466 | ,461 | ,422 | ,469 | ,066 | ,287 | ,425 | ||
ME62_6 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,155 | ,144 | ,094 | ,342 | ,227 | ,179 | ,216 | ,237 | ,327 | ,261 | ,232 | ,151 | ,288 | ,180 | ,446 | ,215 | ,360 | ,212 | ,154 | ,121 | ,010 | ,005 | ,000 | ,000 | ,000 | ,000 | ,001 | ,212 | ,001 | ,344 | ,458 | ,493 | ,470 | ,484 | ,457 | ,415 | ,417 | ||
ME62_7 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,091 | ,005 | ,001 | ,003 | ,009 | ,094 | ,047 | ,007 | ,000 | ,047 | ,000 | ,282 | ,004 | ,053 | ,001 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,036 | ,000 | ,109 | ,315 | ,389 | ,419 | ,385 | ,096 | ,286 | ,436 | ||
ME62_8 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,250 | ,264 | ,173 | ,419 | ,345 | ,305 | ,366 | ,376 | ,436 | ,395 | ,374 | ,287 | ,383 | ,316 | ,447 | ,356 | ,481 | ,342 | ,281 | ,233 | ,015 | ,009 | ,000 | ,000 | ,000 | ,000 | ,003 | ,284 | ,002 | ,324 | ,424 | ,433 | ,467 | ,453 | ,496 | ,460 | ,422 | ||
ME62_9 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,021 | ,014 | ,013 | ,104 | ,052 | ,026 | ,030 | ,040 | ,117 | ,068 | ,037 | ,016 | ,104 | ,024 | ,296 | ,033 | ,113 | ,030 | ,019 | ,012 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,050 | ,000 | ,227 | ,394 | ,483 | ,498 | ,465 | ,280 | ,225 | ,465 | ||
ME62_10 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,024 | ,003 | ,004 | ,043 | ,011 | ,004 | ,003 | ,003 | ,022 | ,005 | ,002 | ,001 | ,022 | ,003 | ,243 | ,002 | ,016 | ,006 | ,003 | ,001 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,010 | ,000 | ,160 | ,363 | ,479 | ,496 | ,480 | ,236 | ,329 | ,469 | ||
ME62_11 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,247 | ,194 | ,136 | ,289 | ,270 | ,224 | ,244 | ,240 | ,301 | ,253 | ,239 | ,210 | ,276 | ,235 | ,414 | ,243 | ,332 | ,249 | ,227 | ,166 | ,007 | ,005 | ,000 | ,000 | ,000 | ,000 | ,002 | ,174 | ,001 | ,267 | ,367 | ,401 | ,433 | ,419 | ,429 | ,498 | ,465 | ||
ME62_12 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,331 | ,203 | ,175 | ,245 | ,244 | ,214 | ,192 | ,175 | ,224 | ,160 | ,173 | ,191 | ,230 | ,226 | ,389 | ,181 | ,264 | ,263 | ,239 | ,147 | ,007 | ,006 | ,000 | ,000 | ,000 | ,000 | ,002 | ,135 | ,001 | ,283 | ,379 | ,431 | ,455 | ,442 | ,474 | ,467 | ,486 | ||
ME62_13 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,005 | ,001 | ,001 | ,064 | ,007 | ,002 | ,002 | ,003 | ,025 | ,006 | ,002 | ,000 | ,030 | ,001 | ,279 | ,002 | ,023 | ,003 | ,001 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,020 | ,000 | ,183 | ,459 | ,428 | ,397 | ,430 | ,231 | ,349 | ,415 | ||
ME62_14 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,020 | ,003 | ,005 | ,042 | ,013 | ,004 | ,002 | ,002 | ,021 | ,004 | ,002 | ,001 | ,022 | ,003 | ,223 | ,002 | ,016 | ,006 | ,003 | ,001 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,007 | ,000 | ,145 | ,343 | ,450 | ,460 | ,446 | ,224 | ,292 | ,424 | ||
ME62_15 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,076 | ,059 | ,029 | ,255 | ,134 | ,081 | ,121 | ,140 | ,261 | ,192 | ,134 | ,063 | ,183 | ,075 | ,385 | ,116 | ,232 | ,098 | ,060 | ,048 | ,003 | ,001 | ,000 | ,000 | ,000 | ,000 | ,001 | ,121 | ,000 | ,284 | ,476 | ,482 | ,449 | ,460 | ,339 | ,478 | ,494 | ||
ME62_17 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,177 | ,132 | ,086 | ,270 | ,189 | ,151 | ,175 | ,190 | ,280 | ,214 | ,187 | ,134 | ,252 | ,161 | ,386 | ,177 | ,288 | ,186 | ,147 | ,101 | ,005 | ,006 | ,000 | ,000 | ,000 | ,000 | ,001 | ,159 | ,001 | ,351 | ,498 | ,450 | ,423 | ,443 | ,433 | ,429 | ,500 | ||
ME62_18 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,093 | ,031 | ,040 | ,130 | ,060 | ,036 | ,032 | ,025 | ,073 | ,032 | ,026 | ,023 | ,074 | ,034 | ,354 | ,026 | ,082 | ,054 | ,037 | ,016 | ,002 | ,001 | ,000 | ,000 | ,000 | ,000 | ,001 | ,040 | ,000 | ,129 | ,244 | ,295 | ,313 | ,302 | ,351 | ,392 | ,419 | ||
ME62_19 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,004 | ,000 | ,000 | ,001 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,109 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,033 | ,311 | ,426 | ,437 | ,470 | ,137 | ,115 | ,494 | ||
ME62_20 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,231 | ,093 | ,109 | ,152 | ,100 | ,082 | ,054 | ,042 | ,085 | ,032 | ,043 | ,060 | ,111 | ,093 | ,338 | ,042 | ,107 | ,141 | ,110 | ,039 | ,005 | ,003 | ,000 | ,000 | ,000 | ,000 | ,001 | ,059 | ,000 | ,227 | ,384 | ,471 | ,484 | ,469 | ,488 | ,376 | ,460 | ||
ME62_21 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,089 | ,112 | ,055 | ,331 | ,235 | ,160 | ,232 | ,262 | ,394 | ,339 | ,260 | ,140 | ,276 | ,155 | ,472 | ,229 | ,370 | ,169 | ,120 | ,111 | ,004 | ,001 | ,000 | ,000 | ,000 | ,000 | ,001 | ,173 | ,000 | ,201 | ,342 | ,356 | ,384 | ,371 | ,348 | ,463 | ,495 | ||
ME62_22 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,255 | ,051 | ,088 | ,050 | ,044 | ,034 | ,009 | ,005 | ,012 | ,001 | ,004 | ,019 | ,034 | ,041 | ,241 | ,005 | ,022 | ,087 | ,069 | ,011 | ,003 | ,001 | ,000 | ,000 | ,000 | ,000 | ,001 | ,012 | ,000 | ,149 | ,340 | ,491 | ,491 | ,473 | ,472 | ,264 | ,467 | ||
METI_1 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,019 | ,001 | ,003 | ,029 | ,004 | ,001 | ,001 | ,000 | ,008 | ,001 | ,000 | ,000 | ,016 | ,001 | ,249 | ,000 | ,007 | ,003 | ,002 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,006 | ,000 | ,081 | ,255 | ,377 | ,393 | ,362 | ,237 | ,211 | ,490 | ||
ME64_21 | ,000 | ,004 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,123 | ,029 | ,044 | ,154 | ,065 | ,040 | ,006 | ,014 | ,102 | ,035 | ,014 | ,025 | ,149 | ,039 | ,456 | ,022 | ,067 | ,036 | ,032 | ,022 | ,007 | ,001 | ,000 | ,000 | ,000 | ,000 | ,002 | ,042 | ,000 | ,349 | ,457 | ,376 | ,365 | ,382 | ,423 | ,237 | ,423 | ||
ME64_33 | ,214 | ,000 | ,000 | ,000 | ,155 | ,000 | ,250 | ,021 | ,024 | ,247 | ,331 | ,005 | ,020 | ,076 | ,177 | ,093 | ,004 | ,231 | ,089 | ,255 | ,019 | ,123 | ,000 | ,000 | ,180 | ,000 | ,000 | ,000 | ,001 | ,155 | ,088 | ,000 | ,000 | ,009 | ,000 | ,224 | ,000 | ,017 | ,000 | ,000 | ,000 | ,001 | ,006 | ,000 | ,007 | ,049 | ,062 | ,005 | ,053 | ,001 | ,101 | ,482 | ,482 | ,439 | ,474 | ,001 | ,433 | ,468 | ||
FM62_23 | ,249 | ,000 | ,000 | ,000 | ,144 | ,000 | ,264 | ,014 | ,003 | ,194 | ,203 | ,001 | ,003 | ,059 | ,132 | ,031 | ,000 | ,093 | ,112 | ,051 | ,001 | ,029 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,050 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,003 | ,003 | ,001 | ,000 | ,000 | ,006 | ,136 | ,267 | ,258 | ,251 | ,000 | ,155 | ,443 | ||
FM62_24 | ,134 | ,000 | ,000 | ,000 | ,094 | ,000 | ,173 | ,013 | ,004 | ,136 | ,175 | ,001 | ,005 | ,029 | ,086 | ,040 | ,000 | ,109 | ,055 | ,088 | ,003 | ,044 | ,000 | ,000 | ,002 | ,000 | ,000 | ,000 | ,000 | ,004 | ,005 | ,000 | ,000 | ,000 | ,000 | ,078 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,001 | ,000 | ,000 | ,000 | ,000 | ,012 | ,351 | ,485 | ,492 | ,482 | ,000 | ,227 | ,438 | ||
FM62_34 | ,425 | ,310 | ,153 | ,126 | ,342 | ,091 | ,419 | ,104 | ,043 | ,289 | ,245 | ,064 | ,042 | ,255 | ,270 | ,130 | ,001 | ,152 | ,331 | ,050 | ,029 | ,154 | ,180 | ,000 | ,002 | ,004 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,007 | ,000 | ,000 | ,000 | ,005 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,019 | ,205 | ,498 | ,386 | ,422 | ,004 | ,004 | ,364 | ||
FMS1TR1 | ,363 | ,004 | ,000 | ,001 | ,227 | ,005 | ,345 | ,052 | ,011 | ,270 | ,244 | ,007 | ,013 | ,134 | ,189 | ,060 | ,000 | ,100 | ,235 | ,044 | ,004 | ,065 | ,000 | ,000 | ,000 | ,004 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,107 | ,000 | ,000 | ,000 | ,000 | ,000 | ,005 | ,010 | ,001 | ,004 | ,097 | ,114 | ,007 | ,000 | ,001 | ,041 | ,223 | ,403 | ,395 | ,365 | ,042 | ,108 | ,452 | ||
FMS1TR2 | ,306 | ,000 | ,000 | ,000 | ,179 | ,001 | ,305 | ,026 | ,004 | ,224 | ,214 | ,002 | ,004 | ,081 | ,151 | ,036 | ,000 | ,082 | ,160 | ,034 | ,001 | ,040 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,037 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,009 | ,009 | ,005 | ,000 | ,000 | ,015 | ,233 | ,421 | ,403 | ,392 | ,002 | ,150 | ,482 | ||
FMS1TR3 | ,403 | ,007 | ,000 | ,001 | ,216 | ,003 | ,366 | ,030 | ,003 | ,244 | ,192 | ,002 | ,002 | ,121 | ,175 | ,032 | ,000 | ,054 | ,232 | ,009 | ,001 | ,006 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,021 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,004 | ,004 | ,003 | ,000 | ,000 | ,014 | ,155 | ,428 | ,371 | ,365 | ,010 | ,035 | ,382 | ||
FMS1TR4 | ,435 | ,028 | ,003 | ,004 | ,237 | ,009 | ,376 | ,040 | ,003 | ,240 | ,175 | ,003 | ,002 | ,140 | ,190 | ,025 | ,000 | ,042 | ,262 | ,005 | ,000 | ,014 | ,001 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,020 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,001 | ,001 | ,017 | ,000 | ,000 | ,008 | ,099 | ,329 | ,274 | ,272 | ,011 | ,031 | ,329 | ||
FM64_4 | ,484 | ,311 | ,124 | ,095 | ,327 | ,094 | ,436 | ,117 | ,022 | ,301 | ,224 | ,025 | ,021 | ,261 | ,280 | ,073 | ,000 | ,085 | ,394 | ,012 | ,008 | ,102 | ,155 | ,000 | ,004 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,013 | ,000 | ,000 | ,000 | ,000 | ,000 | ,002 | ,000 | ,003 | ,000 | ,008 | ,008 | ,019 | ,000 | ,000 | ,005 | ,061 | ,251 | ,204 | ,210 | ,063 | ,050 | ,441 | ||
FM64_7 | ,491 | ,191 | ,055 | ,038 | ,261 | ,047 | ,395 | ,068 | ,005 | ,253 | ,160 | ,006 | ,004 | ,192 | ,214 | ,032 | ,000 | ,032 | ,339 | ,001 | ,001 | ,035 | ,088 | ,000 | ,005 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,016 | ,000 | ,000 | ,000 | ,000 | ,000 | ,001 | ,001 | ,010 | ,000 | ,018 | ,021 | ,035 | ,000 | ,000 | ,019 | ,144 | ,456 | ,384 | ,373 | ,150 | ,020 | ,353 | ||
FM64_E7S | ,436 | ,023 | ,002 | ,003 | ,232 | ,007 | ,374 | ,037 | ,002 | ,239 | ,173 | ,002 | ,002 | ,134 | ,187 | ,026 | ,000 | ,043 | ,260 | ,004 | ,000 | ,014 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,008 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,002 | ,002 | ,007 | ,000 | ,000 | ,008 | ,126 | ,391 | ,325 | ,324 | ,014 | ,026 | ,342 | ||
FM64_E7E | ,293 | ,000 | ,000 | ,000 | ,151 | ,000 | ,287 | ,016 | ,001 | ,210 | ,191 | ,000 | ,001 | ,063 | ,134 | ,023 | ,000 | ,060 | ,140 | ,019 | ,000 | ,025 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,043 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,014 | ,020 | ,002 | ,000 | ,000 | ,034 | ,325 | ,456 | ,469 | ,495 | ,003 | ,130 | ,389 | ||
FM64_9 | ,421 | ,108 | ,026 | ,036 | ,288 | ,047 | ,383 | ,104 | ,022 | ,276 | ,230 | ,030 | ,022 | ,183 | ,252 | ,074 | ,000 | ,111 | ,276 | ,034 | ,016 | ,149 | ,009 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,006 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,005 | ,003 | ,012 | ,000 | ,000 | ,001 | ,028 | ,129 | ,080 | ,107 | ,005 | ,076 | ,416 | ||
FM64_10 | ,312 | ,000 | ,000 | ,000 | ,180 | ,000 | ,316 | ,024 | ,003 | ,235 | ,226 | ,001 | ,003 | ,075 | ,161 | ,034 | ,000 | ,093 | ,155 | ,041 | ,001 | ,039 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,055 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,005 | ,008 | ,003 | ,000 | ,000 | ,023 | ,258 | ,442 | ,438 | ,426 | ,001 | ,173 | ,340 | ||
FM64_14 | ,500 | ,377 | ,286 | ,283 | ,446 | ,282 | ,447 | ,296 | ,243 | ,414 | ,389 | ,279 | ,223 | ,385 | ,386 | ,354 | ,109 | ,338 | ,472 | ,241 | ,249 | ,456 | ,224 | ,050 | ,078 | ,007 | ,107 | ,037 | ,021 | ,020 | ,013 | ,016 | ,008 | ,043 | ,006 | ,055 | ,018 | ,018 | ,064 | ,081 | ,040 | ,015 | ,095 | ,103 | ,094 | ,180 | ,196 | ,172 | ,021 | ,042 | ,007 | ,360 | ,484 | ,329 | ,370 | ,032 | ,073 | ,055 | ||
FM64_15 | ,399 | ,010 | ,001 | ,001 | ,215 | ,004 | ,356 | ,033 | ,002 | ,243 | ,181 | ,002 | ,002 | ,116 | ,177 | ,026 | ,000 | ,042 | ,229 | ,005 | ,000 | ,022 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,018 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,014 | ,013 | ,006 | ,000 | ,000 | ,010 | ,174 | ,463 | ,396 | ,385 | ,020 | ,028 | ,447 | ||
FM64_16S | ,481 | ,131 | ,043 | ,046 | ,360 | ,053 | ,481 | ,113 | ,016 | ,332 | ,264 | ,023 | ,016 | ,232 | ,288 | ,082 | ,000 | ,107 | ,370 | ,022 | ,007 | ,067 | ,017 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,018 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,018 | ,000 | ,000 | ,025 | ,253 | ,443 | ,481 | ,487 | ,007 | ,041 | ,407 | ||
FM64_16E | ,324 | ,000 | ,000 | ,000 | ,212 | ,001 | ,342 | ,030 | ,006 | ,249 | ,263 | ,003 | ,006 | ,098 | ,186 | ,054 | ,000 | ,141 | ,169 | ,087 | ,003 | ,036 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,064 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,004 | ,000 | ,000 | ,007 | ,129 | ,244 | ,243 | ,242 | ,000 | ,161 | ,468 | ||
FM6416AS | ,261 | ,000 | ,000 | ,000 | ,154 | ,000 | ,281 | ,019 | ,003 | ,227 | ,239 | ,001 | ,003 | ,060 | ,147 | ,037 | ,000 | ,110 | ,120 | ,069 | ,002 | ,032 | ,000 | ,000 | ,000 | ,005 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,081 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,017 | ,024 | ,002 | ,000 | ,000 | ,040 | ,340 | ,480 | ,487 | ,466 | ,001 | ,242 | ,498 | ||
FM6416AE | ,242 | ,000 | ,000 | ,000 | ,121 | ,000 | ,233 | ,012 | ,001 | ,166 | ,147 | ,000 | ,001 | ,048 | ,101 | ,016 | ,000 | ,039 | ,111 | ,011 | ,000 | ,022 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,040 | ,000 | ,000 | ,000 | ,000 | ,000 | ,001 | ,000 | ,000 | ,023 | ,031 | ,002 | ,000 | ,000 | ,022 | ,261 | ,472 | ,450 | ,423 | ,005 | ,106 | ,381 | ||
BM62_25 | ,012 | ,007 | ,000 | ,000 | ,010 | ,000 | ,015 | ,000 | ,000 | ,007 | ,007 | ,000 | ,000 | ,003 | ,005 | ,002 | ,000 | ,005 | ,004 | ,003 | ,000 | ,007 | ,001 | ,000 | ,000 | ,000 | ,005 | ,000 | ,000 | ,000 | ,002 | ,001 | ,000 | ,000 | ,000 | ,000 | ,015 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,004 | ,000 | ,000 | ,068 | ,297 | ,479 | ,457 | ,456 | ,000 | ,010 | ,000 | ||
BM62_30 | ,005 | ,006 | ,000 | ,000 | ,005 | ,000 | ,009 | ,000 | ,000 | ,005 | ,006 | ,000 | ,000 | ,001 | ,006 | ,001 | ,000 | ,003 | ,001 | ,001 | ,000 | ,001 | ,006 | ,000 | ,000 | ,000 | ,010 | ,000 | ,000 | ,000 | ,000 | ,001 | ,000 | ,000 | ,000 | ,000 | ,095 | ,000 | ,000 | ,000 | ,000 | ,001 | ,000 | ,000 | ,000 | ,000 | ,000 | ,002 | ,000 | ,000 | ,000 | ,001 | ,007 | ,005 | ,007 | ,000 | ,052 | ,009 | ||
BMTB_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 | ,001 | ,000 | ,000 | ,000 | ,003 | ,010 | ,000 | ,000 | ,000 | ,000 | ,103 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,040 | ,336 | ,475 | ,440 | ,490 | ,000 | ,194 | ,461 | ||
BMTB_2 | ,000 | ,001 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,007 | ,000 | ,000 | ,000 | ,004 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,094 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,001 | ,000 | ,000 | ,031 | ,190 | ,346 | ,312 | ,359 | ,001 | ,142 | ,212 | ||
BMHR_1 | ,000 | ,003 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,049 | ,003 | ,001 | ,000 | ,097 | ,009 | ,004 | ,001 | ,008 | ,018 | ,002 | ,014 | ,005 | ,005 | ,180 | ,014 | ,000 | ,000 | ,017 | ,023 | ,000 | ,000 | ,000 | ,000 | ,000 | ,004 | ,000 | ,000 | ,017 | ,126 | ,198 | ,200 | ,212 | ,001 | ,098 | ,059 | ||
BMHR_2 | ,000 | ,003 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,062 | ,003 | ,000 | ,000 | ,114 | ,009 | ,004 | ,001 | ,008 | ,021 | ,002 | ,020 | ,003 | ,008 | ,196 | ,013 | ,000 | ,000 | ,024 | ,031 | ,000 | ,000 | ,000 | ,000 | ,000 | ,001 | ,000 | ,000 | ,032 | ,297 | ,408 | ,388 | ,412 | ,001 | ,061 | ,246 | ||
BM64_11 | ,002 | ,006 | ,000 | ,000 | ,001 | ,000 | ,003 | ,000 | ,000 | ,002 | ,002 | ,000 | ,000 | ,001 | ,001 | ,001 | ,000 | ,001 | ,001 | ,001 | ,000 | ,002 | ,005 | ,001 | ,000 | ,000 | ,007 | ,005 | ,003 | ,017 | ,019 | ,035 | ,007 | ,002 | ,012 | ,003 | ,172 | ,006 | ,018 | ,004 | ,002 | ,002 | ,004 | ,002 | ,000 | ,001 | ,004 | ,001 | ,021 | ,000 | ,102 | ,169 | ,381 | ,358 | ,338 | ,086 | ,204 | ,354 | ||
BM64_22 | ,304 | ,105 | ,044 | ,044 | ,212 | ,036 | ,284 | ,050 | ,010 | ,174 | ,135 | ,020 | ,007 | ,121 | ,159 | ,040 | ,000 | ,059 | ,173 | ,012 | ,006 | ,042 | ,053 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,021 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,021 | ,000 | ,010 | ,100 | ,333 | ,224 | ,285 | ,001 | ,011 | ,073 | ||
BM64_18 | ,002 | ,002 | ,000 | ,000 | ,001 | ,000 | ,002 | ,000 | ,000 | ,001 | ,001 | ,000 | ,000 | ,000 | ,001 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,001 | ,000 | ,000 | ,000 | ,001 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,042 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,006 | ,069 | ,220 | ,151 | ,193 | ,001 | ,025 | ,048 | ||
CH62_26 | ,389 | ,294 | ,106 | ,171 | ,344 | ,109 | ,324 | ,227 | ,160 | ,267 | ,283 | ,183 | ,145 | ,284 | ,351 | ,129 | ,033 | ,227 | ,201 | ,149 | ,081 | ,349 | ,101 | ,006 | ,012 | ,019 | ,041 | ,015 | ,014 | ,008 | ,005 | ,019 | ,008 | ,034 | ,001 | ,023 | ,007 | ,010 | ,025 | ,007 | ,040 | ,022 | ,068 | ,000 | ,040 | ,031 | ,017 | ,032 | ,102 | ,010 | ,006 | ,000 | ,000 | ,000 | ,000 | ,002 | ,035 | ,373 | ||
CH62.28 | ,482 | ,440 | ,359 | ,466 | ,458 | ,315 | ,424 | ,394 | ,363 | ,367 | ,379 | ,459 | ,343 | ,476 | ,498 | ,244 | ,311 | ,384 | ,342 | ,340 | ,255 | ,457 | ,482 | ,136 | ,351 | ,205 | ,223 | ,233 | ,155 | ,099 | ,061 | ,144 | ,126 | ,325 | ,028 | ,258 | ,360 | ,174 | ,253 | ,129 | ,340 | ,261 | ,297 | ,001 | ,336 | ,190 | ,126 | ,297 | ,169 | ,100 | ,069 | ,000 | ,000 | ,000 | ,000 | ,016 | ,197 | ,399 | ||
CH62_29 | ,478 | ,436 | ,411 | ,461 | ,493 | ,389 | ,433 | ,483 | ,479 | ,401 | ,431 | ,428 | ,450 | ,482 | ,450 | ,295 | ,426 | ,471 | ,356 | ,491 | ,377 | ,376 | ,482 | ,267 | ,485 | ,498 | ,403 | ,421 | ,428 | ,329 | ,251 | ,456 | ,391 | ,456 | ,129 | ,442 | ,484 | ,463 | ,443 | ,244 | ,480 | ,472 | ,479 | ,007 | ,475 | ,346 | ,198 | ,408 | ,381 | ,333 | ,220 | ,000 | ,000 | ,000 | ,000 | ,072 | ,343 | ,456 | ||
CHEE_11 | ,447 | ,394 | ,448 | ,422 | ,470 | ,419 | ,467 | ,498 | ,496 | ,433 | ,455 | ,397 | ,460 | ,449 | ,423 | ,313 | ,437 | ,484 | ,384 | ,491 | ,393 | ,365 | ,439 | ,258 | ,492 | ,386 | ,395 | ,403 | ,371 | ,274 | ,204 | ,384 | ,325 | ,469 | ,080 | ,438 | ,329 | ,396 | ,481 | ,243 | ,487 | ,450 | ,457 | ,005 | ,440 | ,312 | ,200 | ,388 | ,358 | ,224 | ,151 | ,000 | ,000 | ,000 | ,000 | ,051 | ,237 | ,459 | ||
CH62_27 | ,461 | ,409 | ,420 | ,469 | ,484 | ,385 | ,453 | ,465 | ,480 | ,419 | ,442 | ,430 | ,446 | ,460 | ,443 | ,302 | ,470 | ,469 | ,371 | ,473 | ,362 | ,382 | ,474 | ,251 | ,482 | ,422 | ,365 | ,392 | ,365 | ,272 | ,210 | ,373 | ,324 | ,495 | ,107 | ,426 | ,370 | ,385 | ,487 | ,242 | ,466 | ,423 | ,456 | ,007 | ,490 | ,359 | ,212 | ,412 | ,338 | ,285 | ,193 | ,000 | ,000 | ,000 | ,000 | ,072 | ,186 | ,487 | ||
HH64_9H | ,472 | ,063 | ,029 | ,066 | ,457 | ,096 | ,496 | ,280 | ,236 | ,429 | ,474 | ,231 | ,224 | ,339 | ,433 | ,351 | ,137 | ,488 | ,348 | ,472 | ,237 | ,423 | ,001 | ,000 | ,000 | ,004 | ,042 | ,002 | ,010 | ,011 | ,063 | ,150 | ,014 | ,003 | ,005 | ,001 | ,032 | ,020 | ,007 | ,000 | ,001 | ,005 | ,000 | ,000 | ,000 | ,001 | ,001 | ,001 | ,086 | ,001 | ,001 | ,002 | ,016 | ,072 | ,051 | ,072 | ,054 | ,011 | ||
HH62_33B | ,480 | ,415 | ,409 | ,287 | ,415 | ,286 | ,460 | ,225 | ,329 | ,498 | ,467 | ,349 | ,292 | ,478 | ,429 | ,392 | ,115 | ,376 | ,463 | ,264 | ,211 | ,237 | ,433 | ,155 | ,227 | ,004 | ,108 | ,150 | ,035 | ,031 | ,050 | ,020 | ,026 | ,130 | ,076 | ,173 | ,073 | ,028 | ,041 | ,161 | ,242 | ,106 | ,010 | ,052 | ,194 | ,142 | ,098 | ,061 | ,204 | ,011 | ,025 | ,035 | ,197 | ,343 | ,237 | ,186 | ,054 | ,034 | ||
HH62_35 | ,422 | ,391 | ,379 | ,425 | ,417 | ,436 | ,422 | ,465 | ,469 | ,465 | ,486 | ,415 | ,424 | ,494 | ,500 | ,419 | ,494 | ,460 | ,495 | ,467 | ,490 | ,423 | ,468 | ,443 | ,438 | ,364 | ,452 | ,482 | ,382 | ,329 | ,441 | ,353 | ,342 | ,389 | ,416 | ,340 | ,055 | ,447 | ,407 | ,468 | ,498 | ,381 | ,000 | ,009 | ,461 | ,212 | ,059 | ,246 | ,354 | ,073 | ,048 | ,373 | ,399 | ,456 | ,459 | ,487 | ,011 | ,034 | ||
a Determinante = 9,909-128 |
ME62_1 | ME62_2 | ME62_3 | ME62_5 | ME62_6 | ME62_7 | ME62_8 | ME62_9 | ME62_10 | ME62_11 | ME62_12 | ME62_13 | ME62_14 | ME62_15 | ME62_17 | ME62_18 | ME62_19 | ME62_20 | ME62_21 | ME62_22 | METI_1 | ME64_21 | ME64_33 | FM62_23 | FM62_24 | FM62_34 | FMS1TR1 | FMS1TR2 | FMS1TR3 | FMS1TR4 | FM64_4 | FM64_7 | FM64_E7S | FM64_E7E | FM64_9 | FM64_10 | FM64_14 | FM64_15 | FM64_16S | FM64_16E | FM6416AS | FM6416AE | BM62_25 | BM62_30 | BMTB_1 | BMTB_2 | BMHR_1 | BMHR_2 | BM64_11 | BM64_22 | BM64_18 | CH62_26 | CH62.28 | CH62_29 | CHEE_11 | CH62_27 | HH64_9H | HH62_33B | HH62_35 | |
---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
ME62_1 | 13903,593 | -3673,933 | 4931,275 | -5542,281 | -3327,488 | 661,207 | -5227,890 | -2258,139 | 4097,341 | 4618,944 | -153,924 | 5439,857 | 7799,144 | -7658,515 | -16687,922 | 4368,711 | -2471,729 | -1358,718 | 393,626 | 3775,206 | -1981,405 | 283,998 | 7917,764 | 1518,226 | -3339,227 | -1355,270 | 33,384 | -1709,419 | -1784,863 | -95,048 | 3055,624 | -730,811 | 509,420 | -7440,737 | -620,852 | -4567,916 | 374,483 | 712,056 | 403,657 | 5124,984 | -2366,153 | 4484,607 | 719,685 | -769,866 | 1519,834 | -2954,917 | -1674,048 | -262,180 | 310,068 | 3058,955 | -432,569 | 1336,285 | 1388,293 | 7133,142 | -12674,325 | 1848,890 | 238,045 | 106,669 | 364,648 |
ME62_2 | -3673,933 | 6445,699 | -10722,006 | 972,056 | 657,727 | -2373,112 | 249,340 | 2986,980 | -1574,389 | -5645,872 | -2013,911 | -1685,835 | -4570,400 | 14592,361 | 15514,456 | -5944,836 | 370,222 | -3623,520 | 186,008 | -3255,993 | 2544,403 | -173,791 | -4957,172 | 349,223 | 962,898 | -249,669 | -1040,909 | -666,171 | 1510,133 | -65,329 | -984,242 | 1786,234 | -1766,486 | 5962,813 | -330,964 | 1465,221 | -391,289 | -476,306 | -318,480 | -2392,892 | 2392,028 | 618,677 | -79,599 | 210,291 | -141,352 | 1181,361 | 719,550 | 271,970 | 512,140 | -1002,687 | -244,738 | -287,096 | -1584,758 | -5737,913 | 7508,151 | 1662,529 | 266,298 | 59,196 | -850,890 |
ME62_3 | 4931,275 | -10722,006 | 39327,919 | -17356,681 | 11195,882 | 5516,756 | -4338,133 | 1706,535 | 3057,435 | 24661,954 | -13605,126 | -26,288 | 9763,066 | -25582,510 | -19078,837 | 18125,736 | 767,767 | -25200,031 | 1552,520 | -1840,446 | 3623,232 | -1371,283 | -6061,288 | 5089,846 | 5417,499 | -825,352 | 8198,491 | -329,287 | -11577,442 | 3257,705 | 6210,666 | 2071,083 | 3292,321 | 291,512 | -880,404 | -6055,480 | 519,203 | -1862,017 | -4817,031 | 1542,102 | -9205,579 | -4942,968 | 2413,278 | -1294,992 | -888,006 | -6906,763 | -7571,783 | 4840,147 | -2596,367 | 5247,478 | 5637,556 | 868,370 | 1292,142 | 10028,544 | -12927,968 | -3432,426 | -1205,672 | -874,671 | 1081,699 |
ME62_5 | -5542,281 | 972,056 | -17356,681 | 29068,976 | -19451,771 | -2142,825 | 24401,042 | -8772,617 | -4738,586 | -2860,830 | 29408,757 | -257,452 | -12858,760 | 6105,051 | -8260,825 | -20193,926 | -962,433 | 13012,083 | -7021,623 | 5149,174 | -462,148 | 32,222 | 1295,802 | -12123,203 | -4626,509 | 2196,011 | -11843,604 | 9453,001 | 14824,896 | -62,095 | -9622,691 | 2772,464 | -900,091 | -16820,979 | 2092,409 | 9214,759 | -1142,367 | 390,501 | 4172,344 | -1376,753 | 19094,082 | -123,383 | -8152,776 | 2182,738 | 1259,369 | 9478,473 | 6432,988 | -3514,704 | 1507,476 | -7194,222 | -5385,706 | 515,782 | -163,671 | -10563,317 | 20701,627 | -8482,685 | -645,491 | 1085,282 | 3750,057 |
ME62_6 | -3327,488 | 657,727 | 11195,882 | -19451,771 | 28008,904 | 4018,895 | -18544,930 | 3941,220 | 2527,382 | -7887,028 | -20747,356 | -4508,988 | 2339,768 | -5830,928 | 28961,273 | 18734,438 | 2893,509 | -26390,929 | 7342,590 | -1965,489 | -227,812 | 319,927 | -3872,277 | 11260,672 | 5157,176 | -988,546 | 12715,710 | -7482,474 | -16348,370 | 967,324 | 6439,395 | 130,219 | 1171,175 | 24530,352 | -1621,519 | -2530,146 | 821,661 | -3695,718 | -3048,576 | -4758,244 | -19642,744 | -3658,378 | 6937,211 | -1292,834 | -4110,441 | -6295,125 | -4838,295 | 4853,195 | -1843,838 | 4495,417 | 6780,310 | -1752,812 | -490,788 | 118,812 | -6010,443 | 7149,811 | 299,379 | -1184,906 | -4053,106 |
ME62_7 | 661,207 | -2373,112 | 5516,756 | -2142,825 | 4018,895 | 6166,278 | -7349,435 | 876,262 | 1842,155 | 15446,099 | -9204,478 | -4721,838 | 2772,572 | -4958,582 | -8008,837 | 7799,970 | 1459,494 | -7697,058 | 1508,329 | 281,215 | 274,596 | -204,083 | -2017,700 | 402,745 | 1470,481 | -12,536 | 2322,120 | 2995,729 | -4076,982 | 2366,293 | 2051,417 | -2101,904 | 1443,395 | 6044,545 | -418,176 | -200,178 | 125,546 | -716,093 | -946,488 | -2494,248 | -4285,182 | -5959,933 | 1793,497 | 118,395 | 99,674 | -2471,755 | -3220,902 | 1421,977 | -817,257 | 434,552 | 1774,833 | 51,750 | 917,193 | 1623,337 | -1556,611 | -2182,082 | -260,684 | -273,473 | -343,957 |
ME62_8 | -5227,890 | 249,340 | -4338,133 | 24401,042 | -18544,930 | -7349,435 | 76809,138 | -2648,416 | -14124,029 | 19035,990 | 11549,545 | -1170,488 | -14634,434 | 12430,362 | -18785,603 | -29645,198 | -1811,714 | -20752,578 | -15041,370 | -2991,416 | 10699,382 | -517,515 | -10165,293 | -17458,930 | 3386,633 | 2429,961 | -16406,962 | 19643,380 | 15832,417 | 2819,009 | -13439,757 | 24653,721 | -4674,799 | -31290,239 | 774,529 | 9747,778 | -2736,667 | -671,440 | -2757,271 | -190,035 | 34487,625 | -1161,710 | -11887,924 | 2749,253 | -1290,143 | 12226,023 | 1451,121 | -52,375 | 1512,542 | -3820,130 | -5538,349 | 425,180 | -405,931 | -22535,678 | 42240,341 | -18368,988 | -2423,924 | 1298,016 | 7001,362 |
ME62_9 | -2258,139 | 2986,980 | 1706,535 | -8772,617 | 3941,220 | 876,262 | -2648,416 | 9382,037 | -905,390 | 11931,139 | -16236,419 | -4485,365 | 2584,773 | 12101,191 | -1607,557 | 1948,082 | 1369,452 | -8443,023 | 661,829 | -6850,454 | 5152,750 | -942,869 | -7302,837 | 1033,955 | 4154,152 | -668,344 | 1233,648 | 1071,657 | -1783,853 | 1818,941 | 2375,537 | 1390,683 | -1408,139 | 6937,782 | -1044,459 | -1591,272 | -194,817 | 137,019 | -3178,227 | -1228,362 | -1088,542 | -3305,131 | 2318,006 | ,284 | -141,151 | -2556,384 | -4051,456 | 2279,701 | -448,932 | 974,354 | 1523,854 | -285,977 | -655,724 | -1284,952 | 2367,268 | -490,696 | -67,517 | -235,077 | -1038,887 |
ME62_10 | 4097,341 | -1574,389 | 3057,435 | -4738,586 | 2527,382 | 1842,155 | -14124,029 | -905,390 | 6790,116 | -1123,480 | 861,693 | 1746,096 | 5963,795 | -8407,891 | -1218,479 | 5547,374 | -104,410 | -1681,922 | 3128,747 | 2100,038 | -3691,423 | 829,227 | 3736,728 | 3025,138 | -843,900 | -1032,500 | 3110,720 | -3027,171 | -4895,075 | 96,347 | 2884,561 | -4016,002 | 94,764 | 4905,745 | 9,367 | -1652,080 | 582,539 | 183,528 | 873,735 | 491,535 | -9081,185 | 1133,983 | 2007,608 | -912,561 | 1141,287 | -3083,688 | -505,785 | -249,105 | -293,874 | 1913,807 | 898,095 | 248,382 | 577,091 | 5240,445 | -10000,097 | 3563,946 | 306,185 | -186,422 | -1077,311 |
ME62_11 | 4618,944 | -5645,872 | 24661,954 | -2860,830 | -7887,028 | 15446,099 | 19035,990 | 11931,139 | -1123,480 | 106616,372 | -63032,520 | -16154,410 | 3643,840 | -246,340 | -48221,344 | 9838,962 | 2702,304 | -41224,140 | -5862,140 | -12920,776 | 16654,271 | -2816,359 | -25873,346 | -6867,742 | 13206,526 | -505,787 | 483,531 | 18277,883 | -5996,959 | 12764,751 | 2852,857 | 12987,411 | -1774,536 | 4652,759 | -2411,016 | -1044,517 | -1465,091 | -3015,737 | -8250,522 | -8044,441 | 12018,384 | -22923,407 | -888,430 | 80,645 | 2417,863 | -5037,637 | -15855,706 | 8155,465 | -1970,678 | 2431,032 | 4638,431 | 1314,462 | 833,101 | -3320,164 | 24286,874 | -26736,422 | -3000,452 | -639,005 | 4622,338 |
ME62_12 | -153,924 | -2013,911 | -13605,126 | 29408,757 | -20747,356 | -9204,478 | 11549,545 | -16236,419 | 861,693 | -63032,520 | 130499,344 | 12820,345 | 2521,313 | -12362,550 | -22233,827 | -38278,377 | -1114,222 | 1685,382 | -2020,349 | 17165,961 | -9184,325 | 1303,274 | 18283,517 | -15686,174 | -17595,022 | 235,375 | -18840,091 | 12385,012 | 13480,541 | -1646,361 | -8353,703 | -11699,869 | 5567,137 | -33890,729 | 3561,048 | 12642,176 | -968,985 | 2989,415 | 9316,941 | 4732,022 | 12993,553 | 15384,135 | -10121,758 | 4351,609 | 4422,776 | 7657,913 | 15445,688 | -10552,821 | 2044,981 | -7693,550 | -7776,697 | 4097,434 | 747,520 | -4969,630 | -10546,590 | 12449,462 | 481,480 | 2401,397 | 1901,971 |
ME62_13 | 5439,857 | -1685,835 | -26,288 | -257,452 | -4508,988 | -4721,838 | -1170,488 | -4485,365 | 1746,096 | -16154,410 | 12820,345 | 8934,541 | 3004,734 | -10167,501 | 1009,182 | -2238,345 | -2372,100 | 12720,992 | 339,456 | 4319,264 | -5331,816 | 1214,679 | 8090,713 | 2048,135 | -3471,037 | -350,413 | 426,751 | -6016,567 | -105,426 | -2953,117 | -191,883 | -1477,906 | -260,365 | -7282,608 | 618,344 | -1994,916 | 518,732 | 994,808 | 2633,645 | 4359,153 | -801,778 | 7642,644 | -774,224 | -888,700 | 882,588 | 312,963 | 3526,424 | -2478,966 | 637,534 | 1410,126 | -1450,524 | 382,158 | 303,254 | 5941,476 | -10149,355 | 3906,093 | 461,204 | 135,064 | 194,724 |
ME62_14 | 7799,144 | -4570,400 | 9763,066 | -12858,760 | 2339,768 | 2772,572 | -14634,434 | 2584,773 | 5963,795 | 3643,840 | 2521,313 | 3004,734 | 22663,210 | -17810,644 | -20191,126 | 5779,207 | -177,054 | 2563,038 | 3379,484 | 2694,670 | -6774,676 | 2498,118 | 6412,395 | 2459,578 | -437,395 | -1565,541 | 3754,541 | 1087,098 | -10908,923 | 837,461 | 5262,829 | -8419,612 | 2617,400 | 368,512 | -185,671 | -5341,390 | 639,695 | 3108,239 | 401,869 | 1832,364 | -9333,233 | 390,608 | 4727,648 | -690,348 | 3740,985 | -6994,413 | -1208,803 | -3534,151 | -513,894 | 5184,355 | -198,312 | 1253,365 | 2817,159 | 12528,638 | -26815,327 | 8733,503 | 636,618 | -141,317 | -2161,828 |
ME62_15 | -7658,515 | 14592,361 | -25582,510 | 6105,051 | -5830,928 | -4958,582 | 12430,362 | 12101,191 | -8407,891 | -246,340 | -12362,550 | -10167,501 | -17810,644 | 67053,113 | 6254,636 | -16607,131 | -343,950 | -5102,286 | -5856,642 | -13194,326 | 17752,172 | -4956,108 | -12249,559 | -6590,987 | 723,807 | 3,258 | -12292,296 | 5664,724 | 21165,848 | 342,285 | -2981,945 | 7743,544 | -4376,219 | -2624,369 | -1647,784 | 2234,080 | -1825,287 | 954,982 | -5136,039 | 1070,884 | 15454,012 | 1055,330 | -2318,649 | 2089,109 | -1591,004 | 5507,790 | -2785,030 | 4092,279 | 1418,785 | -6467,484 | -2768,475 | -118,949 | -3437,472 | -20511,322 | 29409,387 | -2795,841 | 195,212 | 788,493 | 371,126 |
ME62_17 | -16687,922 | 15514,456 | -19078,837 | -8260,825 | 28961,273 | -8008,837 | -18785,603 | -1607,557 | -1218,479 | -48221,344 | -22233,827 | 1009,182 | -20191,126 | 6254,636 | 111617,131 | 5018,798 | 2329,705 | -12564,425 | 8466,116 | -4675,102 | -3333,874 | 2103,270 | -9115,178 | 16743,094 | 5893,341 | -592,922 | 16300,228 | -22469,189 | -15155,312 | -3949,468 | 29,640 | 6206,016 | -4170,175 | 41867,487 | -121,643 | 3343,601 | 837,529 | -8055,274 | 2086,915 | -12805,532 | -14357,821 | 2862,634 | 3662,534 | -2605,845 | -6896,858 | 1532,252 | 5371,926 | 3593,239 | 58,932 | 1881,650 | 6323,839 | -4448,523 | -6131,034 | -11107,792 | 15721,755 | 10795,109 | 1122,457 | -1481,505 | -5438,859 |
ME62_18 | 4368,711 | -5944,836 | 18125,736 | -20193,926 | 18734,438 | 7799,970 | -29645,198 | 1948,082 | 5547,374 | 9838,962 | -38278,377 | -2238,345 | 5779,207 | -16607,131 | 5018,798 | 31429,923 | 1369,399 | 2349,591 | 6809,428 | -287,965 | -3541,676 | -285,777 | 3073,502 | 12745,039 | 3564,013 | -422,077 | 14162,412 | -12186,740 | -12052,310 | -1047,377 | 8173,873 | -5223,295 | 1602,429 | 18372,026 | -1146,835 | -8193,156 | 1785,499 | -1532,810 | -1975,044 | 972,426 | -22059,633 | -4100,170 | 7730,688 | -2341,977 | -2649,981 | -7702,876 | -6363,390 | 4426,828 | -2038,970 | 4641,915 | 5716,597 | -1651,378 | 1519,199 | 12958,284 | -17201,033 | 1595,399 | 343,838 | -1377,646 | -2584,673 |
ME62_19 | -2471,729 | 370,222 | 767,767 | -962,433 | 2893,509 | 1459,494 | -1811,714 | 1369,452 | -104,410 | 2702,304 | -1114,222 | -2372,100 | -177,054 | -343,950 | 2329,705 | 1369,399 | 1508,937 | -4630,588 | 894,971 | -1319,147 | 401,380 | -2,579 | -2169,776 | 218,404 | 1131,232 | 104,030 | 1092,263 | 899,659 | -1796,014 | 781,554 | 344,055 | -534,023 | 338,278 | 4391,456 | -120,744 | 896,687 | -25,441 | -493,679 | -402,213 | -1931,774 | -1700,827 | -2359,415 | 577,095 | 175,853 | -274,618 | -557,830 | -616,803 | 463,606 | -317,549 | -149,071 | 883,614 | -261,512 | -332,381 | -1006,752 | 1698,154 | -238,298 | -84,492 | -117,080 | -403,462 |
ME62_20 | -1358,718 | -3623,520 | -25200,031 | 13012,083 | -26390,929 | -7697,058 | -20752,578 | -8443,023 | -1681,922 | -41224,140 | 1685,382 | 12720,992 | 2563,038 | -5102,286 | -12564,425 | 2349,591 | -4630,588 | 131613,282 | -1373,739 | 7045,664 | -20510,464 | 2469,954 | 30107,352 | 387,393 | -11547,859 | 3922,499 | -3454,445 | -15899,991 | 21036,150 | -15738,717 | -4460,552 | -23151,847 | 1521,827 | -19516,018 | 3445,374 | -7521,467 | 2297,869 | 11573,444 | 9506,829 | 14792,831 | 1245,167 | 11550,456 | 1121,269 | -948,648 | 2982,532 | 6589,562 | 14225,962 | -13455,124 | 2550,665 | -5063,187 | -10731,973 | -1729,929 | 2848,123 | 25016,538 | -32772,524 | 7938,180 | 2945,250 | 522,922 | -588,720 |
ME62_21 | 393,626 | 186,008 | 1552,520 | -7021,623 | 7342,590 | 1508,329 | -15041,370 | 661,829 | 3128,747 | -5862,140 | -2020,349 | 339,456 | 3379,484 | -5856,642 | 8466,116 | 6809,428 | 894,971 | -1373,739 | 4584,325 | 884,112 | -2995,094 | 616,474 | 1717,537 | 4684,980 | 15,477 | -566,541 | 4684,898 | -4175,729 | -6229,198 | -333,430 | 2949,719 | -4461,343 | 1033,656 | 9582,197 | -335,883 | -1389,323 | 617,462 | -229,085 | 296,663 | -1075,095 | -9638,804 | 237,937 | 3025,087 | -727,249 | -157,216 | -2946,903 | -336,605 | 121,413 | -404,697 | 1519,321 | 1881,505 | -323,749 | -37,024 | 4358,577 | -8768,970 | 4522,532 | 497,470 | -351,312 | -1969,949 |
ME62_22 | 3775,206 | -3255,993 | -1840,446 | 5149,174 | -1965,489 | 281,215 | -2991,416 | -6850,454 | 2100,038 | -12920,776 | 17165,961 | 4319,264 | 2694,670 | -13194,326 | -4675,102 | -287,965 | -1319,147 | 7045,664 | 884,112 | 10283,913 | -6591,420 | 1392,243 | 8942,030 | -295,938 | -4644,160 | 330,259 | -772,917 | -777,688 | -358,539 | -1590,897 | -1002,410 | -4646,824 | 1711,206 | -5733,972 | 924,676 | 910,157 | 414,783 | 705,967 | 3380,505 | 1884,484 | -1721,304 | 3414,253 | -642,798 | -63,319 | 819,831 | 791,984 | 3374,597 | -2865,174 | 351,550 | -310,304 | -1549,943 | 336,781 | 1210,182 | 4076,914 | -8594,534 | 3006,598 | 395,607 | 246,414 | 63,798 |
METI_1 | -1981,405 | 2544,403 | 3623,232 | -462,148 | -227,812 | 274,596 | 10699,382 | 5152,750 | -3691,423 | 16654,271 | -9184,325 | -5331,816 | -6774,676 | 17752,172 | -3333,874 | -3541,676 | 401,380 | -20510,464 | -2995,094 | -6591,420 | 11218,868 | -2956,484 | -10537,371 | -3029,334 | 3060,043 | -371,062 | -3483,905 | 5164,358 | 4618,595 | 3037,073 | -58,524 | 6922,123 | -995,042 | -1252,762 | -1063,663 | 930,840 | -946,144 | -1653,437 | -4031,578 | -1119,556 | 7261,785 | -3098,124 | -1832,929 | 819,248 | -1326,714 | 764,909 | -4107,600 | 4249,815 | -269,374 | -1252,706 | 1378,451 | 412,672 | -1400,844 | -8507,071 | 15098,638 | -5975,351 | -839,983 | 99,896 | 1392,700 |
ME64_21 | 283,998 | -173,791 | -1371,283 | 32,222 | 319,927 | -204,083 | -517,515 | -942,869 | 829,227 | -2816,359 | 1303,274 | 1214,679 | 2498,118 | -4956,108 | 2103,270 | -285,777 | -2,579 | 2469,954 | 616,474 | 1392,243 | -2956,484 | 1171,474 | 1611,601 | 584,939 | -108,141 | 31,828 | 1029,237 | -481,398 | -2457,917 | -339,188 | -251,496 | -725,293 | -28,537 | 995,414 | 235,290 | 110,195 | 126,313 | 332,233 | 925,498 | -576,641 | -1230,949 | 321,664 | 468,774 | -246,584 | 601,320 | -248,893 | 993,732 | -1288,168 | 101,884 | 719,711 | -376,072 | -86,974 | 292,291 | 1399,706 | -2836,592 | 1523,157 | 161,586 | -37,566 | -400,762 |
ME64_33 | 7917,764 | -4957,172 | -6061,288 | 1295,802 | -3872,277 | -2017,700 | -10165,293 | -7302,837 | 3736,728 | -25873,346 | 18283,517 | 8090,713 | 6412,395 | -12249,559 | -9115,178 | 3073,502 | -2169,776 | 30107,352 | 1717,537 | 8942,030 | -10537,371 | 1611,601 | 21437,820 | 386,067 | -8346,544 | 74,428 | -1194,051 | -5252,599 | 3013,709 | -4733,127 | 552,152 | -8819,091 | 1937,859 | -10931,248 | 1047,597 | -2125,088 | 1080,890 | 3108,160 | 4553,779 | 7276,442 | -6366,916 | 8642,991 | 862,896 | -320,593 | 490,769 | 331,494 | 5045,841 | -4584,329 | 990,816 | 245,784 | -3164,782 | -68,700 | 2202,705 | 9433,272 | -18988,665 | 7253,516 | 1193,924 | 415,535 | -901,796 |
FM62_23 | 1518,226 | 349,223 | 5089,846 | -12123,203 | 11260,672 | 402,745 | -17458,930 | 1033,955 | 3025,138 | -6867,742 | -15686,174 | 2048,135 | 2459,578 | -6590,987 | 16743,094 | 12745,039 | 218,404 | 387,393 | 4684,980 | -295,938 | -3029,334 | 584,939 | 386,067 | 11049,027 | 1693,578 | -705,774 | 9842,178 | -12803,447 | -9146,614 | -1877,777 | 4347,654 | -1732,315 | -680,997 | 13152,835 | -673,680 | -4764,268 | 1012,039 | -1593,337 | 178,697 | 235,181 | -12774,851 | 2676,940 | 4384,940 | -1868,391 | -1159,271 | -4334,209 | -1518,764 | 1772,039 | -814,717 | 3317,853 | 3387,316 | -805,126 | -504,256 | 6212,799 | -10446,571 | 5150,118 | 585,863 | -890,477 | -2245,584 |
FM62_24 | -3339,227 | 962,898 | 5417,499 | -4626,509 | 5157,176 | 1470,481 | 3386,633 | 4154,152 | -843,900 | 13206,526 | -17595,022 | -3471,037 | -437,395 | 723,807 | 5893,341 | 3564,013 | 1131,232 | -11547,859 | 15,477 | -4644,160 | 3060,043 | -108,141 | -8346,544 | 1693,578 | 5649,102 | -113,904 | 3416,098 | 585,710 | -4588,167 | 1972,810 | 756,108 | 4561,823 | -1466,563 | 8120,819 | -489,473 | -213,722 | -141,115 | -1496,372 | -2465,777 | -3413,953 | -1260,759 | -4878,342 | 1184,034 | -411,143 | -833,455 | -1407,418 | -3126,625 | 2439,068 | -716,156 | 1398,861 | 2159,691 | -848,353 | -530,241 | -2348,254 | 6754,508 | -3308,360 | -539,042 | -440,148 | -188,237 |
FM62_34 | -1355,270 | -249,669 | -825,352 | 2196,011 | -988,546 | -12,536 | 2429,961 | -668,344 | -1032,500 | -505,787 | 235,375 | -350,413 | -1565,541 | 3,258 | -592,922 | -422,077 | 104,030 | 3922,499 | -566,541 | 330,259 | -371,062 | 31,828 | 74,428 | -705,774 | -113,904 | 600,769 | -601,054 | 522,480 | 1617,992 | -503,569 | -1110,186 | 20,066 | 150,665 | -1323,840 | 215,660 | 565,965 | -30,732 | 396,884 | 158,344 | 35,294 | 1257,613 | -467,056 | -453,907 | 155,867 | -99,334 | 1049,993 | 524,309 | -381,592 | 32,491 | -842,676 | -495,011 | -155,943 | 33,111 | -147,828 | 1418,316 | -1079,902 | -24,460 | 33,057 | 327,397 |
FMS1TR1 | 33,384 | -1040,909 | 8198,491 | -11843,604 | 12715,710 | 2322,120 | -16406,962 | 1233,648 | 3110,720 | 483,531 | -18840,091 | 426,751 | 3754,541 | -12292,296 | 16300,228 | 14162,412 | 1092,263 | -3454,445 | 4684,898 | -772,917 | -3483,905 | 1029,237 | -1194,051 | 9842,178 | 3416,098 | -601,054 | 11527,540 | -10727,750 | -12462,234 | -563,773 | 4692,034 | -1337,928 | -213,408 | 16446,135 | -658,108 | -3890,747 | 979,955 | -2376,629 | 15,384 | -2254,198 | -12722,214 | -1467,623 | 4600,100 | -1789,040 | -1350,923 | -4960,825 | -2244,074 | 2083,910 | -1215,019 | 4032,526 | 4274,981 | -1064,794 | -427,210 | 5886,734 | -8528,045 | 3466,277 | 299,851 | -1069,098 | -2221,751 |
FMS1TR2 | -1709,419 | -666,171 | -329,287 | 9453,001 | -7482,474 | 2995,729 | 19643,380 | 1071,657 | -3027,171 | 18277,883 | 12385,012 | -6016,567 | 1087,098 | 5664,724 | -22469,189 | -12186,740 | 899,659 | -15899,991 | -4175,729 | -777,688 | 5164,358 | -481,398 | -5252,599 | -12803,447 | 585,710 | 522,480 | -10727,750 | 22003,357 | 4670,351 | 5200,364 | -3604,665 | 2585,349 | 2276,570 | -9962,337 | -143,849 | 6323,582 | -1422,508 | 1595,503 | -2634,770 | -3710,182 | 11531,961 | -8518,442 | -3410,612 | 2389,420 | 1558,300 | 2816,466 | -1046,573 | -1249,521 | 452,654 | -2750,765 | -2154,675 | 1073,183 | 1132,534 | -8190,354 | 11425,682 | -5649,425 | -922,522 | 939,445 | 1908,001 |
FMS1TR3 | -1784,863 | 1510,133 | -11577,442 | 14824,896 | -16348,370 | -4076,982 | 15832,417 | -1783,853 | -4895,075 | -5996,959 | 13480,541 | -105,426 | -10908,923 | 21165,848 | -15155,312 | -12052,310 | -1796,014 | 21036,150 | -6229,198 | -358,539 | 4618,595 | -2457,917 | 3013,709 | -9146,614 | -4588,167 | 1617,992 | -12462,234 | 4670,351 | 22131,276 | -2999,273 | -6110,472 | 677,261 | -720,823 | -19810,308 | 1235,453 | 1864,389 | -764,985 | 3177,506 | 258,886 | 5951,555 | 14587,881 | 4195,002 | -5552,120 | 1680,704 | 327,859 | 7545,208 | 3104,103 | -1461,803 | 1372,694 | -6230,562 | -5902,841 | 591,743 | -370,548 | -4774,443 | 11501,081 | -6105,968 | -97,631 | 1060,291 | 3123,611 |
FMS1TR4 | -95,048 | -65,329 | 3257,705 | -62,095 | 967,324 | 2366,293 | 2819,009 | 1818,941 | 96,347 | 12764,751 | -1646,361 | -2953,117 | 837,461 | 342,285 | -3949,468 | -1047,377 | 781,554 | -15738,717 | -333,430 | -1590,897 | 3037,073 | -339,188 | -4733,127 | -1877,777 | 1972,810 | -503,569 | -563,773 | 5200,364 | -2999,273 | 3737,090 | 418,159 | 2585,640 | -70,738 | 1715,511 | -316,476 | 1900,467 | -427,535 | -1309,548 | -1207,966 | -3118,065 | 1469,087 | -3962,096 | -238,162 | 356,938 | 381,514 | -1074,102 | -2368,269 | 1562,223 | -315,600 | -34,911 | 1360,148 | 313,444 | 130,641 | -3400,237 | 5565,905 | -2937,892 | -566,343 | 8,189 | 316,712 |
FM64_4 | 3055,624 | -984,242 | 6210,666 | -9622,691 | 6439,395 | 2051,417 | -13439,757 | 2375,537 | 2884,561 | 2852,857 | -8353,703 | -191,883 | 5262,829 | -2981,945 | 29,640 | 8173,873 | 344,055 | -4460,552 | 2949,719 | -1002,410 | -58,524 | -251,496 | 552,152 | 4347,654 | 756,108 | -1110,186 | 4692,034 | -3604,665 | -6110,472 | 418,159 | 4716,752 | -3089,175 | 836,429 | 7720,186 | -1008,838 | -3419,582 | 503,628 | -601,523 | -911,221 | 319,885 | -7999,045 | -680,150 | 3159,642 | -684,921 | -407,210 | -4272,225 | -2439,243 | 1372,922 | -633,484 | 2803,605 | 2425,512 | 39,748 | 151,250 | 4171,023 | -8964,383 | 3665,699 | 288,570 | -414,910 | -1545,207 |
FM64_7 | -730,811 | 1786,234 | 2071,083 | 2772,464 | 130,219 | -2101,904 | 24653,721 | 1390,683 | -4016,002 | 12987,411 | -11699,869 | -1477,906 | -8419,612 | 7743,544 | 6206,016 | -5223,295 | -534,023 | -23151,847 | -4461,343 | -4646,824 | 6922,123 | -725,293 | -8819,091 | -1732,315 | 4561,823 | 20,066 | -1337,928 | 2585,349 | 677,261 | 2585,640 | -3089,175 | 15492,600 | -4144,171 | -4401,396 | -376,094 | 2565,004 | -900,129 | -3322,412 | -2684,625 | -1743,137 | 9664,902 | -1037,662 | -3167,823 | 58,303 | -1911,701 | 2576,633 | -3011,305 | 4064,275 | 30,106 | 165,866 | 1073,405 | -478,622 | -1126,046 | -10684,570 | 20947,767 | -8190,984 | -1203,094 | -53,642 | 2218,897 |
FM64_E7S | 509,420 | -1766,486 | 3292,321 | -900,091 | 1171,175 | 1443,395 | -4674,799 | -1408,139 | 94,764 | -1774,536 | 5567,137 | -260,365 | 2617,400 | -4376,219 | -4170,175 | 1602,429 | 338,278 | 1521,827 | 1033,656 | 1711,206 | -995,042 | -28,537 | 1937,859 | -680,997 | -1466,563 | 150,665 | -213,408 | 2276,570 | -720,823 | -70,738 | 836,429 | -4144,171 | 3366,686 | -1389,667 | 38,708 | -552,527 | 32,746 | 906,158 | -148,695 | 4,847 | -1498,649 | -734,357 | 553,927 | 216,003 | 570,433 | -722,599 | 481,618 | -1059,062 | -164,505 | -65,442 | -124,227 | 539,140 | 335,486 | 2892,630 | -6291,758 | 1974,951 | 197,687 | 53,671 | -237,102 |
FM64_E7E | -7440,737 | 5962,813 | 291,512 | -16820,979 | 24530,352 | 6044,545 | -31290,239 | 6937,782 | 4905,745 | 4652,759 | -33890,729 | -7282,608 | 368,512 | -2624,369 | 41867,487 | 18372,026 | 4391,456 | -19516,018 | 9582,197 | -5733,972 | -1252,762 | 995,414 | -10931,248 | 13152,835 | 8120,819 | -1323,840 | 16446,135 | -9962,337 | -19810,308 | 1715,511 | 7720,186 | -4401,396 | -1389,667 | 47184,862 | -2259,922 | -1361,092 | 1003,668 | -5163,019 | -1177,807 | -11350,515 | -23745,905 | -10683,788 | 8247,966 | -1661,936 | -3216,677 | -7419,837 | -4258,526 | 4291,213 | -1761,207 | 4693,263 | 8115,309 | -2327,836 | -2268,797 | -382,778 | -406,432 | 5811,647 | 549,573 | -1557,680 | -5515,068 |
FM64_9 | -620,852 | -330,964 | -880,404 | 2092,409 | -1621,519 | -418,176 | 774,529 | -1044,459 | 9,367 | -2411,016 | 3561,048 | 618,344 | -185,671 | -1647,784 | -121,643 | -1146,835 | -120,744 | 3445,374 | -335,883 | 924,676 | -1063,663 | 235,290 | 1047,597 | -673,680 | -489,473 | 215,660 | -658,108 | -143,849 | 1235,453 | -316,476 | -1008,838 | -376,094 | 38,708 | -2259,922 | 595,835 | 487,616 | 5,787 | 293,595 | 683,589 | 194,573 | 947,983 | 732,854 | -547,434 | 32,910 | 405,326 | 768,387 | 968,442 | -658,147 | 103,392 | -698,203 | -736,489 | -5,439 | 139,146 | 432,961 | -40,158 | -374,881 | -7,493 | 80,864 | 278,960 |
FM64_10 | -4567,916 | 1465,221 | -6055,480 | 9214,759 | -2530,146 | -200,178 | 9747,778 | -1591,272 | -1652,080 | -1044,517 | 12642,176 | -1994,916 | -5341,390 | 2234,080 | 3343,601 | -8193,156 | 896,687 | -7521,467 | -1389,323 | 910,157 | 930,840 | 110,195 | -2125,088 | -4764,268 | -213,722 | 565,965 | -3890,747 | 6323,582 | 1864,389 | 1900,467 | -3419,582 | 2565,004 | -552,527 | -1361,092 | 487,616 | 6302,286 | -559,712 | -1111,658 | 803,611 | -3562,827 | 4853,230 | -2234,702 | -2636,592 | 1056,862 | -351,158 | 3062,769 | 1660,549 | -269,148 | 360,238 | -2754,698 | -402,104 | -273,205 | -302,802 | -7518,136 | 11856,747 | -2913,110 | -439,684 | 372,161 | 701,483 |
FM64_14 | 374,483 | -391,289 | 519,203 | -1142,367 | 821,661 | 125,546 | -2736,667 | -194,817 | 582,539 | -1465,091 | -968,985 | 518,732 | 639,695 | -1825,287 | 837,529 | 1785,499 | -25,441 | 2297,869 | 617,462 | 414,783 | -946,144 | 126,313 | 1080,890 | 1012,039 | -141,115 | -30,732 | 979,955 | -1422,508 | -764,985 | -427,535 | 503,628 | -900,129 | 32,746 | 1003,668 | 5,787 | -559,712 | 201,591 | 64,085 | 243,232 | 358,735 | -1749,306 | 359,080 | 513,145 | -193,330 | -123,076 | -441,538 | 69,568 | -50,041 | -63,506 | 327,365 | 218,381 | -161,078 | 129,768 | 1458,027 | -2228,988 | 694,775 | 104,775 | -74,152 | -269,507 |
FM64_15 | 712,056 | -476,306 | -1862,017 | 390,501 | -3695,718 | -716,093 | -671,440 | 137,019 | 183,528 | -3015,737 | 2989,415 | 994,808 | 3108,239 | 954,982 | -8055,274 | -1532,810 | -493,679 | 11573,444 | -229,085 | 705,967 | -1653,437 | 332,233 | 3108,160 | -1593,337 | -1496,372 | 396,884 | -2376,629 | 1595,503 | 3177,506 | -1309,548 | -601,523 | -3322,412 | 906,158 | -5163,019 | 293,595 | -1111,658 | 64,085 | 3044,730 | 108,215 | 2249,118 | 557,947 | 1563,253 | 246,045 | 81,200 | 1452,448 | 439,980 | 1194,219 | -2191,381 | 347,317 | -594,733 | -2009,185 | 266,847 | 620,291 | 3674,285 | -5880,964 | 1317,749 | 348,895 | 247,823 | -7,292 |
FM64_16S | 403,657 | -318,480 | -4817,031 | 4172,344 | -3048,576 | -946,488 | -2757,271 | -3178,227 | 873,735 | -8250,522 | 9316,941 | 2633,645 | 401,869 | -5136,039 | 2086,915 | -1975,044 | -402,213 | 9506,829 | 296,663 | 3380,505 | -4031,578 | 925,498 | 4553,779 | 178,697 | -2465,777 | 158,344 | 15,384 | -2634,770 | 258,886 | -1207,966 | -911,221 | -2684,625 | -148,695 | -1177,807 | 683,589 | 803,611 | 243,232 | 108,215 | 2888,975 | 398,290 | 10,903 | 2269,958 | -565,272 | -46,067 | 630,413 | 805,289 | 2791,342 | -1960,363 | 364,006 | -599,420 | -998,075 | 68,805 | 283,401 | 1473,197 | -3034,346 | 1760,671 | 295,762 | 95,994 | -121,947 |
FM64_16E | 5124,984 | -2392,892 | 1542,102 | -1376,753 | -4758,244 | -2494,248 | -190,035 | -1228,362 | 491,535 | -8044,441 | 4732,022 | 4359,153 | 1832,364 | 1070,884 | -12805,532 | 972,426 | -1931,774 | 14792,831 | -1075,095 | 1884,484 | -1119,556 | -576,641 | 7276,442 | 235,181 | -3413,953 | 35,294 | -2254,198 | -3710,182 | 5951,555 | -3118,065 | 319,885 | -1743,137 | 4,847 | -11350,515 | 194,573 | -3562,827 | 358,735 | 2249,118 | 398,290 | 7351,801 | 672,643 | 6385,092 | -455,452 | -217,182 | 242,835 | 461,500 | 874,908 | -1090,128 | 397,275 | 153,057 | -2000,887 | 479,100 | 846,943 | 4957,501 | -8772,085 | 1883,973 | 365,353 | 257,315 | 680,782 |
FM6416AS | -2366,153 | 2392,028 | -9205,579 | 19094,082 | -19642,744 | -4285,182 | 34487,625 | -1088,542 | -9081,185 | 12018,384 | 12993,553 | -801,778 | -9333,233 | 15454,012 | -14357,821 | -22059,633 | -1700,827 | 1245,167 | -9638,804 | -1721,304 | 7261,785 | -1230,949 | -6366,916 | -12774,851 | -1260,759 | 1257,613 | -12722,214 | 11531,961 | 14587,881 | 1469,087 | -7999,045 | 9664,902 | -1498,649 | -23745,905 | 947,983 | 4853,230 | -1749,306 | 557,947 | 10,903 | 672,643 | 28928,987 | -163,375 | -8193,250 | 2158,729 | 1316,187 | 7916,390 | 2229,191 | -1305,228 | 1412,196 | -4490,142 | -5033,493 | 1448,751 | -589,354 | -11187,650 | 21422,046 | -9764,838 | -1040,844 | 999,957 | 4610,739 |
FM6416AE | 4484,607 | 618,677 | -4942,968 | -123,383 | -3658,378 | -5959,933 | -1161,710 | -3305,131 | 1133,983 | -22923,407 | 15384,135 | 7642,644 | 390,608 | 1055,330 | 2862,634 | -4100,170 | -2359,415 | 11550,456 | 237,937 | 3414,253 | -3098,124 | 321,664 | 8642,991 | 2676,940 | -4878,342 | -467,056 | -1467,623 | -8518,442 | 4195,002 | -3962,096 | -680,150 | -1037,662 | -734,357 | -10683,788 | 732,854 | -2234,702 | 359,080 | 1563,253 | 2269,958 | 6385,092 | -163,375 | 12343,317 | -897,580 | -661,673 | 708,880 | 1080,214 | 3635,020 | -1907,796 | 872,210 | 73,739 | -2260,255 | 537,817 | -82,403 | 3562,778 | -8617,070 | 5269,310 | 690,935 | 289,308 | -10,832 |
BM62_25 | 719,685 | -79,599 | 2413,278 | -8152,776 | 6937,211 | 1793,497 | -11887,924 | 2318,006 | 2007,608 | -888,430 | -10121,758 | -774,224 | 4727,648 | -2318,649 | 3662,534 | 7730,688 | 577,095 | 1121,269 | 3025,087 | -642,798 | -1832,929 | 468,774 | 862,896 | 4384,940 | 1184,034 | -453,907 | 4600,100 | -3410,612 | -5552,120 | -238,162 | 3159,642 | -3167,823 | 553,927 | 8247,966 | -547,434 | -2636,592 | 513,145 | 246,045 | -565,272 | -455,452 | -8193,250 | -897,580 | 3616,339 | -663,013 | -169,647 | -3300,770 | -1558,296 | 390,471 | -493,042 | 1876,081 | 1610,555 | -448,836 | 361,472 | 4031,633 | -8120,385 | 3707,297 | 448,757 | -408,151 | -1880,093 |
BM62_30 | -769,866 | 210,291 | -1294,992 | 2182,738 | -1292,834 | 118,395 | 2749,253 | ,284 | -912,561 | 80,645 | 4351,609 | -888,700 | -690,348 | 2089,109 | -2605,845 | -2341,977 | 175,853 | -948,648 | -727,249 | -63,319 | 819,248 | -246,584 | -320,593 | -1868,391 | -411,143 | 155,867 | -1789,040 | 2389,420 | 1680,704 | 356,938 | -684,921 | 58,303 | 216,003 | -1661,936 | 32,910 | 1056,862 | -193,330 | 81,200 | -46,067 | -217,182 | 2158,729 | -661,673 | -663,013 | 609,197 | -100,420 | 705,462 | 198,095 | -197,507 | 95,573 | -759,531 | -442,998 | 154,397 | 59,188 | -1656,507 | 1898,171 | -436,609 | -70,156 | 161,112 | 207,782 |
BMTB_1 | 1519,834 | -141,352 | -888,006 | 1259,369 | -4110,441 | 99,674 | -1290,143 | -141,151 | 1141,287 | 2417,863 | 4422,776 | 882,588 | 3740,985 | -1591,004 | -6896,858 | -2649,981 | -274,618 | 2982,532 | -157,216 | 819,831 | -1326,714 | 601,320 | 490,769 | -1159,271 | -833,455 | -99,334 | -1350,923 | 1558,300 | 327,859 | 381,514 | -407,210 | -1911,701 | 570,433 | -3216,677 | 405,326 | -351,158 | -123,076 | 1452,448 | 630,413 | 242,835 | 1316,187 | 708,880 | -169,647 | -100,420 | 2394,387 | -410,750 | 652,546 | -1682,124 | 199,546 | -281,119 | -1280,768 | 735,339 | 303,247 | 2390,870 | -3755,574 | 478,414 | 99,046 | 155,798 | 263,809 |
BMTB_2 | -2954,917 | 1181,361 | -6906,763 | 9478,473 | -6295,125 | -2471,755 | 12226,023 | -2556,384 | -3083,688 | -5037,637 | 7657,913 | 312,963 | -6994,413 | 5507,790 | 1532,252 | -7702,876 | -557,830 | 6589,562 | -2946,903 | 791,984 | 764,909 | -248,893 | 331,494 | -4334,209 | -1407,418 | 1049,993 | -4960,825 | 2816,466 | 7545,208 | -1074,102 | -4272,225 | 2576,633 | -722,599 | -7419,837 | 768,387 | 3062,769 | -441,538 | 439,980 | 805,289 | 461,500 | 7916,390 | 1080,214 | -3300,770 | 705,462 | -410,750 | 4671,182 | 2610,862 | -1025,284 | 722,641 | -2811,192 | -2345,087 | -118,466 | -375,724 | -4593,526 | 9253,326 | -3221,633 | -199,294 | 435,140 | 1502,330 |
BMHR_1 | -1674,048 | 719,550 | -7571,783 | 6432,988 | -4838,295 | -3220,902 | 1451,121 | -4051,456 | -505,785 | -15855,706 | 15445,688 | 3526,424 | -1208,803 | -2785,030 | 5371,926 | -6363,390 | -616,803 | 14225,962 | -336,605 | 3374,597 | -4107,600 | 993,732 | 5045,841 | -1518,764 | -3126,625 | 524,309 | -2244,074 | -1046,573 | 3104,103 | -2368,269 | -2439,243 | -3011,305 | 481,618 | -4258,526 | 968,442 | 1660,549 | 69,568 | 1194,219 | 2791,342 | 874,908 | 2229,191 | 3635,020 | -1558,296 | 198,095 | 652,546 | 2610,862 | 4932,976 | -3402,445 | 777,170 | -1374,891 | -2265,753 | -10,589 | -253,671 | 475,081 | -2129,494 | 2952,241 | 446,543 | 328,318 | 33,672 |
BMHR_2 | -262,180 | 271,970 | 4840,147 | -3514,704 | 4853,195 | 1421,977 | -52,375 | 2279,701 | -249,105 | 8155,465 | -10552,821 | -2478,966 | -3534,151 | 4092,279 | 3593,239 | 4426,828 | 463,606 | -13455,124 | 121,413 | -2865,174 | 4249,815 | -1288,168 | -4584,329 | 1772,039 | 2439,068 | -381,592 | 2083,910 | -1249,521 | -1461,803 | 1562,223 | 1372,922 | 4064,275 | -1059,062 | 4291,213 | -658,147 | -269,148 | -50,041 | -2191,381 | -1960,363 | -1090,128 | -1305,228 | -1907,796 | 390,471 | -197,507 | -1682,124 | -1025,284 | -3402,445 | 3816,623 | -599,756 | 454,298 | 2355,846 | -386,827 | -410,486 | -2866,899 | 6331,471 | -3168,330 | -473,402 | -300,501 | 170,103 |
BM64_11 | 310,068 | 512,140 | -2596,367 | 1507,476 | -1843,838 | -817,257 | 1512,542 | -448,932 | -293,874 | -1970,678 | 2044,981 | 637,534 | -513,894 | 1418,785 | 58,932 | -2038,970 | -317,549 | 2550,665 | -404,697 | 351,550 | -269,374 | 101,884 | 990,816 | -814,717 | -716,156 | 32,491 | -1215,019 | 452,654 | 1372,694 | -315,600 | -633,484 | 30,106 | -164,505 | -1761,207 | 103,392 | 360,238 | -63,506 | 347,317 | 364,006 | 397,275 | 1412,196 | 872,210 | -493,042 | 95,573 | 199,546 | 722,641 | 777,170 | -599,756 | 300,954 | -351,019 | -695,366 | 51,594 | -70,527 | -408,524 | 546,619 | 166,836 | 80,410 | 129,927 | 123,271 |
BM64_22 | 3058,955 | -1002,687 | 5247,478 | -7194,222 | 4495,417 | 434,552 | -3820,130 | 974,354 | 1913,807 | 2431,032 | -7693,550 | 1410,126 | 5184,355 | -6467,484 | 1881,650 | 4641,915 | -149,071 | -5063,187 | 1519,321 | -310,304 | -1252,706 | 719,711 | 245,784 | 3317,853 | 1398,861 | -842,676 | 4032,526 | -2750,765 | -6230,562 | -34,911 | 2803,605 | 165,866 | -65,442 | 4693,263 | -698,203 | -2754,698 | 327,365 | -594,733 | -599,420 | 153,057 | -4490,142 | 73,739 | 1876,081 | -759,531 | -281,119 | -2811,192 | -1374,891 | 454,298 | -351,019 | 3519,261 | 1366,763 | -18,091 | 165,994 | 3117,380 | -6322,018 | 2587,931 | 103,474 | -336,929 | -864,800 |
BM64_18 | -432,569 | -244,738 | 5637,556 | -5385,706 | 6780,310 | 1774,833 | -5538,349 | 1523,854 | 898,095 | 4638,431 | -7776,697 | -1450,524 | -198,312 | -2768,475 | 6323,839 | 5716,597 | 883,614 | -10731,973 | 1881,505 | -1549,943 | 1378,451 | -376,072 | -3164,782 | 3387,316 | 2159,691 | -495,011 | 4274,981 | -2154,675 | -5902,841 | 1360,148 | 2425,512 | 1073,405 | -124,227 | 8115,309 | -736,489 | -402,104 | 218,381 | -2009,185 | -998,075 | -2000,887 | -5033,493 | -2260,255 | 1610,555 | -442,998 | -1280,768 | -2345,087 | -2265,753 | 2355,846 | -695,366 | 1366,763 | 3071,015 | -410,353 | -406,612 | -228,880 | 325,770 | 154,283 | -164,452 | -433,525 | -795,779 |
CH62_26 | 1336,285 | -287,096 | 868,370 | 515,782 | -1752,812 | 51,750 | 425,180 | -285,977 | 248,382 | 1314,462 | 4097,434 | 382,158 | 1253,365 | -118,949 | -4448,523 | -1651,378 | -261,512 | -1729,929 | -323,749 | 336,781 | 412,672 | -86,974 | -68,700 | -805,126 | -848,353 | -155,943 | -1064,794 | 1073,183 | 591,743 | 313,444 | 39,748 | -478,622 | 539,140 | -2327,836 | -5,439 | -273,205 | -161,078 | 266,847 | 68,805 | 479,100 | 1448,751 | 537,817 | -448,836 | 154,397 | 735,339 | -118,466 | -10,589 | -386,827 | 51,594 | -18,091 | -410,353 | 765,440 | 86,686 | 477,968 | -1618,468 | 213,744 | -17,330 | 104,248 | 307,465 |
CH62.28 | 1388,293 | -1584,758 | 1292,142 | -163,671 | -490,788 | 917,193 | -405,931 | -655,724 | 577,091 | 833,101 | 747,520 | 303,254 | 2817,159 | -3437,472 | -6131,034 | 1519,199 | -332,381 | 2848,123 | -37,024 | 1210,182 | -1400,844 | 292,291 | 2202,705 | -504,256 | -530,241 | 33,111 | -427,210 | 1132,534 | -370,548 | 130,641 | 151,250 | -1126,046 | 335,486 | -2268,797 | 139,146 | -302,802 | 129,768 | 620,291 | 283,401 | 846,943 | -589,354 | -82,403 | 361,472 | 59,188 | 303,247 | -375,724 | -253,671 | -410,486 | -70,527 | 165,994 | -406,612 | 86,686 | 1771,603 | 1086,719 | -3422,522 | 143,048 | -76,176 | 72,708 | 4,798 |
CH62_29 | 7133,142 | -5737,913 | 10028,544 | -10563,317 | 118,812 | 1623,337 | -22535,678 | -1284,952 | 5240,445 | -3320,164 | -4969,630 | 5941,476 | 12528,638 | -20511,322 | -11107,792 | 12958,284 | -1006,752 | 25016,538 | 4358,577 | 4076,914 | -8507,071 | 1399,706 | 9433,272 | 6212,799 | -2348,254 | -147,828 | 5886,734 | -8190,354 | -4774,443 | -3400,237 | 4171,023 | -10684,570 | 2892,630 | -382,778 | 432,961 | -7518,136 | 1458,027 | 3674,285 | 1473,197 | 4957,501 | -11187,650 | 3562,778 | 4031,633 | -1656,507 | 2390,870 | -4593,526 | 475,081 | -2866,899 | -408,524 | 3117,380 | -228,880 | 477,968 | 1086,719 | 20509,989 | -28581,650 | 4933,006 | 1014,636 | -409,928 | -1270,575 |
CHEE_11 | -12674,325 | 7508,151 | -12927,968 | 20701,627 | -6010,443 | -1556,611 | 42240,341 | 2367,268 | -10000,097 | 24286,874 | -10546,590 | -10149,355 | -26815,327 | 29409,387 | 15721,755 | -17201,033 | 1698,154 | -32772,524 | -8768,970 | -8594,534 | 15098,638 | -2836,592 | -18988,665 | -10446,571 | 6754,508 | 1418,316 | -8528,045 | 11425,682 | 11501,081 | 5565,905 | -8964,383 | 20947,767 | -6291,758 | -406,432 | -40,158 | 11856,747 | -2228,988 | -5880,964 | -3034,346 | -8772,085 | 21422,046 | -8617,070 | -8120,385 | 1898,171 | -3755,574 | 9253,326 | -2129,494 | 6331,471 | 546,619 | -6322,018 | 325,770 | -1618,468 | -3422,522 | -28581,650 | 55849,150 | -19977,059 | -2234,232 | 416,857 | 4194,585 |
CH62_27 | 1848,890 | 1662,529 | -3432,426 | -8482,685 | 7149,811 | -2182,082 | -18368,988 | -490,696 | 3563,946 | -26736,422 | 12449,462 | 3906,093 | 8733,503 | -2795,841 | 10795,109 | 1595,399 | -238,298 | 7938,180 | 4522,532 | 3006,598 | -5975,351 | 1523,157 | 7253,516 | 5150,118 | -3308,360 | -1079,902 | 3466,277 | -5649,425 | -6105,968 | -2937,892 | 3665,699 | -8190,984 | 1974,951 | 5811,647 | -374,881 | -2913,110 | 694,775 | 1317,749 | 1760,671 | 1883,973 | -9764,838 | 5269,310 | 3707,297 | -436,609 | 478,414 | -3221,633 | 2952,241 | -3168,330 | 166,836 | 2587,931 | 154,283 | 213,744 | 143,048 | 4933,006 | -19977,059 | 15085,215 | 1402,725 | -110,762 | -3292,139 |
HH64_9H | 238,045 | 266,298 | -1205,672 | -645,491 | 299,379 | -260,684 | -2423,924 | -67,517 | 306,185 | -3000,452 | 481,480 | 461,204 | 636,618 | 195,212 | 1122,457 | 343,838 | -84,492 | 2945,250 | 497,470 | 395,607 | -839,983 | 161,586 | 1193,924 | 585,863 | -539,042 | -24,460 | 299,851 | -922,522 | -97,631 | -566,343 | 288,570 | -1203,094 | 197,687 | 549,573 | -7,493 | -439,684 | 104,775 | 348,895 | 295,762 | 365,353 | -1040,844 | 690,935 | 448,757 | -70,156 | 99,046 | -199,294 | 446,543 | -473,402 | 80,410 | 103,474 | -164,452 | -17,330 | -76,176 | 1014,636 | -2234,232 | 1402,725 | 216,476 | -8,267 | -363,425 |
HH62_33B | 106,669 | 59,196 | -874,671 | 1085,282 | -1184,906 | -273,473 | 1298,016 | -235,077 | -186,422 | -639,005 | 2401,397 | 135,064 | -141,317 | 788,493 | -1481,505 | -1377,646 | -117,080 | 522,922 | -351,312 | 246,414 | 99,896 | -37,566 | 415,535 | -890,477 | -440,148 | 33,057 | -1069,098 | 939,445 | 1060,291 | 8,189 | -414,910 | -53,642 | 53,671 | -1557,680 | 80,864 | 372,161 | -74,152 | 247,823 | 95,994 | 257,315 | 999,957 | 289,308 | -408,151 | 161,112 | 155,798 | 435,140 | 328,318 | -300,501 | 129,927 | -336,929 | -433,525 | 104,248 | 72,708 | -409,928 | 416,857 | -110,762 | -8,267 | 110,411 | 165,361 |
HH62_35 | 364,648 | -850,890 | 1081,699 | 3750,057 | -4053,106 | -343,957 | 7001,362 | -1038,887 | -1077,311 | 4622,338 | 1901,971 | 194,724 | -2161,828 | 371,126 | -5438,859 | -2584,673 | -403,462 | -588,720 | -1969,949 | 63,798 | 1392,700 | -400,762 | -901,796 | -2245,584 | -188,237 | 327,397 | -2221,751 | 1908,001 | 3123,611 | 316,712 | -1545,207 | 2218,897 | -237,102 | -5515,068 | 278,960 | 701,483 | -269,507 | -7,292 | -121,947 | 680,782 | 4610,739 | -10,832 | -1880,093 | 207,782 | 263,809 | 1502,330 | 33,672 | 170,103 | 123,271 | -864,800 | -795,779 | 307,465 | 4,798 | -1270,575 | 4194,585 | -3292,139 | -363,425 | 165,361 | 1359,479 |
Maß der Stichprobeneignung nach Kaiser-Meyer-Olkin. | ,647 | |
---|---|---|
Bartlett-Test auf Sphärizität | Ungefähres Chi-Quadrat | 12721,031 |
df | 1711 | |
Signifikanz nach Bartlett | ,000 |
ME62_1 | ME62_2 | ME62_3 | ME62_5 | ME62_6 | ME62_7 | ME62_8 | ME62_9 | ME62_10 | ME62_11 | ME62_12 | ME62_13 | ME62_14 | ME62_15 | ME62_17 | ME62_18 | ME62_19 | ME62_20 | ME62_21 | ME62_22 | METI_1 | ME64_21 | ME64_33 | FM62_23 | FM62_24 | FM62_34 | FMS1TR1 | FMS1TR2 | FMS1TR3 | FMS1TR4 | FM64_4 | FM64_7 | FM64_E7S | FM64_E7E | FM64_9 | FM64_10 | FM64_14 | FM64_15 | FM64_16S | FM64_16E | FM6416AS | FM6416AE | BM62_25 | BM62_30 | BMTB_1 | BMTB_2 | BMHR_1 | BMHR_2 | BM64_11 | BM64_22 | BM64_18 | CH62_26 | CH62.28 | CH62_29 | CHEE_11 | CH62_27 | HH64_9H | HH62_33B | HH62_35 | ||
---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
Anti-Image-Kovarianz | ME62_1 | 7,192E-05 | -4,100E-05 | 9,018E-06 | -1,371E-05 | -8,545E-06 | 7,712E-06 | -4,895E-06 | -1,731E-05 | 4,340E-05 | 3,116E-06 | -8,483E-08 | 4,379E-05 | 2,475E-05 | -8,215E-06 | -1,075E-05 | 9,997E-06 | ,000 | -7,425E-07 | 6,176E-06 | 2,640E-05 | -1,270E-05 | 1,744E-05 | 2,656E-05 | 9,883E-06 | -4,251E-05 | ,000 | 2,083E-07 | -5,588E-06 | -5,801E-06 | -1,829E-06 | 4,659E-05 | -3,393E-06 | 1,088E-05 | -1,134E-05 | -7,494E-05 | -5,213E-05 | ,000 | 1,682E-05 | 1,005E-05 | 5,014E-05 | -5,883E-06 | 2,613E-05 | 1,431E-05 | -9,089E-05 | 4,565E-05 | -4,550E-05 | -2,441E-05 | -4,941E-06 | 7,410E-05 | 6,252E-05 | -1,013E-05 | ,000 | 5,636E-05 | 2,501E-05 | -1,632E-05 | 8,815E-06 | 7,909E-05 | 6,949E-05 | 1,929E-05 |
ME62_2 | -4,100E-05 | ,000 | -4,230E-05 | 5,188E-06 | 3,643E-06 | -5,971E-05 | 5,036E-07 | 4,939E-05 | -3,597E-05 | -8,216E-06 | -2,394E-06 | -2,927E-05 | -3,129E-05 | 3,376E-05 | 2,156E-05 | -2,934E-05 | 3,806E-05 | -4,271E-06 | 6,295E-06 | -4,912E-05 | 3,519E-05 | -2,302E-05 | -3,587E-05 | 4,904E-06 | 2,644E-05 | -6,447E-05 | -1,401E-05 | -4,697E-06 | 1,059E-05 | -2,712E-06 | -3,237E-05 | 1,789E-05 | -8,140E-05 | 1,961E-05 | -8,618E-05 | 3,607E-05 | ,000 | -2,427E-05 | -1,710E-05 | -5,050E-05 | 1,283E-05 | 7,776E-06 | -3,415E-06 | 5,355E-05 | -9,159E-06 | 3,924E-05 | 2,263E-05 | 1,106E-05 | ,000 | -4,420E-05 | -1,236E-05 | -5,819E-05 | ,000 | -4,340E-05 | 2,086E-05 | 1,710E-05 | ,000 | 8,318E-05 | -9,710E-05 | |
ME62_3 | 9,018E-06 | -4,230E-05 | 2,543E-05 | -1,518E-05 | 1,016E-05 | 2,275E-05 | -1,436E-06 | 4,625E-06 | 1,145E-05 | 5,882E-06 | -2,651E-06 | -7,481E-08 | 1,095E-05 | -9,701E-06 | -4,346E-06 | 1,466E-05 | 1,294E-05 | -4,869E-06 | 8,611E-06 | -4,551E-06 | 8,212E-06 | -2,976E-05 | -7,189E-06 | 1,171E-05 | 2,438E-05 | -3,493E-05 | 1,808E-05 | -3,805E-07 | -1,330E-05 | 2,217E-05 | 3,348E-05 | 3,399E-06 | 2,487E-05 | 1,571E-07 | -3,757E-05 | -2,443E-05 | 6,549E-05 | -1,555E-05 | -4,240E-05 | 5,334E-06 | -8,091E-06 | -1,018E-05 | 1,697E-05 | -5,405E-05 | -9,430E-06 | -3,760E-05 | -3,903E-05 | 3,225E-05 | ,000 | 3,791E-05 | 4,668E-05 | 2,885E-05 | 1,855E-05 | 1,243E-05 | -5,886E-06 | -5,786E-06 | ,000 | ,000 | 2,023E-05 | |
ME62_5 | -1,371E-05 | 5,188E-06 | -1,518E-05 | 3,440E-05 | -2,389E-05 | -1,195E-05 | 1,093E-05 | -3,217E-05 | -2,401E-05 | -9,231E-07 | 7,752E-06 | -9,913E-07 | -1,952E-05 | 3,132E-06 | -2,546E-06 | -2,210E-05 | -2,194E-05 | 3,401E-06 | -5,269E-05 | 1,722E-05 | -1,417E-06 | 9,462E-07 | 2,079E-06 | -3,775E-05 | -2,817E-05 | ,000 | -3,534E-05 | 1,478E-05 | 2,304E-05 | -5,716E-07 | -7,018E-05 | 6,156E-06 | -9,197E-06 | -1,226E-05 | ,000 | 5,030E-05 | ,000 | 4,412E-06 | 4,968E-05 | -6,442E-06 | 2,271E-05 | -3,439E-07 | -7,755E-05 | ,000 | 1,809E-05 | 6,980E-05 | 4,486E-05 | -3,168E-05 | ,000 | -7,032E-05 | -6,033E-05 | 2,318E-05 | -3,178E-06 | -1,772E-05 | 1,275E-05 | -1,934E-05 | ,000 | ,000 | 9,489E-05 | |
ME62_6 | -8,545E-06 | 3,643E-06 | 1,016E-05 | -2,389E-05 | 3,570E-05 | 2,327E-05 | -8,620E-06 | 1,500E-05 | 1,329E-05 | -2,641E-06 | -5,676E-06 | -1,802E-05 | 3,686E-06 | -3,105E-06 | 9,264E-06 | 2,128E-05 | 6,846E-05 | -7,159E-06 | 5,718E-05 | -6,824E-06 | -7,250E-07 | 9,750E-06 | -6,449E-06 | 3,639E-05 | 3,259E-05 | -5,875E-05 | 3,938E-05 | -1,214E-05 | -2,637E-05 | 9,241E-06 | 4,874E-05 | 3,001E-07 | 1,242E-05 | 1,856E-05 | -9,716E-05 | -1,433E-05 | ,000 | -4,334E-05 | -3,768E-05 | -2,311E-05 | -2,424E-05 | -1,058E-05 | 6,849E-05 | -7,577E-05 | -6,129E-05 | -4,812E-05 | -3,502E-05 | 4,540E-05 | ,000 | 4,561E-05 | 7,883E-05 | -8,176E-05 | -9,891E-06 | 2,068E-07 | -3,842E-06 | 1,692E-05 | 4,938E-05 | ,000 | ,000 | |
ME62_7 | 7,712E-06 | -5,971E-05 | 2,275E-05 | -1,195E-05 | 2,327E-05 | ,000 | -1,552E-05 | 1,515E-05 | 4,400E-05 | 2,349E-05 | -1,144E-05 | -8,571E-05 | 1,984E-05 | -1,199E-05 | -1,164E-05 | 4,025E-05 | ,000 | -9,484E-06 | 5,336E-05 | 4,435E-06 | 3,969E-06 | -2,825E-05 | -1,526E-05 | 5,911E-06 | 4,221E-05 | -3,384E-06 | 3,267E-05 | 2,208E-05 | -2,988E-05 | ,000 | 7,053E-05 | -2,200E-05 | 6,953E-05 | 2,077E-05 | ,000 | -5,151E-06 | ,000 | -3,814E-05 | -5,313E-05 | -5,502E-05 | -2,402E-05 | -7,830E-05 | 8,043E-05 | 3,152E-05 | 6,751E-06 | -8,581E-05 | ,000 | 6,042E-05 | ,000 | 2,002E-05 | 9,372E-05 | 1,096E-05 | 8,396E-05 | 1,284E-05 | -4,520E-06 | -2,346E-05 | ,000 | ,000 | -4,103E-05 | |
ME62_8 | -4,895E-06 | 5,036E-07 | -1,436E-06 | 1,093E-05 | -8,620E-06 | -1,552E-05 | 1,302E-05 | -3,675E-06 | -2,708E-05 | 2,325E-06 | 1,152E-06 | -1,706E-06 | -8,407E-06 | 2,414E-06 | -2,191E-06 | -1,228E-05 | -1,563E-05 | -2,053E-06 | -4,272E-05 | -3,787E-06 | 1,242E-05 | -5,751E-06 | -6,173E-06 | -2,057E-05 | 7,805E-06 | 5,266E-05 | -1,853E-05 | 1,162E-05 | 9,314E-06 | 9,821E-06 | -3,710E-05 | 2,072E-05 | -1,808E-05 | -8,634E-06 | 1,692E-05 | 2,014E-05 | ,000 | -2,871E-06 | -1,243E-05 | -3,365E-07 | 1,552E-05 | -1,225E-06 | -4,280E-05 | 5,875E-05 | -7,015E-06 | 3,408E-05 | 3,830E-06 | -1,787E-07 | 6,543E-05 | -1,413E-05 | -2,348E-05 | 7,232E-06 | -2,983E-06 | -1,431E-05 | 9,847E-06 | -1,585E-05 | ,000 | ,000 | 6,705E-05 | |
ME62_9 | -1,731E-05 | 4,939E-05 | 4,625E-06 | -3,217E-05 | 1,500E-05 | 1,515E-05 | -3,675E-06 | ,000 | -1,421E-05 | 1,193E-05 | -1,326E-05 | -5,351E-05 | 1,216E-05 | 1,924E-05 | -1,535E-06 | 6,606E-06 | 9,673E-05 | -6,838E-06 | 1,539E-05 | -7,100E-05 | 4,895E-05 | -8,579E-05 | -3,631E-05 | 9,974E-06 | 7,838E-05 | ,000 | 1,141E-05 | 5,191E-06 | -8,591E-06 | 5,188E-05 | 5,368E-05 | 9,568E-06 | -4,458E-05 | 1,567E-05 | ,000 | -2,691E-05 | ,000 | 4,797E-06 | ,000 | -1,781E-05 | -4,011E-06 | -2,854E-05 | 6,832E-05 | 4,966E-08 | -6,283E-06 | -5,833E-05 | -8,754E-05 | 6,367E-05 | ,000 | 2,951E-05 | 5,289E-05 | -3,982E-05 | -3,945E-05 | -6,678E-06 | 4,518E-06 | -3,467E-06 | -3,324E-05 | ,000 | -8,145E-05 | |
ME62_10 | 4,340E-05 | -3,597E-05 | 1,145E-05 | -2,401E-05 | 1,329E-05 | 4,400E-05 | -2,708E-05 | -1,421E-05 | ,000 | -1,552E-06 | 9,724E-07 | 2,878E-05 | 3,875E-05 | -1,847E-05 | -1,608E-06 | 2,599E-05 | -1,019E-05 | -1,882E-06 | ,000 | 3,007E-05 | -4,846E-05 | ,000 | 2,567E-05 | 4,032E-05 | -2,200E-05 | ,000 | 3,974E-05 | -2,026E-05 | -3,257E-05 | 3,797E-06 | 9,007E-05 | -3,818E-05 | 4,145E-06 | 1,531E-05 | 2,315E-06 | -3,861E-05 | ,000 | 8,877E-06 | 4,454E-05 | 9,847E-06 | -4,623E-05 | 1,353E-05 | 8,176E-05 | ,000 | 7,020E-05 | -9,722E-05 | -1,510E-05 | -9,612E-06 | ,000 | 8,009E-05 | 4,307E-05 | 4,779E-05 | 4,797E-05 | 3,763E-05 | -2,637E-05 | 3,479E-05 | ,000 | ,000 | ,000 | |
ME62_11 | 3,116E-06 | -8,216E-06 | 5,882E-06 | -9,231E-07 | -2,641E-06 | 2,349E-05 | 2,325E-06 | 1,193E-05 | -1,552E-06 | 9,379E-06 | -4,530E-06 | -1,696E-05 | 1,508E-06 | -3,446E-08 | -4,052E-06 | 2,936E-06 | 1,680E-05 | -2,938E-06 | -1,199E-05 | -1,178E-05 | 1,392E-05 | -2,255E-05 | -1,132E-05 | -5,830E-06 | 2,193E-05 | -7,897E-06 | 3,934E-07 | 7,791E-06 | -2,542E-06 | 3,204E-05 | 5,673E-06 | 7,863E-06 | -4,944E-06 | 9,249E-07 | -3,795E-05 | -1,555E-06 | -6,817E-05 | -9,290E-06 | -2,679E-05 | -1,026E-05 | 3,897E-06 | -1,742E-05 | -2,304E-06 | 1,242E-06 | 9,471E-06 | -1,012E-05 | -3,015E-05 | 2,004E-05 | -6,142E-05 | 6,479E-06 | 1,417E-05 | 1,611E-05 | 4,411E-06 | -1,518E-06 | 4,079E-06 | -1,662E-05 | ,000 | -5,428E-05 | 3,189E-05 | |
ME62_12 | -8,483E-08 | -2,394E-06 | -2,651E-06 | 7,752E-06 | -5,676E-06 | -1,144E-05 | 1,152E-06 | -1,326E-05 | 9,724E-07 | -4,530E-06 | 7,663E-06 | 1,100E-05 | 8,525E-07 | -1,413E-06 | -1,526E-06 | -9,333E-06 | -5,658E-06 | 9,813E-08 | -3,377E-06 | 1,279E-05 | -6,273E-06 | 8,525E-06 | 6,535E-06 | -1,088E-05 | -2,387E-05 | 3,002E-06 | -1,252E-05 | 4,313E-06 | 4,668E-06 | -3,376E-06 | -1,357E-05 | -5,787E-06 | 1,267E-05 | -5,504E-06 | 4,580E-05 | 1,537E-05 | -3,683E-05 | 7,524E-06 | 2,471E-05 | 4,932E-06 | 3,442E-06 | 9,551E-06 | -2,145E-05 | 5,474E-05 | 1,415E-05 | 1,256E-05 | 2,399E-05 | -2,119E-05 | 5,207E-05 | -1,675E-05 | -1,940E-05 | 4,102E-05 | 3,233E-06 | -1,857E-06 | -1,447E-06 | 6,324E-06 | 1,704E-05 | ,000 | 1,072E-05 | |
ME62_13 | 4,379E-05 | -2,927E-05 | -7,481E-08 | -9,913E-07 | -1,802E-05 | -8,571E-05 | -1,706E-06 | -5,351E-05 | 2,878E-05 | -1,696E-05 | 1,100E-05 | ,000 | 1,484E-05 | -1,697E-05 | 1,012E-06 | -7,971E-06 | ,000 | 1,082E-05 | 8,288E-06 | 4,701E-05 | -5,319E-05 | ,000 | 4,224E-05 | 2,075E-05 | -6,877E-05 | -6,528E-05 | 4,143E-06 | -3,060E-05 | -5,332E-07 | -8,845E-05 | -4,553E-06 | -1,068E-05 | -8,656E-06 | -1,727E-05 | ,000 | -3,543E-05 | ,000 | 3,657E-05 | ,000 | 6,636E-05 | -3,102E-06 | 6,930E-05 | -2,396E-05 | ,000 | 4,126E-05 | 7,499E-06 | 8,001E-05 | -7,270E-05 | ,000 | 4,485E-05 | -5,287E-05 | 5,588E-05 | 1,916E-05 | 3,242E-05 | -2,034E-05 | 2,898E-05 | ,000 | ,000 | 1,603E-05 | |
ME62_14 | 2,475E-05 | -3,129E-05 | 1,095E-05 | -1,952E-05 | 3,686E-06 | 1,984E-05 | -8,407E-06 | 1,216E-05 | 3,875E-05 | 1,508E-06 | 8,525E-07 | 1,484E-05 | 4,412E-05 | -1,172E-05 | -7,982E-06 | 8,113E-06 | -5,177E-06 | 8,593E-07 | 3,253E-05 | 1,156E-05 | -2,665E-05 | 9,409E-05 | 1,320E-05 | 9,822E-06 | -3,416E-06 | ,000 | 1,437E-05 | 2,180E-06 | -2,175E-05 | 9,888E-06 | 4,923E-05 | -2,398E-05 | 3,430E-05 | 3,446E-07 | -1,375E-05 | -3,740E-05 | ,000 | 4,504E-05 | 6,138E-06 | 1,100E-05 | -1,424E-05 | 1,396E-06 | 5,768E-05 | -5,000E-05 | 6,894E-05 | -6,607E-05 | -1,081E-05 | -4,086E-05 | -7,534E-05 | 6,500E-05 | -2,849E-06 | 7,225E-05 | 7,017E-05 | 2,695E-05 | -2,119E-05 | 2,555E-05 | ,000 | -5,648E-05 | -7,017E-05 | |
ME62_15 | -8,215E-06 | 3,376E-05 | -9,701E-06 | 3,132E-06 | -3,105E-06 | -1,199E-05 | 2,414E-06 | 1,924E-05 | -1,847E-05 | -3,446E-08 | -1,413E-06 | -1,697E-05 | -1,172E-05 | 1,491E-05 | 8,357E-07 | -7,880E-06 | -3,399E-06 | -5,782E-07 | -1,905E-05 | -1,913E-05 | 2,360E-05 | -6,309E-05 | -8,522E-06 | -8,896E-06 | 1,911E-06 | 8,087E-08 | -1,590E-05 | 3,839E-06 | 1,426E-05 | 1,366E-06 | -9,428E-06 | 7,454E-06 | -1,939E-05 | -8,295E-07 | -4,124E-05 | 5,287E-06 | ,000 | 4,678E-06 | -2,651E-05 | 2,172E-06 | 7,967E-06 | 1,275E-06 | -9,562E-06 | 5,114E-05 | -9,910E-06 | 1,758E-05 | -8,420E-06 | 1,599E-05 | 7,031E-05 | -2,741E-05 | -1,344E-05 | -2,318E-06 | -2,894E-05 | -1,491E-05 | 7,853E-06 | -2,764E-06 | 1,345E-05 | ,000 | 4,071E-06 | |
ME62_17 | -1,075E-05 | 2,156E-05 | -4,346E-06 | -2,546E-06 | 9,264E-06 | -1,164E-05 | -2,191E-06 | -1,535E-06 | -1,608E-06 | -4,052E-06 | -1,526E-06 | 1,012E-06 | -7,982E-06 | 8,357E-07 | 8,959E-06 | 1,431E-06 | 1,383E-05 | -8,553E-07 | 1,655E-05 | -4,073E-06 | -2,662E-06 | 1,609E-05 | -3,809E-06 | 1,358E-05 | 9,347E-06 | -8,842E-06 | 1,267E-05 | -9,149E-06 | -6,135E-06 | -9,468E-06 | 5,630E-08 | 3,589E-06 | -1,110E-05 | 7,950E-06 | -1,829E-06 | 4,753E-06 | 3,722E-05 | -2,370E-05 | 6,472E-06 | -1,561E-05 | -4,447E-06 | 2,078E-06 | 9,074E-06 | -3,832E-05 | -2,581E-05 | 2,939E-06 | 9,756E-06 | 8,435E-06 | 1,754E-06 | 4,790E-06 | 1,845E-05 | -5,207E-05 | -3,101E-05 | -4,852E-06 | 2,522E-06 | 6,411E-06 | 4,645E-05 | ,000 | -3,584E-05 | |
ME62_18 | 9,997E-06 | -2,934E-05 | 1,466E-05 | -2,210E-05 | 2,128E-05 | 4,025E-05 | -1,228E-05 | 6,606E-06 | 2,599E-05 | 2,936E-06 | -9,333E-06 | -7,971E-06 | 8,113E-06 | -7,880E-06 | 1,431E-06 | 3,182E-05 | 2,887E-05 | 5,680E-07 | 4,726E-05 | -8,909E-07 | -1,004E-05 | -7,762E-06 | 4,562E-06 | 3,670E-05 | 2,007E-05 | -2,235E-05 | 3,909E-05 | -1,762E-05 | -1,733E-05 | -8,917E-06 | 5,514E-05 | -1,073E-05 | 1,514E-05 | 1,239E-05 | -6,124E-05 | -4,136E-05 | ,000 | -1,602E-05 | -2,175E-05 | 4,208E-06 | -2,426E-05 | -1,057E-05 | 6,802E-05 | ,000 | -3,521E-05 | -5,247E-05 | -4,104E-05 | 3,690E-05 | ,000 | 4,197E-05 | 5,923E-05 | -6,864E-05 | 2,728E-05 | 2,010E-05 | -9,799E-06 | 3,365E-06 | 5,054E-05 | ,000 | -6,049E-05 | |
ME62_19 | ,000 | 3,806E-05 | 1,294E-05 | -2,194E-05 | 6,846E-05 | ,000 | -1,563E-05 | 9,673E-05 | -1,019E-05 | 1,680E-05 | -5,658E-06 | ,000 | -5,177E-06 | -3,399E-06 | 1,383E-05 | 2,887E-05 | ,001 | -2,332E-05 | ,000 | -8,501E-05 | 2,371E-05 | -1,459E-06 | -6,708E-05 | 1,310E-05 | ,000 | ,000 | 6,279E-05 | 2,710E-05 | -5,378E-05 | ,000 | 4,834E-05 | -2,284E-05 | 6,659E-05 | 6,168E-05 | ,000 | 9,429E-05 | -8,364E-05 | ,000 | -9,227E-05 | ,000 | -3,896E-05 | ,000 | ,000 | ,000 | -7,601E-05 | -7,914E-05 | -8,286E-05 | 8,050E-05 | -,001 | -2,807E-05 | ,000 | ,000 | ,000 | -3,253E-05 | 2,015E-05 | -1,047E-05 | ,000 | -,001 | ,000 | |
ME62_20 | -7,425E-07 | -4,271E-06 | -4,869E-06 | 3,401E-06 | -7,159E-06 | -9,484E-06 | -2,053E-06 | -6,838E-06 | -1,882E-06 | -2,938E-06 | 9,813E-08 | 1,082E-05 | 8,593E-07 | -5,782E-07 | -8,553E-07 | 5,680E-07 | -2,332E-05 | 7,598E-06 | -2,277E-06 | 5,206E-06 | -1,389E-05 | 1,602E-05 | 1,067E-05 | 2,664E-07 | -1,553E-05 | 4,961E-05 | -2,277E-06 | -5,490E-06 | 7,222E-06 | -3,200E-05 | -7,185E-06 | -1,135E-05 | 3,434E-06 | -3,143E-06 | 4,394E-05 | -9,068E-06 | 8,661E-05 | 2,888E-05 | 2,500E-05 | 1,529E-05 | 3,270E-07 | 7,110E-06 | 2,356E-06 | -1,183E-05 | 9,464E-06 | 1,072E-05 | 2,191E-05 | -2,679E-05 | 6,440E-05 | -1,093E-05 | -2,655E-05 | -1,717E-05 | 1,221E-05 | 9,267E-06 | -4,459E-06 | 3,998E-06 | ,000 | 3,599E-05 | -3,290E-06 | |
ME62_21 | 6,176E-06 | 6,295E-06 | 8,611E-06 | -5,269E-05 | 5,718E-05 | 5,336E-05 | -4,272E-05 | 1,539E-05 | ,000 | -1,199E-05 | -3,377E-06 | 8,288E-06 | 3,253E-05 | -1,905E-05 | 1,655E-05 | 4,726E-05 | ,000 | -2,277E-06 | ,000 | 1,875E-05 | -5,824E-05 | ,000 | 1,748E-05 | 9,249E-05 | 5,976E-07 | ,000 | 8,865E-05 | -4,140E-05 | -6,140E-05 | -1,946E-05 | ,000 | -6,282E-05 | 6,697E-05 | 4,430E-05 | ,000 | -4,809E-05 | ,001 | -1,641E-05 | 2,240E-05 | -3,190E-05 | -7,268E-05 | 4,205E-06 | ,000 | ,000 | -1,432E-05 | ,000 | -1,488E-05 | 6,939E-06 | ,000 | 9,417E-05 | ,000 | -9,226E-05 | -4,559E-06 | 4,636E-05 | -3,425E-05 | 6,540E-05 | ,001 | -,001 | ,000 | |
ME62_22 | 2,640E-05 | -4,912E-05 | -4,551E-06 | 1,722E-05 | -6,824E-06 | 4,435E-06 | -3,787E-06 | -7,100E-05 | 3,007E-05 | -1,178E-05 | 1,279E-05 | 4,701E-05 | 1,156E-05 | -1,913E-05 | -4,073E-06 | -8,909E-07 | -8,501E-05 | 5,206E-06 | 1,875E-05 | 9,724E-05 | -5,713E-05 | ,000 | 4,056E-05 | -2,604E-06 | -7,994E-05 | 5,346E-05 | -6,520E-06 | -3,437E-06 | -1,575E-06 | -4,140E-05 | -2,067E-05 | -2,917E-05 | 4,942E-05 | -1,182E-05 | ,000 | 1,404E-05 | ,000 | 2,255E-05 | ,000 | 2,493E-05 | -5,786E-06 | 2,690E-05 | -1,728E-05 | -1,011E-05 | 3,329E-05 | 1,649E-05 | 6,652E-05 | -7,300E-05 | ,000 | -8,574E-06 | -4,908E-05 | 4,278E-05 | 6,642E-05 | 1,933E-05 | -1,496E-05 | 1,938E-05 | ,000 | ,000 | 4,563E-06 | |
METI_1 | -1,270E-05 | 3,519E-05 | 8,212E-06 | -1,417E-06 | -7,250E-07 | 3,969E-06 | 1,242E-05 | 4,895E-05 | -4,846E-05 | 1,392E-05 | -6,273E-06 | -5,319E-05 | -2,665E-05 | 2,360E-05 | -2,662E-06 | -1,004E-05 | 2,371E-05 | -1,389E-05 | -5,824E-05 | -5,713E-05 | 8,914E-05 | ,000 | -4,381E-05 | -2,444E-05 | 4,828E-05 | -5,505E-05 | -2,694E-05 | 2,092E-05 | 1,860E-05 | 7,244E-05 | -1,106E-06 | 3,983E-05 | -2,634E-05 | -2,367E-06 | ,000 | 1,317E-05 | ,000 | -4,840E-05 | ,000 | -1,357E-05 | 2,237E-05 | -2,237E-05 | -4,518E-05 | ,000 | -4,939E-05 | 1,460E-05 | -7,422E-05 | 9,925E-05 | -7,978E-05 | -3,173E-05 | 4,001E-05 | 4,806E-05 | -7,048E-05 | -3,697E-05 | 2,410E-05 | -3,531E-05 | ,000 | 8,065E-05 | 9,131E-05 | |
ME64_21 | 1,744E-05 | -2,302E-05 | -2,976E-05 | 9,462E-07 | 9,750E-06 | -2,825E-05 | -5,751E-06 | -8,579E-05 | ,000 | -2,255E-05 | 8,525E-06 | ,000 | 9,409E-05 | -6,309E-05 | 1,609E-05 | -7,762E-06 | -1,459E-06 | 1,602E-05 | ,000 | ,000 | ,000 | ,001 | 6,417E-05 | 4,519E-05 | -1,634E-05 | 4,522E-05 | 7,622E-05 | -1,868E-05 | -9,480E-05 | -7,748E-05 | -4,552E-05 | -3,996E-05 | -7,236E-06 | 1,801E-05 | ,000 | 1,493E-05 | ,001 | 9,315E-05 | ,000 | -6,695E-05 | -3,632E-05 | 2,225E-05 | ,000 | ,000 | ,000 | -4,548E-05 | ,000 | ,000 | ,000 | ,000 | ,000 | -9,699E-05 | ,000 | 5,826E-05 | -4,336E-05 | 8,619E-05 | ,001 | ,000 | ,000 | |
ME64_33 | 2,656E-05 | -3,587E-05 | -7,189E-06 | 2,079E-06 | -6,449E-06 | -1,526E-05 | -6,173E-06 | -3,631E-05 | 2,567E-05 | -1,132E-05 | 6,535E-06 | 4,224E-05 | 1,320E-05 | -8,522E-06 | -3,809E-06 | 4,562E-06 | -6,708E-05 | 1,067E-05 | 1,748E-05 | 4,056E-05 | -4,381E-05 | 6,417E-05 | 4,665E-05 | 1,630E-06 | -6,892E-05 | 5,779E-06 | -4,832E-06 | -1,114E-05 | 6,352E-06 | -5,908E-05 | 5,461E-06 | -2,655E-05 | 2,685E-05 | -1,081E-05 | 8,201E-05 | -1,573E-05 | ,000 | 4,762E-05 | 7,353E-05 | 4,617E-05 | -1,027E-05 | 3,266E-05 | 1,113E-05 | -2,455E-05 | 9,561E-06 | 3,310E-06 | 4,771E-05 | -5,603E-05 | ,000 | 3,258E-06 | -4,807E-05 | -4,187E-06 | 5,800E-05 | 2,145E-05 | -1,586E-05 | 2,243E-05 | ,000 | ,000 | -3,094E-05 | |
FM62_23 | 9,883E-06 | 4,904E-06 | 1,171E-05 | -3,775E-05 | 3,639E-05 | 5,911E-06 | -2,057E-05 | 9,974E-06 | 4,032E-05 | -5,830E-06 | -1,088E-05 | 2,075E-05 | 9,822E-06 | -8,896E-06 | 1,358E-05 | 3,670E-05 | 1,310E-05 | 2,664E-07 | 9,249E-05 | -2,604E-06 | -2,444E-05 | 4,519E-05 | 1,630E-06 | 9,051E-05 | 2,713E-05 | ,000 | 7,727E-05 | -5,266E-05 | -3,741E-05 | -4,548E-05 | 8,342E-05 | -1,012E-05 | -1,831E-05 | 2,523E-05 | ,000 | -6,842E-05 | ,000 | -4,736E-05 | 5,598E-06 | 2,895E-06 | -3,997E-05 | 1,963E-05 | ,000 | ,000 | -4,382E-05 | -8,398E-05 | -2,786E-05 | 4,202E-05 | ,000 | 8,533E-05 | 9,983E-05 | -9,520E-05 | -2,576E-05 | 2,742E-05 | -1,693E-05 | 3,090E-05 | ,000 | -,001 | ,000 | |
FM62_24 | -4,251E-05 | 2,644E-05 | 2,438E-05 | -2,817E-05 | 3,259E-05 | 4,221E-05 | 7,805E-06 | 7,838E-05 | -2,200E-05 | 2,193E-05 | -2,387E-05 | -6,877E-05 | -3,416E-06 | 1,911E-06 | 9,347E-06 | 2,007E-05 | ,000 | -1,553E-05 | 5,976E-07 | -7,994E-05 | 4,828E-05 | -1,634E-05 | -6,892E-05 | 2,713E-05 | ,000 | -3,356E-05 | 5,246E-05 | 4,712E-06 | -3,670E-05 | 9,345E-05 | 2,838E-05 | 5,212E-05 | -7,711E-05 | 3,047E-05 | ,000 | -6,003E-06 | ,000 | -8,700E-05 | ,000 | -8,220E-05 | -7,715E-06 | -6,996E-05 | 5,796E-05 | ,000 | -6,162E-05 | -5,334E-05 | ,000 | ,000 | ,000 | 7,036E-05 | ,000 | ,000 | -5,298E-05 | -2,027E-05 | 2,141E-05 | -3,882E-05 | ,000 | -,001 | -2,451E-05 | |
FM62_34 | ,000 | -6,447E-05 | -3,493E-05 | ,000 | -5,875E-05 | -3,384E-06 | 5,266E-05 | ,000 | ,000 | -7,897E-06 | 3,002E-06 | -6,528E-05 | ,000 | 8,087E-08 | -8,842E-06 | -2,235E-05 | ,000 | 4,961E-05 | ,000 | 5,346E-05 | -5,505E-05 | 4,522E-05 | 5,779E-06 | ,000 | -3,356E-05 | ,002 | -8,679E-05 | 3,953E-05 | ,000 | ,000 | ,000 | 2,156E-06 | 7,449E-05 | -4,670E-05 | ,001 | ,000 | ,000 | ,000 | 9,123E-05 | 7,991E-06 | 7,236E-05 | -6,298E-05 | ,000 | ,000 | -6,906E-05 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | 3,111E-05 | -1,200E-05 | 4,227E-05 | ,000 | ,000 | ,000 | ,000 | |
FMS1TR1 | 2,083E-07 | -1,401E-05 | 1,808E-05 | -3,534E-05 | 3,938E-05 | 3,267E-05 | -1,853E-05 | 1,141E-05 | 3,974E-05 | 3,934E-07 | -1,252E-05 | 4,143E-06 | 1,437E-05 | -1,590E-05 | 1,267E-05 | 3,909E-05 | 6,279E-05 | -2,277E-06 | 8,865E-05 | -6,520E-06 | -2,694E-05 | 7,622E-05 | -4,832E-06 | 7,727E-05 | 5,246E-05 | -8,679E-05 | 8,675E-05 | -4,229E-05 | -4,885E-05 | -1,309E-05 | 8,629E-05 | -7,492E-06 | -5,499E-06 | 3,024E-05 | -9,582E-05 | -5,355E-05 | ,000 | -6,771E-05 | 4,619E-07 | -2,660E-05 | -3,815E-05 | -1,031E-05 | ,000 | ,000 | -4,894E-05 | -9,213E-05 | -3,946E-05 | 4,737E-05 | ,000 | 9,940E-05 | ,000 | ,000 | -2,092E-05 | 2,490E-05 | -1,325E-05 | 1,993E-05 | ,000 | -,001 | ,000 | |
FMS1TR2 | -5,588E-06 | -4,697E-06 | -3,805E-07 | 1,478E-05 | -1,214E-05 | 2,208E-05 | 1,162E-05 | 5,191E-06 | -2,026E-05 | 7,791E-06 | 4,313E-06 | -3,060E-05 | 2,180E-06 | 3,839E-06 | -9,149E-06 | -1,762E-05 | 2,710E-05 | -5,490E-06 | -4,140E-05 | -3,437E-06 | 2,092E-05 | -1,868E-05 | -1,114E-05 | -5,266E-05 | 4,712E-06 | 3,953E-05 | -4,229E-05 | 4,545E-05 | 9,591E-06 | 6,324E-05 | -3,473E-05 | 7,584E-06 | 3,073E-05 | -9,596E-06 | -1,097E-05 | 4,560E-05 | ,000 | 2,382E-05 | -4,145E-05 | -2,294E-05 | 1,812E-05 | -3,136E-05 | -4,286E-05 | ,000 | 2,958E-05 | 2,740E-05 | -9,642E-06 | -1,488E-05 | 6,836E-05 | -3,552E-05 | -3,189E-05 | 6,372E-05 | 2,905E-05 | -1,815E-05 | 9,298E-06 | -1,702E-05 | ,000 | ,000 | 6,378E-05 | |
FMS1TR3 | -5,801E-06 | 1,059E-05 | -1,330E-05 | 2,304E-05 | -2,637E-05 | -2,988E-05 | 9,314E-06 | -8,591E-06 | -3,257E-05 | -2,542E-06 | 4,668E-06 | -5,332E-07 | -2,175E-05 | 1,426E-05 | -6,135E-06 | -1,733E-05 | -5,378E-05 | 7,222E-06 | -6,140E-05 | -1,575E-06 | 1,860E-05 | -9,480E-05 | 6,352E-06 | -3,741E-05 | -3,670E-05 | ,000 | -4,885E-05 | 9,591E-06 | 4,518E-05 | -3,626E-05 | -5,854E-05 | 1,975E-06 | -9,674E-06 | -1,897E-05 | 9,369E-05 | 1,337E-05 | ,000 | 4,716E-05 | 4,049E-06 | 3,658E-05 | 2,279E-05 | 1,536E-05 | -6,937E-05 | ,000 | 6,187E-06 | 7,299E-05 | 2,843E-05 | -1,731E-05 | ,000 | -8,000E-05 | -8,685E-05 | 3,493E-05 | -9,451E-06 | -1,052E-05 | 9,305E-06 | -1,829E-05 | -2,038E-05 | ,000 | ,000 | |
FMS1TR4 | -1,829E-06 | -2,712E-06 | 2,217E-05 | -5,716E-07 | 9,241E-06 | ,000 | 9,821E-06 | 5,188E-05 | 3,797E-06 | 3,204E-05 | -3,376E-06 | -8,845E-05 | 9,888E-06 | 1,366E-06 | -9,468E-06 | -8,917E-06 | ,000 | -3,200E-05 | -1,946E-05 | -4,140E-05 | 7,244E-05 | -7,748E-05 | -5,908E-05 | -4,548E-05 | 9,345E-05 | ,000 | -1,309E-05 | 6,324E-05 | -3,626E-05 | ,000 | 2,372E-05 | 4,466E-05 | -5,622E-06 | 9,729E-06 | ,000 | 8,069E-05 | -,001 | ,000 | ,000 | ,000 | 1,359E-05 | -8,589E-05 | -1,762E-05 | ,000 | 4,264E-05 | -6,153E-05 | ,000 | ,000 | ,000 | -2,654E-06 | ,000 | ,000 | 1,973E-05 | -4,436E-05 | 2,667E-05 | -5,211E-05 | -,001 | 1,985E-05 | 6,234E-05 | |
FM64_4 | 4,659E-05 | -3,237E-05 | 3,348E-05 | -7,018E-05 | 4,874E-05 | 7,053E-05 | -3,710E-05 | 5,368E-05 | 9,007E-05 | 5,673E-06 | -1,357E-05 | -4,553E-06 | 4,923E-05 | -9,428E-06 | 5,630E-08 | 5,514E-05 | 4,834E-05 | -7,185E-06 | ,000 | -2,067E-05 | -1,106E-06 | -4,552E-05 | 5,461E-06 | 8,342E-05 | 2,838E-05 | ,000 | 8,629E-05 | -3,473E-05 | -5,854E-05 | 2,372E-05 | ,000 | -4,227E-05 | 5,267E-05 | 3,469E-05 | ,000 | ,000 | ,001 | -4,189E-05 | -6,687E-05 | 9,225E-06 | -5,862E-05 | -1,168E-05 | ,000 | ,000 | -3,606E-05 | ,000 | ,000 | 7,626E-05 | ,000 | ,000 | ,000 | 1,101E-05 | 1,810E-05 | 4,312E-05 | -3,403E-05 | 5,152E-05 | ,000 | -,001 | ,000 | |
FM64_7 | -3,393E-06 | 1,789E-05 | 3,399E-06 | 6,156E-06 | 3,001E-07 | -2,200E-05 | 2,072E-05 | 9,568E-06 | -3,818E-05 | 7,863E-06 | -5,787E-06 | -1,068E-05 | -2,398E-05 | 7,454E-06 | 3,589E-06 | -1,073E-05 | -2,284E-05 | -1,135E-05 | -6,282E-05 | -2,917E-05 | 3,983E-05 | -3,996E-05 | -2,655E-05 | -1,012E-05 | 5,212E-05 | 2,156E-06 | -7,492E-06 | 7,584E-06 | 1,975E-06 | 4,466E-05 | -4,227E-05 | 6,455E-05 | -7,945E-05 | -6,021E-06 | -4,074E-05 | 2,627E-05 | ,000 | -7,043E-05 | -5,998E-05 | -1,530E-05 | 2,156E-05 | -5,426E-06 | -5,654E-05 | 6,177E-06 | -5,153E-05 | 3,560E-05 | -3,940E-05 | 6,874E-05 | 6,457E-06 | 3,042E-06 | 2,256E-05 | -4,036E-05 | -4,103E-05 | -3,363E-05 | 2,421E-05 | -3,505E-05 | ,000 | -3,136E-05 | ,000 | |
FM64_E7S | 1,088E-05 | -8,140E-05 | 2,487E-05 | -9,197E-06 | 1,242E-05 | 6,953E-05 | -1,808E-05 | -4,458E-05 | 4,145E-06 | -4,944E-06 | 1,267E-05 | -8,656E-06 | 3,430E-05 | -1,939E-05 | -1,110E-05 | 1,514E-05 | 6,659E-05 | 3,434E-06 | 6,697E-05 | 4,942E-05 | -2,634E-05 | -7,236E-06 | 2,685E-05 | -1,831E-05 | -7,711E-05 | 7,449E-05 | -5,499E-06 | 3,073E-05 | -9,674E-06 | -5,622E-06 | 5,267E-05 | -7,945E-05 | ,000 | -8,748E-06 | 1,930E-05 | -2,604E-05 | 4,825E-05 | 8,840E-05 | -1,529E-05 | 1,958E-07 | -1,539E-05 | -1,767E-05 | 4,550E-05 | ,000 | 7,076E-05 | -4,595E-05 | 2,900E-05 | -8,242E-05 | ,000 | -5,523E-06 | -1,202E-05 | ,000 | 5,625E-05 | 4,189E-05 | -3,346E-05 | 3,889E-05 | ,000 | ,000 | -5,180E-05 | |
FM64_E7E | -1,134E-05 | 1,961E-05 | 1,571E-07 | -1,226E-05 | 1,856E-05 | 2,077E-05 | -8,634E-06 | 1,567E-05 | 1,531E-05 | 9,249E-07 | -5,504E-06 | -1,727E-05 | 3,446E-07 | -8,295E-07 | 7,950E-06 | 1,239E-05 | 6,168E-05 | -3,143E-06 | 4,430E-05 | -1,182E-05 | -2,367E-06 | 1,801E-05 | -1,081E-05 | 2,523E-05 | 3,047E-05 | -4,670E-05 | 3,024E-05 | -9,596E-06 | -1,897E-05 | 9,729E-06 | 3,469E-05 | -6,021E-06 | -8,748E-06 | 2,119E-05 | -8,038E-05 | -4,577E-06 | ,000 | -3,594E-05 | -8,640E-06 | -3,272E-05 | -1,740E-05 | -1,834E-05 | 4,834E-05 | -5,782E-05 | -2,847E-05 | -3,366E-05 | -1,830E-05 | 2,383E-05 | ,000 | 2,826E-05 | 5,600E-05 | -6,445E-05 | -2,714E-05 | -3,955E-07 | -1,542E-07 | 8,165E-06 | 5,380E-05 | ,000 | -8,598E-05 | |
FM64_9 | -7,494E-05 | -8,618E-05 | -3,757E-05 | ,000 | -9,716E-05 | ,000 | 1,692E-05 | ,000 | 2,315E-06 | -3,795E-05 | 4,580E-05 | ,000 | -1,375E-05 | -4,124E-05 | -1,829E-06 | -6,124E-05 | ,000 | 4,394E-05 | ,000 | ,000 | ,000 | ,000 | 8,201E-05 | ,000 | ,000 | ,001 | -9,582E-05 | -1,097E-05 | 9,369E-05 | ,000 | ,000 | -4,074E-05 | 1,930E-05 | -8,038E-05 | ,002 | ,000 | 4,818E-05 | ,000 | ,000 | 4,442E-05 | 5,500E-05 | 9,965E-05 | ,000 | 9,067E-05 | ,000 | ,000 | ,000 | ,000 | ,001 | ,000 | ,000 | -1,193E-05 | ,000 | 3,543E-05 | -1,207E-06 | -4,171E-05 | -5,809E-05 | ,001 | ,000 | |
FM64_10 | -5,213E-05 | 3,607E-05 | -2,443E-05 | 5,030E-05 | -1,433E-05 | -5,151E-06 | 2,014E-05 | -2,691E-05 | -3,861E-05 | -1,555E-06 | 1,537E-05 | -3,543E-05 | -3,740E-05 | 5,287E-06 | 4,753E-06 | -4,136E-05 | 9,429E-05 | -9,068E-06 | -4,809E-05 | 1,404E-05 | 1,317E-05 | 1,493E-05 | -1,573E-05 | -6,842E-05 | -6,003E-06 | ,000 | -5,355E-05 | 4,560E-05 | 1,337E-05 | 8,069E-05 | ,000 | 2,627E-05 | -2,604E-05 | -4,577E-06 | ,000 | ,000 | ,000 | -5,793E-05 | 4,414E-05 | -7,690E-05 | 2,662E-05 | -2,873E-05 | ,000 | ,000 | -2,327E-05 | ,000 | 5,341E-05 | -1,119E-05 | ,000 | ,000 | -2,078E-05 | -5,663E-05 | -2,712E-05 | -5,816E-05 | 3,369E-05 | -3,064E-05 | ,000 | ,001 | 8,187E-05 | |
FM64_14 | ,000 | ,000 | 6,549E-05 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | -6,817E-05 | -3,683E-05 | ,000 | ,000 | ,000 | 3,722E-05 | ,000 | -8,364E-05 | 8,661E-05 | ,001 | ,000 | ,000 | ,001 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | -,001 | ,001 | ,000 | 4,825E-05 | ,000 | 4,818E-05 | ,000 | ,005 | ,000 | ,000 | ,000 | ,000 | ,000 | ,001 | -,002 | ,000 | ,000 | 6,996E-05 | -6,504E-05 | -,001 | ,000 | ,000 | -,001 | ,000 | ,000 | ,000 | ,000 | ,002 | -,003 | -,001 | |
FM64_15 | 1,682E-05 | -2,427E-05 | -1,555E-05 | 4,412E-06 | -4,334E-05 | -3,814E-05 | -2,871E-06 | 4,797E-06 | 8,877E-06 | -9,290E-06 | 7,524E-06 | 3,657E-05 | 4,504E-05 | 4,678E-06 | -2,370E-05 | -1,602E-05 | ,000 | 2,888E-05 | -1,641E-05 | 2,255E-05 | -4,840E-05 | 9,315E-05 | 4,762E-05 | -4,736E-05 | -8,700E-05 | ,000 | -6,771E-05 | 2,382E-05 | 4,716E-05 | ,000 | -4,189E-05 | -7,043E-05 | 8,840E-05 | -3,594E-05 | ,000 | -5,793E-05 | ,000 | ,000 | 1,230E-05 | ,000 | 6,334E-06 | 4,160E-05 | 2,235E-05 | 4,378E-05 | ,000 | 3,094E-05 | 7,951E-05 | ,000 | ,000 | -5,550E-05 | ,000 | ,000 | ,000 | 5,884E-05 | -3,458E-05 | 2,869E-05 | ,001 | ,001 | -1,762E-06 | |
FM64_16S | 1,005E-05 | -1,710E-05 | -4,240E-05 | 4,968E-05 | -3,768E-05 | -5,313E-05 | -1,243E-05 | ,000 | 4,454E-05 | -2,679E-05 | 2,471E-05 | ,000 | 6,138E-06 | -2,651E-05 | 6,472E-06 | -2,175E-05 | -9,227E-05 | 2,500E-05 | 2,240E-05 | ,000 | ,000 | ,000 | 7,353E-05 | 5,598E-06 | ,000 | 9,123E-05 | 4,619E-07 | -4,145E-05 | 4,049E-06 | ,000 | -6,687E-05 | -5,998E-05 | -1,529E-05 | -8,640E-06 | ,000 | 4,414E-05 | ,000 | 1,230E-05 | ,000 | 1,875E-05 | 1,305E-07 | 6,366E-05 | -5,411E-05 | -2,617E-05 | 9,114E-05 | 5,967E-05 | ,000 | ,000 | ,000 | -5,896E-05 | ,000 | 3,111E-05 | 5,537E-05 | 2,486E-05 | -1,881E-05 | 4,040E-05 | ,000 | ,000 | -3,105E-05 | |
FM64_16E | 5,014E-05 | -5,050E-05 | 5,334E-06 | -6,442E-06 | -2,311E-05 | -5,502E-05 | -3,365E-07 | -1,781E-05 | 9,847E-06 | -1,026E-05 | 4,932E-06 | 6,636E-05 | 1,100E-05 | 2,172E-06 | -1,561E-05 | 4,208E-06 | ,000 | 1,529E-05 | -3,190E-05 | 2,493E-05 | -1,357E-05 | -6,695E-05 | 4,617E-05 | 2,895E-06 | -8,220E-05 | 7,991E-06 | -2,660E-05 | -2,294E-05 | 3,658E-05 | ,000 | 9,225E-06 | -1,530E-05 | 1,958E-07 | -3,272E-05 | 4,442E-05 | -7,690E-05 | ,000 | ,000 | 1,875E-05 | ,000 | 3,163E-06 | 7,036E-05 | -1,713E-05 | -4,849E-05 | 1,380E-05 | 1,344E-05 | 2,412E-05 | -3,885E-05 | ,000 | 5,916E-06 | -8,862E-05 | 8,514E-05 | 6,503E-05 | 3,288E-05 | -2,136E-05 | 1,699E-05 | ,000 | ,000 | 6,811E-05 | |
FM6416AS | -5,883E-06 | 1,283E-05 | -8,091E-06 | 2,271E-05 | -2,424E-05 | -2,402E-05 | 1,552E-05 | -4,011E-06 | -4,623E-05 | 3,897E-06 | 3,442E-06 | -3,102E-06 | -1,424E-05 | 7,967E-06 | -4,447E-06 | -2,426E-05 | -3,896E-05 | 3,270E-07 | -7,268E-05 | -5,786E-06 | 2,237E-05 | -3,632E-05 | -1,027E-05 | -3,997E-05 | -7,715E-06 | 7,236E-05 | -3,815E-05 | 1,812E-05 | 2,279E-05 | 1,359E-05 | -5,862E-05 | 2,156E-05 | -1,539E-05 | -1,740E-05 | 5,500E-05 | 2,662E-05 | ,000 | 6,334E-06 | 1,305E-07 | 3,163E-06 | 3,457E-05 | -4,575E-07 | -7,832E-05 | ,000 | 1,900E-05 | 5,858E-05 | 1,562E-05 | -1,182E-05 | ,000 | -4,410E-05 | -5,666E-05 | 6,543E-05 | -1,150E-05 | -1,886E-05 | 1,326E-05 | -2,238E-05 | ,000 | ,000 | ,000 | |
FM6416AE | 2,613E-05 | 7,776E-06 | -1,018E-05 | -3,439E-07 | -1,058E-05 | -7,830E-05 | -1,225E-06 | -2,854E-05 | 1,353E-05 | -1,742E-05 | 9,551E-06 | 6,930E-05 | 1,396E-06 | 1,275E-06 | 2,078E-06 | -1,057E-05 | ,000 | 7,110E-06 | 4,205E-06 | 2,690E-05 | -2,237E-05 | 2,225E-05 | 3,266E-05 | 1,963E-05 | -6,996E-05 | -6,298E-05 | -1,031E-05 | -3,136E-05 | 1,536E-05 | -8,589E-05 | -1,168E-05 | -5,426E-06 | -1,767E-05 | -1,834E-05 | 9,965E-05 | -2,873E-05 | ,000 | 4,160E-05 | 6,366E-05 | 7,036E-05 | -4,575E-07 | 8,102E-05 | -2,011E-05 | -8,799E-05 | 2,399E-05 | 1,873E-05 | 5,970E-05 | -4,050E-05 | ,000 | 1,698E-06 | -5,963E-05 | 5,692E-05 | -3,768E-06 | 1,407E-05 | -1,250E-05 | 2,830E-05 | ,000 | ,000 | -6,455E-07 | |
BM62_25 | 1,431E-05 | -3,415E-06 | 1,697E-05 | -7,755E-05 | 6,849E-05 | 8,043E-05 | -4,280E-05 | 6,832E-05 | 8,176E-05 | -2,304E-06 | -2,145E-05 | -2,396E-05 | 5,768E-05 | -9,562E-06 | 9,074E-06 | 6,802E-05 | ,000 | 2,356E-06 | ,000 | -1,728E-05 | -4,518E-05 | ,000 | 1,113E-05 | ,000 | 5,796E-05 | ,000 | ,000 | -4,286E-05 | -6,937E-05 | -1,762E-05 | ,000 | -5,654E-05 | 4,550E-05 | 4,834E-05 | ,000 | ,000 | ,001 | 2,235E-05 | -5,411E-05 | -1,713E-05 | -7,832E-05 | -2,011E-05 | ,000 | ,000 | -1,959E-05 | ,000 | -8,735E-05 | 2,829E-05 | ,000 | ,000 | ,000 | ,000 | 5,642E-05 | 5,436E-05 | -4,021E-05 | 6,796E-05 | ,001 | -,001 | ,000 | |
BM62_30 | -9,089E-05 | 5,355E-05 | -5,405E-05 | ,000 | -7,577E-05 | 3,152E-05 | 5,875E-05 | 4,966E-08 | ,000 | 1,242E-06 | 5,474E-05 | ,000 | -5,000E-05 | 5,114E-05 | -3,832E-05 | ,000 | ,000 | -1,183E-05 | ,000 | -1,011E-05 | ,000 | ,000 | -2,455E-05 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | 6,177E-06 | ,000 | -5,782E-05 | 9,067E-05 | ,000 | -,002 | 4,378E-05 | -2,617E-05 | -4,849E-05 | ,000 | -8,799E-05 | ,000 | ,002 | -6,884E-05 | ,000 | 6,592E-05 | -8,495E-05 | ,001 | ,000 | ,000 | ,000 | 5,484E-05 | ,000 | 5,579E-05 | -4,751E-05 | -,001 | ,002 | ,000 | |
BMTB_1 | 4,565E-05 | -9,159E-06 | -9,430E-06 | 1,809E-05 | -6,129E-05 | 6,751E-06 | -7,015E-06 | -6,283E-06 | 7,020E-05 | 9,471E-06 | 1,415E-05 | 4,126E-05 | 6,894E-05 | -9,910E-06 | -2,581E-05 | -3,521E-05 | -7,601E-05 | 9,464E-06 | -1,432E-05 | 3,329E-05 | -4,939E-05 | ,000 | 9,561E-06 | -4,382E-05 | -6,162E-05 | -6,906E-05 | -4,894E-05 | 2,958E-05 | 6,187E-06 | 4,264E-05 | -3,606E-05 | -5,153E-05 | 7,076E-05 | -2,847E-05 | ,000 | -2,327E-05 | ,000 | ,000 | 9,114E-05 | 1,380E-05 | 1,900E-05 | 2,399E-05 | -1,959E-05 | -6,884E-05 | ,000 | -3,672E-05 | 5,525E-05 | ,000 | ,000 | -3,336E-05 | ,000 | ,000 | 7,149E-05 | 4,869E-05 | -2,808E-05 | 1,325E-05 | ,000 | ,001 | 8,104E-05 | |
BMTB_2 | -4,550E-05 | 3,924E-05 | -3,760E-05 | 6,980E-05 | -4,812E-05 | -8,581E-05 | 3,408E-05 | -5,833E-05 | -9,722E-05 | -1,012E-05 | 1,256E-05 | 7,499E-06 | -6,607E-05 | 1,758E-05 | 2,939E-06 | -5,247E-05 | -7,914E-05 | 1,072E-05 | ,000 | 1,649E-05 | 1,460E-05 | -4,548E-05 | 3,310E-06 | -8,398E-05 | -5,334E-05 | ,000 | -9,213E-05 | 2,740E-05 | 7,299E-05 | -6,153E-05 | ,000 | 3,560E-05 | -4,595E-05 | -3,366E-05 | ,000 | ,000 | ,000 | 3,094E-05 | 5,967E-05 | 1,344E-05 | 5,858E-05 | 1,873E-05 | ,000 | ,000 | -3,672E-05 | ,000 | ,000 | -5,751E-05 | ,001 | ,000 | ,000 | -3,313E-05 | -4,540E-05 | -4,795E-05 | 3,547E-05 | -4,572E-05 | ,000 | ,001 | ,000 | |
BMHR_1 | -2,441E-05 | 2,263E-05 | -3,903E-05 | 4,486E-05 | -3,502E-05 | ,000 | 3,830E-06 | -8,754E-05 | -1,510E-05 | -3,015E-05 | 2,399E-05 | 8,001E-05 | -1,081E-05 | -8,420E-06 | 9,756E-06 | -4,104E-05 | -8,286E-05 | 2,191E-05 | -1,488E-05 | 6,652E-05 | -7,422E-05 | ,000 | 4,771E-05 | -2,786E-05 | ,000 | ,000 | -3,946E-05 | -9,642E-06 | 2,843E-05 | ,000 | ,000 | -3,940E-05 | 2,900E-05 | -1,830E-05 | ,000 | 5,341E-05 | 6,996E-05 | 7,951E-05 | ,000 | 2,412E-05 | 1,562E-05 | 5,970E-05 | -8,735E-05 | 6,592E-05 | 5,525E-05 | ,000 | ,000 | ,000 | ,001 | -7,920E-05 | ,000 | -2,804E-06 | -2,903E-05 | 4,696E-06 | -7,729E-06 | 3,967E-05 | ,000 | ,001 | 5,021E-06 | |
BMHR_2 | -4,941E-06 | 1,106E-05 | 3,225E-05 | -3,168E-05 | 4,540E-05 | 6,042E-05 | -1,787E-07 | 6,367E-05 | -9,612E-06 | 2,004E-05 | -2,119E-05 | -7,270E-05 | -4,086E-05 | 1,599E-05 | 8,435E-06 | 3,690E-05 | 8,050E-05 | -2,679E-05 | 6,939E-06 | -7,300E-05 | 9,925E-05 | ,000 | -5,603E-05 | 4,202E-05 | ,000 | ,000 | 4,737E-05 | -1,488E-05 | -1,731E-05 | ,000 | 7,626E-05 | 6,874E-05 | -8,242E-05 | 2,383E-05 | ,000 | -1,119E-05 | -6,504E-05 | ,000 | ,000 | -3,885E-05 | -1,182E-05 | -4,050E-05 | 2,829E-05 | -8,495E-05 | ,000 | -5,751E-05 | ,000 | ,000 | -,001 | 3,382E-05 | ,000 | ,000 | -6,071E-05 | -3,662E-05 | 2,970E-05 | -5,503E-05 | -,001 | -,001 | 3,278E-05 | |
BM64_11 | 7,410E-05 | ,000 | ,000 | ,000 | ,000 | ,000 | 6,543E-05 | ,000 | ,000 | -6,142E-05 | 5,207E-05 | ,000 | -7,534E-05 | 7,031E-05 | 1,754E-06 | ,000 | -,001 | 6,440E-05 | ,000 | ,000 | -7,978E-05 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | 6,836E-05 | ,000 | ,000 | ,000 | 6,457E-06 | ,000 | ,000 | ,001 | ,000 | -,001 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,001 | ,000 | ,001 | ,001 | -,001 | ,003 | ,000 | -,001 | ,000 | ,000 | -6,618E-05 | 3,252E-05 | 3,675E-05 | ,001 | ,004 | ,000 | |
BM64_22 | 6,252E-05 | -4,420E-05 | 3,791E-05 | -7,032E-05 | 4,561E-05 | 2,002E-05 | -1,413E-05 | 2,951E-05 | 8,009E-05 | 6,479E-06 | -1,675E-05 | 4,485E-05 | 6,500E-05 | -2,741E-05 | 4,790E-06 | 4,197E-05 | -2,807E-05 | -1,093E-05 | 9,417E-05 | -8,574E-06 | -3,173E-05 | ,000 | 3,258E-06 | 8,533E-05 | 7,036E-05 | ,000 | 9,940E-05 | -3,552E-05 | -8,000E-05 | -2,654E-06 | ,000 | 3,042E-06 | -5,523E-06 | 2,826E-05 | ,000 | ,000 | ,000 | -5,550E-05 | -5,896E-05 | 5,916E-06 | -4,410E-05 | 1,698E-06 | ,000 | ,000 | -3,336E-05 | ,000 | -7,920E-05 | 3,382E-05 | ,000 | ,000 | ,000 | -6,716E-06 | 2,662E-05 | 4,319E-05 | -3,217E-05 | 4,875E-05 | ,000 | -,001 | ,000 | |
BM64_18 | -1,013E-05 | -1,236E-05 | 4,668E-05 | -6,033E-05 | 7,883E-05 | 9,372E-05 | -2,348E-05 | 5,289E-05 | 4,307E-05 | 1,417E-05 | -1,940E-05 | -5,287E-05 | -2,849E-06 | -1,344E-05 | 1,845E-05 | 5,923E-05 | ,000 | -2,655E-05 | ,000 | -4,908E-05 | 4,001E-05 | ,000 | -4,807E-05 | 9,983E-05 | ,000 | ,000 | ,000 | -3,189E-05 | -8,685E-05 | ,000 | ,000 | 2,256E-05 | -1,202E-05 | 5,600E-05 | ,000 | -2,078E-05 | ,000 | ,000 | ,000 | -8,862E-05 | -5,666E-05 | -5,963E-05 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | -,001 | ,000 | ,000 | ,000 | -7,474E-05 | -3,634E-06 | 1,899E-06 | 3,330E-06 | ,000 | -,001 | ,000 | |
CH62_26 | ,000 | -5,819E-05 | 2,885E-05 | 2,318E-05 | -8,176E-05 | 1,096E-05 | 7,232E-06 | -3,982E-05 | 4,779E-05 | 1,611E-05 | 4,102E-05 | 5,588E-05 | 7,225E-05 | -2,318E-06 | -5,207E-05 | -6,864E-05 | ,000 | -1,717E-05 | -9,226E-05 | 4,278E-05 | 4,806E-05 | -9,699E-05 | -4,187E-06 | -9,520E-05 | ,000 | ,000 | ,000 | 6,372E-05 | 3,493E-05 | ,000 | 1,101E-05 | -4,036E-05 | ,000 | -6,445E-05 | -1,193E-05 | -5,663E-05 | -,001 | ,000 | 3,111E-05 | 8,514E-05 | 6,543E-05 | 5,692E-05 | ,000 | ,000 | ,000 | -3,313E-05 | -2,804E-06 | ,000 | ,000 | -6,716E-06 | ,000 | ,001 | 6,393E-05 | 3,045E-05 | -3,786E-05 | 1,851E-05 | ,000 | ,001 | ,000 | |
CH62.28 | 5,636E-05 | ,000 | 1,855E-05 | -3,178E-06 | -9,891E-06 | 8,396E-05 | -2,983E-06 | -3,945E-05 | 4,797E-05 | 4,411E-06 | 3,233E-06 | 1,916E-05 | 7,017E-05 | -2,894E-05 | -3,101E-05 | 2,728E-05 | ,000 | 1,221E-05 | -4,559E-06 | 6,642E-05 | -7,048E-05 | ,000 | 5,800E-05 | -2,576E-05 | -5,298E-05 | 3,111E-05 | -2,092E-05 | 2,905E-05 | -9,451E-06 | 1,973E-05 | 1,810E-05 | -4,103E-05 | 5,625E-05 | -2,714E-05 | ,000 | -2,712E-05 | ,000 | ,000 | 5,537E-05 | 6,503E-05 | -1,150E-05 | -3,768E-06 | 5,642E-05 | 5,484E-05 | 7,149E-05 | -4,540E-05 | -2,903E-05 | -6,071E-05 | ,000 | 2,662E-05 | -7,474E-05 | 6,393E-05 | ,001 | 2,991E-05 | -3,459E-05 | 5,353E-06 | ,000 | ,000 | 1,992E-06 | |
CH62_29 | 2,501E-05 | -4,340E-05 | 1,243E-05 | -1,772E-05 | 2,068E-07 | 1,284E-05 | -1,431E-05 | -6,678E-06 | 3,763E-05 | -1,518E-06 | -1,857E-06 | 3,242E-05 | 2,695E-05 | -1,491E-05 | -4,852E-06 | 2,010E-05 | -3,253E-05 | 9,267E-06 | 4,636E-05 | 1,933E-05 | -3,697E-05 | 5,826E-05 | 2,145E-05 | 2,742E-05 | -2,027E-05 | -1,200E-05 | 2,490E-05 | -1,815E-05 | -1,052E-05 | -4,436E-05 | 4,312E-05 | -3,363E-05 | 4,189E-05 | -3,955E-07 | 3,543E-05 | -5,816E-05 | ,000 | 5,884E-05 | 2,486E-05 | 3,288E-05 | -1,886E-05 | 1,407E-05 | 5,436E-05 | ,000 | 4,869E-05 | -4,795E-05 | 4,696E-06 | -3,662E-05 | -6,618E-05 | 4,319E-05 | -3,634E-06 | 3,045E-05 | 2,991E-05 | 4,876E-05 | -2,495E-05 | 1,594E-05 | ,000 | ,000 | -4,557E-05 | |
CHEE_11 | -1,632E-05 | 2,086E-05 | -5,886E-06 | 1,275E-05 | -3,842E-06 | -4,520E-06 | 9,847E-06 | 4,518E-06 | -2,637E-05 | 4,079E-06 | -1,447E-06 | -2,034E-05 | -2,119E-05 | 7,853E-06 | 2,522E-06 | -9,799E-06 | 2,015E-05 | -4,459E-06 | -3,425E-05 | -1,496E-05 | 2,410E-05 | -4,336E-05 | -1,586E-05 | -1,693E-05 | 2,141E-05 | 4,227E-05 | -1,325E-05 | 9,298E-06 | 9,305E-06 | 2,667E-05 | -3,403E-05 | 2,421E-05 | -3,346E-05 | -1,542E-07 | -1,207E-06 | 3,369E-05 | ,000 | -3,458E-05 | -1,881E-05 | -2,136E-05 | 1,326E-05 | -1,250E-05 | -4,021E-05 | 5,579E-05 | -2,808E-05 | 3,547E-05 | -7,729E-06 | 2,970E-05 | 3,252E-05 | -3,217E-05 | 1,899E-06 | -3,786E-05 | -3,459E-05 | -2,495E-05 | 1,791E-05 | -2,371E-05 | ,000 | 6,760E-05 | 5,525E-05 | |
CH62_27 | 8,815E-06 | 1,710E-05 | -5,786E-06 | -1,934E-05 | 1,692E-05 | -2,346E-05 | -1,585E-05 | -3,467E-06 | 3,479E-05 | -1,662E-05 | 6,324E-06 | 2,898E-05 | 2,555E-05 | -2,764E-06 | 6,411E-06 | 3,365E-06 | -1,047E-05 | 3,998E-06 | 6,540E-05 | 1,938E-05 | -3,531E-05 | 8,619E-05 | 2,243E-05 | 3,090E-05 | -3,882E-05 | ,000 | 1,993E-05 | -1,702E-05 | -1,829E-05 | -5,211E-05 | 5,152E-05 | -3,505E-05 | 3,889E-05 | 8,165E-06 | -4,171E-05 | -3,064E-05 | ,000 | 2,869E-05 | 4,040E-05 | 1,699E-05 | -2,238E-05 | 2,830E-05 | 6,796E-05 | -4,751E-05 | 1,325E-05 | -4,572E-05 | 3,967E-05 | -5,503E-05 | 3,675E-05 | 4,875E-05 | 3,330E-06 | 1,851E-05 | 5,353E-06 | 1,594E-05 | -2,371E-05 | 6,629E-05 | ,000 | -6,650E-05 | ,000 | |
HH64_9H | 7,909E-05 | ,000 | ,000 | ,000 | 4,938E-05 | ,000 | ,000 | -3,324E-05 | ,000 | ,000 | 1,704E-05 | ,000 | ,000 | 1,345E-05 | 4,645E-05 | 5,054E-05 | ,000 | ,000 | ,001 | ,000 | ,000 | ,001 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | -2,038E-05 | -,001 | ,000 | ,000 | ,000 | 5,380E-05 | -5,809E-05 | ,000 | ,002 | ,001 | ,000 | ,000 | ,000 | ,000 | ,001 | -,001 | ,000 | ,000 | ,000 | -,001 | ,001 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,005 | ,000 | -,001 | |
HH62_33B | 6,949E-05 | 8,318E-05 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | ,000 | -5,428E-05 | ,000 | ,000 | -5,648E-05 | ,000 | ,000 | ,000 | -,001 | 3,599E-05 | -,001 | ,000 | 8,065E-05 | ,000 | ,000 | -,001 | -,001 | ,000 | -,001 | ,000 | ,000 | 1,985E-05 | -,001 | -3,136E-05 | ,000 | ,000 | ,001 | ,001 | -,003 | ,001 | ,000 | ,000 | ,000 | ,000 | -,001 | ,002 | ,001 | ,001 | ,001 | -,001 | ,004 | -,001 | -,001 | ,001 | ,000 | ,000 | 6,760E-05 | -6,650E-05 | ,000 | ,009 | ,001 | |
HH62_35 | 1,929E-05 | -9,710E-05 | 2,023E-05 | 9,489E-05 | ,000 | -4,103E-05 | 6,705E-05 | -8,145E-05 | ,000 | 3,189E-05 | 1,072E-05 | 1,603E-05 | -7,017E-05 | 4,071E-06 | -3,584E-05 | -6,049E-05 | ,000 | -3,290E-06 | ,000 | 4,563E-06 | 9,131E-05 | ,000 | -3,094E-05 | ,000 | -2,451E-05 | ,000 | ,000 | 6,378E-05 | ,000 | 6,234E-05 | ,000 | ,000 | -5,180E-05 | -8,598E-05 | ,000 | 8,187E-05 | -,001 | -1,762E-06 | -3,105E-05 | 6,811E-05 | ,000 | -6,455E-07 | ,000 | ,000 | 8,104E-05 | ,000 | 5,021E-06 | 3,278E-05 | ,000 | ,000 | ,000 | ,000 | 1,992E-06 | -4,557E-05 | 5,525E-05 | ,000 | -,001 | ,001 | ,001 | |
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FM64_16S | ,064 | -,074 | -,452 | ,455 | -,339 | -,224 | -,185 | -,610 | ,197 | -,470 | ,480 | ,518 | ,050 | -,369 | ,116 | -,207 | -,193 | ,488 | ,082 | ,620 | -,708 | ,503 | ,579 | ,032 | -,610 | ,120 | ,003 | -,330 | ,032 | -,368 | -,247 | -,401 | -,048 | -,101 | ,521 | ,188 | ,319 | ,036 | ,677(a) | ,086 | ,001 | ,380 | -,175 | -,035 | ,240 | ,219 | ,739 | -,590 | ,390 | -,188 | -,335 | ,046 | ,125 | ,191 | -,239 | ,267 | ,374 | ,170 | -,062 | |
FM64_16E | ,507 | -,348 | ,091 | -,094 | -,332 | -,370 | -,008 | -,148 | ,070 | -,287 | ,153 | ,538 | ,142 | ,048 | -,447 | ,064 | -,580 | ,476 | -,185 | ,217 | -,123 | -,196 | ,580 | ,026 | -,530 | ,017 | -,245 | -,292 | ,467 | -,595 | ,054 | -,163 | ,001 | -,609 | ,093 | -,523 | ,295 | ,475 | ,086 | ,742(a) | ,046 | ,670 | -,088 | -,103 | ,058 | ,079 | ,145 | -,206 | ,267 | ,030 | -,421 | ,202 | ,235 | ,404 | -,433 | ,179 | ,290 | ,286 | ,215 | |
FM6416AS | -,118 | ,175 | -,273 | ,658 | -,690 | -,321 | ,732 | -,066 | -,648 | ,216 | ,211 | -,050 | -,365 | ,351 | -,253 | -,732 | -,257 | ,020 | -,837 | -,100 | ,403 | -,211 | -,256 | -,715 | -,099 | ,302 | -,697 | ,457 | ,577 | ,141 | -,685 | ,457 | -,152 | -,643 | ,228 | ,359 | -,724 | ,059 | ,001 | ,046 | ,567(a) | -,009 | -,801 | ,514 | ,158 | ,681 | ,187 | -,124 | ,479 | -,445 | -,534 | ,308 | -,082 | -,459 | ,533 | -,467 | -,416 | ,560 | ,735 | |
FM6416AE | ,342 | ,069 | -,224 | -,007 | -,197 | -,683 | -,038 | -,307 | ,124 | -,632 | ,383 | ,728 | ,023 | ,037 | ,077 | -,208 | -,547 | ,287 | ,032 | ,303 | -,263 | ,085 | ,531 | ,229 | -,584 | -,172 | -,123 | -,517 | ,254 | -,583 | -,089 | -,075 | -,114 | -,443 | ,270 | -,253 | ,228 | ,255 | ,380 | ,670 | -,009 | ,723(a) | -,134 | -,241 | ,130 | ,142 | ,466 | -,278 | ,453 | ,011 | -,367 | ,175 | -,018 | ,224 | -,328 | ,386 | ,423 | ,248 | -,003 | |
BM62_25 | ,101 | -,016 | ,202 | -,795 | ,689 | ,380 | -,713 | ,398 | ,405 | -,045 | -,466 | -,136 | ,522 | -,149 | ,182 | ,725 | ,247 | ,051 | ,743 | -,105 | -,288 | ,228 | ,098 | ,694 | ,262 | -,308 | ,712 | -,382 | -,621 | -,065 | ,765 | -,423 | ,159 | ,631 | -,373 | -,552 | ,601 | ,074 | -,175 | -,088 | -,801 | -,134 | ,490(a) | -,447 | -,058 | -,803 | -,369 | ,105 | -,473 | ,526 | ,483 | -,270 | ,143 | ,468 | -,571 | ,502 | ,507 | -,646 | -,848 | |
BM62_30 | -,265 | ,106 | -,265 | ,519 | -,313 | ,061 | ,402 | ,000 | -,449 | ,010 | ,488 | -,381 | -,186 | ,327 | -,316 | -,535 | ,183 | -,106 | -,435 | -,025 | ,313 | -,292 | -,089 | -,720 | -,222 | ,258 | -,675 | ,653 | ,458 | ,237 | -,404 | ,019 | ,151 | -,310 | ,055 | ,539 | -,552 | ,060 | -,035 | -,103 | ,514 | -,241 | -,447 | ,648(a) | -,083 | ,418 | ,114 | -,130 | ,223 | -,519 | -,324 | ,226 | ,057 | -,469 | ,325 | -,144 | -,193 | ,621 | ,228 | |
BMTB_1 | ,263 | -,036 | -,092 | ,151 | -,502 | ,026 | -,095 | -,030 | ,283 | ,151 | ,250 | ,191 | ,508 | -,126 | -,422 | -,305 | -,144 | ,168 | -,047 | ,165 | -,256 | ,359 | ,068 | -,225 | -,227 | -,083 | -,257 | ,215 | ,045 | ,128 | -,121 | -,314 | ,201 | -,303 | ,339 | -,090 | -,177 | ,538 | ,240 | ,058 | ,158 | ,130 | -,058 | -,083 | ,828(a) | -,123 | ,190 | -,556 | ,235 | -,097 | -,472 | ,543 | ,147 | ,341 | -,325 | ,080 | ,138 | ,303 | ,146 | |
BMTB_2 | -,367 | ,215 | -,510 | ,813 | -,550 | -,461 | ,645 | -,386 | -,548 | -,226 | ,310 | ,048 | -,680 | ,311 | ,067 | -,636 | -,210 | ,266 | -,637 | ,114 | ,106 | -,106 | ,033 | -,603 | -,274 | ,627 | -,676 | ,278 | ,742 | -,257 | -,910 | ,303 | -,182 | -,500 | ,461 | ,564 | -,455 | ,117 | ,219 | ,079 | ,681 | ,142 | -,803 | ,418 | -,123 | ,587(a) | ,544 | -,243 | ,609 | -,693 | -,619 | -,063 | -,131 | -,469 | ,573 | -,384 | -,198 | ,606 | ,596 | |
BMHR_1 | -,202 | ,128 | -,544 | ,537 | -,412 | -,584 | ,075 | -,596 | -,087 | -,691 | ,609 | ,531 | -,114 | -,153 | ,229 | -,511 | -,226 | ,558 | -,071 | ,474 | -,552 | ,413 | ,491 | -,206 | -,592 | ,305 | -,298 | -,100 | ,297 | -,552 | -,506 | -,344 | ,118 | -,279 | ,565 | ,298 | ,070 | ,308 | ,739 | ,145 | ,187 | ,466 | -,369 | ,114 | ,190 | ,544 | ,532(a) | -,784 | ,638 | -,330 | -,582 | -,005 | -,086 | ,047 | -,128 | ,342 | ,432 | ,445 | ,013 | |
BMHR_2 | -,036 | ,055 | ,395 | -,334 | ,469 | ,293 | -,003 | ,381 | -,049 | ,404 | -,473 | -,425 | -,380 | ,256 | ,174 | ,404 | ,193 | -,600 | ,029 | -,457 | ,649 | -,609 | -,507 | ,273 | ,525 | -,252 | ,314 | -,136 | -,159 | ,414 | ,324 | ,529 | -,295 | ,320 | -,436 | -,055 | -,057 | -,643 | -,590 | -,206 | -,124 | -,278 | ,105 | -,130 | -,556 | -,243 | -,784 | ,602(a) | -,560 | ,124 | ,688 | -,226 | -,158 | -,324 | ,434 | -,418 | -,521 | -,463 | ,075 | |
BM64_11 | ,152 | ,368 | -,755 | ,510 | -,635 | -,600 | ,315 | -,267 | -,206 | -,348 | ,326 | ,389 | -,197 | ,316 | ,010 | -,663 | -,471 | ,405 | -,345 | ,200 | -,147 | ,172 | ,390 | -,447 | -,549 | ,076 | -,652 | ,176 | ,532 | -,298 | -,532 | ,014 | -,163 | -,467 | ,244 | ,262 | -,258 | ,363 | ,390 | ,267 | ,479 | ,453 | -,473 | ,223 | ,235 | ,609 | ,638 | -,560 | ,418(a) | -,341 | -,723 | ,107 | -,097 | -,164 | ,133 | ,078 | ,315 | ,713 | ,193 | |
BM64_22 | ,437 | -,211 | ,446 | -,711 | ,453 | ,093 | -,232 | ,170 | ,392 | ,126 | -,359 | ,251 | ,581 | -,421 | ,095 | ,441 | -,065 | -,235 | ,378 | -,052 | -,199 | ,354 | ,028 | ,532 | ,314 | -,580 | ,633 | -,313 | -,706 | -,010 | ,688 | ,022 | -,019 | ,364 | -,482 | -,585 | ,389 | -,182 | -,188 | ,030 | -,445 | ,011 | ,526 | -,519 | -,097 | -,693 | -,330 | ,124 | -,341 | ,600(a) | ,416 | -,011 | ,066 | ,367 | -,451 | ,355 | ,119 | -,541 | -,395 | |
BM64_18 | -,066 | -,055 | ,513 | -,570 | ,731 | ,408 | -,361 | ,284 | ,197 | ,256 | -,388 | -,277 | -,024 | -,193 | ,342 | ,582 | ,410 | -,534 | ,501 | -,276 | ,235 | -,198 | -,390 | ,582 | ,519 | -,364 | ,718 | -,262 | -,716 | ,401 | ,637 | ,156 | -,039 | ,674 | -,544 | -,091 | ,278 | -,657 | -,335 | -,421 | -,534 | -,367 | ,483 | -,324 | -,472 | -,619 | -,582 | ,688 | -,723 | ,416 | ,566(a) | -,268 | -,174 | -,029 | ,025 | ,023 | -,202 | -,745 | -,389 | |
CH62_26 | ,410 | -,129 | ,158 | ,109 | -,379 | ,024 | ,055 | -,107 | ,109 | ,146 | ,410 | ,146 | ,301 | -,017 | -,481 | -,337 | -,243 | -,172 | -,173 | ,120 | ,141 | -,092 | -,017 | -,277 | -,408 | -,230 | -,358 | ,262 | ,144 | ,185 | ,021 | -,139 | ,336 | -,387 | -,008 | -,124 | -,410 | ,175 | ,046 | ,202 | ,308 | ,175 | -,270 | ,226 | ,543 | -,063 | -,005 | -,226 | ,107 | -,011 | -,268 | ,639(a) | ,074 | ,121 | -,248 | ,063 | -,043 | ,359 | ,301 | |
CH62.28 | ,280 | -,469 | ,155 | -,023 | -,070 | ,278 | -,035 | -,161 | ,166 | ,061 | ,049 | ,076 | ,445 | -,315 | -,436 | ,204 | -,203 | ,187 | -,013 | ,284 | -,314 | ,203 | ,357 | -,114 | -,168 | ,032 | -,095 | ,181 | -,059 | ,051 | ,052 | -,215 | ,137 | -,248 | ,135 | -,091 | ,217 | ,267 | ,125 | ,235 | -,082 | -,018 | ,143 | ,057 | ,147 | -,131 | -,086 | -,158 | -,097 | ,066 | -,174 | ,074 | ,665(a) | ,180 | -,344 | ,028 | -,123 | ,164 | ,003 | |
CH62_29 | ,422 | -,499 | ,353 | -,433 | ,005 | ,144 | -,568 | -,093 | ,444 | -,071 | -,096 | ,439 | ,581 | -,553 | -,232 | ,510 | -,181 | ,481 | ,449 | ,281 | -,561 | ,286 | ,450 | ,413 | -,218 | -,042 | ,383 | -,386 | -,224 | -,388 | ,424 | -,599 | ,348 | -,012 | ,124 | -,661 | ,717 | ,465 | ,191 | ,404 | -,459 | ,224 | ,468 | -,469 | ,341 | -,469 | ,047 | -,324 | -,164 | ,367 | -,029 | ,121 | ,180 | ,306(a) | -,844 | ,280 | ,482 | -,272 | -,241 | |
CHEE_11 | -,455 | ,396 | -,276 | ,514 | -,152 | -,084 | ,645 | ,103 | -,514 | ,315 | -,124 | -,454 | -,754 | ,481 | ,199 | -,411 | ,185 | -,382 | -,548 | -,359 | ,603 | -,351 | -,549 | -,421 | ,380 | ,245 | -,336 | ,326 | ,327 | ,385 | -,552 | ,712 | -,459 | -,008 | -,007 | ,632 | -,664 | -,451 | -,239 | -,433 | ,533 | -,328 | -,571 | ,325 | -,325 | ,573 | -,128 | ,434 | ,133 | -,451 | ,025 | -,248 | -,344 | -,844 | ,267(a) | -,688 | -,643 | ,168 | ,481 | |
CH62_27 | ,128 | ,169 | -,141 | -,405 | ,348 | -,226 | -,540 | -,041 | ,352 | -,667 | ,281 | ,336 | ,472 | -,088 | ,263 | ,073 | -,050 | ,178 | ,544 | ,241 | -,459 | ,362 | ,403 | ,399 | -,358 | -,359 | ,263 | -,310 | -,334 | -,391 | ,435 | -,536 | ,277 | ,218 | -,125 | -,299 | ,398 | ,194 | ,267 | ,179 | -,467 | ,386 | ,502 | -,144 | ,080 | -,384 | ,342 | -,418 | ,078 | ,355 | ,023 | ,063 | ,028 | ,280 | -,688 | ,350(a) | ,776 | -,086 | -,727 | |
HH64_9H | ,137 | ,225 | -,413 | -,257 | ,122 | -,226 | -,594 | -,047 | ,253 | -,625 | ,091 | ,332 | ,287 | ,051 | ,228 | ,132 | -,148 | ,552 | ,499 | ,265 | -,539 | ,321 | ,554 | ,379 | -,487 | -,068 | ,190 | -,423 | -,045 | -,630 | ,286 | -,657 | ,232 | ,172 | -,021 | -,376 | ,502 | ,430 | ,374 | ,290 | -,416 | ,423 | ,507 | -,193 | ,138 | -,198 | ,432 | -,521 | ,315 | ,119 | -,202 | -,043 | -,123 | ,482 | -,643 | ,776 | ,340(a) | -,053 | -,670 | |
HH62_33B | ,086 | ,070 | -,420 | ,606 | -,674 | -,331 | ,446 | -,231 | -,215 | -,186 | ,633 | ,136 | -,089 | ,290 | -,422 | -,740 | -,287 | ,137 | -,494 | ,231 | ,090 | -,104 | ,270 | -,806 | -,557 | ,128 | -,948 | ,603 | ,678 | ,013 | -,575 | -,041 | ,088 | -,682 | ,315 | ,446 | -,497 | ,427 | ,170 | ,286 | ,560 | ,248 | -,646 | ,621 | ,303 | ,606 | ,445 | -,463 | ,713 | -,541 | -,745 | ,359 | ,164 | -,272 | ,168 | -,086 | -,053 | ,105(a) | ,427 | |
HH62_35 | ,084 | -,287 | ,148 | ,597 | -,657 | -,119 | ,685 | -,291 | -,355 | ,384 | ,143 | ,056 | -,389 | ,039 | -,442 | -,395 | -,282 | -,044 | -,789 | ,017 | ,357 | -,318 | -,167 | -,579 | -,068 | ,362 | -,561 | ,349 | ,569 | ,141 | -,610 | ,483 | -,111 | -,689 | ,310 | ,240 | -,515 | -,004 | -,062 | ,215 | ,735 | -,003 | -,848 | ,228 | ,146 | ,596 | ,013 | ,075 | ,193 | -,395 | -,389 | ,301 | ,003 | -,241 | ,481 | -,727 | -,670 | ,427 | ,075(a) | |
a Maß der Stichprobeneignung |
Anfänglich | Extraktion | |
---|---|---|
ME62_1 | 1,000 | ,980 |
ME62_2 | 1,000 | ,649 |
ME62_3 | 1,000 | ,969 |
ME62_5 | 1,000 | ,946 |
ME62_6 | 1,000 | ,984 |
ME62_7 | 1,000 | ,961 |
ME62_8 | 1,000 | ,987 |
ME62_9 | 1,000 | ,971 |
ME62_10 | 1,000 | ,990 |
ME62_11 | 1,000 | ,978 |
ME62_12 | 1,000 | ,980 |
ME62_13 | 1,000 | ,977 |
ME62_14 | 1,000 | ,990 |
ME62_15 | 1,000 | ,983 |
ME62_17 | 1,000 | ,981 |
ME62_18 | 1,000 | ,987 |
ME62_19 | 1,000 | ,891 |
ME62_20 | 1,000 | ,994 |
ME62_21 | 1,000 | ,980 |
ME62_22 | 1,000 | ,981 |
METI_1 | 1,000 | ,944 |
ME64_21 | 1,000 | ,479 |
ME64_33 | 1,000 | ,966 |
FM62_23 | 1,000 | ,966 |
FM62_24 | 1,000 | ,912 |
FM62_34 | 1,000 | ,755 |
FMS1TR1 | 1,000 | ,779 |
FMS1TR2 | 1,000 | ,935 |
FMS1TR3 | 1,000 | ,959 |
FMS1TR4 | 1,000 | ,942 |
FM64_4 | 1,000 | ,861 |
FM64_7 | 1,000 | ,932 |
FM64_E7S | 1,000 | ,958 |
FM64_E7E | 1,000 | ,979 |
FM64_9 | 1,000 | ,788 |
FM64_10 | 1,000 | ,963 |
FM64_14 | 1,000 | ,344 |
FM64_15 | 1,000 | ,959 |
FM64_16S | 1,000 | ,948 |
FM64_16E | 1,000 | ,948 |
FM6416AS | 1,000 | ,976 |
FM6416AE | 1,000 | ,959 |
BM62_25 | 1,000 | ,882 |
BM62_30 | 1,000 | ,889 |
BMTB_1 | 1,000 | ,935 |
BMTB_2 | 1,000 | ,912 |
BMHR_1 | 1,000 | ,802 |
BMHR_2 | 1,000 | ,889 |
BM64_11 | 1,000 | ,279 |
BM64_22 | 1,000 | ,896 |
BM64_18 | 1,000 | ,735 |
CH62_26 | 1,000 | ,916 |
CH62.28 | 1,000 | ,983 |
CH62_29 | 1,000 | ,985 |
CHEE_11 | 1,000 | ,991 |
CH62_27 | 1,000 | ,990 |
HH64_9H | 1,000 | ,527 |
HH62_33B | 1,000 | ,363 |
HH62_35 | 1,000 | ,749 |
Extraktionsmethode: Hauptkomponentenanalyse. |
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 | 26,157 | 44,334 | 44,334 | 26,157 | 44,334 | 44,334 | 19,731 | 33,443 | 33,443 |
2 | 12,790 | 21,679 | 66,013 | 12,790 | 21,679 | 66,013 | 11,532 | 19,546 | 52,989 |
3 | 5,062 | 8,580 | 74,593 | 5,062 | 8,580 | 74,593 | 8,665 | 14,686 | 67,675 |
4 | 3,751 | 6,358 | 80,951 | 3,751 | 6,358 | 80,951 | 5,368 | 9,099 | 76,774 |
5 | 2,978 | 5,048 | 85,999 | 2,978 | 5,048 | 85,999 | 4,967 | 8,419 | 85,193 |
6 | 1,394 | 2,363 | 88,362 | 1,394 | 2,363 | 88,362 | 1,870 | 3,169 | 88,362 |
7 | 1,001 | 1,697 | 90,059 | ||||||
8 | ,938 | 1,590 | 91,649 | ||||||
9 | ,760 | 1,289 | 92,938 | ||||||
10 | ,725 | 1,229 | 94,168 | ||||||
11 | ,641 | 1,087 | 95,255 | ||||||
12 | ,574 | ,973 | 96,228 | ||||||
13 | ,509 | ,863 | 97,091 | ||||||
14 | ,378 | ,640 | 97,731 | ||||||
15 | ,329 | ,558 | 98,289 | ||||||
16 | ,241 | ,409 | 98,698 | ||||||
17 | ,188 | ,319 | 99,017 | ||||||
18 | ,118 | ,199 | 99,216 | ||||||
19 | ,106 | ,180 | 99,396 | ||||||
20 | ,092 | ,155 | 99,551 | ||||||
21 | ,076 | ,129 | 99,681 | ||||||
22 | ,049 | ,084 | 99,764 | ||||||
23 | ,028 | ,047 | 99,811 | ||||||
24 | ,022 | ,037 | 99,848 | ||||||
25 | ,016 | ,028 | 99,876 | ||||||
26 | ,012 | ,020 | 99,896 | ||||||
27 | ,011 | ,019 | 99,915 | ||||||
28 | ,009 | ,014 | 99,929 | ||||||
29 | ,008 | ,013 | 99,942 | ||||||
30 | ,006 | ,011 | 99,953 | ||||||
31 | ,005 | ,009 | 99,962 | ||||||
32 | ,004 | ,007 | 99,969 | ||||||
33 | ,003 | ,006 | 99,975 | ||||||
34 | ,003 | ,005 | 99,979 | ||||||
35 | ,003 | ,004 | 99,984 | ||||||
36 | ,002 | ,003 | 99,987 | ||||||
37 | ,002 | ,003 | 99,990 | ||||||
38 | ,001 | ,002 | 99,992 | ||||||
39 | ,001 | ,002 | 99,994 | ||||||
40 | ,001 | ,001 | 99,995 | ||||||
41 | ,001 | ,001 | 99,996 | ||||||
42 | ,000 | ,001 | 99,997 | ||||||
43 | ,000 | ,001 | 99,998 | ||||||
44 | ,000 | ,001 | 99,998 | ||||||
45 | ,000 | ,000 | 99,999 | ||||||
46 | ,000 | ,000 | 99,999 | ||||||
47 | ,000 | ,000 | 99,999 | ||||||
48 | ,000 | ,000 | 99,999 | ||||||
49 | ,000 | ,000 | 100,000 | ||||||
50 | 7,217E-05 | ,000 | 100,000 | ||||||
51 | 4,385E-05 | 7,432E-05 | 100,000 | ||||||
52 | 3,722E-05 | 6,309E-05 | 100,000 | ||||||
53 | 3,151E-05 | 5,341E-05 | 100,000 | ||||||
54 | 1,811E-05 | 3,069E-05 | 100,000 | ||||||
55 | 1,389E-05 | 2,353E-05 | 100,000 | ||||||
56 | 6,931E-06 | 1,175E-05 | 100,000 | ||||||
57 | 4,992E-06 | 8,462E-06 | 100,000 | ||||||
58 | 3,410E-06 | 5,780E-06 | 100,000 | ||||||
59 | 3,312E-06 | 5,613E-06 | 100,000 | ||||||
Extraktionsmethode: Hauptkomponentenanalyse. |
Komponente | ||||||
---|---|---|---|---|---|---|
1 | 2 | 3 | 4 | 5 | 6 | |
ME62_14 | ,889 | -,432 | ||||
ME62_19 | ,888 | |||||
ME62_13 | ,886 | -,419 | ||||
ME62_10 | ,884 | -,437 | ||||
ME62_7 | ,881 | |||||
METI_1 | ,881 | |||||
ME62_5 | ,867 | |||||
ME62_3 | ,861 | |||||
BMTB_1 | ,839 | ,418 | ||||
ME62_9 | ,833 | -,522 | ||||
BMTB_2 | ,829 | |||||
ME62_18 | ,826 | -,533 | ||||
ME62_22 | ,815 | -,484 | ||||
ME62_20 | ,793 | -,574 | ||||
ME62_15 | ,789 | -,598 | ||||
ME62_21 | ,760 | -,631 | ||||
ME62_17 | ,757 | -,632 | ||||
ME62_6 | ,750 | -,646 | ||||
ME62_12 | ,743 | -,638 | ||||
ME62_11 | ,740 | -,650 | ||||
BM64_18 | ,733 | |||||
ME62_8 | ,716 | -,686 | ||||
ME62_1 | ,712 | -,687 | ||||
FM62_23 | ,698 | ,608 | ||||
BMHR_2 | ,693 | ,435 | ||||
FM64_E7E | ,691 | ,608 | ||||
FM6416AE | ,688 | ,584 | ||||
FM64_10 | ,688 | ,633 | ||||
FMS1TR3 | ,686 | ,660 | ||||
FM64_16E | ,682 | ,641 | ||||
FMS1TR2 | ,673 | ,628 | ||||
FM64_E7S | ,668 | ,643 | ||||
FM64_15 | ,665 | ,640 | ||||
BM62_30 | ,663 | ,409 | ,413 | |||
FMS1TR4 | ,662 | ,641 | ||||
FM6416AS | ,655 | ,559 | ,406 | |||
BM62_25 | ,644 | ,486 | ||||
FM62_24 | ,637 | ,461 | ||||
BMHR_1 | ,630 | ,471 | ||||
ME64_21 | ,618 | |||||
ME62_2 | ,601 | ,425 | ||||
BM64_22 | ,590 | ,508 | -,487 | |||
FMS1TR1 | ,567 | ,555 | ||||
FM64_7 | ,559 | ,547 | -,466 | |||
BM64_11 | ,520 | |||||
FM64_16S | ,598 | ,645 | ||||
FM64_9 | ,564 | ,596 | ||||
FM64_4 | ,515 | ,554 | ||||
CHEE_11 | ,920 | |||||
CH62.28 | ,912 | |||||
CH62_27 | ,911 | |||||
CH62_29 | ,906 | |||||
CH62_26 | ,830 | |||||
ME64_33 | ,519 | ,606 | ||||
FM62_34 | ,479 | ,464 | -,518 | |||
HH64_9H | ,485 | |||||
HH62_35 | ,735 | |||||
FM64_14 | ,474 | |||||
HH62_33B | ,471 | |||||
Extraktionsmethode: Hauptkomponentenanalyse. | ||||||
a 6 Komponenten extrahiert |
ME62_1 | ME62_2 | ME62_3 | ME62_5 | ME62_6 | ME62_7 | ME62_8 | ME62_9 | ME62_10 | ME62_11 | ME62_12 | ME62_13 | ME62_14 | ME62_15 | ME62_17 | ME62_18 | ME62_19 | ME62_20 | ME62_21 | ME62_22 | METI_1 | ME64_21 | ME64_33 | FM62_23 | FM62_24 | FM62_34 | FMS1TR1 | FMS1TR2 | FMS1TR3 | FMS1TR4 | FM64_4 | FM64_7 | FM64_E7S | FM64_E7E | FM64_9 | FM64_10 | FM64_14 | FM64_15 | FM64_16S | FM64_16E | FM6416AS | FM6416AE | BM62_25 | BM62_30 | BMTB_1 | BMTB_2 | BMHR_1 | BMHR_2 | BM64_11 | BM64_22 | BM64_18 | CH62_26 | CH62.28 | CH62_29 | CHEE_11 | CH62_27 | HH64_9H | HH62_33B | HH62_35 | ||
---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
Reproduzierte Korrelation | ME62_1 | ,980(b) | ,480 | ,762 | ,805 | ,979 | ,894 | ,982 | ,952 | ,931 | ,974 | ,969 | ,919 | ,930 | ,974 | ,974 | ,957 | ,690 | ,960 | ,976 | ,914 | ,884 | ,633 | ,110 | ,079 | ,135 | ,022 | ,023 | ,048 | ,035 | ,032 | -,011 | ,024 | ,035 | ,074 | -,005 | ,055 | -,013 | ,035 | -,017 | ,045 | ,081 | ,088 | ,284 | ,319 | ,553 | ,548 | ,447 | ,546 | ,366 | ,070 | ,359 | ,035 | -,001 | -,005 | -,017 | -,011 | -,002 | -,011 | -,020 |
ME62_2 | ,480 | ,649(b) | ,757 | ,719 | ,491 | ,654 | ,465 | ,548 | ,532 | ,458 | ,434 | ,574 | ,535 | ,521 | ,478 | ,495 | ,452 | ,447 | ,516 | ,407 | ,515 | ,361 | ,678 | ,544 | ,629 | ,016 | ,383 | ,471 | ,312 | ,224 | ,010 | ,048 | ,223 | ,506 | ,130 | ,502 | ,002 | ,274 | ,121 | ,498 | ,593 | ,492 | ,323 | ,303 | ,572 | ,395 | ,317 | ,346 | ,347 | ,101 | ,351 | ,071 | -,023 | -,022 | -,040 | -,032 | ,249 | -,053 | -,040 | |
ME62_3 | ,762 | ,757 | ,969(b) | ,951 | ,782 | ,921 | ,755 | ,839 | ,836 | ,754 | ,735 | ,866 | ,839 | ,812 | ,773 | ,801 | ,724 | ,757 | ,802 | ,722 | ,814 | ,560 | ,679 | ,607 | ,664 | ,102 | ,453 | ,542 | ,414 | ,338 | ,125 | ,181 | ,340 | ,582 | ,226 | ,569 | ,053 | ,384 | ,216 | ,553 | ,642 | ,578 | ,439 | ,437 | ,737 | ,595 | ,459 | ,515 | ,472 | ,205 | ,504 | ,160 | ,046 | ,031 | ,014 | ,024 | ,255 | ,000 | -,025 | |
ME62_5 | ,805 | ,719 | ,951 | ,946(b) | ,825 | ,933 | ,800 | ,874 | ,875 | ,800 | ,786 | ,898 | ,877 | ,851 | ,820 | ,842 | ,758 | ,809 | ,837 | ,779 | ,851 | ,585 | ,599 | ,549 | ,595 | ,112 | ,422 | ,499 | ,398 | ,334 | ,141 | ,205 | ,336 | ,541 | ,219 | ,522 | ,069 | ,376 | ,217 | ,497 | ,581 | ,541 | ,436 | ,417 | ,715 | ,602 | ,454 | ,520 | ,466 | ,208 | ,499 | ,122 | ,009 | -,011 | -,025 | -,015 | ,212 | ,020 | -,005 | |
ME62_6 | ,979 | ,491 | ,782 | ,825 | ,984(b) | ,910 | ,983 | ,964 | ,953 | ,979 | ,976 | ,942 | ,952 | ,981 | ,981 | ,972 | ,737 | ,976 | ,977 | ,938 | ,911 | ,644 | ,134 | ,129 | ,164 | ,049 | ,085 | ,107 | ,100 | ,097 | ,048 | ,092 | ,100 | ,134 | ,046 | ,111 | ,005 | ,104 | ,037 | ,092 | ,130 | ,151 | ,289 | ,323 | ,560 | ,561 | ,437 | ,537 | ,381 | ,100 | ,378 | ,056 | ,012 | ,002 | -,009 | -,002 | -,005 | ,001 | -,033 | |
ME62_7 | ,894 | ,654 | ,921 | ,933 | ,910 | ,961(b) | ,893 | ,941 | ,941 | ,894 | ,885 | ,949 | ,943 | ,929 | ,906 | ,926 | ,792 | ,901 | ,920 | ,871 | ,912 | ,637 | ,446 | ,439 | ,473 | ,147 | ,325 | ,394 | ,335 | ,297 | ,155 | ,206 | ,300 | ,426 | ,211 | ,410 | ,065 | ,319 | ,206 | ,396 | ,447 | ,431 | ,441 | ,459 | ,719 | ,655 | ,512 | ,590 | ,466 | ,235 | ,519 | ,156 | ,060 | ,037 | ,026 | ,034 | ,175 | ,035 | -,002 | |
ME62_8 | ,982 | ,465 | ,755 | ,800 | ,983 | ,893 | ,987(b) | ,956 | ,940 | ,981 | ,978 | ,925 | ,939 | ,977 | ,980 | ,966 | ,708 | ,972 | ,977 | ,931 | ,896 | ,632 | ,090 | ,075 | ,116 | ,022 | ,036 | ,052 | ,048 | ,049 | ,012 | ,053 | ,051 | ,078 | ,008 | ,054 | -,001 | ,053 | -,008 | ,038 | ,075 | ,096 | ,267 | ,306 | ,530 | ,536 | ,425 | ,524 | ,364 | ,069 | ,351 | ,061 | ,027 | ,021 | ,010 | ,017 | -,019 | ,000 | -,024 | |
ME62_9 | ,952 | ,548 | ,839 | ,874 | ,964 | ,941 | ,956 | ,971(b) | ,970 | ,957 | ,955 | ,962 | ,971 | ,972 | ,964 | ,970 | ,792 | ,964 | ,963 | ,937 | ,934 | ,655 | ,249 | ,269 | ,293 | ,134 | ,201 | ,243 | ,233 | ,220 | ,135 | ,187 | ,225 | ,274 | ,151 | ,252 | ,068 | ,230 | ,150 | ,232 | ,267 | ,287 | ,399 | ,410 | ,644 | ,634 | ,494 | ,585 | ,429 | ,204 | ,473 | ,107 | ,030 | ,006 | -,002 | ,005 | ,087 | ,056 | ,026 | |
ME62_10 | ,931 | ,532 | ,836 | ,875 | ,953 | ,941 | ,940 | ,970 | ,990(b) | ,947 | ,952 | ,980 | ,990 | ,964 | ,957 | ,979 | ,861 | ,975 | ,945 | ,966 | ,963 | ,669 | ,250 | ,337 | ,317 | ,218 | ,288 | ,329 | ,345 | ,340 | ,261 | ,320 | ,346 | ,357 | ,257 | ,332 | ,098 | ,349 | ,269 | ,302 | ,323 | ,372 | ,418 | ,433 | ,658 | ,673 | ,496 | ,590 | ,446 | ,289 | ,516 | ,132 | ,042 | ,003 | ,000 | ,007 | ,079 | ,080 | ,003 | |
ME62_11 | ,974 | ,458 | ,754 | ,800 | ,979 | ,894 | ,981 | ,957 | ,947 | ,978(b) | ,977 | ,931 | ,947 | ,975 | ,977 | ,970 | ,732 | ,975 | ,973 | ,940 | ,906 | ,639 | ,091 | ,102 | ,130 | ,065 | ,064 | ,083 | ,090 | ,095 | ,060 | ,101 | ,098 | ,107 | ,053 | ,085 | ,019 | ,096 | ,041 | ,068 | ,095 | ,125 | ,296 | ,337 | ,548 | ,565 | ,446 | ,544 | ,374 | ,115 | ,383 | ,084 | ,043 | ,030 | ,021 | ,028 | -,003 | ,021 | -,013 | |
ME62_12 | ,969 | ,434 | ,735 | ,786 | ,976 | ,885 | ,978 | ,955 | ,952 | ,977 | ,980(b) | ,933 | ,951 | ,971 | ,977 | ,972 | ,751 | ,982 | ,966 | ,954 | ,913 | ,640 | ,061 | ,097 | ,108 | ,085 | ,076 | ,089 | ,112 | ,123 | ,096 | ,143 | ,126 | ,113 | ,075 | ,087 | ,035 | ,123 | ,068 | ,064 | ,088 | ,134 | ,292 | ,326 | ,530 | ,564 | ,432 | ,531 | ,370 | ,132 | ,383 | ,080 | ,038 | ,020 | ,013 | ,020 | -,021 | ,036 | -,009 | |
ME62_13 | ,919 | ,574 | ,866 | ,898 | ,942 | ,949 | ,925 | ,962 | ,980 | ,931 | ,933 | ,977(b) | ,979 | ,955 | ,944 | ,964 | ,852 | ,957 | ,935 | ,943 | ,953 | ,662 | ,316 | ,376 | ,367 | ,192 | ,317 | ,363 | ,356 | ,338 | ,239 | ,300 | ,343 | ,393 | ,246 | ,368 | ,079 | ,356 | ,258 | ,336 | ,373 | ,406 | ,405 | ,414 | ,668 | ,658 | ,480 | ,573 | ,450 | ,265 | ,505 | ,106 | ,013 | -,021 | -,028 | -,020 | ,084 | ,052 | -,024 | |
ME62_14 | ,930 | ,535 | ,839 | ,877 | ,952 | ,943 | ,939 | ,971 | ,990 | ,947 | ,951 | ,979 | ,990(b) | ,964 | ,957 | ,978 | ,860 | ,974 | ,946 | ,965 | ,963 | ,669 | ,257 | ,342 | ,325 | ,222 | ,289 | ,332 | ,348 | ,342 | ,260 | ,319 | ,348 | ,360 | ,260 | ,336 | ,106 | ,351 | ,271 | ,308 | ,328 | ,375 | ,432 | ,445 | ,665 | ,680 | ,505 | ,598 | ,450 | ,296 | ,525 | ,142 | ,051 | ,011 | ,008 | ,015 | ,093 | ,089 | ,017 | |
ME62_15 | ,974 | ,521 | ,812 | ,851 | ,981 | ,929 | ,977 | ,972 | ,964 | ,975 | ,971 | ,955 | ,964 | ,983(b) | ,979 | ,975 | ,760 | ,974 | ,977 | ,939 | ,923 | ,654 | ,186 | ,189 | ,223 | ,089 | ,129 | ,163 | ,153 | ,146 | ,081 | ,126 | ,149 | ,191 | ,089 | ,170 | ,027 | ,153 | ,086 | ,153 | ,188 | ,205 | ,343 | ,368 | ,608 | ,602 | ,474 | ,571 | ,404 | ,149 | ,425 | ,070 | ,011 | -,005 | -,015 | -,008 | ,038 | ,020 | -,010 | |
ME62_17 | ,974 | ,478 | ,773 | ,820 | ,981 | ,906 | ,980 | ,964 | ,957 | ,977 | ,977 | ,944 | ,957 | ,979 | ,981(b) | ,972 | ,752 | ,979 | ,972 | ,947 | ,916 | ,644 | ,122 | ,131 | ,158 | ,068 | ,096 | ,116 | ,120 | ,120 | ,071 | ,123 | ,124 | ,145 | ,063 | ,119 | ,034 | ,126 | ,059 | ,094 | ,132 | ,163 | ,311 | ,326 | ,555 | ,567 | ,437 | ,536 | ,382 | ,121 | ,389 | ,052 | ,000 | -,016 | -,024 | -,017 | ,000 | ,030 | ,002 | |
ME62_18 | ,957 | ,495 | ,801 | ,842 | ,972 | ,926 | ,966 | ,970 | ,979 | ,970 | ,972 | ,964 | ,978 | ,975 | ,972 | ,987(b) | ,812 | ,985 | ,966 | ,965 | ,948 | ,659 | ,169 | ,234 | ,226 | ,153 | ,192 | ,221 | ,236 | ,238 | ,186 | ,233 | ,242 | ,244 | ,179 | ,220 | ,054 | ,243 | ,172 | ,199 | ,218 | ,262 | ,346 | ,397 | ,606 | ,627 | ,473 | ,568 | ,416 | ,214 | ,457 | ,151 | ,090 | ,064 | ,058 | ,064 | ,035 | ,046 | -,032 | |
ME62_19 | ,690 | ,452 | ,724 | ,758 | ,737 | ,792 | ,708 | ,792 | ,861 | ,732 | ,751 | ,852 | ,860 | ,760 | ,752 | ,812 | ,891(b) | ,808 | ,718 | ,847 | ,864 | ,576 | ,309 | ,530 | ,412 | ,396 | ,522 | ,562 | ,623 | ,623 | ,535 | ,613 | ,631 | ,586 | ,503 | ,555 | ,196 | ,638 | ,544 | ,501 | ,500 | ,601 | ,448 | ,437 | ,611 | ,662 | ,422 | ,498 | ,433 | ,471 | ,565 | ,187 | ,060 | -,012 | -,005 | ,003 | ,108 | ,159 | ,001 | |
ME62_20 | ,960 | ,447 | ,757 | ,809 | ,976 | ,901 | ,972 | ,964 | ,975 | ,975 | ,982 | ,957 | ,974 | ,974 | ,979 | ,985 | ,808 | ,994(b) | ,961 | ,978 | ,943 | ,654 | ,095 | ,167 | ,153 | ,136 | ,156 | ,169 | ,203 | ,213 | ,179 | ,234 | ,218 | ,195 | ,150 | ,165 | ,060 | ,217 | ,151 | ,133 | ,155 | ,217 | ,315 | ,343 | ,552 | ,593 | ,433 | ,535 | ,391 | ,188 | ,419 | ,094 | ,038 | ,010 | ,005 | ,012 | -,016 | ,054 | -,018 | |
ME62_21 | ,976 | ,516 | ,802 | ,837 | ,977 | ,920 | ,977 | ,963 | ,945 | ,973 | ,966 | ,935 | ,946 | ,977 | ,972 | ,966 | ,718 | ,961 | ,980(b) | ,918 | ,902 | ,642 | ,173 | ,153 | ,204 | ,058 | ,080 | ,116 | ,096 | ,089 | ,029 | ,063 | ,091 | ,141 | ,049 | ,124 | ,009 | ,092 | ,032 | ,119 | ,151 | ,154 | ,330 | ,377 | ,601 | ,588 | ,482 | ,575 | ,395 | ,117 | ,409 | ,103 | ,056 | ,048 | ,037 | ,043 | ,050 | ,008 | -,009 | |
ME62_22 | ,914 | ,407 | ,722 | ,779 | ,938 | ,871 | ,931 | ,937 | ,966 | ,940 | ,954 | ,943 | ,965 | ,939 | ,947 | ,965 | ,847 | ,978 | ,918 | ,981(b) | ,943 | ,645 | ,077 | ,211 | ,158 | ,215 | ,221 | ,231 | ,295 | ,314 | ,288 | ,352 | ,321 | ,255 | ,240 | ,222 | ,109 | ,316 | ,253 | ,180 | ,188 | ,279 | ,343 | ,361 | ,544 | ,614 | ,428 | ,527 | ,395 | ,267 | ,452 | ,120 | ,050 | ,007 | ,007 | ,014 | -,012 | ,101 | ,001 | |
METI_1 | ,884 | ,515 | ,814 | ,851 | ,911 | ,912 | ,896 | ,934 | ,963 | ,906 | ,913 | ,953 | ,963 | ,923 | ,916 | ,948 | ,864 | ,943 | ,902 | ,943 | ,944(b) | ,646 | ,261 | ,372 | ,331 | ,241 | ,334 | ,372 | ,394 | ,391 | ,311 | ,373 | ,396 | ,398 | ,303 | ,371 | ,114 | ,402 | ,312 | ,337 | ,355 | ,414 | ,408 | ,430 | ,638 | ,660 | ,471 | ,560 | ,442 | ,313 | ,517 | ,172 | ,080 | ,037 | ,035 | ,042 | ,082 | ,092 | -,008 | |
ME64_21 | ,633 | ,361 | ,560 | ,585 | ,644 | ,637 | ,632 | ,655 | ,669 | ,639 | ,640 | ,662 | ,669 | ,654 | ,644 | ,659 | ,576 | ,654 | ,642 | ,645 | ,646 | ,479(b) | ,163 | ,240 | ,234 | ,223 | ,172 | ,224 | ,244 | ,244 | ,202 | ,217 | ,248 | ,232 | ,208 | ,229 | ,031 | ,236 | ,235 | ,232 | ,213 | ,233 | ,332 | ,364 | ,525 | ,537 | ,426 | ,498 | ,314 | ,271 | ,406 | ,048 | -,018 | -,045 | -,048 | -,048 | ,073 | ,026 | -,033 | |
ME64_33 | ,110 | ,678 | ,679 | ,599 | ,134 | ,446 | ,090 | ,249 | ,250 | ,091 | ,061 | ,316 | ,257 | ,186 | ,122 | ,169 | ,309 | ,095 | ,173 | ,077 | ,261 | ,163 | ,966(b) | ,828 | ,897 | ,079 | ,625 | ,746 | ,534 | ,408 | ,107 | ,152 | ,408 | ,784 | ,279 | ,788 | ,074 | ,479 | ,277 | ,782 | ,893 | ,756 | ,377 | ,312 | ,545 | ,301 | ,228 | ,206 | ,321 | ,187 | ,365 | ,145 | ,008 | -,001 | -,017 | -,008 | ,417 | -,010 | ,009 | |
FM62_23 | ,079 | ,544 | ,607 | ,549 | ,129 | ,439 | ,075 | ,269 | ,337 | ,102 | ,097 | ,376 | ,342 | ,189 | ,131 | ,234 | ,530 | ,167 | ,153 | ,211 | ,372 | ,240 | ,828 | ,966(b) | ,887 | ,459 | ,805 | ,933 | ,861 | ,787 | ,557 | ,591 | ,790 | ,947 | ,664 | ,955 | ,193 | ,823 | ,699 | ,950 | ,952 | ,924 | ,525 | ,519 | ,646 | ,535 | ,368 | ,359 | ,383 | ,572 | ,588 | ,312 | ,141 | ,077 | ,080 | ,083 | ,434 | ,119 | -,007 | |
FM62_24 | ,135 | ,629 | ,664 | ,595 | ,164 | ,473 | ,116 | ,293 | ,317 | ,130 | ,108 | ,367 | ,325 | ,223 | ,158 | ,226 | ,412 | ,153 | ,204 | ,158 | ,331 | ,234 | ,897 | ,887 | ,912(b) | ,312 | ,663 | ,810 | ,670 | ,572 | ,304 | ,329 | ,573 | ,833 | ,465 | ,851 | ,140 | ,611 | ,488 | ,868 | ,901 | ,800 | ,545 | ,508 | ,680 | ,499 | ,405 | ,391 | ,375 | ,431 | ,542 | ,222 | ,060 | ,022 | ,017 | ,019 | ,489 | ,073 | ,059 | |
FM62_34 | ,022 | ,016 | ,102 | ,112 | ,049 | ,147 | ,022 | ,134 | ,218 | ,065 | ,085 | ,192 | ,222 | ,089 | ,068 | ,153 | ,396 | ,136 | ,058 | ,215 | ,241 | ,223 | ,079 | ,459 | ,312 | ,755(b) | ,358 | ,469 | ,635 | ,680 | ,695 | ,655 | ,688 | ,434 | ,693 | ,472 | ,224 | ,611 | ,785 | ,525 | ,325 | ,411 | ,581 | ,630 | ,519 | ,648 | ,540 | ,556 | ,235 | ,814 | ,618 | ,233 | ,108 | ,014 | ,043 | ,027 | ,302 | ,242 | ,115 | |
FMS1TR1 | ,023 | ,383 | ,453 | ,422 | ,085 | ,325 | ,036 | ,201 | ,288 | ,064 | ,076 | ,317 | ,289 | ,129 | ,096 | ,192 | ,522 | ,156 | ,080 | ,221 | ,334 | ,172 | ,625 | ,805 | ,663 | ,358 | ,779(b) | ,835 | ,809 | ,757 | ,581 | ,657 | ,761 | ,857 | ,604 | ,834 | ,210 | ,810 | ,639 | ,773 | ,810 | ,855 | ,313 | ,268 | ,380 | ,330 | ,119 | ,115 | ,286 | ,435 | ,400 | ,235 | ,093 | ,026 | ,032 | ,041 | ,228 | ,129 | -,044 | |
FMS1TR2 | ,048 | ,471 | ,542 | ,499 | ,107 | ,394 | ,052 | ,243 | ,329 | ,083 | ,089 | ,363 | ,332 | ,163 | ,116 | ,221 | ,562 | ,169 | ,116 | ,231 | ,372 | ,224 | ,746 | ,933 | ,810 | ,469 | ,835 | ,935(b) | ,898 | ,836 | ,629 | ,685 | ,840 | ,952 | ,692 | ,946 | ,220 | ,878 | ,739 | ,913 | ,922 | ,938 | ,464 | ,431 | ,553 | ,480 | ,277 | ,273 | ,353 | ,568 | ,541 | ,268 | ,098 | ,023 | ,030 | ,035 | ,350 | ,141 | -,019 | |
FMS1TR3 | ,035 | ,312 | ,414 | ,398 | ,100 | ,335 | ,048 | ,233 | ,345 | ,090 | ,112 | ,356 | ,348 | ,153 | ,120 | ,236 | ,623 | ,203 | ,096 | ,295 | ,394 | ,244 | ,534 | ,861 | ,670 | ,635 | ,809 | ,898 | ,959(b) | ,940 | ,804 | ,856 | ,947 | ,902 | ,813 | ,897 | ,287 | ,953 | ,885 | ,863 | ,807 | ,893 | ,514 | ,488 | ,530 | ,555 | ,325 | ,331 | ,339 | ,723 | ,601 | ,292 | ,118 | ,017 | ,037 | ,038 | ,310 | ,228 | ,025 | |
FMS1TR4 | ,032 | ,224 | ,338 | ,334 | ,097 | ,297 | ,049 | ,220 | ,340 | ,095 | ,123 | ,338 | ,342 | ,146 | ,120 | ,238 | ,623 | ,213 | ,089 | ,314 | ,391 | ,244 | ,408 | ,787 | ,572 | ,680 | ,757 | ,836 | ,940 | ,942(b) | ,848 | ,892 | ,950 | ,833 | ,833 | ,829 | ,303 | ,941 | ,907 | ,798 | ,713 | ,828 | ,509 | ,501 | ,495 | ,566 | ,336 | ,344 | ,319 | ,760 | ,603 | ,317 | ,152 | ,045 | ,069 | ,068 | ,281 | ,257 | ,039 | |
FM64_4 | -,011 | ,010 | ,125 | ,141 | ,048 | ,155 | ,012 | ,135 | ,261 | ,060 | ,096 | ,239 | ,260 | ,081 | ,071 | ,186 | ,535 | ,179 | ,029 | ,288 | ,311 | ,202 | ,107 | ,557 | ,304 | ,695 | ,581 | ,629 | ,804 | ,848 | ,861(b) | ,874 | ,854 | ,604 | ,792 | ,604 | ,245 | ,821 | ,865 | ,587 | ,448 | ,606 | ,374 | ,434 | ,351 | ,503 | ,288 | ,307 | ,225 | ,738 | ,510 | ,307 | ,192 | ,089 | ,117 | ,110 | ,143 | ,225 | -,039 | |
FM64_7 | ,024 | ,048 | ,181 | ,205 | ,092 | ,206 | ,053 | ,187 | ,320 | ,101 | ,143 | ,300 | ,319 | ,126 | ,123 | ,233 | ,613 | ,234 | ,063 | ,352 | ,373 | ,217 | ,152 | ,591 | ,329 | ,655 | ,657 | ,685 | ,856 | ,892 | ,874 | ,932(b) | ,901 | ,679 | ,788 | ,660 | ,311 | ,884 | ,868 | ,604 | ,510 | ,689 | ,382 | ,364 | ,317 | ,466 | ,217 | ,237 | ,241 | ,703 | ,492 | ,259 | ,123 | ,011 | ,040 | ,040 | ,122 | ,276 | ,029 | |
FM64_E7S | ,035 | ,223 | ,340 | ,336 | ,100 | ,300 | ,051 | ,225 | ,346 | ,098 | ,126 | ,343 | ,348 | ,149 | ,124 | ,242 | ,631 | ,218 | ,091 | ,321 | ,396 | ,248 | ,408 | ,790 | ,573 | ,688 | ,761 | ,840 | ,947 | ,950 | ,854 | ,901 | ,958(b) | ,838 | ,838 | ,833 | ,310 | ,949 | ,916 | ,801 | ,715 | ,833 | ,520 | ,502 | ,499 | ,572 | ,339 | ,349 | ,321 | ,768 | ,609 | ,306 | ,138 | ,029 | ,053 | ,052 | ,282 | ,264 | ,050 | |
FM64_E7E | ,074 | ,506 | ,582 | ,541 | ,134 | ,426 | ,078 | ,274 | ,357 | ,107 | ,113 | ,393 | ,360 | ,191 | ,145 | ,244 | ,586 | ,195 | ,141 | ,255 | ,398 | ,232 | ,784 | ,947 | ,833 | ,434 | ,857 | ,952 | ,902 | ,833 | ,604 | ,679 | ,838 | ,979(b) | ,667 | ,965 | ,243 | ,884 | ,717 | ,918 | ,951 | ,966 | ,474 | ,402 | ,549 | ,463 | ,253 | ,249 | ,364 | ,536 | ,531 | ,236 | ,056 | -,019 | -,013 | -,005 | ,351 | ,158 | ,020 | |
FM64_9 | -,005 | ,130 | ,226 | ,219 | ,046 | ,211 | ,008 | ,151 | ,257 | ,053 | ,075 | ,246 | ,260 | ,089 | ,063 | ,179 | ,503 | ,150 | ,049 | ,240 | ,303 | ,208 | ,279 | ,664 | ,465 | ,693 | ,604 | ,692 | ,813 | ,833 | ,792 | ,788 | ,838 | ,667 | ,788(b) | ,684 | ,241 | ,805 | ,846 | ,696 | ,558 | ,658 | ,482 | ,554 | ,479 | ,570 | ,394 | ,398 | ,274 | ,762 | ,588 | ,379 | ,249 | ,154 | ,178 | ,170 | ,287 | ,222 | ,006 | |
FM64_10 | ,055 | ,502 | ,569 | ,522 | ,111 | ,410 | ,054 | ,252 | ,332 | ,085 | ,087 | ,368 | ,336 | ,170 | ,119 | ,220 | ,555 | ,165 | ,124 | ,222 | ,371 | ,229 | ,788 | ,955 | ,851 | ,472 | ,834 | ,946 | ,897 | ,829 | ,604 | ,660 | ,833 | ,965 | ,684 | ,963(b) | ,229 | ,869 | ,734 | ,937 | ,946 | ,947 | ,511 | ,465 | ,592 | ,504 | ,313 | ,306 | ,368 | ,579 | ,567 | ,262 | ,083 | ,009 | ,016 | ,021 | ,393 | ,151 | ,018 | |
FM64_14 | -,013 | ,002 | ,053 | ,069 | ,005 | ,065 | -,001 | ,068 | ,098 | ,019 | ,035 | ,079 | ,106 | ,027 | ,034 | ,054 | ,196 | ,060 | ,009 | ,109 | ,114 | ,031 | ,074 | ,193 | ,140 | ,224 | ,210 | ,220 | ,287 | ,303 | ,245 | ,311 | ,310 | ,243 | ,241 | ,229 | ,344(b) | ,292 | ,257 | ,194 | ,180 | ,251 | ,359 | ,208 | ,092 | ,155 | ,113 | ,083 | ,103 | ,277 | ,235 | ,190 | ,099 | ,038 | ,062 | ,068 | ,232 | ,346 | ,422 | |
FM64_15 | ,035 | ,274 | ,384 | ,376 | ,104 | ,319 | ,053 | ,230 | ,349 | ,096 | ,123 | ,356 | ,351 | ,153 | ,126 | ,243 | ,638 | ,217 | ,092 | ,316 | ,402 | ,236 | ,479 | ,823 | ,611 | ,611 | ,810 | ,878 | ,953 | ,941 | ,821 | ,884 | ,949 | ,884 | ,805 | ,869 | ,292 | ,959(b) | ,876 | ,820 | ,772 | ,882 | ,456 | ,426 | ,464 | ,509 | ,262 | ,270 | ,320 | ,691 | ,557 | ,284 | ,118 | ,016 | ,036 | ,039 | ,251 | ,230 | ,008 | |
FM64_16S | -,017 | ,121 | ,216 | ,217 | ,037 | ,206 | -,008 | ,150 | ,269 | ,041 | ,068 | ,258 | ,271 | ,086 | ,059 | ,172 | ,544 | ,151 | ,032 | ,253 | ,312 | ,235 | ,277 | ,699 | ,488 | ,785 | ,639 | ,739 | ,885 | ,907 | ,865 | ,868 | ,916 | ,717 | ,846 | ,734 | ,257 | ,876 | ,948(b) | ,740 | ,589 | ,700 | ,545 | ,567 | ,527 | ,633 | ,433 | ,451 | ,284 | ,852 | ,636 | ,244 | ,087 | -,022 | ,006 | -,004 | ,277 | ,234 | ,019 | |
FM64_16E | ,045 | ,498 | ,553 | ,497 | ,092 | ,396 | ,038 | ,232 | ,302 | ,068 | ,064 | ,336 | ,308 | ,153 | ,094 | ,199 | ,501 | ,133 | ,119 | ,180 | ,337 | ,232 | ,782 | ,950 | ,868 | ,525 | ,773 | ,913 | ,863 | ,798 | ,587 | ,604 | ,801 | ,918 | ,696 | ,937 | ,194 | ,820 | ,740 | ,948(b) | ,917 | ,891 | ,564 | ,572 | ,668 | ,575 | ,421 | ,411 | ,375 | ,636 | ,622 | ,317 | ,145 | ,076 | ,083 | ,081 | ,457 | ,131 | ,005 | |
FM6416AS | ,081 | ,593 | ,642 | ,581 | ,130 | ,447 | ,075 | ,267 | ,323 | ,095 | ,088 | ,373 | ,328 | ,188 | ,132 | ,218 | ,500 | ,155 | ,151 | ,188 | ,355 | ,213 | ,893 | ,952 | ,901 | ,325 | ,810 | ,922 | ,807 | ,713 | ,448 | ,510 | ,715 | ,951 | ,558 | ,946 | ,180 | ,772 | ,589 | ,917 | ,976(b) | ,931 | ,455 | ,395 | ,578 | ,427 | ,261 | ,249 | ,363 | ,435 | ,495 | ,224 | ,055 | ,002 | ,000 | ,008 | ,396 | ,092 | ,000 | |
FM6416AE | ,088 | ,492 | ,578 | ,541 | ,151 | ,431 | ,096 | ,287 | ,372 | ,125 | ,134 | ,406 | ,375 | ,205 | ,163 | ,262 | ,601 | ,217 | ,154 | ,279 | ,414 | ,233 | ,756 | ,924 | ,800 | ,411 | ,855 | ,938 | ,893 | ,828 | ,606 | ,689 | ,833 | ,966 | ,658 | ,947 | ,251 | ,882 | ,700 | ,891 | ,931 | ,959(b) | ,444 | ,373 | ,513 | ,438 | ,220 | ,217 | ,358 | ,511 | ,508 | ,255 | ,081 | ,006 | ,013 | ,022 | ,325 | ,165 | ,019 | |
BM62_25 | ,284 | ,323 | ,439 | ,436 | ,289 | ,441 | ,267 | ,399 | ,418 | ,296 | ,292 | ,405 | ,432 | ,343 | ,311 | ,346 | ,448 | ,315 | ,330 | ,343 | ,408 | ,332 | ,377 | ,525 | ,545 | ,581 | ,313 | ,464 | ,514 | ,509 | ,374 | ,382 | ,520 | ,474 | ,482 | ,511 | ,359 | ,456 | ,545 | ,564 | ,455 | ,444 | ,882(b) | ,769 | ,729 | ,740 | ,709 | ,708 | ,367 | ,703 | ,732 | ,235 | ,054 | -,028 | -,004 | -,011 | ,570 | ,378 | ,503 | |
BM62_30 | ,319 | ,303 | ,437 | ,417 | ,323 | ,459 | ,306 | ,410 | ,433 | ,337 | ,326 | ,414 | ,445 | ,368 | ,326 | ,397 | ,437 | ,343 | ,377 | ,361 | ,430 | ,364 | ,312 | ,519 | ,508 | ,630 | ,268 | ,431 | ,488 | ,501 | ,434 | ,364 | ,502 | ,402 | ,554 | ,465 | ,208 | ,426 | ,567 | ,572 | ,395 | ,373 | ,769 | ,889(b) | ,791 | ,816 | ,798 | ,801 | ,378 | ,742 | ,764 | ,489 | ,369 | ,305 | ,323 | ,308 | ,546 | ,242 | ,232 | |
BMTB_1 | ,553 | ,572 | ,737 | ,715 | ,560 | ,719 | ,530 | ,644 | ,658 | ,548 | ,530 | ,668 | ,665 | ,608 | ,555 | ,606 | ,611 | ,552 | ,601 | ,544 | ,638 | ,525 | ,545 | ,646 | ,680 | ,519 | ,380 | ,553 | ,530 | ,495 | ,351 | ,317 | ,499 | ,549 | ,479 | ,592 | ,092 | ,464 | ,527 | ,668 | ,578 | ,513 | ,729 | ,791 | ,935(b) | ,871 | ,791 | ,838 | ,468 | ,632 | ,760 | ,209 | ,064 | ,016 | ,017 | ,007 | ,451 | ,087 | ,064 | |
BMTB_2 | ,548 | ,395 | ,595 | ,602 | ,561 | ,655 | ,536 | ,634 | ,673 | ,565 | ,564 | ,658 | ,680 | ,602 | ,567 | ,627 | ,662 | ,593 | ,588 | ,614 | ,660 | ,537 | ,301 | ,535 | ,499 | ,648 | ,330 | ,480 | ,555 | ,566 | ,503 | ,466 | ,572 | ,463 | ,570 | ,504 | ,155 | ,509 | ,633 | ,575 | ,427 | ,438 | ,740 | ,816 | ,871 | ,912(b) | ,807 | ,863 | ,440 | ,746 | ,787 | ,251 | ,112 | ,042 | ,055 | ,042 | ,387 | ,170 | ,104 | |
BMHR_1 | ,447 | ,317 | ,459 | ,454 | ,437 | ,512 | ,425 | ,494 | ,496 | ,446 | ,432 | ,480 | ,505 | ,474 | ,437 | ,473 | ,422 | ,433 | ,482 | ,428 | ,471 | ,426 | ,228 | ,368 | ,405 | ,540 | ,119 | ,277 | ,325 | ,336 | ,288 | ,217 | ,339 | ,253 | ,394 | ,313 | ,113 | ,262 | ,433 | ,421 | ,261 | ,220 | ,709 | ,798 | ,791 | ,807 | ,802(b) | ,836 | ,357 | ,632 | ,695 | ,253 | ,146 | ,099 | ,111 | ,094 | ,435 | ,152 | ,179 | |
BMHR_2 | ,546 | ,346 | ,515 | ,520 | ,537 | ,590 | ,524 | ,585 | ,590 | ,544 | ,531 | ,573 | ,598 | ,571 | ,536 | ,568 | ,498 | ,535 | ,575 | ,527 | ,560 | ,498 | ,206 | ,359 | ,391 | ,556 | ,115 | ,273 | ,331 | ,344 | ,307 | ,237 | ,349 | ,249 | ,398 | ,306 | ,083 | ,270 | ,451 | ,411 | ,249 | ,217 | ,708 | ,801 | ,838 | ,863 | ,836 | ,889(b) | ,383 | ,643 | ,717 | ,190 | ,083 | ,035 | ,045 | ,028 | ,387 | ,121 | ,127 | |
BM64_11 | ,366 | ,347 | ,472 | ,466 | ,381 | ,466 | ,364 | ,429 | ,446 | ,374 | ,370 | ,450 | ,450 | ,404 | ,382 | ,416 | ,433 | ,391 | ,395 | ,395 | ,442 | ,314 | ,321 | ,383 | ,375 | ,235 | ,286 | ,353 | ,339 | ,319 | ,225 | ,241 | ,321 | ,364 | ,274 | ,368 | ,103 | ,320 | ,284 | ,375 | ,363 | ,358 | ,367 | ,378 | ,468 | ,440 | ,357 | ,383 | ,279(b) | ,301 | ,396 | ,171 | ,088 | ,056 | ,057 | ,058 | ,214 | ,087 | ,055 | |
BM64_22 | ,070 | ,101 | ,205 | ,208 | ,100 | ,235 | ,069 | ,204 | ,289 | ,115 | ,132 | ,265 | ,296 | ,149 | ,121 | ,214 | ,471 | ,188 | ,117 | ,267 | ,313 | ,271 | ,187 | ,572 | ,431 | ,814 | ,435 | ,568 | ,723 | ,760 | ,738 | ,703 | ,768 | ,536 | ,762 | ,579 | ,277 | ,691 | ,852 | ,636 | ,435 | ,511 | ,703 | ,742 | ,632 | ,746 | ,632 | ,643 | ,301 | ,896(b) | ,723 | ,308 | ,157 | ,053 | ,084 | ,069 | ,402 | ,292 | ,181 | |
BM64_18 | ,359 | ,351 | ,504 | ,499 | ,378 | ,519 | ,351 | ,473 | ,516 | ,383 | ,383 | ,505 | ,525 | ,425 | ,389 | ,457 | ,565 | ,419 | ,409 | ,452 | ,517 | ,406 | ,365 | ,588 | ,542 | ,618 | ,400 | ,541 | ,601 | ,603 | ,510 | ,492 | ,609 | ,531 | ,588 | ,567 | ,235 | ,557 | ,636 | ,622 | ,495 | ,508 | ,732 | ,764 | ,760 | ,787 | ,695 | ,717 | ,396 | ,723 | ,735(b) | ,326 | ,178 | ,102 | ,119 | ,110 | ,448 | ,242 | ,203 | |
CH62_26 | ,035 | ,071 | ,160 | ,122 | ,056 | ,156 | ,061 | ,107 | ,132 | ,084 | ,080 | ,106 | ,142 | ,070 | ,052 | ,151 | ,187 | ,094 | ,103 | ,120 | ,172 | ,048 | ,145 | ,312 | ,222 | ,233 | ,235 | ,268 | ,292 | ,317 | ,307 | ,259 | ,306 | ,236 | ,379 | ,262 | ,190 | ,284 | ,244 | ,317 | ,224 | ,255 | ,235 | ,489 | ,209 | ,251 | ,253 | ,190 | ,171 | ,308 | ,326 | ,916(b) | ,923 | ,893 | ,905 | ,904 | ,355 | ,212 | ,099 | |
CH62.28 | -,001 | -,023 | ,046 | ,009 | ,012 | ,060 | ,027 | ,030 | ,042 | ,043 | ,038 | ,013 | ,051 | ,011 | ,000 | ,090 | ,060 | ,038 | ,056 | ,050 | ,080 | -,018 | ,008 | ,141 | ,060 | ,108 | ,093 | ,098 | ,118 | ,152 | ,192 | ,123 | ,138 | ,056 | ,249 | ,083 | ,099 | ,118 | ,087 | ,145 | ,055 | ,081 | ,054 | ,369 | ,064 | ,112 | ,146 | ,083 | ,088 | ,157 | ,178 | ,923 | ,983(b) | ,976 | ,983 | ,982 | ,250 | ,132 | ,001 | |
CH62_29 | -,005 | -,022 | ,031 | -,011 | ,002 | ,037 | ,021 | ,006 | ,003 | ,030 | ,020 | -,021 | ,011 | -,005 | -,016 | ,064 | -,012 | ,010 | ,048 | ,007 | ,037 | -,045 | -,001 | ,077 | ,022 | ,014 | ,026 | ,023 | ,017 | ,045 | ,089 | ,011 | ,029 | -,019 | ,154 | ,009 | ,038 | ,016 | -,022 | ,076 | ,002 | ,006 | -,028 | ,305 | ,016 | ,042 | ,099 | ,035 | ,056 | ,053 | ,102 | ,893 | ,976 | ,985(b) | ,987 | ,986 | ,213 | ,071 | -,049 | |
CHEE_11 | -,017 | -,040 | ,014 | -,025 | -,009 | ,026 | ,010 | -,002 | ,000 | ,021 | ,013 | -,028 | ,008 | -,015 | -,024 | ,058 | -,005 | ,005 | ,037 | ,007 | ,035 | -,048 | -,017 | ,080 | ,017 | ,043 | ,032 | ,030 | ,037 | ,069 | ,117 | ,040 | ,053 | -,013 | ,178 | ,016 | ,062 | ,036 | ,006 | ,083 | ,000 | ,013 | -,004 | ,323 | ,017 | ,055 | ,111 | ,045 | ,057 | ,084 | ,119 | ,905 | ,983 | ,987 | ,991(b) | ,989 | ,226 | ,097 | -,021 | |
CH62_27 | -,011 | -,032 | ,024 | -,015 | -,002 | ,034 | ,017 | ,005 | ,007 | ,028 | ,020 | -,020 | ,015 | -,008 | -,017 | ,064 | ,003 | ,012 | ,043 | ,014 | ,042 | -,048 | -,008 | ,083 | ,019 | ,027 | ,041 | ,035 | ,038 | ,068 | ,110 | ,040 | ,052 | -,005 | ,170 | ,021 | ,068 | ,039 | -,004 | ,081 | ,008 | ,022 | -,011 | ,308 | ,007 | ,042 | ,094 | ,028 | ,058 | ,069 | ,110 | ,904 | ,982 | ,986 | ,989 | ,990(b) | ,221 | ,101 | -,015 | |
HH64_9H | -,002 | ,249 | ,255 | ,212 | -,005 | ,175 | -,019 | ,087 | ,079 | -,003 | -,021 | ,084 | ,093 | ,038 | ,000 | ,035 | ,108 | -,016 | ,050 | -,012 | ,082 | ,073 | ,417 | ,434 | ,489 | ,302 | ,228 | ,350 | ,310 | ,281 | ,143 | ,122 | ,282 | ,351 | ,287 | ,393 | ,232 | ,251 | ,277 | ,457 | ,396 | ,325 | ,570 | ,546 | ,451 | ,387 | ,435 | ,387 | ,214 | ,402 | ,448 | ,355 | ,250 | ,213 | ,226 | ,221 | ,527(b) | ,241 | ,360 | |
HH62_33B | -,011 | -,053 | ,000 | ,020 | ,001 | ,035 | ,000 | ,056 | ,080 | ,021 | ,036 | ,052 | ,089 | ,020 | ,030 | ,046 | ,159 | ,054 | ,008 | ,101 | ,092 | ,026 | -,010 | ,119 | ,073 | ,242 | ,129 | ,141 | ,228 | ,257 | ,225 | ,276 | ,264 | ,158 | ,222 | ,151 | ,346 | ,230 | ,234 | ,131 | ,092 | ,165 | ,378 | ,242 | ,087 | ,170 | ,152 | ,121 | ,087 | ,292 | ,242 | ,212 | ,132 | ,071 | ,097 | ,101 | ,241 | ,363(b) | ,456 | |
HH62_35 | -,020 | -,040 | -,025 | -,005 | -,033 | -,002 | -,024 | ,026 | ,003 | -,013 | -,009 | -,024 | ,017 | -,010 | ,002 | -,032 | ,001 | -,018 | -,009 | ,001 | -,008 | -,033 | ,009 | -,007 | ,059 | ,115 | -,044 | -,019 | ,025 | ,039 | -,039 | ,029 | ,050 | ,020 | ,006 | ,018 | ,422 | ,008 | ,019 | ,005 | ,000 | ,019 | ,503 | ,232 | ,064 | ,104 | ,179 | ,127 | ,055 | ,181 | ,203 | ,099 | ,001 | -,049 | -,021 | -,015 | ,360 | ,456 | ,749(b) | |
Residuum(a) | ME62_1 | -,028 | -,003 | ,002 | ,010 | -,005 | ,008 | ,007 | ,000 | ,007 | ,005 | -,006 | -,002 | ,007 | ,009 | -,002 | -,016 | ,002 | ,012 | -,007 | -,011 | -,029 | -,010 | ,007 | ,004 | ,002 | ,021 | ,016 | -,004 | -,011 | ,006 | -,021 | -,014 | -,005 | ,031 | ,007 | ,013 | -,002 | ,011 | ,013 | 3,698E-05 | -3,224E-05 | -,005 | -,003 | ,006 | -,001 | ,000 | ,001 | -,019 | -,006 | -,012 | ,000 | -,005 | -,002 | ,000 | -,002 | ,011 | ,005 | -,004 | |
ME62_2 | -,028 | ,085 | ,071 | -,012 | -,003 | -,011 | ,022 | -,032 | -,020 | -,032 | -,018 | ,001 | -,039 | -,036 | -,002 | ,013 | -,005 | ,006 | ,005 | -,018 | -,029 | ,061 | -,046 | -,087 | ,047 | -,053 | -,048 | -,007 | ,015 | ,052 | ,062 | ,025 | -,031 | ,026 | -,036 | ,038 | ,016 | ,020 | -,055 | -,057 | -,038 | -,021 | ,006 | -,039 | -,024 | ,015 | -,003 | -,038 | ,057 | ,006 | -,003 | ,004 | ,001 | ,006 | ,003 | -,057 | ,026 | ,005 | ||
ME62_3 | -,003 | ,085 | ,023 | -,005 | ,004 | -,004 | ,012 | -,009 | -,007 | -,010 | -,007 | ,000 | -,009 | -,010 | -,001 | -,001 | -,003 | ,003 | -,002 | -,011 | -,015 | ,020 | -,006 | -,023 | ,027 | -,030 | -,020 | -,009 | -,005 | ,020 | ,019 | ,007 | -,002 | ,015 | -,006 | ,018 | ,011 | -,002 | -,022 | -,008 | -,009 | -,011 | ,003 | -,010 | -,012 | ,011 | ,001 | ,014 | ,008 | -,010 | -,003 | -,001 | -,002 | ,002 | ,001 | -,019 | ,030 | -,013 | ||
ME62_5 | ,002 | ,071 | ,023 | -,002 | -,001 | -,011 | ,026 | -,015 | -,020 | -,023 | ,002 | ,002 | -,023 | -,015 | -,010 | ,013 | -,011 | ,012 | -,016 | ,011 | -,002 | ,017 | -,001 | -,019 | ,032 | -,031 | -,021 | -,003 | -,004 | ,023 | ,017 | ,007 | -,006 | ,005 | -,011 | ,004 | ,006 | -,007 | -,016 | -,011 | -,015 | -,004 | -,005 | -,011 | -,011 | ,012 | ,000 | ,011 | ,005 | -,010 | -,002 | ,001 | -,001 | ,000 | ,005 | -,024 | ,051 | -,019 | ||
ME62_6 | ,010 | -,012 | -,005 | -,002 | -,003 | ,007 | ,003 | ,004 | ,011 | ,008 | ,003 | ,001 | ,006 | ,008 | -,002 | -,013 | ,003 | ,002 | -,002 | -,013 | -,048 | -,007 | ,005 | ,001 | ,002 | ,009 | ,009 | -,001 | -,006 | ,009 | -,011 | -,008 | -,004 | ,024 | ,005 | ,012 | -,005 | ,008 | ,009 | -,002 | -,004 | ,001 | -,004 | ,008 | ,008 | -,009 | -,014 | -,008 | ,001 | -,004 | -,005 | ,001 | ,000 | ,000 | -,003 | ,019 | -,028 | ,007 | ||
ME62_7 | -,005 | -,003 | ,004 | -,001 | -,003 | ,001 | ,014 | -,002 | -,002 | -,002 | ,012 | -,007 | -,003 | ,001 | -,007 | -,016 | -,004 | -,011 | -,007 | -,004 | -,003 | ,004 | ,004 | -,002 | ,021 | -,007 | -,006 | -,003 | -,005 | ,010 | ,003 | ,002 | ,001 | -,002 | -,002 | ,008 | ,003 | -,003 | ,001 | ,000 | -,003 | -,003 | -,011 | ,001 | -,012 | ,018 | ,006 | ,029 | -,010 | -,017 | -,002 | ,000 | -,002 | ,000 | ,003 | -,011 | ,036 | -,018 | ||
ME62_8 | ,008 | -,011 | -,004 | -,011 | ,007 | ,001 | ,000 | ,003 | ,014 | ,013 | -,004 | -,002 | ,011 | ,013 | ,004 | -,024 | ,004 | ,002 | ,000 | -,017 | -,041 | -,005 | ,005 | ,003 | ,004 | ,014 | ,013 | -,004 | -,009 | ,008 | -,019 | -,011 | -,007 | ,030 | ,006 | ,018 | -,006 | ,014 | ,014 | -,002 | -,004 | ,001 | -,012 | ,012 | ,010 | -,019 | -,011 | -,020 | ,003 | -,001 | -,003 | -,003 | ,000 | ,001 | -,002 | ,017 | -,013 | -,001 | ||
ME62_9 | ,007 | ,022 | ,012 | ,026 | ,003 | ,014 | ,000 | -,007 | -,002 | -,005 | ,001 | -,005 | -,009 | ,001 | -,008 | -,019 | -,006 | ,002 | -,012 | -,008 | -,026 | ,004 | ,003 | -,016 | ,024 | ,003 | -,002 | ,002 | -,002 | ,015 | ,000 | -,001 | -,006 | ,008 | -,006 | -,001 | ,000 | ,002 | ,002 | -,009 | -,007 | ,004 | -,009 | -9,933E-05 | -,004 | ,011 | -,005 | ,010 | ,001 | -,015 | -,012 | ,004 | ,000 | ,001 | ,006 | -,014 | ,039 | -,015 | ||
ME62_10 | ,000 | -,032 | -,009 | -,015 | ,004 | -,002 | ,003 | -,007 | ,007 | ,009 | ,003 | ,003 | ,008 | ,006 | ,004 | -4,955E-05 | ,004 | -,005 | ,005 | -,005 | -,027 | -,005 | ,005 | ,007 | -,003 | -,002 | ,002 | -,002 | ,003 | -,009 | -,001 | ,002 | ,007 | -,006 | ,005 | -,010 | -,004 | -,001 | ,005 | ,009 | ,005 | ,011 | -,001 | ,007 | ,012 | -,010 | -,009 | -,006 | ,001 | ,001 | -,006 | ,002 | ,003 | ,002 | ,000 | ,012 | -,024 | ,007 | ||
ME62_11 | ,007 | -,020 | -,007 | -,020 | ,011 | -,002 | ,014 | -,002 | ,007 | ,020 | -,004 | -,002 | ,015 | ,018 | ,004 | -,026 | ,007 | -,004 | ,006 | -,022 | -,052 | -,004 | ,007 | ,008 | ,005 | ,014 | ,013 | -,003 | -,006 | ,006 | -,017 | -,009 | -,005 | ,022 | ,007 | ,009 | -,008 | ,014 | ,017 | -,001 | -,003 | ,009 | -,017 | ,013 | ,016 | -,023 | -,013 | -,022 | ,003 | -,004 | -,005 | -7,483E-06 | ,002 | -7,620E-05 | -,002 | ,026 | -,022 | ,002 | ||
ME62_12 | ,005 | -,032 | -,010 | -,023 | ,008 | -,002 | ,013 | -,005 | ,009 | ,020 | -,005 | ,000 | ,015 | ,018 | ,006 | -,024 | ,007 | -,005 | ,006 | -,014 | -,041 | -,006 | ,008 | ,009 | ,002 | ,011 | ,011 | -,002 | -,005 | -,001 | -,018 | -,008 | -,003 | ,018 | ,008 | ,001 | -,008 | ,011 | ,016 | ,002 | -,002 | ,010 | -,018 | ,015 | ,018 | -,031 | -,017 | -,010 | ,007 | ,003 | -,008 | ,001 | ,002 | ,001 | -,001 | ,030 | -,026 | ,005 | ||
ME62_13 | -,006 | -,018 | -,007 | ,002 | ,003 | ,012 | -,004 | ,001 | ,003 | -,004 | -,005 | ,000 | -,002 | -,003 | -,003 | ,020 | -,002 | -,007 | ,000 | ,006 | -,022 | ,001 | ,002 | ,011 | ,000 | -,016 | -,006 | -,006 | ,001 | ,005 | ,011 | ,004 | ,006 | -,012 | 4,893E-05 | -,005 | ,002 | -,009 | -,004 | ,004 | ,001 | -,001 | ,008 | ,003 | ,005 | ,011 | ,001 | -,015 | -,010 | -,016 | ,008 | 7,226E-05 | -,002 | -,005 | -,002 | ,009 | -,003 | -,004 | ||
ME62_14 | -,002 | ,001 | ,000 | ,002 | ,001 | -,007 | -,002 | -,005 | ,003 | -,002 | ,000 | ,000 | -,001 | -,002 | ,004 | ,006 | ,001 | ,001 | ,001 | ,000 | -,012 | -,002 | ,001 | -,007 | -,006 | -,014 | -,007 | ,001 | ,007 | -,007 | ,007 | ,008 | ,006 | -,009 | ,004 | -,009 | ,001 | -,004 | -,001 | ,005 | ,001 | ,010 | -,002 | -,001 | ,010 | -,007 | -,006 | -,008 | ,005 | ,008 | -,009 | ,000 | ,004 | ,005 | ,002 | ,003 | -,019 | ,008 | ||
ME62_15 | ,007 | -,039 | -,009 | -,023 | ,006 | -,003 | ,011 | -,009 | ,008 | ,015 | ,015 | -,002 | -,001 | ,013 | ,006 | -,014 | ,006 | ,000 | ,006 | -,016 | -,034 | -,007 | ,007 | ,014 | -,006 | ,011 | ,012 | -,006 | -,010 | ,000 | -,017 | -,010 | ,001 | ,025 | ,010 | ,010 | -,003 | ,007 | ,009 | ,006 | ,003 | ,000 | ,001 | ,012 | ,008 | -,014 | -,009 | -,013 | -,002 | ,000 | ,002 | -,003 | -,001 | -,001 | -,004 | ,015 | -,027 | ,008 | ||
ME62_17 | ,009 | -,036 | -,010 | -,015 | ,008 | ,001 | ,013 | ,001 | ,006 | ,018 | ,018 | -,003 | -,002 | ,013 | ,002 | -,023 | ,005 | -,001 | ,003 | -,015 | -,047 | -,005 | ,009 | ,013 | ,009 | ,015 | ,014 | -,002 | -,009 | ,002 | -,023 | -,012 | -,006 | ,022 | ,006 | ,002 | -,009 | ,012 | ,019 | ,000 | -,003 | ,007 | -,018 | ,018 | ,015 | -,031 | -,016 | -,014 | ,005 | ,003 | -,003 | -,001 | ,000 | ,000 | -,001 | ,022 | -,008 | -,003 | ||
ME62_18 | -,002 | -,002 | -,001 | -,010 | -,002 | -,007 | ,004 | -,008 | ,004 | ,004 | ,006 | -,003 | ,004 | ,006 | ,002 | -,008 | ,003 | ,000 | ,002 | -,001 | -,004 | -,003 | -,001 | -,007 | -,011 | ,002 | ,003 | -,004 | ,005 | -,004 | -,002 | ,000 | ,004 | ,003 | ,007 | -,007 | -,001 | ,002 | ,002 | ,005 | ,005 | ,006 | ,000 | ,003 | ,013 | -,007 | -,005 | -,024 | ,005 | -,003 | -,009 | -,003 | ,004 | ,004 | ,001 | ,013 | -,011 | ,006 | ||
ME62_19 | -,016 | ,013 | -,001 | ,013 | -,013 | -,016 | -,024 | -,019 | -4,955E-05 | -,026 | -,024 | ,020 | ,006 | -,014 | -,023 | -,008 | ,001 | ,000 | ,023 | ,030 | ,003 | ,014 | -,018 | ,032 | -,013 | -,046 | -,027 | -,010 | ,016 | -,013 | ,050 | ,018 | ,014 | -,061 | -,017 | -,041 | ,016 | -,024 | -,039 | ,001 | ,010 | -,024 | ,037 | -,012 | -,007 | ,014 | ,024 | -,024 | -,002 | -,005 | ,044 | ,002 | -,012 | -,015 | -,012 | ,030 | -,008 | ,001 | ||
ME62_20 | ,002 | -,005 | -,003 | -,011 | ,003 | -,004 | ,004 | -,006 | ,004 | ,007 | ,007 | -,002 | ,001 | ,006 | ,005 | ,003 | ,001 | ,000 | ,007 | -,006 | -,024 | -,002 | -,001 | ,002 | -,007 | ,005 | ,005 | -,001 | ,002 | -,007 | -,002 | -,002 | 2,606E-05 | ,004 | ,001 | -,008 | -,001 | ,005 | ,003 | ,000 | ,003 | -,001 | ,001 | ,006 | ,007 | -,013 | -,005 | -,026 | ,009 | ,004 | ,000 | ,000 | -,001 | ,000 | -,002 | ,020 | -,015 | ,005 | ||
ME62_21 | ,012 | ,006 | ,003 | ,012 | ,002 | -,011 | ,002 | ,002 | -,005 | -,004 | -,005 | -,007 | ,001 | ,000 | -,001 | ,000 | ,000 | ,000 | -,006 | ,002 | -,003 | -,004 | ,000 | -,004 | -,003 | ,011 | ,009 | -,004 | -,008 | ,005 | -,010 | -,010 | -,005 | ,026 | ,003 | -3,917E-05 | ,001 | ,010 | ,002 | -,003 | -,001 | -,008 | ,006 | -,004 | -,008 | ,002 | ,004 | -,025 | ,001 | -,004 | ,003 | -,005 | -,001 | ,000 | -,001 | ,000 | ,004 | ,007 | ||
ME62_22 | -,007 | ,005 | -,002 | -,016 | -,002 | -,007 | ,000 | -,012 | ,005 | ,006 | ,006 | ,000 | ,001 | ,006 | ,003 | ,002 | ,023 | ,007 | -,006 | -,007 | -,026 | ,006 | -,006 | ,013 | -,009 | -,007 | -,004 | -,002 | ,006 | -,009 | ,011 | ,003 | ,003 | -,013 | -,004 | -,020 | ,004 | -,002 | -,010 | -,002 | ,004 | -,006 | ,011 | ,005 | ,007 | -,017 | -,005 | -,021 | ,011 | ,012 | ,011 | ,002 | -,004 | -,004 | -,006 | ,021 | -,021 | ,009 | ||
METI_1 | -,011 | -,018 | -,011 | ,011 | -,013 | -,004 | -,017 | -,008 | -,005 | -,022 | -,014 | ,006 | ,000 | -,016 | -,015 | -,001 | ,030 | -,006 | ,002 | -,007 | ,097 | -,002 | -,004 | ,006 | -,004 | -,006 | -,004 | ,002 | ,010 | -,015 | ,010 | ,006 | ,006 | -,037 | -,005 | -,028 | -,003 | -,009 | -,001 | ,004 | ,005 | ,005 | -,005 | -,014 | -,010 | ,009 | ,018 | ,012 | -,005 | -,011 | ,004 | ,003 | ,003 | ,000 | ,003 | ,008 | ,009 | ,005 | ||
ME64_21 | -,029 | -,029 | -,015 | -,002 | -,048 | -,003 | -,041 | -,026 | -,027 | -,052 | -,041 | -,022 | -,012 | -,034 | -,047 | -,004 | ,003 | -,024 | -,003 | -,026 | ,097 | -,017 | -,004 | -,021 | -,095 | ,018 | -,005 | ,068 | ,027 | -,042 | ,009 | ,026 | ,013 | -,078 | -,008 | -,017 | ,014 | -,047 | -,007 | ,018 | ,018 | -,031 | ,007 | -,087 | -,107 | ,110 | ,091 | ,049 | -,055 | ,078 | ,001 | ,004 | ,005 | ,004 | ,010 | -,049 | ,064 | ,008 | ||
ME64_33 | -,010 | ,061 | ,020 | ,017 | -,007 | ,004 | -,005 | ,004 | -,005 | -,004 | -,006 | ,001 | -,002 | -,007 | -,005 | -,003 | ,014 | -,002 | -,004 | ,006 | -,002 | -,017 | ,006 | ,009 | ,036 | -,060 | -,029 | -,013 | -,015 | ,020 | ,017 | ,009 | ,000 | ,014 | -,006 | ,022 | ,008 | -,014 | -,025 | -,002 | -,015 | -,009 | -,002 | ,008 | ,000 | -,021 | -,013 | -,004 | ,015 | ,014 | ,015 | -,003 | -,004 | -,002 | ,000 | -,032 | ,031 | -,019 | ||
FM62_23 | ,007 | -,046 | -,006 | -,001 | ,005 | ,004 | ,005 | ,003 | ,005 | ,007 | ,008 | ,002 | ,001 | ,007 | ,009 | -,001 | -,018 | -,001 | ,000 | -,006 | -,004 | -,004 | ,006 | ,016 | -,008 | -,045 | -,016 | -,005 | -,022 | ,009 | -,010 | ,007 | ,006 | ,033 | ,021 | ,013 | ,010 | -,012 | ,006 | ,016 | -,018 | ,009 | -,013 | ,016 | ,010 | -,024 | -,021 | -,019 | ,003 | ,016 | -,005 | -,003 | ,002 | ,002 | ,002 | -,007 | ,008 | -,011 | ||
FM62_24 | ,004 | -,087 | -,023 | -,019 | ,001 | -,002 | ,003 | -,016 | ,007 | ,008 | ,009 | ,011 | -,007 | ,014 | ,013 | -,007 | ,032 | ,002 | -,004 | ,013 | ,006 | -,021 | ,009 | ,016 | ,038 | -,029 | -,001 | -,021 | -,034 | ,021 | -,014 | -,012 | ,000 | ,001 | -,001 | ,039 | -,004 | -,004 | -,001 | ,010 | -,004 | -,030 | -,014 | ,022 | ,007 | -,032 | ,011 | ,025 | -,030 | -,012 | ,058 | -,011 | -,017 | -,019 | -,014 | ,034 | ,021 | -,039 | ||
FM62_34 | ,002 | ,047 | ,027 | ,032 | ,002 | ,021 | ,004 | ,024 | -,003 | ,005 | ,002 | ,000 | -,006 | -,006 | ,009 | -,011 | -,013 | -,007 | -,003 | -,009 | -,004 | -,095 | ,036 | -,008 | ,038 | -,029 | ,005 | -,046 | -,044 | ,076 | -,018 | -,041 | -,010 | ,040 | -,042 | ,078 | -,047 | -,002 | -,016 | -,008 | ,007 | -,033 | -,078 | ,009 | -,020 | -,033 | -,002 | ,172 | -,034 | -,072 | ,024 | -,004 | -,013 | -,007 | -,002 | ,023 | ,084 | -,071 | ||
FMS1TR1 | ,021 | -,053 | -,030 | -,031 | ,009 | -,007 | ,014 | ,003 | -,002 | ,014 | ,011 | -,016 | -,014 | ,011 | ,015 | ,002 | -,046 | ,005 | ,011 | -,007 | -,006 | ,018 | -,060 | -,045 | -,029 | -,029 | ,103 | ,034 | ,037 | -,046 | -,064 | -,056 | -,027 | -,033 | -,023 | -,054 | -,048 | ,050 | ,057 | -,027 | ,047 | ,006 | ,019 | -,007 | -,007 | ,044 | ,036 | ,018 | -,020 | -,025 | -,017 | ,003 | ,005 | ,002 | ,003 | -,012 | ,026 | ,029 | ||
FMS1TR2 | ,016 | -,048 | -,020 | -,021 | ,009 | -,006 | ,013 | -,002 | ,002 | ,013 | ,011 | -,006 | -,007 | ,012 | ,014 | ,003 | -,027 | ,005 | ,009 | -,004 | -,004 | -,005 | -,029 | -,016 | -,001 | ,005 | ,103 | ,007 | ,008 | -,014 | -,043 | -,038 | -,011 | ,003 | -,010 | ,004 | -,034 | ,027 | ,035 | -,007 | ,030 | ,004 | -5,713E-05 | ,003 | -,001 | ,017 | ,019 | -,035 | -,018 | -,022 | ,001 | -,006 | ,002 | ,001 | ,000 | ,003 | -,010 | ,014 | ||
FMS1TR3 | -,004 | -,007 | -,009 | -,003 | -,001 | -,003 | -,004 | ,002 | -,002 | -,003 | -,002 | -,006 | ,001 | -,006 | -,002 | -,004 | -,010 | -,001 | -,004 | -,002 | ,002 | ,068 | -,013 | -,005 | -,021 | -,046 | ,034 | ,007 | ,024 | -,040 | -,006 | ,008 | -,006 | -,031 | -,007 | -,033 | -,004 | -,005 | ,009 | -,004 | ,004 | ,011 | ,001 | -,007 | -,010 | ,004 | -,005 | ,000 | ,019 | ,065 | -,019 | ,010 | ,006 | ,005 | ,006 | -,022 | -,001 | ,013 | ||
FMS1TR4 | -,011 | ,015 | -,005 | -,004 | -,006 | -,005 | -,009 | -,002 | ,003 | -,006 | -,005 | ,001 | ,007 | -,010 | -,009 | ,005 | ,016 | ,002 | -,008 | ,006 | ,010 | ,027 | -,015 | -,022 | -,034 | -,044 | ,037 | ,008 | ,024 | -,048 | ,024 | ,019 | ,007 | -,082 | -,011 | -,048 | -,005 | ,001 | ,009 | -,005 | ,020 | ,027 | ,010 | -,018 | ,006 | ,038 | ,019 | -,054 | ,010 | -,004 | -,021 | ,009 | ,011 | ,007 | ,009 | ,004 | -,023 | ,017 | ||
FM64_4 | ,006 | ,052 | ,020 | ,023 | ,009 | ,010 | ,008 | ,015 | -,009 | ,006 | -,001 | ,005 | -,007 | ,000 | ,002 | -,004 | -,013 | -,007 | ,005 | -,009 | -,015 | -,042 | ,020 | ,009 | ,021 | ,076 | -,046 | -,014 | -,040 | -,048 | ,009 | -,017 | -,007 | ,070 | ,007 | ,030 | ,002 | ,003 | -,015 | -,009 | -,019 | -,021 | -,011 | -,012 | ,005 | ,008 | -,007 | ,033 | -,063 | -,085 | ,007 | ,002 | -,004 | -,012 | -,009 | ,048 | -,019 | ,021 | ||
FM64_7 | -,021 | ,062 | ,019 | ,017 | -,011 | ,003 | -,019 | ,000 | -,001 | -,017 | -,018 | ,011 | ,007 | -,017 | -,023 | -,002 | ,050 | -,002 | -,010 | ,011 | ,010 | ,009 | ,017 | -,010 | -,014 | -,018 | -,064 | -,043 | -,006 | ,024 | ,009 | ,039 | ,019 | -,057 | -,001 | -,045 | ,027 | -,018 | -,031 | ,001 | -,003 | ,009 | ,022 | -,029 | -,007 | ,045 | ,017 | -,016 | -,006 | -,032 | -,002 | ,011 | ,003 | -,002 | ,001 | ,008 | -,022 | ,019 | ||
FM64_E7S | -,014 | ,025 | ,007 | ,007 | -,008 | ,002 | -,011 | -,001 | ,002 | -,009 | -,008 | ,004 | ,008 | -,010 | -,012 | ,000 | ,018 | -,002 | -,010 | ,003 | ,006 | ,026 | ,009 | ,007 | -,012 | -,041 | -,056 | -,038 | ,008 | ,019 | -,017 | ,039 | ,012 | -,042 | ,009 | -,010 | ,023 | -,012 | -,010 | ,006 | -,014 | ,020 | ,002 | -,013 | ,002 | ,016 | ,003 | -,020 | ,011 | ,011 | -,010 | ,006 | ,006 | ,004 | ,005 | -,010 | -,021 | ,002 | ||
FM64_E7E | -,005 | -,031 | -,002 | -,006 | -,004 | ,001 | -,007 | -,006 | ,007 | -,005 | -,003 | ,006 | ,006 | ,001 | -,006 | ,004 | ,014 | 2,606E-05 | -,005 | ,003 | ,006 | ,013 | ,000 | ,006 | ,000 | -,010 | -,027 | -,011 | -,006 | ,007 | -,007 | ,019 | ,012 | -,021 | ,009 | -,029 | ,008 | -,018 | -,007 | ,018 | ,012 | ,014 | ,013 | -,007 | ,000 | ,020 | ,006 | -,008 | -,013 | -,015 | -,007 | ,001 | ,005 | ,003 | ,003 | -,008 | -,016 | ,016 | ||
FM64_9 | ,031 | ,026 | ,015 | ,005 | ,024 | -,002 | ,030 | ,008 | -,006 | ,022 | ,018 | -,012 | -,009 | ,025 | ,022 | ,003 | -,061 | ,004 | ,026 | -,013 | -,037 | -,078 | ,014 | ,033 | ,001 | ,040 | -,033 | ,003 | -,031 | -,082 | ,070 | -,057 | -,042 | -,021 | ,028 | ,071 | ,009 | ,012 | -,006 | -,003 | -,037 | -,040 | -,016 | ,024 | -,013 | -,077 | -,064 | ,005 | ,026 | ,036 | -,001 | -,010 | -,011 | -,002 | -,014 | ,033 | -,042 | ,021 | ||
FM64_10 | ,007 | -,036 | -,006 | -,011 | ,005 | -,002 | ,006 | -,006 | ,005 | ,007 | ,008 | 4,893E-05 | ,004 | ,010 | ,006 | ,007 | -,017 | ,001 | ,003 | -,004 | -,005 | -,008 | -,006 | ,021 | -,001 | -,042 | -,023 | -,010 | -,007 | -,011 | ,007 | -,001 | ,009 | ,009 | ,028 | -,029 | ,018 | ,001 | ,011 | ,014 | -,012 | ,026 | ,005 | -,001 | ,009 | ,001 | -,009 | -,031 | -,001 | -,011 | -,014 | -,001 | ,009 | ,004 | ,003 | -,012 | -,033 | ,034 | ||
FM64_14 | ,013 | ,038 | ,018 | ,004 | ,012 | ,008 | ,018 | -,001 | -,010 | ,009 | ,001 | -,005 | -,009 | ,010 | ,002 | -,007 | -,041 | -,008 | -3,917E-05 | -,020 | -,028 | -,017 | ,022 | ,013 | ,039 | ,078 | -,054 | ,004 | -,033 | -,048 | ,030 | -,045 | -,010 | -,029 | ,071 | -,029 | -,031 | ,005 | -,003 | -,005 | -,033 | -,092 | -,043 | ,067 | ,010 | ,003 | ,025 | ,017 | -,025 | -,020 | ,114 | -,054 | -,043 | -,006 | -,026 | -1,205E-05 | -,163 | -,222 | ||
FM64_15 | -,002 | ,016 | ,011 | ,006 | -,005 | ,003 | -,006 | ,000 | -,004 | -,008 | -,008 | ,002 | ,001 | -,003 | -,009 | -,001 | ,016 | -,001 | ,001 | ,004 | -,003 | ,014 | ,008 | ,010 | -,004 | -,047 | -,048 | -,034 | -,004 | -,005 | ,002 | ,027 | ,023 | ,008 | ,009 | ,018 | -,031 | -,010 | -,020 | ,004 | -,017 | -,010 | ,022 | -,013 | -,012 | ,012 | ,005 | -,010 | ,008 | ,005 | ,003 | 2,727E-05 | -,004 | -,003 | -,002 | ,005 | ,008 | ,009 | ||
FM64_16S | ,011 | ,020 | -,002 | -,007 | ,008 | -,003 | ,014 | ,002 | -,001 | ,014 | ,011 | -,009 | -,004 | ,007 | ,012 | ,002 | -,024 | ,005 | ,010 | -,002 | -,009 | -,047 | -,014 | -,012 | -,004 | -,002 | ,050 | ,027 | -,005 | ,001 | ,003 | -,018 | -,012 | -,018 | ,012 | ,001 | ,005 | -,010 | ,028 | -,019 | -,006 | ,011 | -,020 | -,005 | ,003 | ,000 | ,014 | -,025 | ,002 | -,038 | ,000 | -,003 | ,004 | ,000 | ,000 | ,024 | -,017 | ,010 | ||
FM64_16E | ,013 | -,055 | -,022 | -,016 | ,009 | ,001 | ,014 | ,002 | ,005 | ,017 | ,016 | -,004 | -,001 | ,009 | ,019 | ,002 | -,039 | ,003 | ,002 | -,010 | -,001 | -,007 | -,025 | ,006 | -,001 | -,016 | ,057 | ,035 | ,009 | ,009 | -,015 | -,031 | -,010 | -,007 | -,006 | ,011 | -,003 | -,020 | ,028 | -,001 | ,001 | ,036 | -,029 | ,004 | ,012 | ,007 | ,013 | -,044 | -,010 | -,026 | -,013 | -,003 | ,011 | ,005 | ,007 | -,001 | -,007 | ,005 | ||
FM6416AS | 3,698E-05 | -,057 | -,008 | -,011 | -,002 | ,000 | -,002 | -,009 | ,009 | -,001 | ,002 | ,004 | ,005 | ,006 | ,000 | ,005 | ,001 | ,000 | -,003 | -,002 | ,004 | ,018 | -,002 | ,016 | ,010 | -,008 | -,027 | -,007 | -,004 | -,005 | -,009 | ,001 | ,006 | ,018 | -,003 | ,014 | -,005 | ,004 | -,019 | -,001 | ,008 | ,010 | ,004 | ,005 | ,004 | ,003 | -,003 | -,005 | -,011 | ,004 | -,005 | -,003 | ,004 | ,004 | ,003 | -,014 | -,003 | ,001 | ||
FM6416AE | -3,224E-05 | -,038 | -,009 | -,015 | -,004 | -,003 | -,004 | -,007 | ,005 | -,003 | -,002 | ,001 | ,001 | ,003 | -,003 | ,005 | ,010 | ,003 | -,001 | ,004 | ,005 | ,018 | -,015 | -,018 | -,004 | ,007 | ,047 | ,030 | ,004 | ,020 | -,019 | -,003 | -,014 | ,012 | -,037 | -,012 | -,033 | -,017 | -,006 | ,001 | ,008 | ,004 | ,022 | -,006 | -,002 | ,028 | ,017 | -,008 | -,020 | -,015 | -,004 | ,000 | ,003 | ,003 | ,002 | -,008 | -,008 | ,020 | ||
BM62_25 | -,005 | -,021 | -,011 | -,004 | ,001 | -,003 | ,001 | ,004 | ,011 | ,009 | ,010 | -,001 | ,010 | ,000 | ,007 | ,006 | -,024 | -,001 | -,008 | -,006 | ,005 | -,031 | -,009 | ,009 | -,030 | -,033 | ,006 | ,004 | ,011 | ,027 | -,021 | ,009 | ,020 | ,014 | -,040 | ,026 | -,092 | -,010 | ,011 | ,036 | ,010 | ,004 | -,008 | -,010 | ,033 | ,010 | -,018 | -,039 | ,010 | -,021 | -,048 | ,013 | ,035 | ,017 | ,025 | -,105 | -,089 | ,091 | ||
BM62_30 | -,003 | ,006 | ,003 | -,005 | -,004 | -,011 | -,012 | -,009 | -,001 | -,017 | -,018 | ,008 | -,002 | ,001 | -,018 | ,000 | ,037 | ,001 | ,006 | ,011 | -,005 | ,007 | -,002 | -,013 | -,014 | -,078 | ,019 | -5,713E-05 | ,001 | ,010 | -,011 | ,022 | ,002 | ,013 | -,016 | ,005 | -,043 | ,022 | -,020 | -,029 | ,004 | ,022 | -,008 | -,002 | ,003 | ,036 | -,005 | -,031 | -,002 | ,014 | ,006 | -,001 | -,002 | -,003 | -,004 | -,086 | -,039 | ,061 | ||
BMTB_1 | ,006 | -,039 | -,010 | -,011 | ,008 | ,001 | ,012 | -9,933E-05 | ,007 | ,013 | ,015 | ,003 | -,001 | ,012 | ,018 | ,003 | -,012 | ,006 | -,004 | ,005 | -,014 | -,087 | ,008 | ,016 | ,022 | ,009 | -,007 | ,003 | -,007 | -,018 | -,012 | -,029 | -,013 | -,007 | ,024 | -,001 | ,067 | -,013 | -,005 | ,004 | ,005 | -,006 | -,010 | -,002 | ,048 | -,077 | -,045 | -,027 | ,033 | ,043 | ,009 | -,010 | -,008 | ,002 | -,004 | -,004 | ,022 | -,052 | ||
BMTB_2 | -,001 | -,024 | -,012 | -,011 | ,008 | -,012 | ,010 | -,004 | ,012 | ,016 | ,018 | ,005 | ,010 | ,008 | ,015 | ,013 | -,007 | ,007 | -,008 | ,007 | -,010 | -,107 | ,000 | ,010 | ,007 | -,020 | -,007 | -,001 | -,010 | ,006 | ,005 | -,007 | ,002 | ,000 | -,013 | ,009 | ,010 | -,012 | ,003 | ,012 | ,004 | -,002 | ,033 | ,003 | ,048 | -,066 | -,050 | -,065 | ,021 | ,004 | -,018 | -,002 | ,009 | ,007 | ,004 | ,007 | -,036 | -,003 | ||
BMHR_1 | ,000 | ,015 | ,011 | ,012 | -,009 | ,018 | -,019 | ,011 | -,010 | -,023 | -,031 | ,011 | -,007 | -,014 | -,031 | -,007 | ,014 | -,013 | ,002 | -,017 | ,009 | ,110 | -,021 | -,024 | -,032 | -,033 | ,044 | ,017 | ,004 | ,038 | ,008 | ,045 | ,016 | ,020 | -,077 | ,001 | ,003 | ,012 | ,000 | ,007 | ,003 | ,028 | ,010 | ,036 | -,077 | -,066 | ,110 | -,030 | -,088 | -,125 | ,010 | -,002 | ,008 | -,004 | ,007 | -,057 | ,011 | ,017 | ||
BMHR_2 | ,001 | -,003 | ,001 | ,000 | -,014 | ,006 | -,011 | -,005 | -,009 | -,013 | -,017 | ,001 | -,006 | -,009 | -,016 | -,005 | ,024 | -,005 | ,004 | -,005 | ,018 | ,091 | -,013 | -,021 | ,011 | -,002 | ,036 | ,019 | -,005 | ,019 | -,007 | ,017 | ,003 | ,006 | -,064 | -,009 | ,025 | ,005 | ,014 | ,013 | -,003 | ,017 | -,018 | -,005 | -,045 | -,050 | ,110 | -,018 | -,063 | -,093 | ,041 | -,015 | -,006 | -,009 | ,001 | ,001 | ,072 | -,041 | ||
BM64_11 | -,019 | -,038 | ,014 | ,011 | -,008 | ,029 | -,020 | ,010 | -,006 | -,022 | -,010 | -,015 | -,008 | -,013 | -,014 | -,024 | -,024 | -,026 | -,025 | -,021 | ,012 | ,049 | -,004 | -,019 | ,025 | ,172 | ,018 | -,035 | ,000 | -,054 | ,033 | -,016 | -,020 | -,008 | ,005 | -,031 | ,017 | -,010 | -,025 | -,044 | -,005 | -,008 | -,039 | -,031 | -,027 | -,065 | -,030 | -,018 | -,048 | ,003 | -,011 | ,033 | -,018 | -,011 | -,005 | -,042 | ,018 | -,008 | ||
BM64_22 | -,006 | ,057 | ,008 | ,005 | ,001 | -,010 | ,003 | ,001 | ,001 | ,003 | ,007 | -,010 | ,005 | -,002 | ,005 | ,005 | -,002 | ,009 | ,001 | ,011 | -,005 | -,055 | ,015 | ,003 | -,030 | -,034 | -,020 | -,018 | ,019 | ,010 | -,063 | -,006 | ,011 | -,013 | ,026 | -,001 | -,025 | ,008 | ,002 | -,010 | -,011 | -,020 | ,010 | -,002 | ,033 | ,021 | -,088 | -,063 | -,048 | ,107 | -,019 | ,005 | ,001 | ,011 | ,003 | -,018 | -,007 | ,001 | ||
BM64_18 | -,012 | ,006 | -,010 | -,010 | -,004 | -,017 | -,001 | -,015 | ,001 | -,004 | ,003 | -,016 | ,008 | ,000 | ,003 | -,003 | -,005 | ,004 | -,004 | ,012 | -,011 | ,078 | ,014 | ,016 | -,012 | -,072 | -,025 | -,022 | ,065 | -,004 | -,085 | -,032 | ,011 | -,015 | ,036 | -,011 | -,020 | ,005 | -,038 | -,026 | ,004 | -,015 | -,021 | ,014 | ,043 | ,004 | -,125 | -,093 | ,003 | ,107 | -,015 | ,007 | -,004 | ,011 | ,000 | -,063 | ,002 | ,004 | ||
CH62_26 | ,000 | -,003 | -,003 | -,002 | -,005 | -,002 | -,003 | -,012 | -,006 | -,005 | -,008 | ,008 | -,009 | ,002 | -,003 | -,009 | ,044 | ,000 | ,003 | ,011 | ,004 | ,001 | ,015 | -,005 | ,058 | ,024 | -,017 | ,001 | -,019 | -,021 | ,007 | -,002 | -,010 | -,007 | -,001 | -,014 | ,114 | ,003 | ,000 | -,013 | -,005 | -,004 | -,048 | ,006 | ,009 | -,018 | ,010 | ,041 | -,011 | -,019 | -,015 | -,023 | -,025 | -,019 | -,016 | -,004 | ,014 | -,058 | ||
CH62.28 | -,005 | ,004 | -,001 | ,001 | ,001 | ,000 | -,003 | ,004 | ,002 | -7,483E-06 | ,001 | 7,226E-05 | ,000 | -,003 | -,001 | -,003 | ,002 | ,000 | -,005 | ,002 | ,003 | ,004 | -,003 | -,003 | -,011 | -,004 | ,003 | -,006 | ,010 | ,009 | ,002 | ,011 | ,006 | ,001 | -,010 | -,001 | -,054 | 2,727E-05 | -,003 | -,003 | -,003 | ,000 | ,013 | -,001 | -,010 | -,002 | -,002 | -,015 | ,033 | ,005 | ,007 | -,023 | ,006 | ,000 | ,001 | ,016 | -,024 | ,031 | ||
CH62_29 | -,002 | ,001 | -,002 | -,001 | ,000 | -,002 | ,000 | ,000 | ,003 | ,002 | ,002 | -,002 | ,004 | -,001 | ,000 | ,004 | -,012 | -,001 | -,001 | -,004 | ,003 | ,005 | -,004 | ,002 | -,017 | -,013 | ,005 | ,002 | ,006 | ,011 | -,004 | ,003 | ,006 | ,005 | -,011 | ,009 | -,043 | -,004 | ,004 | ,011 | ,004 | ,003 | ,035 | -,002 | -,008 | ,009 | ,008 | -,006 | -,018 | ,001 | -,004 | -,025 | ,006 | ,008 | ,009 | -,031 | -,020 | ,035 | ||
CHEE_11 | ,000 | ,006 | ,002 | ,000 | ,000 | ,000 | ,001 | ,001 | ,002 | -7,620E-05 | ,001 | -,005 | ,005 | -,001 | ,000 | ,004 | -,015 | ,000 | ,000 | -,004 | ,000 | ,004 | -,002 | ,002 | -,019 | -,007 | ,002 | ,001 | ,005 | ,007 | -,012 | -,002 | ,004 | ,003 | -,002 | ,004 | -,006 | -,003 | ,000 | ,005 | ,004 | ,003 | ,017 | -,003 | ,002 | ,007 | -,004 | -,009 | -,011 | ,011 | ,011 | -,019 | ,000 | ,008 | ,007 | -,021 | -,006 | ,008 | ||
CH62_27 | -,002 | ,003 | ,001 | ,005 | -,003 | ,003 | -,002 | ,006 | ,000 | -,002 | -,001 | -,002 | ,002 | -,004 | -,001 | ,001 | -,012 | -,002 | -,001 | -,006 | ,003 | ,010 | ,000 | ,002 | -,014 | -,002 | ,003 | ,000 | ,006 | ,009 | -,009 | ,001 | ,005 | ,003 | -,014 | ,003 | -,026 | -,002 | ,000 | ,007 | ,003 | ,002 | ,025 | -,004 | -,004 | ,004 | ,007 | ,001 | -,005 | ,003 | ,000 | -,016 | ,001 | ,009 | ,007 | -,038 | ,012 | ,011 | ||
HH64_9H | ,011 | -,057 | -,019 | -,024 | ,019 | -,011 | ,017 | -,014 | ,012 | ,026 | ,030 | ,009 | ,003 | ,015 | ,022 | ,013 | ,030 | ,020 | ,000 | ,021 | ,008 | -,049 | -,032 | -,007 | ,034 | ,023 | -,012 | ,003 | -,022 | ,004 | ,048 | ,008 | -,010 | -,008 | ,033 | -,012 | -1,205E-05 | ,005 | ,024 | -,001 | -,014 | -,008 | -,105 | -,086 | -,004 | ,007 | -,057 | ,001 | -,042 | -,018 | -,063 | -,004 | ,016 | -,031 | -,021 | -,038 | -,040 | -,077 | ||
HH62_33B | ,005 | ,026 | ,030 | ,051 | -,028 | ,036 | -,013 | ,039 | -,024 | -,022 | -,026 | -,003 | -,019 | -,027 | -,008 | -,011 | -,008 | -,015 | ,004 | -,021 | ,009 | ,064 | ,031 | ,008 | ,021 | ,084 | ,026 | -,010 | -,001 | -,023 | -,019 | -,022 | -,021 | -,016 | -,042 | -,033 | -,163 | ,008 | -,017 | -,007 | -,003 | -,008 | -,089 | -,039 | ,022 | -,036 | ,011 | ,072 | ,018 | -,007 | ,002 | ,014 | -,024 | -,020 | -,006 | ,012 | -,040 | -,227 | ||
HH62_35 | -,004 | ,005 | -,013 | -,019 | ,007 | -,018 | -,001 | -,015 | ,007 | ,002 | ,005 | -,004 | ,008 | ,008 | -,003 | ,006 | ,001 | ,005 | ,007 | ,009 | ,005 | ,008 | -,019 | -,011 | -,039 | -,071 | ,029 | ,014 | ,013 | ,017 | ,021 | ,019 | ,002 | ,016 | ,021 | ,034 | -,222 | ,009 | ,010 | ,005 | ,001 | ,020 | ,091 | ,061 | -,052 | -,003 | ,017 | -,041 | -,008 | ,001 | ,004 | -,058 | ,031 | ,035 | ,008 | ,011 | -,077 | -,227 | ||
Extraktionsmethode: Hauptkomponentenanalyse. | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
a Residuen werden zwischen beobachteten und reproduzierten Korrelationen berechnet. Es liegen 78 (4,0%) nicht redundante Residuen mit absoluten Werten größer 0,05 vor. | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
b Reproduzierte Kommunalitäten |
Komponente | ||||||
---|---|---|---|---|---|---|
1 | 2 | 3 | 4 | 5 | 6 | |
ME62_20 | ,988 | |||||
ME62_8 | ,986 | |||||
ME62_6 | ,986 | |||||
ME62_17 | ,986 | |||||
ME62_12 | ,985 | |||||
ME62_11 | ,982 | |||||
ME62_15 | ,979 | |||||
ME62_18 | ,978 | |||||
ME62_1 | ,976 | |||||
ME62_21 | ,972 | |||||
ME62_9 | ,962 | |||||
ME62_10 | ,958 | |||||
ME62_22 | ,958 | |||||
ME62_14 | ,956 | |||||
ME62_13 | ,944 | |||||
METI_1 | ,920 | |||||
ME62_7 | ,898 | |||||
ME62_5 | ,811 | ,520 | ||||
ME62_3 | ,761 | ,608 | ||||
ME62_19 | ,756 | ,523 | ||||
ME64_21 | ,634 | |||||
BM64_11 | ||||||
FM64_7 | ,944 | |||||
FM64_4 | ,908 | |||||
FM64_E7S | ,896 | |||||
FM64_16S | ,894 | |||||
FMS1TR4 | ,888 | |||||
FM64_15 | ,876 | ,408 | ||||
FMS1TR3 | ,844 | ,459 | ||||
FM64_9 | ,803 | |||||
BM64_22 | ,701 | ,608 | ||||
FM62_34 | ,674 | ,540 | ||||
FMS1TR1 | ,634 | ,596 | ||||
ME64_33 | ,970 | |||||
FM6416AS | ,457 | ,865 | ||||
FM62_24 | ,862 | |||||
FM62_23 | ,551 | ,778 | ||||
FM64_E7E | ,636 | ,741 | ||||
FM64_10 | ,622 | ,739 | ||||
FM64_16E | ,574 | ,723 | ||||
FM6416AE | ,643 | ,716 | ||||
FMS1TR2 | ,656 | ,698 | ||||
ME62_2 | ,461 | ,644 | ||||
BMHR_2 | ,473 | ,795 | ||||
BMHR_1 | ,787 | |||||
BM62_30 | ,766 | |||||
BMTB_2 | ,514 | ,401 | ,679 | |||
BMTB_1 | ,497 | ,422 | ,673 | |||
BM62_25 | ,657 | ,489 | ||||
BM64_18 | ,424 | ,584 | ||||
HH64_9H | ,467 | |||||
CH62_27 | ,994 | |||||
CHEE_11 | ,994 | |||||
CH62_29 | ,992 | |||||
CH62.28 | ,984 | |||||
CH62_26 | ,902 | |||||
HH62_35 | ,839 | |||||
HH62_33B | ,549 | |||||
FM64_14 | ,526 | |||||
Extraktionsmethode: Hauptkomponentenanalyse. Rotationsmethode: Varimax mit Kaiser-Normalisierung. | ||||||
a Die Rotation ist in 8 Iterationen konvergiert. |
Komponente | 1 | 2 | 3 | 4 | 5 | 6 |
---|---|---|---|---|---|---|
1 | ,735 | ,450 | ,396 | ,302 | ,059 | ,076 |
2 | -,657 | ,620 | ,389 | ,122 | ,091 | ,100 |
3 | -,013 | -,024 | -,306 | ,260 | ,908 | ,120 |
4 | ,015 | -,361 | ,701 | -,437 | ,379 | -,208 |
5 | -,160 | -,528 | ,323 | ,729 | -,143 | ,200 |
6 | ,049 | -,067 | ,052 | -,322 | -,016 | ,942 |
Extraktionsmethode: Hauptkomponentenanalyse. Rotationsmethode: Varimax mit Kaiser-Normalisierung. |
Komponente | ||||||
---|---|---|---|---|---|---|
1 | 2 | 3 | 4 | 5 | 6 | |
ME62_1 | ,055 | -,020 | -,011 | ,002 | -,001 | -,009 |
ME62_2 | ,009 | -,074 | ,123 | ,013 | -,004 | -,038 |
ME62_3 | ,030 | -,056 | ,100 | -,009 | ,006 | -,016 |
ME62_5 | ,036 | -,043 | ,080 | -,021 | -,003 | ,008 |
ME62_6 | ,058 | -,008 | -,013 | -,015 | ,001 | -,007 |
ME62_7 | ,043 | -,029 | ,042 | -,007 | ,006 | -,001 |
ME62_8 | ,059 | -,011 | -,017 | -,015 | ,005 | ,001 |
ME62_9 | ,053 | -,011 | ,002 | -,016 | -,001 | ,028 |
ME62_10 | ,055 | ,015 | -,014 | -,030 | -,002 | ,017 |
ME62_11 | ,059 | -,005 | -,023 | -,015 | ,006 | ,005 |
ME62_12 | ,061 | ,007 | -,033 | -,026 | ,004 | ,015 |
ME62_13 | ,053 | ,008 | ,003 | -,030 | -,006 | ,000 |
ME62_14 | ,054 | ,012 | -,012 | -,029 | ,000 | ,025 |
ME62_15 | ,055 | -,011 | -,006 | -,009 | -,002 | ,002 |
ME62_17 | ,059 | -,004 | -,017 | -,025 | -,003 | ,023 |
ME62_18 | ,058 | ,011 | -,022 | -,025 | ,013 | -,006 |
ME62_19 | ,047 | ,066 | -,027 | -,070 | -,005 | ,032 |
ME62_20 | ,062 | ,021 | -,036 | -,040 | ,002 | ,016 |
ME62_21 | ,053 | -,023 | -,002 | ,003 | ,009 | -,005 |
ME62_22 | ,063 | ,043 | -,052 | -,056 | ,001 | ,036 |
METI_1 | ,054 | ,025 | -,016 | -,043 | ,006 | ,017 |
ME64_21 | ,029 | ,011 | -,019 | ,034 | -,015 | -,055 |
ME64_33 | -,019 | -,089 | ,186 | ,004 | -,001 | -,007 |
FM62_23 | -,016 | ,002 | ,098 | ,006 | ,008 | -,042 |
FM62_24 | -,023 | -,061 | ,141 | ,048 | -,005 | -,018 |
FM62_34 | -,020 | ,079 | -,085 | ,120 | -,022 | -,053 |
FMS1TR1 | ,003 | ,052 | ,059 | -,096 | ,006 | ,014 |
FMS1TR2 | -,008 | ,035 | ,074 | -,039 | ,000 | -,018 |
FMS1TR3 | -,003 | ,084 | ,006 | -,038 | -,006 | ,004 |
FMS1TR4 | ,000 | ,103 | -,026 | -,036 | -,002 | ,010 |
FM64_4 | ,002 | ,141 | -,092 | -,018 | ,007 | -,057 |
FM64_7 | ,014 | ,145 | -,081 | -,082 | -,006 | ,040 |
FM64_E7S | ,000 | ,104 | -,027 | -,038 | -,005 | ,018 |
FM64_E7E | -,004 | ,028 | ,085 | -,062 | -,008 | ,028 |
FM64_9 | -,010 | ,096 | -,048 | ,027 | ,017 | -,060 |
FM64_10 | -,011 | ,021 | ,085 | -,026 | -,005 | -,002 |
FM64_14 | ,010 | ,005 | -,006 | -,083 | -,001 | ,333 |
FM64_15 | ,004 | ,100 | -,006 | -,069 | -,004 | ,016 |
FM64_16S | -,013 | ,111 | -,062 | ,044 | -,022 | -,066 |
FM64_16E | -,023 | ,006 | ,083 | ,038 | ,004 | -,061 |
FM6416AS | -,012 | -,015 | ,128 | -,033 | -,003 | -,001 |
FM6416AE | ,001 | ,034 | ,081 | -,083 | -,001 | ,044 |
BM62_25 | -,013 | -,046 | ,016 | ,110 | -,036 | ,229 |
BM62_30 | -,020 | -,026 | -,009 | ,181 | ,035 | -,012 |
BMTB_1 | -,010 | -,039 | ,037 | ,172 | -,018 | -,109 |
BMTB_2 | -,001 | ,011 | -,033 | ,159 | -,016 | -,079 |
BMHR_1 | -,015 | -,036 | -,018 | ,211 | -,007 | -,060 |
BMHR_2 | -,010 | -,025 | -,031 | ,217 | -,020 | -,099 |
BM64_11 | ,010 | -,010 | ,024 | ,021 | ,005 | ,009 |
BM64_22 | -,021 | ,066 | -,069 | ,125 | -,016 | -,016 |
BM64_18 | -,007 | ,002 | -,009 | ,113 | -,002 | ,020 |
CH62_26 | ,001 | -,001 | ,005 | -,018 | ,180 | ,053 |
CH62.28 | ,002 | ,001 | -,007 | -,018 | ,202 | -,007 |
CH62_29 | ,001 | -,013 | ,004 | -,011 | ,207 | -,041 |
CHEE_11 | ,001 | -,009 | -,002 | -,013 | ,206 | -,022 |
CH62_27 | ,003 | -,009 | ,001 | -,024 | ,207 | -,009 |
HH64_9H | -,028 | -,080 | ,070 | ,090 | ,025 | ,157 |
HH62_33B | ,008 | ,003 | -,022 | -,060 | ,003 | ,339 |
HH62_35 | ,003 | -,072 | ,018 | -,046 | -,028 | ,537 |
Extraktionsmethode: Hauptkomponentenanalyse. Rotationsmethode: Varimax mit Kaiser-Normalisierung. Komponentenwerte. |
Komponente | 1 | 2 | 3 | 4 | 5 | 6 |
---|---|---|---|---|---|---|
1 | 1,000 | ,000 | ,000 | ,000 | ,000 | ,000 |
2 | ,000 | 1,000 | -1,411E-16 | 1,623E-16 | ,000 | ,000 |
3 | ,000 | -1,411E-16 | 1,000 | ,000 | ,000 | ,000 |
4 | ,000 | 1,623E-16 | ,000 | 1,000 | ,000 | ,000 |
5 | ,000 | ,000 | ,000 | ,000 | 1,000 | ,000 |
6 | ,000 | ,000 | ,000 | ,000 | ,000 | 1,000 |
Extraktionsmethode: Hauptkomponentenanalyse. Rotationsmethode: Varimax mit Kaiser-Normalisierung. Komponentenwerte. |