Ausgabe erstellt | 20-AUG-2005 11:13:25 | |
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Kommentare | ||
Eingabe | Daten | D:\Dissertation\Pollen_Rohdaten\SPSS\Riegel_Korr_Unaehnlich_Faelle.sav |
Filter | <keine> | |
Gewichtung | <keine> | |
Aufgeteilte Datei | <keine> | |
Anzahl der Zeilen in der Arbeitsdatei | 59 | |
Behandlung fehlender Werte | Definition von Fehlend | Benutzerdefinierte, fehlende Werte werden als fehlende Werte behandelt. |
Verwendete Fälle | Statistiken basieren auf Fällen, bei denen für alle verwendeten Variablen Werte vorhanden sind. | |
Syntax | CLUSTER 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 /METHOD COMPLETE /MEASURE= PH2 /ID=probennr /PRINT SCHEDULE CLUSTER(5) /PRINT DISTANCE /PLOT DENDROGRAM . |
|
Ressourcen | Verstrichene Zeit | 0:00:00,11 |
Fälle | |||||||
---|---|---|---|---|---|---|---|
Gültig | Abgelehnt | Gesamt | |||||
Fehlender Wert | Negativer Wert | ||||||
N | Prozent | N | Prozent | N | Prozent | N | Prozent |
59 | 100,0 | 0 | ,0 | 0 | ,0 | 59 | 100,0 |
a Complete Linkage |
Fall | Phi-Quadrat zwischen Häufigkeiten-Sets | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
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1:62-1, ME | 2:62-2, ME | 3:62-3,ME | 4:62-5, ME | 5:62-6, ME | 6:62-7, ME | 7:62-8, ME | 8:62-9, ME | 9:62-10, ME | 10:62-11, ME | 11:62-12, ME | 12:62-13, ME | 13:62-14, ME | 14:62-15, ME | 15:62-17, ME | 16:62-18, ME | 17:62-19, ME | 18:62-20, ME | 19:62-21, ME | 20:62-22, ME | 21:TI-1, ME | 22:64-21, ME | 23:64-33, ME | 24:62-23, FM | 25:62-24, FM | 26:62-34, FM | 27:S1.Tr 1, FM | 28:S1.Tr 2, FM | 29:S1.Tr 3, FM | 30:S1.Tr 4, FM | 31:64-4, FM | 32:64-7, FM | 33:64-E7Sg, FM | 34:64-E7E, FM | 35:64-9, FM | 36:64-10, FM | 37:64-14, FM | 38:64-15, FM | 39:64-16Sg, FM | 40:64-16E, FM | 41:64-16ASg, FM | 42:64-16AE, FM | 43:62-25, BM | 44:62-30, BM | 45:TB-1, BM | 46:TB-2, BM | 47:HR-1, BM | 48:HR-2, BM | 49:64-11, BM | 50:64-22, BM | 51:64-18, BM | 52:62-26, CH | 53:62.28, CH | 54:62-29, CH | 55:EE-11, CH | 56:62-27, CH | 57:64-9H, HH | 58:62-33b, HH | 59:62-35, HH | |
1:62-1, ME | ,000 | ,388 | ,311 | ,312 | ,037 | ,233 | ,041 | ,168 | ,154 | ,048 | ,059 | ,205 | ,183 | ,043 | ,044 | ,096 | ,353 | ,069 | ,111 | ,129 | ,261 | ,352 | ,470 | ,588 | ,546 | ,544 | ,553 | ,592 | ,600 | ,589 | ,557 | ,529 | ,590 | ,574 | ,572 | ,589 | ,481 | ,589 | ,586 | ,599 | ,552 | ,576 | ,507 | ,517 | ,451 | ,456 | ,452 | ,428 | ,427 | ,558 | ,507 | ,522 | ,505 | ,468 | ,488 | ,488 | ,506 | ,482 | ,402 |
2:62-2, ME | ,388 | ,000 | ,165 | ,186 | ,390 | ,261 | ,396 | ,321 | ,344 | ,396 | ,395 | ,307 | ,326 | ,389 | ,395 | ,372 | ,219 | ,391 | ,349 | ,355 | ,266 | ,184 | ,192 | ,299 | ,236 | ,291 | ,276 | ,311 | ,334 | ,331 | ,309 | ,297 | ,332 | ,301 | ,307 | ,310 | ,231 | ,327 | ,330 | ,309 | ,271 | ,300 | ,243 | ,258 | ,196 | ,234 | ,222 | ,222 | ,169 | ,305 | ,243 | ,308 | ,379 | ,400 | ,402 | ,402 | ,235 | ,238 | ,247 |
3:62-3,ME | ,311 | ,165 | ,000 | ,060 | ,311 | ,141 | ,325 | ,220 | ,248 | ,325 | ,324 | ,200 | ,227 | ,311 | ,320 | ,287 | ,188 | ,313 | ,259 | ,271 | ,176 | ,202 | ,288 | ,400 | ,340 | ,388 | ,374 | ,410 | ,430 | ,426 | ,405 | ,384 | ,427 | ,394 | ,409 | ,408 | ,334 | ,422 | ,425 | ,412 | ,365 | ,395 | ,335 | ,353 | ,249 | ,286 | ,296 | ,275 | ,254 | ,401 | ,329 | ,414 | ,466 | ,470 | ,479 | ,479 | ,346 | ,339 | ,326 |
4:62-5, ME | ,312 | ,186 | ,060 | ,000 | ,310 | ,118 | ,328 | ,202 | ,235 | ,328 | ,327 | ,178 | ,208 | ,312 | ,322 | ,280 | ,166 | ,310 | ,249 | ,261 | ,142 | ,187 | ,311 | ,410 | ,352 | ,380 | ,381 | ,417 | ,432 | ,427 | ,401 | ,382 | ,428 | ,405 | ,406 | ,418 | ,330 | ,425 | ,422 | ,418 | ,381 | ,404 | ,328 | ,346 | ,241 | ,273 | ,286 | ,262 | ,252 | ,394 | ,321 | ,420 | ,478 | ,485 | ,493 | ,493 | ,346 | ,334 | ,329 |
5:62-6, ME | ,037 | ,390 | ,311 | ,310 | ,000 | ,228 | ,056 | ,159 | ,139 | ,057 | ,068 | ,194 | ,170 | ,030 | ,042 | ,077 | ,351 | ,050 | ,104 | ,116 | ,256 | ,355 | ,471 | ,592 | ,549 | ,549 | ,556 | ,596 | ,605 | ,593 | ,561 | ,530 | ,594 | ,576 | ,576 | ,593 | ,485 | ,593 | ,590 | ,603 | ,554 | ,580 | ,512 | ,523 | ,455 | ,460 | ,457 | ,433 | ,431 | ,562 | ,512 | ,529 | ,513 | ,477 | ,497 | ,497 | ,510 | ,486 | ,405 |
6:62-7, ME | ,233 | ,261 | ,141 | ,118 | ,228 | ,000 | ,252 | ,100 | ,140 | ,252 | ,252 | ,082 | ,112 | ,231 | ,244 | ,189 | ,206 | ,227 | ,155 | ,177 | ,099 | ,228 | ,372 | ,483 | ,429 | ,438 | ,449 | ,489 | ,500 | ,491 | ,459 | ,436 | ,492 | ,475 | ,469 | ,489 | ,382 | ,491 | ,484 | ,491 | ,451 | ,476 | ,390 | ,405 | ,310 | ,330 | ,338 | ,310 | ,310 | ,453 | ,386 | ,459 | ,496 | ,490 | ,502 | ,502 | ,403 | ,384 | ,354 |
7:62-8, ME | ,041 | ,396 | ,325 | ,328 | ,056 | ,252 | ,000 | ,191 | ,174 | ,020 | ,033 | ,225 | ,203 | ,051 | ,033 | ,115 | ,364 | ,075 | ,137 | ,143 | ,279 | ,363 | ,474 | ,591 | ,551 | ,550 | ,556 | ,595 | ,603 | ,592 | ,561 | ,532 | ,593 | ,576 | ,576 | ,592 | ,487 | ,592 | ,590 | ,603 | ,555 | ,579 | ,514 | ,524 | ,461 | ,465 | ,460 | ,437 | ,435 | ,562 | ,514 | ,523 | ,501 | ,461 | ,482 | ,483 | ,511 | ,488 | ,405 |
8:62-9, ME | ,168 | ,321 | ,220 | ,202 | ,159 | ,100 | ,191 | ,000 | ,074 | ,191 | ,192 | ,065 | ,058 | ,166 | ,180 | ,114 | ,259 | ,158 | ,077 | ,113 | ,133 | ,274 | ,424 | ,538 | ,488 | ,483 | ,501 | ,542 | ,550 | ,538 | ,502 | ,477 | ,540 | ,527 | ,516 | ,542 | ,423 | ,539 | ,531 | ,546 | ,505 | ,529 | ,440 | ,454 | ,372 | ,382 | ,384 | ,356 | ,360 | ,498 | ,438 | ,490 | ,509 | ,493 | ,508 | ,508 | ,448 | ,424 | ,373 |
9:62-10, ME | ,154 | ,344 | ,248 | ,235 | ,139 | ,140 | ,174 | ,074 | ,000 | ,171 | ,171 | ,079 | ,047 | ,143 | ,158 | ,079 | ,271 | ,125 | ,090 | ,075 | ,158 | ,299 | ,433 | ,548 | ,502 | ,500 | ,509 | ,552 | ,559 | ,547 | ,514 | ,482 | ,548 | ,533 | ,530 | ,550 | ,442 | ,547 | ,543 | ,558 | ,512 | ,536 | ,462 | ,476 | ,396 | ,404 | ,409 | ,382 | ,381 | ,514 | ,459 | ,507 | ,519 | ,500 | ,515 | ,516 | ,468 | ,443 | ,386 |
10:62-11, ME | ,048 | ,396 | ,325 | ,328 | ,057 | ,252 | ,020 | ,191 | ,171 | ,000 | ,023 | ,223 | ,201 | ,049 | ,028 | ,112 | ,362 | ,070 | ,138 | ,138 | ,278 | ,362 | ,474 | ,591 | ,551 | ,549 | ,555 | ,594 | ,602 | ,591 | ,559 | ,530 | ,592 | ,575 | ,575 | ,592 | ,486 | ,591 | ,588 | ,602 | ,554 | ,578 | ,513 | ,523 | ,460 | ,464 | ,460 | ,437 | ,434 | ,561 | ,513 | ,523 | ,502 | ,462 | ,483 | ,483 | ,510 | ,486 | ,404 |
11:62-12, ME | ,059 | ,395 | ,324 | ,327 | ,068 | ,252 | ,033 | ,192 | ,171 | ,023 | ,000 | ,223 | ,201 | ,060 | ,040 | ,114 | ,358 | ,071 | ,142 | ,135 | ,276 | ,359 | ,472 | ,586 | ,548 | ,544 | ,550 | ,589 | ,597 | ,585 | ,554 | ,525 | ,587 | ,571 | ,569 | ,587 | ,482 | ,585 | ,583 | ,597 | ,550 | ,573 | ,509 | ,519 | ,457 | ,459 | ,456 | ,433 | ,431 | ,556 | ,509 | ,518 | ,497 | ,458 | ,478 | ,479 | ,508 | ,483 | ,402 |
12:62-13, ME | ,205 | ,307 | ,200 | ,178 | ,194 | ,082 | ,225 | ,065 | ,079 | ,223 | ,223 | ,000 | ,047 | ,198 | ,212 | ,143 | ,225 | ,187 | ,124 | ,128 | ,102 | ,261 | ,407 | ,516 | ,467 | ,467 | ,478 | ,519 | ,527 | ,516 | ,483 | ,455 | ,517 | ,503 | ,497 | ,519 | ,412 | ,516 | ,510 | ,524 | ,483 | ,505 | ,425 | ,440 | ,352 | ,364 | ,373 | ,345 | ,346 | ,481 | ,421 | ,487 | ,514 | ,504 | ,517 | ,518 | ,437 | ,414 | ,374 |
13:62-14, ME | ,183 | ,326 | ,227 | ,208 | ,170 | ,112 | ,203 | ,058 | ,047 | ,201 | ,201 | ,047 | ,000 | ,175 | ,190 | ,114 | ,246 | ,160 | ,103 | ,101 | ,123 | ,276 | ,422 | ,533 | ,485 | ,480 | ,494 | ,536 | ,543 | ,531 | ,496 | ,467 | ,532 | ,520 | ,511 | ,535 | ,423 | ,531 | ,525 | ,541 | ,500 | ,522 | ,440 | ,454 | ,372 | ,380 | ,387 | ,359 | ,361 | ,494 | ,436 | ,494 | ,515 | ,501 | ,515 | ,516 | ,449 | ,424 | ,377 |
14:62-15, ME | ,043 | ,389 | ,311 | ,312 | ,030 | ,231 | ,051 | ,166 | ,143 | ,049 | ,060 | ,198 | ,175 | ,000 | ,031 | ,083 | ,351 | ,051 | ,114 | ,120 | ,260 | ,357 | ,468 | ,589 | ,547 | ,549 | ,553 | ,593 | ,602 | ,591 | ,560 | ,529 | ,592 | ,573 | ,575 | ,590 | ,486 | ,591 | ,589 | ,601 | ,551 | ,577 | ,512 | ,523 | ,454 | ,460 | ,458 | ,434 | ,431 | ,561 | ,511 | ,530 | ,514 | ,478 | ,498 | ,498 | ,510 | ,487 | ,406 |
15:62-17, ME | ,044 | ,395 | ,320 | ,322 | ,042 | ,244 | ,033 | ,180 | ,158 | ,028 | ,040 | ,212 | ,190 | ,031 | ,000 | ,099 | ,358 | ,056 | ,129 | ,129 | ,270 | ,361 | ,473 | ,592 | ,551 | ,550 | ,556 | ,595 | ,604 | ,592 | ,561 | ,530 | ,593 | ,575 | ,577 | ,592 | ,487 | ,592 | ,590 | ,603 | ,554 | ,579 | ,514 | ,525 | ,459 | ,464 | ,461 | ,437 | ,435 | ,563 | ,514 | ,529 | ,510 | ,473 | ,493 | ,493 | ,512 | ,488 | ,406 |
16:62-18, ME | ,096 | ,372 | ,287 | ,280 | ,077 | ,189 | ,115 | ,114 | ,079 | ,112 | ,114 | ,143 | ,114 | ,083 | ,099 | ,000 | ,317 | ,062 | ,074 | ,068 | ,211 | ,330 | ,456 | ,577 | ,532 | ,529 | ,538 | ,581 | ,588 | ,576 | ,542 | ,510 | ,577 | ,561 | ,558 | ,578 | ,466 | ,576 | ,572 | ,587 | ,539 | ,565 | ,493 | ,504 | ,432 | ,438 | ,437 | ,412 | ,410 | ,543 | ,491 | ,517 | ,512 | ,481 | ,500 | ,501 | ,492 | ,467 | ,395 |
17:62-19, ME | ,353 | ,219 | ,188 | ,166 | ,351 | ,206 | ,364 | ,259 | ,271 | ,362 | ,358 | ,225 | ,246 | ,351 | ,358 | ,317 | ,000 | ,340 | ,301 | ,279 | ,154 | ,158 | ,319 | ,367 | ,330 | ,312 | ,325 | ,363 | ,360 | ,348 | ,318 | ,295 | ,349 | ,358 | ,333 | ,369 | ,283 | ,349 | ,344 | ,369 | ,355 | ,353 | ,280 | ,296 | ,217 | ,217 | ,250 | ,228 | ,219 | ,322 | ,264 | ,385 | ,462 | ,480 | ,485 | ,484 | ,315 | ,287 | ,314 |
18:62-20, ME | ,069 | ,391 | ,313 | ,310 | ,050 | ,227 | ,075 | ,158 | ,125 | ,070 | ,071 | ,187 | ,160 | ,051 | ,056 | ,062 | ,340 | ,000 | ,111 | ,090 | ,248 | ,351 | ,470 | ,588 | ,547 | ,543 | ,550 | ,591 | ,599 | ,586 | ,554 | ,521 | ,588 | ,571 | ,571 | ,588 | ,481 | ,586 | ,584 | ,599 | ,550 | ,575 | ,509 | ,520 | ,453 | ,456 | ,455 | ,431 | ,428 | ,556 | ,508 | ,526 | ,512 | ,477 | ,497 | ,497 | ,507 | ,482 | ,403 |
19:62-21, ME | ,111 | ,349 | ,259 | ,249 | ,104 | ,155 | ,137 | ,077 | ,090 | ,138 | ,142 | ,124 | ,103 | ,114 | ,129 | ,074 | ,301 | ,111 | ,000 | ,099 | ,185 | ,303 | ,445 | ,565 | ,517 | ,511 | ,528 | ,569 | ,577 | ,565 | ,529 | ,503 | ,567 | ,554 | ,543 | ,568 | ,447 | ,567 | ,559 | ,574 | ,531 | ,555 | ,470 | ,480 | ,406 | ,414 | ,411 | ,385 | ,387 | ,526 | ,469 | ,501 | ,503 | ,477 | ,495 | ,495 | ,471 | ,447 | ,381 |
20:62-22, ME | ,129 | ,355 | ,271 | ,261 | ,116 | ,177 | ,143 | ,113 | ,075 | ,138 | ,135 | ,128 | ,101 | ,120 | ,129 | ,068 | ,279 | ,090 | ,099 | ,000 | ,181 | ,302 | ,445 | ,554 | ,512 | ,501 | ,514 | ,556 | ,561 | ,548 | ,513 | ,481 | ,549 | ,539 | ,530 | ,555 | ,441 | ,549 | ,544 | ,563 | ,520 | ,540 | ,466 | ,478 | ,407 | ,408 | ,412 | ,386 | ,385 | ,515 | ,463 | ,497 | ,500 | ,478 | ,494 | ,494 | ,470 | ,442 | ,379 |
21:TI-1, ME | ,261 | ,266 | ,176 | ,142 | ,256 | ,099 | ,279 | ,133 | ,158 | ,278 | ,276 | ,102 | ,123 | ,260 | ,270 | ,211 | ,154 | ,248 | ,185 | ,181 | ,000 | ,191 | ,378 | ,468 | ,419 | ,401 | ,427 | ,469 | ,471 | ,459 | ,422 | ,400 | ,461 | ,459 | ,435 | ,472 | ,353 | ,461 | ,449 | ,471 | ,444 | ,457 | ,360 | ,373 | ,288 | ,294 | ,307 | ,278 | ,285 | ,417 | ,352 | ,438 | ,486 | ,488 | ,498 | ,498 | ,381 | ,354 | ,341 |
22:64-21, ME | ,352 | ,184 | ,202 | ,187 | ,355 | ,228 | ,363 | ,274 | ,299 | ,362 | ,359 | ,261 | ,276 | ,357 | ,361 | ,330 | ,158 | ,351 | ,303 | ,302 | ,191 | ,000 | ,300 | ,362 | ,312 | ,272 | ,323 | ,362 | ,360 | ,349 | ,304 | ,302 | ,351 | ,365 | ,311 | ,370 | ,226 | ,354 | ,331 | ,358 | ,354 | ,358 | ,227 | ,232 | ,181 | ,181 | ,170 | ,151 | ,155 | ,291 | ,218 | ,317 | ,396 | ,420 | ,422 | ,422 | ,254 | ,222 | ,255 |
23:64-33, ME | ,470 | ,192 | ,288 | ,311 | ,471 | ,372 | ,474 | ,424 | ,433 | ,474 | ,472 | ,407 | ,422 | ,468 | ,473 | ,456 | ,319 | ,470 | ,445 | ,445 | ,378 | ,300 | ,000 | ,203 | ,154 | ,291 | ,205 | ,229 | ,270 | ,276 | ,284 | ,265 | ,277 | ,200 | ,275 | ,214 | ,245 | ,265 | ,293 | ,228 | ,148 | ,211 | ,266 | ,282 | ,268 | ,303 | ,289 | ,307 | ,236 | ,292 | ,274 | ,283 | ,341 | ,359 | ,360 | ,359 | ,221 | ,256 | ,250 |
24:62-23, FM | ,588 | ,299 | ,400 | ,410 | ,592 | ,483 | ,591 | ,538 | ,548 | ,591 | ,586 | ,516 | ,533 | ,589 | ,592 | ,577 | ,367 | ,588 | ,565 | ,554 | ,468 | ,362 | ,203 | ,000 | ,111 | ,257 | ,125 | ,082 | ,151 | ,178 | ,229 | ,218 | ,180 | ,077 | ,211 | ,045 | ,266 | ,157 | ,211 | ,073 | ,097 | ,084 | ,266 | ,287 | ,293 | ,315 | ,322 | ,343 | ,284 | ,245 | ,264 | ,341 | ,429 | ,445 | ,451 | ,451 | ,249 | ,278 | ,318 |
25:62-24, FM | ,546 | ,236 | ,340 | ,352 | ,549 | ,429 | ,551 | ,488 | ,502 | ,551 | ,548 | ,467 | ,485 | ,547 | ,551 | ,532 | ,330 | ,547 | ,517 | ,512 | ,419 | ,312 | ,154 | ,111 | ,000 | ,242 | ,150 | ,147 | ,201 | ,218 | ,240 | ,238 | ,219 | ,142 | ,218 | ,136 | ,231 | ,205 | ,232 | ,128 | ,112 | ,146 | ,224 | ,248 | ,236 | ,272 | ,272 | ,292 | ,232 | ,239 | ,228 | ,313 | ,408 | ,432 | ,435 | ,434 | ,203 | ,243 | ,287 |
26:62-34, FM | ,544 | ,291 | ,388 | ,380 | ,549 | ,438 | ,550 | ,483 | ,500 | ,549 | ,544 | ,467 | ,480 | ,549 | ,550 | ,529 | ,312 | ,543 | ,511 | ,501 | ,401 | ,272 | ,291 | ,257 | ,242 | ,000 | ,223 | ,243 | ,206 | ,191 | ,114 | ,182 | ,191 | ,278 | ,101 | ,264 | ,153 | ,209 | ,127 | ,224 | ,291 | ,264 | ,132 | ,122 | ,211 | ,179 | ,181 | ,207 | ,195 | ,078 | ,121 | ,263 | ,384 | ,417 | ,418 | ,418 | ,167 | ,152 | ,263 |
27:S1.Tr 1, FM | ,553 | ,276 | ,374 | ,381 | ,556 | ,449 | ,556 | ,501 | ,509 | ,555 | ,550 | ,478 | ,494 | ,553 | ,556 | ,538 | ,325 | ,550 | ,528 | ,514 | ,427 | ,323 | ,205 | ,125 | ,150 | ,223 | ,000 | ,090 | ,131 | ,141 | ,183 | ,164 | ,152 | ,116 | ,177 | ,118 | ,224 | ,133 | ,179 | ,118 | ,141 | ,092 | ,240 | ,258 | ,275 | ,286 | ,291 | ,313 | ,244 | ,215 | ,236 | ,300 | ,392 | ,416 | ,418 | ,418 | ,221 | ,235 | ,283 |
28:S1.Tr 2, FM | ,592 | ,311 | ,410 | ,417 | ,596 | ,489 | ,595 | ,542 | ,552 | ,594 | ,589 | ,519 | ,536 | ,593 | ,595 | ,581 | ,363 | ,591 | ,569 | ,556 | ,469 | ,362 | ,229 | ,082 | ,147 | ,243 | ,090 | ,000 | ,110 | ,142 | ,206 | ,198 | ,150 | ,093 | ,192 | ,072 | ,262 | ,125 | ,183 | ,066 | ,137 | ,063 | ,263 | ,284 | ,297 | ,311 | ,321 | ,342 | ,284 | ,230 | ,259 | ,344 | ,436 | ,453 | ,458 | ,459 | ,254 | ,274 | ,320 |
29:S1.Tr 3, FM | ,600 | ,334 | ,430 | ,432 | ,605 | ,500 | ,603 | ,550 | ,559 | ,602 | ,597 | ,527 | ,543 | ,602 | ,604 | ,588 | ,360 | ,599 | ,577 | ,561 | ,471 | ,360 | ,270 | ,151 | ,201 | ,206 | ,131 | ,110 | ,000 | ,056 | ,152 | ,156 | ,062 | ,157 | ,145 | ,138 | ,254 | ,054 | ,115 | ,119 | ,204 | ,136 | ,249 | ,265 | ,298 | ,295 | ,311 | ,332 | ,285 | ,184 | ,237 | ,343 | ,440 | ,459 | ,464 | ,464 | ,256 | ,263 | ,322 |
30:S1.Tr 4, FM | ,589 | ,331 | ,426 | ,427 | ,593 | ,491 | ,592 | ,538 | ,547 | ,591 | ,585 | ,516 | ,531 | ,591 | ,592 | ,576 | ,348 | ,586 | ,565 | ,548 | ,459 | ,349 | ,276 | ,178 | ,218 | ,191 | ,141 | ,142 | ,056 | ,000 | ,125 | ,122 | ,037 | ,179 | ,132 | ,166 | ,240 | ,054 | ,098 | ,149 | ,222 | ,160 | ,240 | ,254 | ,296 | ,285 | ,300 | ,322 | ,277 | ,168 | ,230 | ,325 | ,422 | ,443 | ,447 | ,448 | ,246 | ,248 | ,309 |
31:64-4, FM | ,557 | ,309 | ,405 | ,401 | ,561 | ,459 | ,561 | ,502 | ,514 | ,559 | ,554 | ,483 | ,496 | ,560 | ,561 | ,542 | ,318 | ,554 | ,529 | ,513 | ,422 | ,304 | ,284 | ,229 | ,240 | ,114 | ,183 | ,206 | ,152 | ,125 | ,000 | ,110 | ,124 | ,238 | ,072 | ,227 | ,181 | ,141 | ,085 | ,201 | ,264 | ,223 | ,197 | ,196 | ,262 | ,236 | ,245 | ,269 | ,229 | ,114 | ,182 | ,271 | ,382 | ,411 | ,413 | ,413 | ,202 | ,188 | ,275 |
32:64-7, FM | ,529 | ,297 | ,384 | ,382 | ,530 | ,436 | ,532 | ,477 | ,482 | ,530 | ,525 | ,455 | ,467 | ,529 | ,530 | ,510 | ,295 | ,521 | ,503 | ,481 | ,400 | ,302 | ,265 | ,218 | ,238 | ,182 | ,164 | ,198 | ,156 | ,122 | ,110 | ,000 | ,122 | ,208 | ,146 | ,208 | ,199 | ,131 | ,145 | ,207 | ,238 | ,198 | ,227 | ,236 | ,281 | ,261 | ,269 | ,290 | ,237 | ,171 | ,218 | ,272 | ,364 | ,393 | ,393 | ,393 | ,222 | ,207 | ,264 |
33:64-E7Sg, FM | ,590 | ,332 | ,427 | ,428 | ,594 | ,492 | ,593 | ,540 | ,548 | ,592 | ,587 | ,517 | ,532 | ,592 | ,593 | ,577 | ,349 | ,588 | ,567 | ,549 | ,461 | ,351 | ,277 | ,180 | ,219 | ,191 | ,152 | ,150 | ,062 | ,037 | ,124 | ,122 | ,000 | ,182 | ,131 | ,168 | ,242 | ,045 | ,099 | ,154 | ,224 | ,167 | ,242 | ,256 | ,296 | ,285 | ,301 | ,323 | ,278 | ,168 | ,230 | ,329 | ,427 | ,448 | ,452 | ,452 | ,249 | ,250 | ,312 |
34:64-E7E, FM | ,574 | ,301 | ,394 | ,405 | ,576 | ,475 | ,576 | ,527 | ,533 | ,575 | ,571 | ,503 | ,520 | ,573 | ,575 | ,561 | ,358 | ,571 | ,554 | ,539 | ,459 | ,365 | ,200 | ,077 | ,142 | ,278 | ,116 | ,093 | ,157 | ,179 | ,238 | ,208 | ,182 | ,000 | ,230 | ,055 | ,278 | ,155 | ,227 | ,119 | ,080 | ,051 | ,286 | ,310 | ,311 | ,331 | ,339 | ,359 | ,293 | ,265 | ,285 | ,349 | ,427 | ,442 | ,447 | ,447 | ,269 | ,290 | ,317 |
35:64-9, FM | ,572 | ,307 | ,409 | ,406 | ,576 | ,469 | ,576 | ,516 | ,530 | ,575 | ,569 | ,497 | ,511 | ,575 | ,577 | ,558 | ,333 | ,571 | ,543 | ,530 | ,435 | ,311 | ,275 | ,211 | ,218 | ,101 | ,177 | ,192 | ,145 | ,132 | ,072 | ,146 | ,131 | ,230 | ,000 | ,214 | ,181 | ,146 | ,074 | ,177 | ,253 | ,216 | ,179 | ,177 | ,248 | ,228 | ,238 | ,264 | ,229 | ,092 | ,161 | ,274 | ,390 | ,419 | ,421 | ,421 | ,188 | ,188 | ,280 |
36:64-10, FM | ,589 | ,310 | ,408 | ,418 | ,593 | ,489 | ,592 | ,542 | ,550 | ,592 | ,587 | ,519 | ,535 | ,590 | ,592 | ,578 | ,369 | ,588 | ,568 | ,555 | ,472 | ,370 | ,214 | ,045 | ,136 | ,264 | ,118 | ,072 | ,138 | ,166 | ,227 | ,208 | ,168 | ,055 | ,214 | ,000 | ,274 | ,143 | ,209 | ,084 | ,102 | ,063 | ,277 | ,300 | ,307 | ,325 | ,333 | ,355 | ,294 | ,250 | ,275 | ,350 | ,434 | ,450 | ,455 | ,455 | ,262 | ,286 | ,320 |
37:64-14, FM | ,481 | ,231 | ,334 | ,330 | ,485 | ,382 | ,487 | ,423 | ,442 | ,486 | ,482 | ,412 | ,423 | ,486 | ,487 | ,466 | ,283 | ,481 | ,447 | ,441 | ,353 | ,226 | ,245 | ,266 | ,231 | ,153 | ,224 | ,262 | ,254 | ,240 | ,181 | ,199 | ,242 | ,278 | ,181 | ,274 | ,000 | ,249 | ,216 | ,252 | ,273 | ,269 | ,155 | ,156 | ,218 | ,206 | ,174 | ,201 | ,147 | ,177 | ,165 | ,196 | ,314 | ,356 | ,352 | ,352 | ,120 | ,099 | ,188 |
38:64-15, FM | ,589 | ,327 | ,422 | ,425 | ,593 | ,491 | ,592 | ,539 | ,547 | ,591 | ,585 | ,516 | ,531 | ,591 | ,592 | ,576 | ,349 | ,586 | ,567 | ,549 | ,461 | ,354 | ,265 | ,157 | ,205 | ,209 | ,133 | ,125 | ,054 | ,054 | ,141 | ,131 | ,045 | ,155 | ,146 | ,143 | ,249 | ,000 | ,121 | ,138 | ,201 | ,139 | ,254 | ,270 | ,301 | ,296 | ,312 | ,333 | ,281 | ,189 | ,242 | ,335 | ,430 | ,450 | ,454 | ,455 | ,255 | ,259 | ,316 |
39:64-16Sg, FM | ,586 | ,330 | ,425 | ,422 | ,590 | ,484 | ,590 | ,531 | ,543 | ,588 | ,583 | ,510 | ,525 | ,589 | ,590 | ,572 | ,344 | ,584 | ,559 | ,544 | ,449 | ,331 | ,293 | ,211 | ,232 | ,127 | ,179 | ,183 | ,115 | ,098 | ,085 | ,145 | ,099 | ,227 | ,074 | ,209 | ,216 | ,121 | ,000 | ,172 | ,259 | ,210 | ,199 | ,206 | ,265 | ,244 | ,262 | ,284 | ,258 | ,104 | ,184 | ,314 | ,422 | ,447 | ,450 | ,450 | ,223 | ,222 | ,303 |
40:64-16E, FM | ,599 | ,309 | ,412 | ,418 | ,603 | ,491 | ,603 | ,546 | ,558 | ,602 | ,597 | ,524 | ,541 | ,601 | ,603 | ,587 | ,369 | ,599 | ,574 | ,563 | ,471 | ,358 | ,228 | ,073 | ,128 | ,224 | ,118 | ,066 | ,119 | ,149 | ,201 | ,207 | ,154 | ,119 | ,177 | ,084 | ,252 | ,138 | ,172 | ,000 | ,146 | ,104 | ,240 | ,259 | ,278 | ,294 | ,302 | ,326 | ,277 | ,209 | ,237 | ,335 | ,432 | ,451 | ,456 | ,456 | ,234 | ,262 | ,317 |
41:64-16ASg, FM | ,552 | ,271 | ,365 | ,381 | ,554 | ,451 | ,555 | ,505 | ,512 | ,554 | ,550 | ,483 | ,500 | ,551 | ,554 | ,539 | ,355 | ,550 | ,531 | ,520 | ,444 | ,354 | ,148 | ,097 | ,112 | ,291 | ,141 | ,137 | ,204 | ,222 | ,264 | ,238 | ,224 | ,080 | ,253 | ,102 | ,273 | ,201 | ,259 | ,146 | ,000 | ,106 | ,285 | ,308 | ,300 | ,330 | ,331 | ,351 | ,280 | ,283 | ,288 | ,334 | ,406 | ,421 | ,425 | ,425 | ,256 | ,286 | ,302 |
42:64-16AE, FM | ,576 | ,300 | ,395 | ,404 | ,580 | ,476 | ,579 | ,529 | ,536 | ,578 | ,573 | ,505 | ,522 | ,577 | ,579 | ,565 | ,353 | ,575 | ,555 | ,540 | ,457 | ,358 | ,211 | ,084 | ,146 | ,264 | ,092 | ,063 | ,136 | ,160 | ,223 | ,198 | ,167 | ,051 | ,216 | ,063 | ,269 | ,139 | ,210 | ,104 | ,106 | ,000 | ,276 | ,300 | ,304 | ,321 | ,329 | ,350 | ,284 | ,252 | ,273 | ,347 | ,431 | ,447 | ,452 | ,452 | ,263 | ,281 | ,315 |
43:62-25, BM | ,507 | ,243 | ,335 | ,328 | ,512 | ,390 | ,514 | ,440 | ,462 | ,513 | ,509 | ,425 | ,440 | ,512 | ,514 | ,493 | ,280 | ,509 | ,470 | ,466 | ,360 | ,227 | ,266 | ,266 | ,224 | ,132 | ,240 | ,263 | ,249 | ,240 | ,197 | ,227 | ,242 | ,286 | ,179 | ,277 | ,155 | ,254 | ,199 | ,240 | ,285 | ,276 | ,000 | ,091 | ,146 | ,129 | ,122 | ,148 | ,166 | ,136 | ,091 | ,281 | ,398 | ,430 | ,431 | ,431 | ,152 | ,153 | ,232 |
44:62-30, BM | ,517 | ,258 | ,353 | ,346 | ,523 | ,405 | ,524 | ,454 | ,476 | ,523 | ,519 | ,440 | ,454 | ,523 | ,525 | ,504 | ,296 | ,520 | ,480 | ,478 | ,373 | ,232 | ,282 | ,287 | ,248 | ,122 | ,258 | ,284 | ,265 | ,254 | ,196 | ,236 | ,256 | ,310 | ,177 | ,300 | ,156 | ,270 | ,206 | ,259 | ,308 | ,300 | ,091 | ,000 | ,156 | ,129 | ,107 | ,138 | ,172 | ,134 | ,086 | ,253 | ,374 | ,406 | ,408 | ,408 | ,151 | ,150 | ,246 |
45:TB-1, BM | ,451 | ,196 | ,249 | ,241 | ,455 | ,310 | ,461 | ,372 | ,396 | ,460 | ,457 | ,352 | ,372 | ,454 | ,459 | ,432 | ,217 | ,453 | ,406 | ,407 | ,288 | ,181 | ,268 | ,293 | ,236 | ,211 | ,275 | ,297 | ,298 | ,296 | ,262 | ,281 | ,296 | ,311 | ,248 | ,307 | ,218 | ,301 | ,265 | ,278 | ,300 | ,304 | ,146 | ,156 | ,000 | ,084 | ,134 | ,122 | ,166 | ,218 | ,130 | ,334 | ,439 | ,465 | ,468 | ,468 | ,217 | ,221 | ,289 |
46:TB-2, BM | ,456 | ,234 | ,286 | ,273 | ,460 | ,330 | ,465 | ,382 | ,404 | ,464 | ,459 | ,364 | ,380 | ,460 | ,464 | ,438 | ,217 | ,456 | ,414 | ,408 | ,294 | ,181 | ,303 | ,315 | ,272 | ,179 | ,286 | ,311 | ,295 | ,285 | ,236 | ,261 | ,285 | ,331 | ,228 | ,325 | ,206 | ,296 | ,244 | ,294 | ,330 | ,321 | ,129 | ,129 | ,084 | ,000 | ,114 | ,100 | ,172 | ,186 | ,108 | ,324 | ,432 | ,459 | ,461 | ,462 | ,218 | ,205 | ,281 |
47:HR-1, BM | ,452 | ,222 | ,296 | ,286 | ,457 | ,338 | ,460 | ,384 | ,409 | ,460 | ,456 | ,373 | ,387 | ,458 | ,461 | ,437 | ,250 | ,455 | ,411 | ,412 | ,307 | ,170 | ,289 | ,322 | ,272 | ,181 | ,291 | ,321 | ,311 | ,300 | ,245 | ,269 | ,301 | ,339 | ,238 | ,333 | ,174 | ,312 | ,262 | ,302 | ,331 | ,329 | ,122 | ,107 | ,134 | ,114 | ,000 | ,055 | ,150 | ,200 | ,133 | ,274 | ,379 | ,409 | ,410 | ,410 | ,179 | ,167 | ,238 |
48:HR-2, BM | ,428 | ,222 | ,275 | ,262 | ,433 | ,310 | ,437 | ,356 | ,382 | ,437 | ,433 | ,345 | ,359 | ,434 | ,437 | ,412 | ,228 | ,431 | ,385 | ,386 | ,278 | ,151 | ,307 | ,343 | ,292 | ,207 | ,313 | ,342 | ,332 | ,322 | ,269 | ,290 | ,323 | ,359 | ,264 | ,355 | ,201 | ,333 | ,284 | ,326 | ,351 | ,350 | ,148 | ,138 | ,122 | ,100 | ,055 | ,000 | ,160 | ,225 | ,149 | ,304 | ,403 | ,430 | ,432 | ,432 | ,211 | ,194 | ,259 |
49:64-11, BM | ,427 | ,169 | ,254 | ,252 | ,431 | ,310 | ,435 | ,360 | ,381 | ,434 | ,431 | ,346 | ,361 | ,431 | ,435 | ,410 | ,219 | ,428 | ,387 | ,385 | ,285 | ,155 | ,236 | ,284 | ,232 | ,195 | ,244 | ,284 | ,285 | ,277 | ,229 | ,237 | ,278 | ,293 | ,229 | ,294 | ,147 | ,281 | ,258 | ,277 | ,280 | ,284 | ,166 | ,172 | ,166 | ,172 | ,150 | ,160 | ,000 | ,220 | ,164 | ,248 | ,350 | ,385 | ,384 | ,383 | ,167 | ,148 | ,215 |
50:64-22, BM | ,558 | ,305 | ,401 | ,394 | ,562 | ,453 | ,562 | ,498 | ,514 | ,561 | ,556 | ,481 | ,494 | ,561 | ,563 | ,543 | ,322 | ,556 | ,526 | ,515 | ,417 | ,291 | ,292 | ,245 | ,239 | ,078 | ,215 | ,230 | ,184 | ,168 | ,114 | ,171 | ,168 | ,265 | ,092 | ,250 | ,177 | ,189 | ,104 | ,209 | ,283 | ,252 | ,136 | ,134 | ,218 | ,186 | ,200 | ,225 | ,220 | ,000 | ,118 | ,278 | ,394 | ,424 | ,426 | ,426 | ,182 | ,177 | ,271 |
51:64-18, BM | ,507 | ,243 | ,329 | ,321 | ,512 | ,386 | ,514 | ,438 | ,459 | ,513 | ,509 | ,421 | ,436 | ,511 | ,514 | ,491 | ,264 | ,508 | ,469 | ,463 | ,352 | ,218 | ,274 | ,264 | ,228 | ,121 | ,236 | ,259 | ,237 | ,230 | ,182 | ,218 | ,230 | ,285 | ,161 | ,275 | ,165 | ,242 | ,184 | ,237 | ,288 | ,273 | ,091 | ,086 | ,130 | ,108 | ,133 | ,149 | ,164 | ,118 | ,000 | ,285 | ,404 | ,436 | ,437 | ,437 | ,170 | ,163 | ,261 |
52:62-26, CH | ,522 | ,308 | ,414 | ,420 | ,529 | ,459 | ,523 | ,490 | ,507 | ,523 | ,518 | ,487 | ,494 | ,530 | ,529 | ,517 | ,385 | ,526 | ,501 | ,497 | ,438 | ,317 | ,283 | ,341 | ,313 | ,263 | ,300 | ,344 | ,343 | ,325 | ,271 | ,272 | ,329 | ,349 | ,274 | ,350 | ,196 | ,335 | ,314 | ,335 | ,334 | ,347 | ,281 | ,253 | ,334 | ,324 | ,274 | ,304 | ,248 | ,278 | ,285 | ,000 | ,168 | ,223 | ,217 | ,217 | ,191 | ,193 | ,212 |
53:62.28, CH | ,505 | ,379 | ,466 | ,478 | ,513 | ,496 | ,501 | ,509 | ,519 | ,502 | ,497 | ,514 | ,515 | ,514 | ,510 | ,512 | ,462 | ,512 | ,503 | ,500 | ,486 | ,396 | ,341 | ,429 | ,408 | ,384 | ,392 | ,436 | ,440 | ,422 | ,382 | ,364 | ,427 | ,427 | ,390 | ,434 | ,314 | ,430 | ,422 | ,432 | ,406 | ,431 | ,398 | ,374 | ,439 | ,432 | ,379 | ,403 | ,350 | ,394 | ,404 | ,168 | ,000 | ,091 | ,074 | ,074 | ,308 | ,310 | ,246 |
54:62-29, CH | ,468 | ,400 | ,470 | ,485 | ,477 | ,490 | ,461 | ,493 | ,500 | ,462 | ,458 | ,504 | ,501 | ,478 | ,473 | ,481 | ,480 | ,477 | ,477 | ,478 | ,488 | ,420 | ,359 | ,445 | ,432 | ,417 | ,416 | ,453 | ,459 | ,443 | ,411 | ,393 | ,448 | ,442 | ,419 | ,450 | ,356 | ,450 | ,447 | ,451 | ,421 | ,447 | ,430 | ,406 | ,465 | ,459 | ,409 | ,430 | ,385 | ,424 | ,436 | ,223 | ,091 | ,000 | ,039 | ,040 | ,349 | ,352 | ,273 |
55:EE-11, CH | ,488 | ,402 | ,479 | ,493 | ,497 | ,502 | ,482 | ,508 | ,515 | ,483 | ,478 | ,517 | ,515 | ,498 | ,493 | ,500 | ,485 | ,497 | ,495 | ,494 | ,498 | ,422 | ,360 | ,451 | ,435 | ,418 | ,418 | ,458 | ,464 | ,447 | ,413 | ,393 | ,452 | ,447 | ,421 | ,455 | ,352 | ,454 | ,450 | ,456 | ,425 | ,452 | ,431 | ,408 | ,468 | ,461 | ,410 | ,432 | ,384 | ,426 | ,437 | ,217 | ,074 | ,039 | ,000 | ,011 | ,346 | ,348 | ,269 |
56:62-27, CH | ,488 | ,402 | ,479 | ,493 | ,497 | ,502 | ,483 | ,508 | ,516 | ,483 | ,479 | ,518 | ,516 | ,498 | ,493 | ,501 | ,484 | ,497 | ,495 | ,494 | ,498 | ,422 | ,359 | ,451 | ,434 | ,418 | ,418 | ,459 | ,464 | ,448 | ,413 | ,393 | ,452 | ,447 | ,421 | ,455 | ,352 | ,455 | ,450 | ,456 | ,425 | ,452 | ,431 | ,408 | ,468 | ,462 | ,410 | ,432 | ,383 | ,426 | ,437 | ,217 | ,074 | ,040 | ,011 | ,000 | ,346 | ,348 | ,269 |
57:64-9H, HH | ,506 | ,235 | ,346 | ,346 | ,510 | ,403 | ,511 | ,448 | ,468 | ,510 | ,508 | ,437 | ,449 | ,510 | ,512 | ,492 | ,315 | ,507 | ,471 | ,470 | ,381 | ,254 | ,221 | ,249 | ,203 | ,167 | ,221 | ,254 | ,256 | ,246 | ,202 | ,222 | ,249 | ,269 | ,188 | ,262 | ,120 | ,255 | ,223 | ,234 | ,256 | ,263 | ,152 | ,151 | ,217 | ,218 | ,179 | ,211 | ,167 | ,182 | ,170 | ,191 | ,308 | ,349 | ,346 | ,346 | ,000 | ,122 | ,193 |
58:62-33b, HH | ,482 | ,238 | ,339 | ,334 | ,486 | ,384 | ,488 | ,424 | ,443 | ,486 | ,483 | ,414 | ,424 | ,487 | ,488 | ,467 | ,287 | ,482 | ,447 | ,442 | ,354 | ,222 | ,256 | ,278 | ,243 | ,152 | ,235 | ,274 | ,263 | ,248 | ,188 | ,207 | ,250 | ,290 | ,188 | ,286 | ,099 | ,259 | ,222 | ,262 | ,286 | ,281 | ,153 | ,150 | ,221 | ,205 | ,167 | ,194 | ,148 | ,177 | ,163 | ,193 | ,310 | ,352 | ,348 | ,348 | ,122 | ,000 | ,186 |
59:62-35, HH | ,402 | ,247 | ,326 | ,329 | ,405 | ,354 | ,405 | ,373 | ,386 | ,404 | ,402 | ,374 | ,377 | ,406 | ,406 | ,395 | ,314 | ,403 | ,381 | ,379 | ,341 | ,255 | ,250 | ,318 | ,287 | ,263 | ,283 | ,320 | ,322 | ,309 | ,275 | ,264 | ,312 | ,317 | ,280 | ,320 | ,188 | ,316 | ,303 | ,317 | ,302 | ,315 | ,232 | ,246 | ,289 | ,281 | ,238 | ,259 | ,215 | ,271 | ,261 | ,212 | ,246 | ,273 | ,269 | ,269 | ,193 | ,186 | ,000 |
Dies ist eine Unähnlichkeitsmatrix |
Schritt | Zusammengeführte Cluster | Koeffizienten | Erstes Vorkommen des Clusters | Nächster Schritt | ||
---|---|---|---|---|---|---|
Cluster 1 | Cluster 2 | Cluster 1 | Cluster 2 | |||
1 | 55 | 56 | ,011 | 0 | 0 | 6 |
2 | 7 | 10 | ,020 | 0 | 0 | 4 |
3 | 5 | 14 | ,030 | 0 | 0 | 8 |
4 | 7 | 11 | ,033 | 2 | 0 | 7 |
5 | 30 | 33 | ,037 | 0 | 0 | 16 |
6 | 54 | 55 | ,040 | 0 | 1 | 28 |
7 | 7 | 15 | ,040 | 4 | 0 | 19 |
8 | 1 | 5 | ,043 | 0 | 3 | 19 |
9 | 24 | 36 | ,045 | 0 | 0 | 24 |
10 | 9 | 13 | ,047 | 0 | 0 | 22 |
11 | 34 | 42 | ,051 | 0 | 0 | 24 |
12 | 29 | 38 | ,054 | 0 | 0 | 16 |
13 | 47 | 48 | ,055 | 0 | 0 | 37 |
14 | 3 | 4 | ,060 | 0 | 0 | 46 |
15 | 16 | 18 | ,062 | 0 | 0 | 27 |
16 | 29 | 30 | ,062 | 12 | 5 | 42 |
17 | 8 | 12 | ,065 | 0 | 0 | 22 |
18 | 28 | 40 | ,066 | 0 | 0 | 34 |
19 | 1 | 7 | ,068 | 8 | 7 | 38 |
20 | 31 | 35 | ,072 | 0 | 0 | 25 |
21 | 26 | 50 | ,078 | 0 | 0 | 36 |
22 | 8 | 9 | ,079 | 17 | 10 | 44 |
23 | 45 | 46 | ,084 | 0 | 0 | 37 |
24 | 24 | 34 | ,084 | 9 | 11 | 32 |
25 | 31 | 39 | ,085 | 20 | 0 | 36 |
26 | 44 | 51 | ,086 | 0 | 0 | 29 |
27 | 16 | 20 | ,090 | 15 | 0 | 33 |
28 | 53 | 54 | ,091 | 0 | 6 | 57 |
29 | 43 | 44 | ,091 | 0 | 26 | 43 |
30 | 37 | 58 | ,099 | 0 | 0 | 35 |
31 | 6 | 21 | ,099 | 0 | 0 | 44 |
32 | 24 | 41 | ,106 | 24 | 0 | 39 |
33 | 16 | 19 | ,111 | 27 | 0 | 38 |
34 | 27 | 28 | ,118 | 0 | 18 | 40 |
35 | 37 | 57 | ,122 | 30 | 0 | 47 |
36 | 26 | 31 | ,127 | 21 | 25 | 48 |
37 | 45 | 47 | ,134 | 23 | 13 | 43 |
38 | 1 | 16 | ,143 | 19 | 33 | 52 |
39 | 24 | 25 | ,146 | 32 | 0 | 40 |
40 | 24 | 27 | ,150 | 39 | 34 | 50 |
41 | 22 | 49 | ,155 | 0 | 0 | 45 |
42 | 29 | 32 | ,156 | 16 | 0 | 48 |
43 | 43 | 45 | ,156 | 29 | 37 | 54 |
44 | 6 | 8 | ,158 | 31 | 22 | 52 |
45 | 2 | 22 | ,184 | 0 | 41 | 51 |
46 | 3 | 17 | ,188 | 14 | 0 | 51 |
47 | 37 | 59 | ,193 | 35 | 0 | 49 |
48 | 26 | 29 | ,209 | 36 | 42 | 53 |
49 | 37 | 52 | ,212 | 47 | 0 | 54 |
50 | 23 | 24 | ,229 | 0 | 40 | 53 |
51 | 2 | 3 | ,254 | 45 | 46 | 56 |
52 | 1 | 6 | ,279 | 38 | 44 | 58 |
53 | 23 | 26 | ,293 | 50 | 48 | 55 |
54 | 37 | 43 | ,334 | 49 | 43 | 55 |
55 | 23 | 37 | ,359 | 53 | 54 | 56 |
56 | 2 | 23 | ,432 | 51 | 55 | 57 |
57 | 2 | 53 | ,493 | 56 | 28 | 58 |
58 | 1 | 2 | ,605 | 52 | 57 | 0 |
Fall | Beschriftung | 5 Cluster |
---|---|---|
1:62-1, ME | 1 | |
2:62-2, ME | 2 | |
3:62-3,ME | 2 | |
4:62-5, ME | 2 | |
5:62-6, ME | 1 | |
6:62-7, ME | 1 | |
7:62-8, ME | 1 | |
8:62-9, ME | 1 | |
9:62-10, ME | 1 | |
10:62-11, ME | 1 | |
11:62-12, ME | 1 | |
12:62-13, ME | 1 | |
13:62-14, ME | 1 | |
14:62-15, ME | 1 | |
15:62-17, ME | 1 | |
16:62-18, ME | 1 | |
17:62-19, ME | 2 | |
18:62-20, ME | 1 | |
19:62-21, ME | 1 | |
20:62-22, ME | 1 | |
21:TI-1, ME | 1 | |
22:64-21, ME | 2 | |
23:64-33, ME | 3 | |
24:62-23, FM | 3 | |
25:62-24, FM | 3 | |
26:62-34, FM | 3 | |
27:S1.Tr 1, FM | 3 | |
28:S1.Tr 2, FM | 3 | |
29:S1.Tr 3, FM | 3 | |
30:S1.Tr 4, FM | 3 | |
31:64-4, FM | 3 | |
32:64-7, FM | 3 | |
33:64-E7Sg, FM | 3 | |
34:64-E7E, FM | 3 | |
35:64-9, FM | 3 | |
36:64-10, FM | 3 | |
37:64-14, FM | 4 | |
38:64-15, FM | 3 | |
39:64-16Sg, FM | 3 | |
40:64-16E, FM | 3 | |
41:64-16ASg, FM | 3 | |
42:64-16AE, FM | 3 | |
43:62-25, BM | 4 | |
44:62-30, BM | 4 | |
45:TB-1, BM | 4 | |
46:TB-2, BM | 4 | |
47:HR-1, BM | 4 | |
48:HR-2, BM | 4 | |
49:64-11, BM | 2 | |
50:64-22, BM | 3 | |
51:64-18, BM | 4 | |
52:62-26, CH | 4 | |
53:62.28, CH | 5 | |
54:62-29, CH | 5 | |
55:EE-11, CH | 5 | |
56:62-27, CH | 5 | |
57:64-9H, HH | 4 | |
58:62-33b, HH | 4 | |
59:62-35, HH | 4 |
* * * * * * H I E R A R C H I C A L C L U S T E R A N A L Y S I S * * * * * * Dendrogram using Complete Linkage Rescaled Distance Cluster Combine C A S E 0 5 10 15 20 25 Label Num +---------+---------+---------+---------+---------+ EE-11, CH 55 òûòø 62-27, CH 56 ò÷ ùòòòø 62-29, CH 54 òòò÷ ùòòòòòòòòòòòòòòòòòòòòòòòòòòòòòòòòòø 62.28, CH 53 òòòòòòò÷ ó 64-21, ME 22 òòòòòòòòòòòòòûòø ó 64-11, BM 49 òòòòòòòòòòòòò÷ ùòòòòòø ó 62-2, ME 2 òòòòòòòòòòòòòòò÷ ùòòòòòòòòòòòòòø ó 62-3,ME 3 òòòòòûòòòòòòòòòø ó ó ó 62-5, ME 4 òòòòò÷ ùòòòòò÷ ó ó 62-19, ME 17 òòòòòòòòòòòòòòò÷ ó ùòòòòòòòø 62-34, FM 26 òòòòòûòòòø ó ó ó 64-22, BM 50 òòòòò÷ ùòòòòòòòø ó ó ó 64-4, FM 31 òòòòòûòø ó ó ó ó ó 64-9, FM 35 òòòòò÷ ùò÷ ó ó ó ó 64-16Sg, FM 39 òòòòòòò÷ ùòòòòòø ó ó ó S1.Tr 4, FM 30 òòòûòø ó ó ó ó ó 64-E7Sg, FM 33 òòò÷ ùòòòòòòòø ó ó ó ó ó S1.Tr 3, FM 29 òòòûò÷ ùòòò÷ ó ùòòòòò÷ ó 64-15, FM 38 òòò÷ ó ó ó ó 64-7, FM 32 òòòòòòòòòòòòò÷ ó ó ó S1.Tr 2, FM 28 òòòòòûòòòø ùòòòòòø ó ó 64-16E, FM 40 òòòòò÷ ùòø ó ó ó ó S1.Tr 1, FM 27 òòòòòòòòò÷ ó ó ó ó ó 62-23, FM 24 òòòûòòòø ùòòòòòòòø ó ó ó ó 64-10, FM 36 òòò÷ ùòø ó ó ó ó ó ó 64-E7E, FM 34 òòòûòòò÷ ùòú ó ó ó ó ó 64-16AE, FM 42 òòò÷ ó ó ùòòò÷ ó ó ó 64-16ASg, FM 41 òòòòòòòòò÷ ó ó ó ó ó 62-24, FM 25 òòòòòòòòòòò÷ ó ùòòòòò÷ ó 64-33, ME 23 òòòòòòòòòòòòòòòòòòò÷ ó ó 62-30, BM 44 òòòòòòòø ó ó 64-18, BM 51 òòòòòòòôòòòòòø ó ó 62-25, BM 43 òòòòòòò÷ ùòòòòòòòòòòòòòø ó ó HR-1, BM 47 òòòûòòòòòòòø ó ó ó ó HR-2, BM 48 òòò÷ ùò÷ ó ó ó TB-1, BM 45 òòòòòòòûòòò÷ ó ó ó TB-2, BM 46 òòòòòòò÷ ùò÷ ó 64-14, FM 37 òòòòòòòûòø ó ó 62-33b, HH 58 òòòòòòò÷ ùòòòòòø ó ó 64-9H, HH 57 òòòòòòòòò÷ ùòø ó ó 62-35, HH 59 òòòòòòòòòòòòòòò÷ ùòòòòòòòòò÷ ó 62-26, CH 52 òòòòòòòòòòòòòòòòò÷ ó * * * * * * H I E R A R C H I C A L C L U S T E R A N A L Y S I S * * * * * * C A S E 0 5 10 15 20 25 Label Num +---------+---------+---------+---------+---------+ 62-8, ME 7 òø ó 62-11, ME 10 òôòø ó 62-12, ME 11 ò÷ ùòø ó 62-17, ME 15 òòò÷ ùòòòòòø ó 62-6, ME 5 òûòø ó ó ó 62-15, ME 14 ò÷ ùò÷ ó ó 62-1, ME 1 òòò÷ ùòòòòòòòòòòòø ó 62-18, ME 16 òòòòòûòø ó ó ó 62-20, ME 18 òòòòò÷ ùòø ó ó ó 62-22, ME 20 òòòòòòò÷ ùò÷ ùòòòòòòòòòòòòòòòòòòòòòòòòò÷ 62-21, ME 19 òòòòòòòòò÷ ó 62-10, ME 9 òòòûòø ó 62-14, ME 13 òòò÷ ùòòòòòòòø ó 62-9, ME 8 òòòòòú ùòòòòòòòòò÷ 62-13, ME 12 òòòòò÷ ó 62-7, ME 6 òòòòòòòûòòòòò÷ TI-1, ME 21 òòòòòòò÷