Descriptives

29 1 ,6 ,6 95,6

31 1 ,6 ,6 96,1

32 1 ,6 ,6 96,7

33 1 ,6 ,6 97,2

35 1 ,6 ,6 97,8

36 1 ,6 ,6 98,3

38 1 ,6 ,6 98,9

40 1 ,6 ,6 99,4

44 1 ,6 ,6 100,0

Total 181 100,0 100,0

Descriptive Statistics

N Mean

Idade 181 21,57

Valid N (listwise) 181

Sexo

Masculino Feminino

Mean Mean

Idade 23 21

Estatística descritiva do NEO-PI-R

N Range Min Max Sum Mean Std. Deviation Variance Skewness Kurtosis

Statistic Statistic Statistic Statistic Statistic Statistic Std. Error Statistic Statistic Statistic Statistic Statistic

Neo1 181 4 0 4 520 2,87 ,084 1,126 1,267 -,905 ,181 -,016 ,359

Neo2 181 4 0 4 363 2,01 ,072 ,963 ,928 -,049 ,181 -,734 ,359

Neo3 181 4 0 4 483 2,67 ,074 ,989 ,978 -,443 ,181 -,527 ,359

Neo4 181 4 0 4 345 1,91 ,076 1,020 1,041 ,000 ,181 -,830 ,359

Neo5 181 4 0 4 432 2,39 ,058 ,785 ,616 -,176 ,181 ,184 ,359

Neo6 181 4 0 4 366 2,02 ,085 1,140 1,300 ,002 ,181 -1,033 ,359

Neo7 181 4 0 4 419 2,31 ,087 1,176 1,384 -,159 ,181 -,978 ,359

Neo8 181 4 0 4 502 2,77 ,073 ,988 ,976 -,789 ,181 ,178 ,359

Neo9 181 4 0 4 462 2,55 ,080 1,072 1,149 -,535 ,181 -,519 ,359

Neo10 181 4 0 4 387 2,14 ,093 1,251 1,564 -,178 ,181 -1,109 ,359

Neo11 181 4 0 4 385 2,13 ,081 1,085 1,178 -,150 ,181 -,983 ,359

Neo12 181 4 0 4 383 2,12 ,076 1,024 1,048 -,204 ,181 -,592 ,359

Neo13 181 4 0 4 506 2,80 ,074 ,993 ,986 -,647 ,181 ,000 ,359

Neo14 181 4 0 4 505 2,79 ,072 ,966 ,933 -,501 ,181 -,496 ,359

Neo15 181 4 0 4 561 3,10 ,057 ,768 ,590 -1,436 ,181 3,941 ,359

Neo16 181 4 0 4 416 2,30 ,084 1,130 1,277 -,236 ,181 -1,015 ,359

Neo17 181 4 0 4 262 1,45 ,083 1,112 1,238 ,538 ,181 -,529 ,359

Neo18 181 4 0 4 249 1,38 ,074 1,001 1,003 ,431 ,181 -,343 ,359

Neo19 181 4 0 4 572 3,16 ,060 ,804 ,646 -,883 ,181 ,899 ,359

Neo20 181 4 0 4 471 2,60 ,075 1,015 1,030 -,685 ,181 -,067 ,359

Neo21 181 4 0 4 360 1,99 ,075 1,011 1,022 -,108 ,181 -,725 ,359

Neo22 181 3 1 4 530 2,93 ,068 ,913 ,834 -,565 ,181 -,436 ,359

Neo23 181 4 0 4 429 2,37 ,071 ,949 ,901 -,488 ,181 ,120 ,359

Neo24 181 4 0 4 469 2,59 ,075 1,005 1,010 -,336 ,181 -,564 ,359

Neo25 181 4 0 4 471 2,60 ,075 1,009 1,019 -,644 ,181 -,184 ,359

Neo26 181 4 0 4 273 1,51 ,080 1,078 1,162 ,597 ,181 -,361 ,359

Neo27 181 4 0 4 639 3,53 ,067 ,904 ,817 -2,213 ,181 4,699 ,359

Neo28 181 4 0 4 559 3,09 ,074 1,002 1,003 -,883 ,181 -,030 ,359

Neo29 181 4 0 4 583 3,22 ,061 ,820 ,673 -,979 ,181 1,198 ,359

Neo30 181 4 0 4 180 ,99 ,071 ,952 ,906 1,145 ,181 1,228 ,359

Neo31 181 4 0 4 390 2,15 ,091 1,219 1,487 -,226 ,181 -1,080 ,359

Neo32 181 4 0 4 627 3,46 ,055 ,734 ,539 -1,578 ,181 3,209 ,359

Neo33 181 4 0 4 427 2,36 ,074 ,999 ,998 -,400 ,181 -,520 ,359

Neo34 181 4 0 4 345 1,91 ,073 ,982 ,963 ,083 ,181 -,729 ,359

Neo35 181 5 0 5 487 2,69 ,088 1,180 1,393 -,526 ,181 -,765 ,359

Neo36 181 4 0 4 324 1,79 ,084 1,126 1,267 ,139 ,181 -1,028 ,359

Neo37 181 4 0 4 490 2,71 ,073 ,987 ,975 -,539 ,181 -,275 ,359

Neo38 181 4 0 4 600 3,31 ,061 ,820 ,672 -1,375 ,181 2,071 ,359

Neo39 181 4 0 4 563 3,11 ,079 1,069 1,143 -,967 ,181 -,265 ,359

Neo40 181 4 0 4 505 2,79 ,074 ,994 ,989 -,664 ,181 -,132 ,359

Neo41 181 4 0 4 347 1,92 ,087 1,173 1,376 ,037 ,181 -1,006 ,359

Neo42 181 4 0 4 251 1,39 ,071 ,951 ,905 ,838 ,181 ,293 ,359

Neo43 181 4 0 4 533 2,94 ,075 1,010 1,019 -1,101 ,181 ,821 ,359

Neo44 181 4 0 4 530 2,93 ,067 ,907 ,823 -1,032 ,181 1,101 ,359

Neo45 181 4 0 4 406 2,24 ,093 1,250 1,563 -,247 ,181 -1,134 ,359

Neo46 181 4 0 4 380 2,10 ,076 1,028 1,057 -,077 ,181 -,980 ,359

Neo47 181 3 1 4 457 2,52 ,063 ,847 ,717 -,079 ,181 -,577 ,359

Neo48 181 3 1 4 599 3,31 ,046 ,618 ,382 -,598 ,181 ,894 ,359

Neo49 181 4 0 4 300 1,66 ,092 1,240 1,538 ,606 ,181 -,664 ,359

Neo50 181 3 1 4 534 2,95 ,062 ,838 ,703 -,535 ,181 -,193 ,359

Neo51 181 4 0 4 494 2,73 ,072 ,965 ,932 -,669 ,181 -,020 ,359

Neo52 181 4 0 4 566 3,13 ,076 1,028 1,056 -1,221 ,181 1,000 ,359

Neo53 181 4 0 4 337 1,86 ,092 1,237 1,531 ,124 ,181 -1,035 ,359

Neo54 181 4 0 4 368 2,03 ,074 ,999 ,999 -,134 ,181 -,898 ,359

Neo55 181 4 0 4 332 1,83 ,075 1,014 1,028 -,049 ,181 -1,174 ,359

Neo56 181 4 0 4 235 1,30 ,060 ,802 ,644 ,842 ,181 ,611 ,359

Neo57 181 3 1 4 555 3,07 ,061 ,821 ,673 -,856 ,181 ,561 ,359

Neo58 181 4 0 4 566 3,13 ,054 ,723 ,523 -,643 ,181 1,025 ,359

Neo59 181 4 0 4 478 2,64 ,072 ,965 ,931 -,500 ,181 -,407 ,359

Neo60 181 4 0 4 502 2,77 ,064 ,855 ,732 -,677 ,181 ,507 ,359

Neo61 181 4 0 4 463 2,56 ,074 ,991 ,981 -,579 ,181 -,325 ,359

Neo62 181 3 1 4 569 3,14 ,053 ,708 ,501 -,782 ,181 1,133 ,359

Neo63 181 4 0 4 491 2,71 ,073 ,986 ,973 -,591 ,181 -,365 ,359

Neo64 181 4 0 4 215 1,19 ,065 ,874 ,765 ,733 ,181 ,262 ,359

Neo65 181 3 1 4 477 2,64 ,047 ,632 ,400 -,190 ,181 -,067 ,359

Neo66 181 4 0 4 139 ,77 ,069 ,926 ,857 1,286 ,181 1,503 ,359

Neo67 181 4 0 4 356 1,97 ,082 1,105 1,221 -,134 ,181 -,931 ,359

Neo68 181 4 0 4 452 2,50 ,087 1,172 1,374 -,464 ,181 -,680 ,359

Neo69 181 4 0 4 349 1,93 ,083 1,111 1,234 ,020 ,181 -1,098 ,359

Neo70 181 4 0 4 450 2,49 ,079 1,063 1,129 -,511 ,181 -,599 ,359

Neo71 181 4 0 4 379 2,09 ,076 1,020 1,041 -,190 ,181 -,886 ,359

Neo72 181 4 0 4 357 1,97 ,080 1,072 1,149 -,136 ,181 -,864 ,359

Neo73 181 2 2 4 586 3,24 ,040 ,542 ,293 ,104 ,181 -,263 ,359

Neo74 181 4 0 4 504 2,78 ,077 1,040 1,081 -,607 ,181 -,536 ,359

Neo75 181 4 0 4 593 3,28 ,055 ,739 ,545 -1,244 ,181 2,674 ,359

Neo76 181 4 0 4 548 3,03 ,071 ,951 ,905 -1,152 ,181 1,087 ,359

Neo77 181 4 0 4 268 1,48 ,068 ,916 ,840 ,868 ,181 ,248 ,359

Neo78 181 4 0 4 360 1,99 ,072 ,972 ,944 -,125 ,181 -1,189 ,359

Neo79 181 4 0 4 346 1,91 ,083 1,122 1,259 ,080 ,181 -1,193 ,359

Neo80 181 4 0 4 363 2,01 ,062 ,833 ,694 -,010 ,181 -,418 ,359

Neo81 181 4 0 4 436 2,41 ,080 1,079 1,165 -,418 ,181 -,827 ,359

Neo82 181 4 0 4 512 2,83 ,061 ,822 ,676 -,946 ,181 ,937 ,359

Neo83 181 4 0 4 448 2,48 ,080 1,073 1,151 -,522 ,181 -,465 ,359

Neo84 181 4 0 4 525 2,90 ,073 ,984 ,968 -,648 ,181 -,390 ,359

Neo85 181 4 0 4 493 2,72 ,057 ,761 ,579 -,712 ,181 1,193 ,359

Neo86 181 4 0 4 454 2,51 ,076 1,020 1,040 -,515 ,181 -,580 ,359

Neo87 181 4 0 4 385 2,13 ,091 1,229 1,512 -,100 ,181 -1,177 ,359

Neo88 181 4 0 4 450 2,49 ,081 1,093 1,196 -,209 ,181 -,731 ,359

Neo89 181 4 0 4 558 3,08 ,062 ,836 ,699 -1,023 ,181 1,198 ,359

Neo90 181 4 0 4 245 1,35 ,072 ,970 ,941 ,716 ,181 ,022 ,359

Neo91 181 4 0 4 462 2,55 ,077 1,035 1,071 -,507 ,181 -,691 ,359

Neo92 181 4 0 4 475 2,62 ,078 1,045 1,091 -,586 ,181 -,595 ,359

Neo93 181 4 0 4 491 2,71 ,070 ,940 ,884 -,613 ,181 -,301 ,359

Neo94 181 4 0 4 428 2,36 ,069 ,925 ,855 -,704 ,181 -,375 ,359

Neo95 181 3 0 3 284 1,57 ,068 ,914 ,835 ,301 ,181 -,905 ,359

Neo96 181 4 0 4 221 1,22 ,060 ,814 ,662 ,950 ,181 1,198 ,359

Neo97 181 4 0 4 533 2,94 ,066 ,886 ,786 -,956 ,181 ,905 ,359

Neo98 181 3 1 4 491 2,71 ,062 ,840 ,706 -,097 ,181 -,628 ,359

Neo99 181 10 0 10 412 2,28 ,097 1,308 1,712 ,905 ,181 5,338 ,359

Neo100 181 4 0 4 553 3,06 ,063 ,848 ,719 -,990 ,181 1,296 ,359

Neo101 181 4 0 4 510 2,82 ,067 ,904 ,817 -1,001 ,181 1,115 ,359

neo102 181 4 0 4 251 1,39 ,063 ,853 ,727 ,956 ,181 ,652 ,359

Neo103 181 3 1 4 517 2,86 ,060 ,811 ,657 -,933 ,181 ,734 ,359

Neo104 181 4 0 4 551 3,04 ,056 ,751 ,565 -,946 ,181 1,803 ,359

Neo105 181 4 0 4 476 2,63 ,072 ,972 ,946 -,372 ,181 -,676 ,359

Neo106 181 4 0 4 444 2,45 ,086 1,157 1,338 -,233 ,181 -1,029 ,359

Neo107 181 4 0 4 526 2,91 ,075 1,009 1,019 -,826 ,181 -,071 ,359

Neo108 181 4 0 4 375 2,07 ,085 1,150 1,323 ,036 ,181 -1,038 ,359

Neo109 181 4 0 4 318 1,76 ,068 ,911 ,829 ,011 ,181 -,447 ,359

Neo110 181 3 1 4 516 2,85 ,057 ,771 ,594 -,399 ,181 -,038 ,359

Neo111 181 4 0 4 534 2,95 ,072 ,973 ,948 -,886 ,181 ,222 ,359

Neo112 181 4 0 4 432 2,39 ,100 1,348 1,816 -,417 ,181 -1,146 ,359

Neo113 181 4 0 4 288 1,59 ,082 1,105 1,221 ,641 ,181 -,460 ,359

Neo114 181 3 1 4 610 3,37 ,050 ,676 ,457 -1,046 ,181 1,607 ,359

Neo115 181 4 0 4 310 1,71 ,079 1,067 1,139 ,291 ,181 -,990 ,359

Neo116 181 4 0 4 313 1,73 ,070 ,948 ,899 ,290 ,181 -,529 ,359

Neo117 181 4 0 4 497 2,75 ,073 ,984 ,968 -,602 ,181 -,320 ,359

Neo118 181 3 1 4 539 2,98 ,054 ,730 ,533 -,659 ,181 ,746 ,359

Neo119 181 4 0 4 345 1,91 ,075 1,015 1,030 ,255 ,181 -,566 ,359

Neo120 181 4 0 4 412 2,28 ,074 ,995 ,990 -,373 ,181 -,438 ,359

Neo121 181 4 0 4 563 3,11 ,066 ,894 ,799 -1,400 ,181 2,441 ,359

Neo122 181 3 1 4 572 3,16 ,053 ,716 ,513 -,797 ,181 1,053 ,359

Neo123 181 4 0 4 484 2,67 ,068 ,918 ,843 -,481 ,181 -,160 ,359

Neo124 181 4 0 4 429 2,37 ,069 ,926 ,857 -,549 ,181 -,269 ,359

Neo125 181 3 1 4 518 2,86 ,053 ,713 ,509 -,443 ,181 ,339 ,359

Neo126 181 4 0 4 266 1,47 ,066 ,885 ,784 ,822 ,181 ,305 ,359

Neo127 181 4 0 4 389 2,15 ,083 1,113 1,239 -,055 ,181 -1,025 ,359

Neo128 181 4 0 4 427 2,36 ,089 1,196 1,431 -,312 ,181 -,934 ,359

Neo129 181 4 0 4 633 3,50 ,052 ,696 ,485 -1,538 ,181 3,288 ,359

Neo130 181 4 0 4 510 2,82 ,081 1,093 1,194 -,793 ,181 -,218 ,359

Neo131 181 4 0 4 472 2,61 ,065 ,879 ,773 -,780 ,181 ,123 ,359

Neo132 181 3 1 4 515 2,85 ,050 ,674 ,454 -,909 ,181 1,514 ,359

Neo133 181 3 1 4 553 3,06 ,054 ,728 ,530 -,871 ,181 1,351 ,359

Neo134 181 3 1 4 461 2,55 ,058 ,785 ,616 -,471 ,181 -,287 ,359

Neo135 181 3 1 4 581 3,21 ,054 ,723 ,522 -,698 ,181 ,405 ,359

Neo136 181 4 0 4 341 1,88 ,085 1,142 1,303 ,117 ,181 -1,006 ,359

Neo137 181 4 0 4 410 2,27 ,081 1,089 1,185 -,153 ,181 -,922 ,359

Neo138 181 4 0 4 248 1,37 ,067 ,907 ,823 ,596 ,181 -,285 ,359

Neo139 181 4 0 4 283 1,56 ,078 1,055 1,114 ,376 ,181 -,864 ,359

Neo140 181 4 0 4 503 2,78 ,069 ,928 ,862 -,640 ,181 -,163 ,359

Neo141 181 4 0 4 442 2,44 ,068 ,915 ,837 -,377 ,181 -,711 ,359

Neo142 181 4 0 4 437 2,41 ,060 ,803 ,644 -,369 ,181 ,032 ,359

Neo143 181 4 0 4 377 2,08 ,083 1,120 1,254 -,093 ,181 -,957 ,359

Neo144 181 4 0 4 278 1,54 ,066 ,891 ,795 ,581 ,181 ,268 ,359

Neo145 181 3 1 4 505 2,79 ,053 ,715 ,511 -,958 ,181 1,146 ,359

Neo146 181 4 0 4 351 1,94 ,077 1,039 1,080 ,153 ,181 -1,187 ,359

Neo147 181 3 1 4 558 3,08 ,065 ,868 ,754 -,882 ,181 ,317 ,359

Neo148 181 4 0 4 409 2,26 ,069 ,927 ,860 -,203 ,181 -,523 ,359

Neo149 181 4 0 4 524 2,90 ,061 ,820 ,672 -,598 ,181 ,385 ,359

Neo150 181 4 0 4 303 1,67 ,068 ,912 ,832 ,205 ,181 -,664 ,359

Neo151 181 4 0 4 515 2,85 ,064 ,862 ,743 -1,065 ,181 1,404 ,359

Neo152 181 4 0 4 433 2,39 ,079 1,057 1,117 -,412 ,181 -,645 ,359

Neo153 181 4 0 4 372 2,06 ,065 ,880 ,775 ,188 ,181 -,865 ,359

Neo154 181 4 0 4 354 1,96 ,077 1,032 1,065 ,150 ,181 -1,212 ,359

Neo155 181 4 0 4 554 3,06 ,058 ,783 ,613 -1,020 ,181 1,685 ,359

Neo156 181 4 0 4 354 1,96 ,078 1,053 1,109 ,031 ,181 -1,002 ,359

Neo157 181 4 0 4 353 1,95 ,094 1,266 1,603 -,005 ,181 -1,128 ,359

Neo158 181 3 1 4 589 3,25 ,053 ,708 ,502 -,882 ,181 1,125 ,359

Neo159 181 4 0 4 289 1,60 ,068 ,912 ,831 ,577 ,181 -,673 ,359

Neo160 181 4 0 4 409 2,26 ,071 ,957 ,916 -,465 ,181 -,633 ,359

Neo161 181 4 0 4 256 1,41 ,083 1,120 1,255 ,469 ,181 -,803 ,359

Neo162 181 4 0 4 265 1,46 ,075 1,014 1,028 ,422 ,181 -,642 ,359

Neo163 181 4 0 4 346 1,91 ,081 1,092 1,192 ,177 ,181 -1,093 ,359

Neo164 181 4 0 4 527 2,91 ,049 ,661 ,437 -1,189 ,181 3,299 ,359

Neo165 181 3 1 4 449 2,48 ,057 ,772 ,595 -,191 ,181 -,380 ,359

Neo166 181 4 0 4 259 1,43 ,064 ,864 ,747 ,660 ,181 -,192 ,359

Neo167 181 4 0 4 287 1,59 ,067 ,900 ,811 ,549 ,181 -,573 ,359

Neo168 181 4 0 4 457 2,52 ,077 1,030 1,062 -,422 ,181 -,851 ,359

Neo169 181 4 0 4 444 2,45 ,080 1,072 1,149 -,547 ,181 -,515 ,359

Neo170 181 4 0 4 541 2,99 ,055 ,738 ,544 -1,158 ,181 2,499 ,359

Neo171 181 4 0 4 279 1,54 ,086 1,157 1,339 ,290 ,181 -1,186 ,359

Neo172 181 4 0 4 428 2,36 ,102 1,366 1,866 -,419 ,181 -1,101 ,359

Neo173 181 4 0 4 419 2,31 ,074 ,992 ,984 -,253 ,181 -,633 ,359

Neo174 181 3 1 4 489 2,70 ,071 ,954 ,910 -,533 ,181 -,608 ,359

Neo175 181 4 0 4 413 2,28 ,071 ,956 ,915 -,130 ,181 -1,058 ,359

Neo176 181 4 0 4 305 1,69 ,072 ,975 ,950 ,450 ,181 -,691 ,359

Neo177 181 3 1 4 562 3,10 ,052 ,695 ,483 -,545 ,181 ,512 ,359

Neo178 181 3 1 4 580 3,20 ,045 ,603 ,364 -,427 ,181 1,031 ,359

Neo179 181 4 0 4 584 3,23 ,067 ,900 ,810 -1,250 ,181 1,197 ,359

Neo180 181 4 0 4 386 2,13 ,076 1,019 1,038 -,142 ,181 -1,043 ,359

Neo181 181 4 0 4 471 2,60 ,061 ,821 ,674 -,546 ,181 ,344 ,359

Neo182 181 4 0 4 583 3,22 ,055 ,742 ,551 -1,205 ,181 2,628 ,359

Neo183 181 4 0 4 513 2,83 ,067 ,904 ,817 -,716 ,181 ,094 ,359

Neo184 181 4 0 4 423 2,34 ,069 ,932 ,869 -,597 ,181 -,464 ,359

Neo185 181 4 0 4 455 2,51 ,056 ,750 ,562 -,207 ,181 ,148 ,359

Neo186 181 4 0 4 471 2,60 ,070 ,941 ,885 -,745 ,181 -,057 ,359

Neo187 181 3 1 4 511 2,82 ,062 ,831 ,691 -,597 ,181 ,023 ,359

Neo188 181 4 0 4 392 2,17 ,086 1,162 1,350 -,156 ,181 -1,019 ,359

Neo189 181 4 0 4 508 2,81 ,073 ,978 ,957 -,719 ,181 -,118 ,359

Neo190 181 4 0 4 296 1,64 ,085 1,140 1,300 ,367 ,181 -,911 ,359

Neo191 181 4 0 4 404 2,23 ,079 1,060 1,124 -,307 ,181 -,910 ,359

Neo192 181 4 0 4 318 1,76 ,072 ,970 ,941 ,321 ,181 -,778 ,359

Neo193 181 4 0 4 421 2,33 ,066 ,894 ,799 -,408 ,181 -,521 ,359

Neo194 181 4 0 4 492 2,72 ,050 ,669 ,448 -1,177 ,181 2,007 ,359

Neo195 181 3 1 4 495 2,73 ,053 ,712 ,507 -1,058 ,181 1,070 ,359

Neo196 181 4 0 4 442 2,44 ,075 1,007 1,015 -,450 ,181 -,788 ,359

Neo197 181 4 0 4 468 2,59 ,068 ,919 ,844 -,516 ,181 -,446 ,359

Neo198 181 4 0 4 408 2,25 ,073 ,978 ,957 -,278 ,181 -,897 ,359

Neo199 181 4 0 4 297 1,64 ,082 1,100 1,209 ,397 ,181 -,739 ,359

Neo200 181 4 0 4 441 2,44 ,067 ,896 ,803 -,369 ,181 -,433 ,359

Neo201 181 4 0 4 437 2,41 ,078 1,043 1,088 -,512 ,181 -,669 ,359

Neo202 181 4 0 4 427 2,36 ,076 1,021 1,043 -,420 ,181 -,530 ,359

Neo203 181 4 0 4 467 2,58 ,063 ,844 ,712 -,311 ,181 -,203 ,359

Neo204 181 4 0 4 409 2,26 ,069 ,933 ,871 -,044 ,181 -,936 ,359

Neo205 181 4 0 4 366 2,02 ,071 ,960 ,922 ,108 ,181 -1,455 ,359

Neo206 181 3 0 3 256 1,41 ,054 ,730 ,533 ,908 ,181 ,158 ,359

Neo207 181 4 0 4 454 2,51 ,081 1,088 1,185 -,492 ,181 -,681 ,359

Neo208 181 4 0 4 307 1,70 ,078 1,044 1,090 ,311 ,181 -,851 ,359

Neo209 181 4 0 4 417 2,30 ,066 ,883 ,779 -,049 ,181 -,431 ,359

Neo210 181 4 0 4 454 2,51 ,066 ,886 ,785 -,559 ,181 -,461 ,359

Neo211 181 4 0 4 473 2,61 ,076 1,019 1,038 -,757 ,181 -,039 ,359

Neo212 181 3 1 4 480 2,65 ,049 ,663 ,439 -,864 ,181 ,595 ,359

Neo213 181 4 0 4 418 2,31 ,074 1,002 1,004 -,218 ,181 -,674 ,359

Neo214 181 4 0 4 404 2,23 ,070 ,938 ,879 -,153 ,181 -,426 ,359

Neo215 181 3 1 4 497 2,75 ,051 ,684 ,468 -,469 ,181 ,389 ,359

Neo216 181 4 0 4 391 2,16 ,071 ,956 ,913 -,288 ,181 -1,120 ,359

Neo217 181 4 0 4 476 2,63 ,073 ,978 ,957 -,388 ,181 -,688 ,359

Neo218 181 4 0 4 275 1,52 ,072 ,969 ,940 ,426 ,181 -,218 ,359

Neo219 181 4 0 4 278 1,54 ,063 ,853 ,728 ,294 ,181 -,398 ,359

Neo220 181 4 0 4 405 2,24 ,081 1,087 1,182 -,276 ,181 -1,101 ,359

Neo221 181 4 0 4 385 2,13 ,088 1,179 1,389 -,105 ,181 -1,145 ,359

Neo222 181 4 0 4 312 1,72 ,073 ,984 ,968 ,367 ,181 -,941 ,359

Neo223 181 4 0 4 433 2,39 ,068 ,916 ,840 -,203 ,181 -,552 ,359

Neo224 181 4 0 4 513 2,83 ,048 ,646 ,417 -1,333 ,181 3,335 ,359

Neo225 181 4 0 4 431 2,38 ,079 1,061 1,126 -,277 ,181 -1,066 ,359

Neo226 181 4 0 4 430 2,38 ,072 ,967 ,936 -,443 ,181 -,617 ,359

Neo227 181 4 0 4 474 2,62 ,064 ,859 ,737 -,668 ,181 ,466 ,359

Neo228 181 4 0 4 371 2,05 ,073 ,985 ,970 ,076 ,181 -1,060 ,359

Neo229 181 11 1 12 518 2,86 ,083 1,114 1,242 2,687 ,181 24,13 ,359

Neo230 181 4 0 4 223 1,23 ,063 ,851 ,724 ,685 ,181 ,544 ,359

Neo231 181 4 0 4 415 2,29 ,073 ,987 ,975 -,512 ,181 -,741 ,359

Neo232 181 4 0 4 409 2,26 ,074 ,997 ,993 -,235 ,181 -,787 ,359

Neo233 181 4 0 4 452 2,50 ,066 ,892 ,796 -,253 ,181 -,512 ,359

Neo234 181 4 0 4 544 3,01 ,063 ,853 ,728 -,716 ,181 ,341 ,359

Neo235 181 4 0 4 427 2,36 ,068 ,912 ,831 -,464 ,181 -,357 ,359

Neo236 181 4 0 4 355 1,96 ,077 1,035 1,071 ,200 ,181 -,980 ,359

Neo237 181 4 0 4 563 3,11 ,066 ,888 ,788 -1,087 ,181 ,961 ,359

Neo238 181 4 0 4 280 1,55 ,063 ,853 ,727 ,151 ,181 -,122 ,359

Neo239 181 4 0 4 380 2,10 ,073 ,978 ,957 -,490 ,181 -,313 ,359

Neo240 181 4 0 4 439 2,43 ,071 ,961 ,924 -,412 ,181 -,442 ,359

Honesto e Correcto 1 181 0 0 0 0 ,00 ,000 ,000 ,000 . . . .

Honesto e Correcto 2 181 1 0 1 1 ,01 ,006 ,074 ,006 13,45 ,181 181,0 ,359

Honesto e Correcto 3 181 0 0 0 0 ,00 ,000 ,000 ,000 . . . .

Escala Breve de Atitudes Sexuais

N Range Min Max Sum Mean Std. Deviation Variance Skewness Kurtosis

Statistic Statistic Statistic Statistic Statistic Statistic Std. Error Statistic Statistic Statistic Std. Error Statistic Std. Error

EBAS item 1 ^{174 4 1 5 492 2,83 ,109 1,432 2,051 -,039} ,184 -1,472 ,366

EBAS item 2 ^{174 4 1 5 538 3,09 ,097 1,282 1,645 -,290} ,184 -1,119 ,366

EBAS item 3 ^{172 10 1 11 279 1,62 ,097 1,267 1,605 3,432 ,185 17,87 ,368} EBAS item 4 ^{174 4 1 5 503 2,89 ,096 1,270 1,612 -,170 ,184 -,965 ,366} EBAS item 5 ^{172 4 1 5 273 1,59 ,080 1,048 1,098 1,696 ,185 1,714 ,368} EBAS item 6 ^{172 4 1 5 324 1,88 ,089 1,169 1,367 1,029 ,185 -,218 ,368} EBAS item 7 ^{174 4 1 5 383 2,20 ,089 1,173 1,375 ,754 ,184 -,144 ,366} EBAS item 8 ^{174 4 1 5 442 2,54 ,092 1,219 1,487 ,147} ,184 -1,082 ,366

EBAS item 9 ^{174 4 1 5 464 2,67 ,097 1,278 1,634 ,042} ,184 -1,305 ,366

EBAS item 10 ^{174 4 1 5 484 2,78 ,100 1,316 1,732 -,020} ,184 -1,332 ,366

EBAS item 11 ^{174 4 1 5 832 4,78 ,051 ,670} ,449 -3,910 ,184 17,10 ,366

EBAS item 12 ^{174 4 1 5 837 4,81 ,041 ,542} ,293 -3,642 ,184 16,61 ,366

EBAS item 13 ^{174 4 1 5 836 4,80 ,041 ,545} ,297 -3,565 ,184 16,02 ,366

EBAS item 14 ^{173 4 1 5 731 4,23 ,081 1,068} 1,141 -1,389 ,185 1,037 ,367

EBAS item 15 ^{174 4 1 5 715 4,11 ,077 1,017} 1,034 -1,189 ,184 ,895 ,366

EBAS item 16 ^{174 4 1 5 682 3,92 ,074 ,970 ,941 -,567 ,184 -,317 ,366} EBAS item 17 ^{174 4 1 5 757 4,35 ,057 ,751} ,564 -1,258 ,184 2,214 ,366

EBAS item 18 ^{174 4 1 5 722 4,15 ,060 ,798} ,637 -1,036 ,184 1,865 ,366

EBAS item 19 ^{174 4 1 5 421 2,42 ,088 1,159 1,343 ,502 ,184 -,692 ,366} EBAS item 20 ^{174 4 1 5 407 2,34 ,088 1,161 1,347 ,543 ,184 -,595 ,366} EBAS item 21 ^{174 4 1 5 459 2,64 ,090 1,188 1,412 ,211 ,184 -,951 ,366}

EBAS item 22 ^{174 4 1 5 353 2,03 ,073 ,958 ,918 ,899 ,184 ,345 ,366}

EBAS item 23 ^{174 4 1 5 410 2,36 ,096 1,263 1,595 ,503 ,184 -,864 ,366}

Escala de Experiência Sexual

N Range Min Max Sum Mean Std. Deviation Variance Skewness Kurtosis

Statistic Statistic Statistic Statistic Statistic Statistic Std. Error Statistic Statistic Statistic Statistic Statistic

EESF1 ^{134 1 0 1 4 ,03 ,015 ,171 ,029 5,588 ,209 29,67 ,416}

EESF2 ^{134 1 0 1 8 ,06 ,021 ,238 ,057 3,759 ,209 12,31 ,416}

EESF3 ^{134 1 0 1 17 ,13 ,029 ,334 ,112 2,268 ,209 3,190 ,416}

EESF4 ^{134 1 0 1 6 ,04 ,018 ,208 ,043 4,452 ,209 18,09 ,416}

EESF5 ^{134 1 0 1 9 ,07 ,022 ,251 ,063 3,498 ,209 10,38 ,416}

EESF6 ^{134 1 0 1 17 ,13 ,029 ,334 ,112 2,268 ,209 3,190 ,416}

EESF7 ^{134 1 0 1 12 ,09 ,025 ,287 ,082 2,908 ,209 6,551 ,416}

EESF8 ^{134 1 0 1 24 ,18 ,033 ,385 ,148 1,693 ,209 ,878 ,416}

EESF9 ^{134 1 0 1 16 ,12 ,028 ,325 ,106 2,374 ,209 3,691 ,416}

EESF10 ^{134 1 0 1 14 ,10 ,027 ,307 ,094 2,616 ,209 4,914 ,416}

EESF11 ^{134 1 0 1 36 ,27 ,038 ,445 ,198 1,056 ,209 -,899 ,416}

EESF12 ^{134 1 0 1 33 ,25 ,037 ,432 ,187 1,191 ,209 -,590 ,416}

EESF13 ^{134 1 0 1 32 ,24 ,037 ,428 ,183 1,239 ,209 -,472 ,416}

EESF14 ^{134 1 0 1 47 ,35 ,041 ,479 ,229 ,633} ,209 -1,624 ,416

EESF15 ^{134 1 0 1 37 ,28 ,039 ,449 ,201 1,013 ,209 -,989 ,416}

EESF16 ^{134 1 0 1 24 ,18 ,033 ,385 ,148 1,693 ,209 ,878 ,416}

EESF17 ^{134 1 0 1 66 ,49 ,043 ,502 ,252 ,030} ,209 -2,030 ,416

EESF18 ^{134 1 0 1 40 ,30 ,040 ,459 ,211 ,891} ,209 -1,225 ,416

EESF19 ^{134 1 0 1 53 ,40 ,042 ,491 ,241 ,432} ,209 -1,841 ,416

EESF20 ^{134 1 0 1 18 ,13 ,030 ,342 ,117 2,169 ,209 2,745 ,416}

EESF21 ^{134 1 0 1 44 ,33 ,041 ,471 ,222 ,739} ,209 -1,476 ,416

EESF22 ^{134 1 0 1 37 ,28 ,039 ,449 ,201 1,013 ,209 -,989 ,416}

EESF23 ^{134 1 0 1 79 ,59 ,043 ,494 ,244 -,368} ,209 -1,893 ,416

EESF24 ^{134 1 0 1 64 ,48 ,043 ,501 ,251 ,091} ,209 -2,022 ,416

EESF25 ^{134 1 0 1 104 ,78 ,036 ,418} ,175 -1,340 ,209 -,208 ,416

EESF26 ^{134 1 0 1 30 ,22 ,036 ,418 ,175 1,340 ,209 -,208 ,416}

EESF27 ^{134 1 0 1 42 ,31 ,040 ,466 ,217 ,813} ,209 -1,359 ,416

EESF28 ^{134 1 0 1 86 ,64 ,042 ,481 ,232 -,598} ,209 -1,667 ,416

EESF29 ^{134 1 0 1 123 ,92 ,024 ,276} ,076 -3,079 ,209 7,596 ,416

EESF30 ^{134 1 0 1 94 ,70 ,040 ,459 ,211 -,891} ,209 -1,225 ,416

EESM1 ^{42 1 0 1 1 ,02 ,024 ,154 ,024 6,481 ,365 42,00 ,717}

EESM2 ^{42 1 0 1 2 ,05 ,033 ,216 ,046 4,408 ,365 18,29 ,717}

EESM3 ^{42 1 0 1 5 ,12 ,051 ,328 ,107 2,441 ,365 4,153 ,717}

EESM4 ^{42 1 0 1 3 ,07 ,040 ,261 ,068 3,453 ,365 10,41 ,717}

EESM5 ^{42 1 0 1 1 ,02 ,024 ,154 ,024 6,481 ,365 42,00 ,717}

EESM6 ^{42 1 0 1 1 ,02 ,024 ,154 ,024 6,481 ,365 42,00 ,717}

EESM7 ^{42 1 0 1 2 ,05 ,033 ,216 ,046 4,408 ,365 18,29 ,717}

EESM8 ^{42 1 0 1 1 ,02 ,024 ,154 ,024 6,481 ,365 42,00 ,717}

EESM9 ^{42 1 0 1 2 ,05 ,033 ,216 ,046 4,408 ,365 18,29 ,717}

EESM10 ^{42 1 0 1 6 ,14 ,055 ,354 ,125 2,118 ,365 2,606 ,717}

EESM11 ^{42 1 0 1 3 ,07 ,040 ,261 ,068 3,453 ,365 10,41 ,717}

EESM12 ^{42 1 0 1 2 ,05 ,033 ,216 ,046 4,408 ,365 18,29 ,717}

EESM13 ^{42 1 0 1 1 ,02 ,024 ,154 ,024 6,481 ,365 42,00 ,717}

EESM14 ^{42 1 0 1 8 ,19 ,061 ,397 ,158 1,635 ,365 ,706 ,717}

EESM15 ^{42 1 0 1 8 ,19 ,061 ,397 ,158 1,635 ,365 ,706 ,717}

EESM16 ^{42 1 0 1 6 ,14 ,055 ,354 ,125 2,118 ,365 2,606 ,717}

EESM17 ^{42 1 0 1 6 ,14 ,055 ,354 ,125 2,118 ,365 2,606 ,717}

EESM18 ^{42 1 0 1 5 ,12 ,051 ,328 ,107 2,441 ,365 4,153 ,717}

EESM19 ^{42 1 0 1 20 ,48 ,078 ,505 ,256 ,099} ,365 -2,092 ,717

EESM20 ^{42 1 0 1 9 ,21 ,064 ,415 ,172 1,445 ,365 ,089 ,717}

EESM21 ^{42 1 0 1 11 ,26 ,069 ,445 ,198 1,124 ,365 -,777 ,717}

EESM22 ^{42 1 0 1 2 ,05 ,033 ,216 ,046 4,408 ,365 18,29 ,717}

EESM23 ^{42 1 0 1 9 ,21 ,064 ,415 ,172 1,445 ,365 ,089 ,717}

EESM24 ^{42 1 0 1 9 ,21 ,064 ,415 ,172 1,445 ,365 ,089 ,717}

EESM25 ^{42 1 0 1 6 ,14 ,055 ,354 ,125 2,118 ,365 2,606 ,717}

EESM26 ^{42 1 0 1 12 ,29 ,071 ,457 ,209 ,984} ,365 -1,085 ,717

EESM27 ^{42 1 0 1 10 ,24 ,067 ,431 ,186 1,276 ,365 -,393 ,717}

EESM28 ^{42 1 0 1 7 ,17 ,058 ,377 ,142 1,856 ,365 1,514 ,717}

EESM29 ^{42 1 0 1 20 ,48 ,078 ,505 ,256 ,099} ,365 -2,092 ,717

EESM30 ^{42 1 0 1 22 ,52 ,078 ,505 ,256 -,099} ,365 -2,092 ,717

EESM31 ^{42 1 0 1 30 ,71 ,071 ,457 ,209 -,984} ,365 -1,085 ,717

Estatística descritiva de Abertura à Experiência e Facetas do NEO-PI-R

N Range Min Max Sum Mean Std. Deviation Variance Skewness Kurtosis

Statistic Statistic Statistic Statistic Statistic Statistic Std. Error Statistic Statistic Statistic Std. Error Statistic Std. Error

SomaO1 ^{181 23 8 31 3679 20,33 ,332 4,461 19,899 -,020 ,181 -,217 ,359} SomaO2 ^{181 23 8 31 3728 20,60 ,362 4,876 23,775 -,095 ,181 -,237 ,359} SomaO3 ^{181 16 14 30 3895 21,52 ,225 3,025 9,151 -,023 ,181 -,347 ,359} SomaO4 ^{181 18 8 26 3067 16,94 ,264 3,546 12,575 ,000 ,181 -,447 ,359} SomaO5 ^{181 21 6 27 3217 17,77 ,275 3,706 13,732 -,141 ,181 -,079 ,359} SomaO6 ^{181 15 14 29 3690 20,39 ,209 2,816 7,927 ,420 ,181 ,109 ,359} TotalO ^{181 77 81} 158 21276 117,55 1,078 14,502 210,29 ,072 ,181 -,235 ,359

SomaO1Masc ^{42 18 11 29 893 21,26 ,692 4,483 20,100 -,285 ,365 -,414 ,717} SomaO2Masc ^{42 19 8 27 804 19,14 ,716 4,641 21,540 -,417 ,365 ,033 ,717} SomaO3Masc ^{42 9 16 25 899 21,40 ,387 2,509 6,296 -,115} ,365 -1,057 ,717

SomaO4Masc ^{42 15 10 25 715 17,02 ,530 3,432 11,780 ,165 ,365 -,613 ,717} SomaO5Masc ^{42 18 9 27 762 18,14 ,599 3,880 15,052 -,208 ,365 ,216 ,717} SomaO6Masc ^{42 13 16 29 859 20,45 ,457 2,965 8,790 1,091 ,365 1,584 ,717} SomaO1Fem ^{139 23 8 31 2786 20,04 ,376 4,431 19,636 ,054 ,206 -,047 ,408} SomaO2Fem ^{139 23 8 31 2924 21,04 ,414 4,876 23,774 -,043 ,206 -,391 ,408} SomaO3Fem ^{139 16 14 30 2996 21,55 ,269 3,172 10,060 -,023 ,206 -,351 ,408} SomaO4Fem ^{139 18 8 26 2352 16,92 ,305 3,592 12,899 -,039 ,206 -,398 ,408} SomaO5Fem ^{139 20 6 26 2455 17,66 ,310 3,659 13,385 -,131 ,206 -,128 ,408} SomaO6Fem ^{139 14 14 28 2831 20,37 ,236 2,780 7,727 ,188 ,206 -,387 ,408} TotalOFem ^{139 77 81} 158 16344 117,58 1,229 14,489 209,94 ,152 ,206 -,132 ,408

TotalOMasc ^{42 60 85 145} 4932 117,43 2,271 14,717 216,59 -,189 ,365 -,480 ,717

Estatística Descritiva dos resultados na EBAS e na EES, totais e por sexo

N Range Min Max Sum Mean Std. Deviation Variance Skewness Kurtosis

Statistic Statistic Statistic Statistic Statistic Statistic Std. Error Statistic Statistic Statistic Std. Error Statistic Std. Error

SomaPermissividade 168 38 10 48 4041 24,05 ,634 8,224 67,632 ,332 ,187 -,385 ,373

SomaControloNatalidade 174 8 7 15 2505 14,40 ,112 1,474 2,171 -2,695 ,184 7,116 ,366

SomaComunhão 173 15 10 25 3587 20,73 ,249 3,276 10,731 -,746 ,185 ,185 ,367

SomaPrazer 174 8 2 10 828 4,76 ,145 1,914 3,664 ,400 ,184 -,240 ,366

SomaInstrumentalidade 174 9 3 12 1222 7,02 ,189 2,494 6,219 ,050 ,184 -,798 ,366

SomaPermissividadeFem 131 27 10 37 2879 21,98 ,604 6,909 47,730 ,093 ,212 -,833 ,420

SomaControloNatalidadeFem 134 8 7 15 1940 14,48 ,120 1,386 1,921 -3,059 ,209 9,852 ,416

SomaComunhãoFem 134 15 10 25 2789 20,81 ,287 3,320 11,025 -,815 ,209 ,348 ,416

SomaPrazerFem 134 8 2 10 626 4,67 ,166 1,919 3,681 ,427 ,209 -,291 ,416

SomaPermissividadeMasc 42 9 0 9 24 ,57 ,241 1,564 2,446 4,300 ,365 21,31 ,717

SomaControloNatalidadeMasc 42 2 0 2 6 ,14 ,073 ,472 ,223 3,395 ,365 10,89 ,717

SomaInstrumentalidadeFem 134 9 3 12 908 6,78 ,212 2,451 6,010 ,099 ,209 -,737 ,416

SomaComunhãoMasc 42 5 0 5 33 ,79 ,212 1,371 1,880 1,957 ,365 3,180 ,717

SomaPrazerMasc 42 2 0 2 29 ,69 ,120 ,780 ,609 ,616 ,365 -1,070 ,717

SomaInstrumentalidadeMasc 42 2 0 2 22 ,52 ,109 ,707 ,499 1,000 ,365 -,262 ,717

SomaEESFem 134 30 0 30 1216 9,07 ,602 6,972 48,611 1,381 ,209 1,409 ,416

SomaEESMasc 42 28 0 28 230 5,48 ,874 5,662 32,060 1,937 ,365 4,921 ,717

Estatística descritiva dos restantes domínios e facetas do NEO-PI-R

N Range Min Max Sum Mean Std. Deviation Variance Skewness Kurtosis

Statistic Statistic Statistic Statistic Statistic Statistic Std. Error Statistic Statistic Statistic Std. Error Statistic Std. Error

Ext1Masc ^{42 19 11 30 961 22,88 ,567 3,677} 13,522 -1,137 ,365 1,950 ,717

Ext1Fem ^{139 21 10 31 3141 22,60 ,325 3,837 14,721 -,410 ,206 ,199 ,408} Ext2Fem ^{139 21 10 31 2721 19,58 ,387 4,567 20,855 -,043 ,206 -,561 ,408} Ext2Masc ^{42 19 8 27 806 19,19 ,672 4,357 18,987 -,874 ,365 ,715 ,717} Ext3Masc ^{42 16 10 26 683 16,26 ,484 3,140 9,857 ,828 ,365 1,283 ,717} Ext3Fem ^{139 18 5 23 1969 14,17 ,318 3,751 14,067 -,022 ,206 -,245 ,408} Ext4Fem ^{139 15 10 25 2418 17,40 ,301 3,550 12,603 ,058 ,206 -,539 ,408} Ext4Masc ^{42 21 3 24 734 17,48 ,592 3,840} 14,743 -1,168 ,365 3,591 ,717

Ext5Fem ^{139 19 12 31 2824 20,32 ,323 3,809 14,508 ,111 ,206 -,374 ,408} Ext5Masc ^{42 19 10 29 917 21,83 ,541 3,506 12,289 -,882 ,365 2,342 ,717} Ext6Masc ^{42 19 10 29 967 23,02 ,683 4,425} 19,585 -1,036 ,365 1,048 ,717

Ext6Fem ^{139 21 11 32 3246 23,35 ,373 4,395 19,317 -,268 ,206 -,276 ,408} TotalExtFem ^{139 80 71} 151 16319 117,40 1,320 15,559 242,06 -,247 ,206 ,060 ,408

TotalExtMasc ^{42 59 85 144} 5068 120,67 2,121 13,746 188,95 -,868 ,365 ,834 ,717

TotalExt ^{181 80 71} 151 21387 118,16 1,129 15,183 230,53 -,371 ,181 ,112 ,359

TotalExt1 ^{181 21 10 31 4102 22,66 ,282 3,792 14,380 -,556 ,181 ,454 ,359} TotalExt2 ^{181 23 8 31 3527 19,49 ,335 4,510 20,340 -,202 ,181 -,301 ,359} TotalExt3 ^{181 21 5 26 2652 14,65 ,276 3,717 13,817 ,014 ,181 ,120 ,359} TotalExt4 ^{181 22 3 25 3152 17,41 ,268 3,609 13,022 -,265 ,181 ,504 ,359} TotalExt5 ^{181 21 10 31 3741 20,67 ,281 3,786 14,334 -,098 ,181 -,192 ,359} TotalExt6 ^{181 22 10 32 4213 23,28 ,326 4,392 19,290 -,438 ,181 ,017 ,359}

A1 ^{181 24 3 27 2943 16,26 ,351 4,718 22,260 -,255 ,181 -,021 ,359}

A1Masc ^{42 23 4 27 720 17,14 ,746 4,832 23,345 -,285 ,365 ,100 ,717} A1Fem ^{139 24 3 27 2223 15,99 ,396 4,668 21,790 -,266 ,206 -,010 ,408}

A2 ^{181 23 8 31 3494 19,30 ,297 3,997 15,979 -,361 ,181 -,034 ,359}

A2Fem ^{139 17 10 27 2785 20,04 ,296 3,488 12,165 -,508 ,206 -,060 ,408}

A2Masc ^{42 23 8 31 709 16,88 ,713 4,623 21,376 ,532 ,365 ,850 ,717}

A3Masc ^{42 17 12 29 935 22,26 ,520 3,372 11,369 -,711 ,365 ,815 ,717}

A3Fem ^{139 22 10 32 3148 22,65 ,305 3,599 12,955 -,536 ,206 ,651 ,408}

A3 ^{181 22 10 32 4083 22,56 ,263 3,542 12,548 -,556 ,181 ,646 ,359}

A4 ^{181 22 4 26 3078 17,01 ,316 4,255 18,106 -,250 ,181 -,144 ,359}

A4Masc ^{42 15 11 26 733 17,45 ,609 3,946 15,571 ,305 ,365 -,692 ,717}

A4Fem ^{139 22 4 26 2345 16,87 ,369 4,349 18,911 -,355 ,206 -,113 ,408} A5Fem ^{139 17 10 27 2882 20,73 ,278 3,278 10,747 -,305 ,206 -,049 ,408}

A5Masc ^{42 11 14 25 810 19,29 ,452 2,932 8,599 ,058 ,365 -,750 ,717}

A5 ^{181 17 10 27 3692 20,40 ,242 3,252 10,574 -,186 ,181 -,276 ,359}

A6 ^{181 20 11 31 3869 21,38 ,251 3,382 11,436 ,160 ,181 ,145 ,359}

A6Masc ^{42 18 11 29 875 20,83 ,571 3,702 13,703 ,084 ,365 ,254 ,717}

A6Fem ^{139 17 14 31 2994 21,54 ,278 3,275 10,728 ,237 ,206 ,087 ,408}

TotalAFem ^{139 78 70} 148 16377 117,82 1,285 15,145 229,38 -,483 ,206 ,370 ,408

TotalAMasc ^{42 75 77 152} 4782 113,86 2,447 15,855 251,39 -,250 ,365 -,034 ,717

TotalA ^{181 82 70} 152 21159 116,90 1,142 15,360 235,93 -,426 ,181 ,191 ,359

C1 ^{181 17 11 28 3704 20,46 ,236 3,174 10,072 -,156 ,181 -,380 ,359}

C1Masc ^{42 15 11 26 871 20,74 ,521 3,379 11,418 -,683 ,365 ,459 ,717}

C1Fem ^{139 15 13 28 2833 20,38 ,264 3,117 9,716 ,022 ,206 -,579 ,408}

C2Fem ^{139 25 6 31 2830 20,36 ,430 5,066 25,667 -,583 ,206 ,390 ,408}

C2Masc ^{42 20 6 26 685 16,31 ,756 4,896 23,975 -,081 ,365 -,849 ,717}

C2 ^{181 25 6 31 3515 19,42 ,394 5,299 28,078 -,416 ,181 -,172 ,359}

C3 ^{181 22 9 31 3992 22,06 ,250 3,359 11,286 -,209 ,181 1,028 ,359}

C3Masc ^{42 17 9 26 893 21,26 ,557 3,609} 13,027 -1,422 ,365 2,712 ,717

C3Fem ^{139 15 16 31 3099 22,29 ,276 3,256 10,601 ,306 ,206 -,203 ,408}

C4 ^{181 23 6 29 3592 19,85 ,310 4,166 17,354 -,290 ,181 ,338 ,359}

C4Fem ^{139 19 10 29 2768 19,91 ,326 3,840 14,746 -,201 ,206 ,284 ,408}

C4Masc ^{42 22 6 28 824 19,62 ,794 5,146 26,485 -,351 ,365 -,023 ,717}

C5Masc ^{42 16 8 24 750 17,86 ,716 4,641 21,540 -,522 ,365 -,770 ,717}

C5Fem ^{139 19 9 28 2567 18,47 ,333 3,926 15,410 ,024 ,206 -,619 ,408}

C5 ^{181 20 8 28 3317 18,33 ,305 4,097 16,788 -,178 ,181 -,552 ,359}

C6 ^{181 24 4 28 2921 16,14 ,324 4,359 18,997 -,071 ,181 -,214 ,359}

C6Fem ^{139 24 4 28 2245 16,15 ,381 4,490 20,158 -,044 ,206 -,151 ,408}

C6Masc ^{42 15 8 23 676 16,10 ,609 3,944 15,552 -,222 ,365 -,708 ,717}

TotalCMasc ^{42 77 65 142} 4699 111,88 2,978 19,303 372,59 -,654 ,365 -,515 ,717

TotalCFem ^{139 84 74} 158 16342 117,57 1,362 16,057 257,84 -,111 ,206 -,166 ,408

TotalC ^{181 93 65} 158 21041 116,25 1,262 16,981 288,34 -,354 ,181 -,021 ,359

N1 ^{181 22 7 29 3857 21,31 ,335 4,510 20,337 -,510 ,181 ,127 ,359}

N1Fem ^{139 18 11 29 3070 22,09 ,344 4,057 16,456 -,463 ,206 -,258 ,408}

N1Masc ^{42 22 7 29 787 18,74 ,773 5,008 25,076 -,171 ,365 ,444 ,717}

N2Masc ^{42 21 4 25 527 12,55 ,720 4,665 21,766 ,635 ,365 ,806 ,717}

N2Fem ^{139 20 5 25 2005 14,42 ,340 4,013 16,101 ,192 ,206 -,326 ,408}

N2 ^{181 21 4 25 2532 13,99 ,315 4,235 17,933 ,231 ,181 -,123 ,359}

N3 ^{181 28 3 31 3138 17,34 ,415 5,589 31,236 -,027 ,181 -,432 ,359}

N3Masc ^{42 22 3 25 627 14,93 ,834 5,407 29,239 -,291 ,365 -,457 ,717}

N4 ^{181 26 3 29 3260 18,01 ,359 4,824 23,267 -,341 ,181 -,030 ,359}

N4Fem ^{139 24 5 29 2593 18,65 ,397 4,678 21,880 -,367 ,206 -,068 ,408}

N4Masc ^{42 22 3 25 667 15,88 ,731 4,738 22,449 -,309 ,365 ,341 ,717}

N5Masc ^{42 19 10 29 771 18,36 ,642 4,160 17,308 -,016 ,365 ,116 ,717}

N5Fem ^{139 20 10 30 2626 18,89 ,316 3,727 13,894 ,352 ,206 ,408 ,408}

N5 ^{181 20 10 30 3397 18,77 ,284 3,827 14,646 ,227 ,181 ,333 ,359}

N6 ^{181 26 3 29 2542 14,04 ,345 4,646 21,587 ,444 ,181 -,064 ,359}

N6Fem ^{139 24 5 29 2054 14,78 ,391 4,613 21,276 ,438 ,206 -,184 ,408}

N6Masc ^{42 18 3 21 488 11,62 ,604 3,913 15,315 ,314 ,365 -,006 ,717}

TotalNMasc ^{42 101 37 138 3867 92,07 3,477 22,531 507,62 -,139 ,365 ,105 ,717}

N3Fem ^{139 26 5 31 2511 18,06 ,463 5,455 29,757 ,053 ,206 -,640 ,408}

TotalNFem ^{139 106 59} 165 14859 106,90 1,656 19,519 381,00 ,108 ,206 -,408 ,408

TotalN ^{181 128 37} 165 18726 103,46 1,572 21,145 447,12 -,105 ,181 ,007 ,359

Anexo VII:

Estatística aplicação do NEO PI R

Descriptives

Descriptive Statistics

N Minimum Maximum Mean Std. Deviation Skewness Statistic Statistic Statistic Statistic Statistic Statistic

Neo3 181 0 4 2,67 ,989 -,443

Neo8 181 0 4 2,77 ,988 -,789

Neo13 181 0 4 2,80 ,993 -,647

Neo18 181 0 4 1,38 1,001 ,431

Neo23 181 0 4 2,37 ,949 -,488

Neo28 181 0 4 3,09 1,002 -,883

Neo33 181 0 4 2,36 ,999 -,400

Neo38 181 0 4 3,31 ,820 -1,375

Neo43 181 0 4 2,94 1,010 -1,101

Neo48 181 1 4 3,31 ,618 -,598

Neo53 181 0 4 1,86 1,237 ,124

Neo58 181 0 4 3,13 ,723 -,643

Neo63 181 0 4 2,71 ,986 -,591

Neo68 181 0 4 2,50 1,172 -,464

Neo73 181 2 4 3,24 ,542 ,104

Neo78 181 0 4 1,99 ,972 -,125

Neo83 181 0 4 2,48 1,073 -,522

Neo88 181 0 4 2,49 1,093 -,209

Neo93 181 0 4 2,71 ,940 -,613

Neo98 181 1 4 2,71 ,840 -,097

Neo103 181 1 4 2,86 ,811 -,933

Neo108 181 0 4 2,07 1,150 ,036

Neo113 181 0 4 1,59 1,105 ,641

Neo118 181 1 4 2,98 ,730 -,659

Neo123 181 0 4 2,67 ,918 -,481

Neo128 181 0 4 2,36 1,196 -,312

Neo133 181 1 4 3,06 ,728 -,871

Neo138 181 0 4 1,37 ,907 ,596

Neo143 181 0 4 2,08 1,120 -,093

Neo148 181 0 4 2,26 ,927 -,203

Neo153 181 0 4 2,06 ,880 ,188

Neo158 181 1 4 3,25 ,708 -,882

Neo163 181 0 4 1,91 1,092 ,177

Neo168 181 0 4 2,52 1,030 -,422

Neo173 181 0 4 2,31 ,992 -,253

Neo178 181 1 4 3,20 ,603 -,427

Neo183 181 0 4 2,83 ,904 -,716

Neo188 181 0 4 2,17 1,162 -,156

Neo193 181 0 4 2,33 ,894 -,408

Neo198 181 0 4 2,25 ,978 -,278

Neo203 181 0 4 2,58 ,844 -,311

Neo208 181 0 4 1,70 1,044 ,311

Neo213 181 0 4 2,31 1,002 -,218

Neo218 181 0 4 1,52 ,969 ,426

Neo223 181 0 4 2,39 ,916 -,203

Neo228 181 0 4 2,05 ,985 ,076

Neo233 181 0 4 2,50 ,892 -,253

Neo238 181 0 4 1,55 ,853 ,151

Valid N (listwise) 181

Descriptive Statistics

Skewness Kurtosis Std. Error Statistic Std. Error

Neo3 ,181 -,527 ,359

Neo8 ,181 ,178 ,359

Neo13 ,181 ,000 ,359

Neo18 ,181 -,343 ,359

Neo23 ,181 ,120 ,359

Neo28 ,181 -,030 ,359

Neo33 ,181 -,520 ,359

Neo38 ,181 2,071 ,359

Neo43 ,181 ,821 ,359

Neo48 ,181 ,894 ,359

Neo53 ,181 -1,035 ,359

Neo58 ,181 1,025 ,359

Neo63 ,181 -,365 ,359

Neo68 ,181 -,680 ,359

Neo73 ,181 -,263 ,359

Neo78 ,181 -1,189 ,359

Neo83 ,181 -,465 ,359

Neo88 ,181 -,731 ,359

Neo93 ,181 -,301 ,359

Neo98 ,181 -,628 ,359

Neo103 ,181 ,734 ,359

Neo108 ,181 -1,038 ,359

Neo113 ,181 -,460 ,359

Neo118 ,181 ,746 ,359

Neo123 ,181 -,160 ,359

Neo128 ,181 -,934 ,359

Neo133 ,181 1,351 ,359

Neo138 ,181 -,285 ,359

Neo143 ,181 -,957 ,359

Neo148 ,181 -,523 ,359

Neo153 ,181 -,865 ,359

Neo158 ,181 1,125 ,359

Neo163 ,181 -1,093 ,359

Neo168 ,181 -,851 ,359

Neo173 ,181 -,633 ,359

Neo178 ,181 1,031 ,359

Neo183 ,181 ,094 ,359

Neo188 ,181 -1,019 ,359

Neo193 ,181 -,521 ,359

Neo198 ,181 -,897 ,359

Neo203 ,181 -,203 ,359

Neo208 ,181 -,851 ,359

Neo213 ,181 -,674 ,359

Neo218 ,181 -,218 ,359

Neo223 ,181 -,552 ,359

Neo228 ,181 -1,060 ,359

Neo233 ,181 -,512 ,359

Neo238 ,181 -,122 ,359

Valid N (listwise)