WPC 2B@P ZCourier 10cpiCourier 10cpiCourier 10cpi (Land)Line Printer 16.67cpi (Land)HP LaserJet Series II (Additional)HLSEIIAD.PRSx  @,t0X@2 24XW#|xurier 10cpi (Land)?xxx,Mx6X@8;X@>?xxx,px6X@ B;X@k+HHH,#:lH H@;@S RPDr ]ːUMS Run-Time Library - Copyright (c) 1990, Micros2 k+  3'3'Standard'3'3Standardnal)HLSEIIAD.PRSx  Ұ  t  , 1 OUTPUT FROM KYST2A--VERSION OF AUGUST, 1977 REGRESSION = DESCENDING PRINT DATA RANDOM=88 PRINT DISTANCES DIAGONAL ABSENT LOWERHALFMATRIX DATA EKMAN DATA FOR 14 SPECTRAL COLORS, AS USED BY RNS AND JBK. R=2 14 1 1 (13F4.3) COMPUTE \%\%\% I J DATA WGHT GP NO I J DATA WGHT GP NO I J DATA WGHT GP NO I J DATA WGHT GP NO 2 1 .860 1.00 1 1, 11 6 .020 1.00 1 51, 3 1 .420 1.00 1 2, 11 7 .050 1.00 1 52, 3 2 .500 1.00 1 3, 11 8 .040 1.00 1 53, 4 1 .420 1.00 1 4, 11 9 .370 1.00 1 54, 4 2 .440 1.00 1 5, 11 10 .740 1.00 1 55, 4 3 .810 1.00 1 6, 12 1 .120 1.00 1 56, 5 1 .180 1.00 1 7, 12 2 .110 1.00 1 57, 5 2 .220 1.00 1 8, 12 3 .010 1.00 1 58, 5 3 .470 1.00 1 9, 12 4 .010 1.00 1 59, 5 4 .540 1.00 1 10, 12 5 .010 1.00 1 60, 6 1 .060 1.00 1 11, 12 6 .020 1.00 1 61, 6 2 .090 1.00 1 12, 12 7 .020 1.00 1 62, 6 3 .170 1.00 1 13, 12 8 .030 1.00 1 63, 6 4 .250 1.00 1 14, 12 9 .270 1.00 1 64, 6 5 .610 1.00 1 15, 12 10 .500 1.00 1 65, 7 1 .070 1.00 1 16, 12 11 .760 1.00 1 66, 7 2 .070 1.00 1 17, 13 1 .130 1.00 1 67, 7 3 .100 1.00 1 18, 13 2 .130 1.00 1 68, 7 4 .100 1.00 1 19, 13 3 .050 1.00 1 69, 7 5 .310 1.00 1 20, 13 4 .020 1.00 1 70, 7 6 .620 1.00 1 21, 13 5 .020 1.00 1 71, 8 1 .040 1.00 1 22, 13 6 .020 1.00 1 72, 8 2 .070 1.00 1 23, 13 7 .020 1.00 1 73, 8 3 .080 1.00 1 24, 13 8 .020 1.00 1 74, 8 4 .090 1.00 1 25, 13 9 .200 1.00 1 75, 8 5 .260 1.00 1 26, 13 10 .410 1.00 1 76, 8 6 .450 1.00 1 27, 13 11 .620 1.00 1 77, 8 7 .730 1.00 1 28, 13 12 .850 1.00 1 78, 9 1 .020 1.00 1 29, 14 1 .160 1.00 1 79, 9 2 .020 1.00 1 30, 14 2 .140 1.00 1 80, 9 3 .020 1.00 1 31, 14 3 .030 1.00 1 81, 9 4 .020 1.00 1 32, 14 4 .040 1.00 1 82, 9 5 .070 1.00 1 33, 14 5 .000 1.00 1 83, 9 6 .140 1.00 1 34, 14 6 .010 1.00 1 84, 9 7 .220 1.00 1 35, 14 7 .000 1.00 1 85, 9 8 .330 1.00 1 36, 14 8 .020 1.00 1 86, 10 1 .070 1.00 1 37, 14 9 .230 1.00 1 87, 10 2 .040 1.00 1 38, 14 10 .280 1.00 1 88, 10 3 .010 1.00 1 39, 14 11 .550 1.00 1 89, 10 4 .010 1.00 1 40, 14 12 .680 1.00 1 90, 10 5 .020 1.00 1 41, 14 13 .760 1.00 1 91, 10 6 .080 1.00 1 42, 10 7 .140 1.00 1 43, 10 8 .190 1.00 1 44, 10 9 .580 1.00 1 45, 11 1 .090 1.00 1 46, 11 2 .070 1.00 1 47, 11 3 .020 1.00 1 48, 11 4 .000 1.00 1 49, 11 5 .020 1.00 1 50,L\%\%\% EKMAN DATA FOR 14 SPECTRAL COLORS, AS USED BY RNS AND JBK. R=2 HISTORY OF COMPUTATION. N= 14. THERE ARE 91 DATA VALUES, SPLIT INTO 1 LISTS. DIMENSION = 2 ITERATION STRESS SRAT SRATAV CAGRGL COSAV ACSAV SFGR STEP 0 .468 .800 .800 .000 .000 .000 .0191 .2234 1 .363 .775 .791 .956 .631 .631 .0093 .5759 2 .306 .845 .809 -.263 .041 .388 .0038 .4941 3 .336 1.096 .895 -.587 -.373 .519 .0080 .2611 4 .291 .867 .886 -.106 -.197 .246 .0033 .1826 5 .281 .965 .911 -.401 -.331 .348 .0030 .1095 6 .275 .977 .933 -.337 -.335 .341 .0021 .0634 7 .271 .986 .950 .132 -.027 .203 .0015 .0465 8 .268 .990 .963 .611 .394 .473 .0013 .0648 9 .264 .986 .971 .637 .555 .581 .0013 .1162 10 .262 .991 .978 -.244 .027 .359 .0023 .0763 11 .259 .989 .981 -.620 -.400 .531 .0016 .0323 12 .258 .994 .985 .402 .129 .446 .0008 .0243 13 .256 .996 .989 .967 .682 .790 .0009 .0463 14 .254 .990 .989 .933 .848 .885 .0012 .1182 15 .245 .963 .980 .595 .681 .693 .0026 .2472 16 .221 .903 .954 -.140 .139 .328 .0031 .2141 17 .220 .998 .968 -.688 -.407 .566 .0041 .0908 18 .207 .940 .959 .270 .040 .371 .0015 .0618 19 .202 .975 .964 .601 .411 .523 .0014 .0847 20 .194 .960 .963 .656 .572 .611 .0018 .1547 21 .176 .908 .944 .352 .427 .440 .0020 .2405 22 .193 1.098 .993 -.755 -.353 .648 .0053 .0927 23 .168 .871 .950 .922 .488 .829 .0017 .1145 24 .173 1.032 .977 -.903 -.430 .878 .0032 .0369 25 .166 .959 .971 .982 .502 .947 .0015 .0431 26 .165 .989 .977 -.760 -.331 .824 .0006 .0154 27 .164 .998 .984 -.362 -.351 .519 .0002 .0067 28 .164 1.000 .989 .317 .090 .386 .0002 .0048 29 .164 1.000 .993 .656 .464 .564 .0001 .0068 30 .164 1.000 .995 .673 .601 .636 .0001 .0123 31 .164 1.000 .997 -.114 .129 .291 .0003 .0102 32 .164 1.000 .998 -.703 -.420 .563 .0003 .0040 33 .164 1.000 .998 .761 .360 .694 .0001 .0040 34 .164 1.000 .999 .646 .549 .663 .0001 .0061 35 .164 1.000 .999 .507 .521 .560 .0001 .0097 MINIMUM WAS ACHIEVED THE FINAL CONFIGURATION HAS BEEN ROTATED TO PRINCIPAL COMPONENTS. THE FINAL CONFIGURATION OF 14 POINTS IN 2 DIMENSIONS HAS STRESS .164 FORMULA 1 LABEL FOR CONFIGURATION PLOTS FINAL CONFIGURATION 1 2 A 1 -.010 -.018 B 2 -.079 .040 C 3 -.883 .773 D 4 -1.106 .620 E 5 -1.262 -.173 F 6 -.971 -.669 G 7 -.574 -.695 H 8 -.258 .471 I 9 .369 -.886 J 10 .751 -.692 K 11 1.098 -.141 L 12 1.169 .163 M 13 .967 .487 N 14 .788 .720 DATA GROUP(S) SERIAL COUNT STRESS REGRESSION COEFFICIENTS (FROM DEGREE 0 TO MAX OF 4)T$\%\%\%Ԍ 1 91 .164 DESCENDING\%\%\% I J DATA DIST DHAT WGHT GP NO I J DATA DIST DHAT WGHT GP NO I J DATA DIST DHAT WGHT GP NO 2 1 .860 .09 .09 1.00 1 1, 10 6 .080 1.72 1.20 1.00 1 51, 13 12 .850 .38 .31 1.00 1 2, 8 2 .070 .47 1.20 1.00 1 52, 4 3 .810 .27 .31 1.00 1 3, 7 1 .070 .88 1.20 1.00 1 53, 14 13 .760 .29 .31 1.00 1 4, 7 2 .070 .89 1.20 1.00 1 54, 12 11 .760 .31 .31 1.00 1 5, 10 1 .070 1.02 1.20 1.00 1 55, 11 10 .740 .65 .65 1.00 1 6, 11 2 .070 1.19 1.20 1.00 1 56, 8 7 .730 1.21 .65 1.00 1 7, 9 5 .070 1.78 1.36 1.00 1 57, 14 12 .680 .68 .65 1.00 1 8, 6 1 .060 1.16 1.36 1.00 1 58, 7 6 .620 .40 .65 1.00 1 9, 11 7 .050 1.76 1.36 1.00 1 59, 13 11 .620 .64 .65 1.00 1 10, 13 3 .050 1.87 1.36 1.00 1 60, 6 5 .610 .58 .65 1.00 1 11, 8 1 .040 .55 1.36 1.00 1 61, 10 9 .580 .43 .65 1.00 1 12, 10 2 .040 1.11 1.36 1.00 1 62, 14 11 .550 .92 .86 1.00 1 13, 11 8 .040 1.49 1.36 1.00 1 63, 5 4 .540 .81 .86 1.00 1 14, 14 4 .040 1.90 1.36 1.00 1 64, 12 10 .500 .95 .95 1.00 1 15, 12 8 .030 1.46 1.36 1.00 1 65, 3 2 .500 1.09 1.05 1.00 1 16, 14 3 .030 1.67 1.36 1.00 1 66, 5 3 .470 1.02 1.05 1.00 1 17, 9 1 .020 .95 1.36 1.00 1 67, 8 6 .450 1.34 1.20 1.00 1 18, 9 2 .020 1.03 1.36 1.00 1 68, 4 2 .440 1.18 1.20 1.00 1 19, 14 8 .020 1.07 1.36 1.00 1 69, 3 1 .420 1.18 1.20 1.00 1 20, 13 8 .020 1.22 1.36 1.00 1 70, 4 1 .420 1.27 1.20 1.00 1 21, 13 7 .020 1.94 1.94 1.00 1 71, 13 10 .410 1.20 1.20 1.00 1 22, 12 7 .020 1.94 1.94 1.00 1 72, 11 9 .370 1.04 1.20 1.00 1 23, 13 4 .020 2.08 2.08 1.00 1 73, 9 8 .330 1.49 1.20 1.00 1 24, 10 5 .020 2.08 2.08 1.00 1 74, 7 5 .310 .86 1.20 1.00 1 25, 9 3 .020 2.08 2.08 1.00 1 75, 14 10 .280 1.41 1.20 1.00 1 26, 9 4 .020 2.11 2.11 1.00 1 76, 12 9 .270 1.32 1.20 1.00 1 27, 11 6 .020 2.13 2.13 1.00 1 77, 8 5 .260 1.19 1.20 1.00 1 28, 11 3 .020 2.18 2.18 1.00 1 78, 6 4 .250 1.30 1.20 1.00 1 29, 13 6 .020 2.26 2.26 1.00 1 79, 14 9 .230 1.66 1.20 1.00 1 30, 12 6 .020 2.30 2.26 1.00 1 80, 9 7 .220 .96 1.20 1.00 1 31, 13 5 .020 2.32 2.26 1.00 1 81, 5 2 .220 1.20 1.20 1.00 1 32, 11 5 .020 2.36 2.26 1.00 1 82, 13 9 .200 1.50 1.20 1.00 1 33, 12 3 .010 2.14 2.26 1.00 1 83, 10 8 .190 1.54 1.20 1.00 1 34, 10 3 .010 2.19 2.26 1.00 1 84, 5 1 .180 1.26 1.20 1.00 1 35, 14 6 .010 2.24 2.26 1.00 1 85, 6 3 .170 1.44 1.20 1.00 1 36, 10 4 .010 2.27 2.26 1.00 1 86, 14 1 .160 1.09 1.20 1.00 1 37, 12 4 .010 2.32 2.26 1.00 1 87, 14 2 .140 1.10 1.20 1.00 1 38, 12 5 .010 2.45 2.26 1.00 1 88, 10 7 .140 1.32 1.20 1.00 1 39, 14 7 .000 1.96 2.26 1.00 1 89, 9 6 .140 1.36 1.20 1.00 1 40, 14 5 .000 2.24 2.26 1.00 1 90, 13 1 .130 1.10 1.20 1.00 1 41, 11 4 .000 2.33 2.33 1.00 1 91, 13 2 .130 1.14 1.20 1.00 1 42, 12 1 .120 1.19 1.20 1.00 1 43, 12 2 .110 1.25 1.20 1.00 1 44, 7 4 .100 1.42 1.20 1.00 1 45, 7 3 .100 1.50 1.20 1.00 1 46, 8 4 .090 .86 1.20 1.00 1 47, 11 1 .090 1.11 1.20 1.00 1 48, 6 2 .090 1.14 1.20 1.00 1 49, 8 3 .080 .69 1.20 1.00 1 50,L\%\%\% DIST(D) AND DHAT(-) (Y-AXIS) VS. DATA (X-AXIS), FOR 2 DIMENSIONS. STRESS,FORMULA 1,= .1638 EKMAN DATA FOR 14 SPECTRAL COLORS, AS USED BY RNS AND JBK. R=2 .000 .100 .200 .300 .400 .500 .600 .700 .800 .900 *.**********.**********.**********.**********.**********.**********.**********.**********.**********.** 2.5000 . . 2.5000 * D * * * *- D * * DD * *--- * * D- * * D- * * - * * * 2.0000 . . 2.0000 *D - * * D * * D * * D * * D * * D * * D D * * * * D * 1.5000 . D D D D . 1.5000 * D D * * D D * * ---- -- D D * * D D D * * D D D * * D -------- ----- -- - --- - - - -- -- D * * D D D * * D D DD D D * * D D - - * 1.0000 . D D . 1.0000 * D D - * * D D * * D D -- * * D * * * * D D * * - -- - -- * * D * * D * .5000 . . .5000 * D D * * D D * * * * - - - * * D * * * * * * - * * * .0000 . . .0000 *.**********.**********.**********.**********.**********.**********.**********.**********.**********.** .000 .100 .200 .300 .400 .500 .600 .700 .800 .900 \%\%\% CONFIGURATION PLOT. DIMENSION 2 (Y-AXIS) VS. DIMENSION 1 (X-AXIS) EKMAN DATA FOR 14 SPECTRAL COLORS, AS USED BY RNS AND JBK. R=2 -1.7500 -1.2500 -.7500 -.2500 .2500 .7500 1.2500 1.7500 **.*************.*************.*************.*************.*************.*************.*************.** 1.5000 . I . 1.5000 * I * * I * * I * * I * * I * * I * * I * 1.0000 . I . 1.0000 * I * * I * * I * * @ I @ * * I * * @ I * * I * .5000 . @ I @ . .5000 * I * * I * * I * * I * * I @ * * I * * @ I * .0000 .--------------------------------------------------@--------------------------------------------------. .0000 * I * * I @ * * @ I * * I * * I * * I * * I * -.5000 . I . -.5000 * I * * I * * @ @ I @ * * I * * I * * I @ * * I * -1.0000 . I . -1.0000 * I * * I * * I * * I * * I * * I * * I * -1.5000 . I . -1.5000 **.*************.*************.*************.*************.*************.*************.*************.** -1.7500 -1.2500 -.7500 -.2500 .2500 .7500 1.2500 1.7500\%\%\% STOP