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- 1970-1-1
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发表于 2013-10-2 11:41:21
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还有出来的结果也没看懂，结果在这里
CANONICAL CORRELATION ANALYSIS AND FORECAST
MEAN
7.5773 6.4636 5.3994 5.2245 37.4490 49.0700 48.8659 24.2595
VARIANCE
8.2801 7.8646 6.7552 6.7229 31.1247 35.0208 38.5325 8.6179
CORRELATION CORFFICIENTS
1
1.00 .02 -.30 .11 .20 .14 -.26 -.44
CORRELATION CORFFICIENTS
2
.02 1.00 -.10 -.25 -.04 .08 .12 -.03
CORRELATION CORFFICIENTS
3
-.30 -.10 1.00 -.05 -.24 -.08 .11 .43
CORRELATION CORFFICIENTS
4
.11 -.25 -.05 1.00 .23 -.17 -.15 -.19
CORRELATION CORFFICIENTS
5
.20 -.04 -.24 .23 1.00 -.40 .04 -.54
CORRELATION CORFFICIENTS
6
.14 .08 -.08 -.17 -.40 1.00 -.37 .01
CORRELATION CORFFICIENTS
7
-.26 .12 .11 -.15 .04 -.37 1.00 .08
CORRELATION CORFFICIENTS
8
-.44 -.03 .43 -.19 -.54 .01 .08 1.00
1
CHARACTERISTIC ROOT
.36 .08 .02 .00
I= 1KI--STATISTIC= 187
CRITICAL VALUE(0.05)= 26.29623
I= 2KI--STATISTIC= 35
CRITICAL VALUE(0.05)= .00000
I= 3KI--STATISTIC= 7
CRITICAL VALUE(0.05)= 9.48773
I= 4KI--STATISTIC= 0
CRITICAL VALUE(0.05)= .00000
DS= 2
T= 1 CANONICAL CORRELATION COEFFICIENTS= .60319
GROUPING COEFFICIENTS
XU( 1)= .63620
XU( 2)= -.01843
XU( 3)= -.51381
XU( 4)= .28670
XT( 1)= .10353
XT( 2)= .04980
XT( 3)= -.37107
XT( 4)= -.83796
CANONICAL VARIATION VALUES--U
-.7735 -.7782 -1.0064 -.7923 -.0278 -1.1781 -.6410 -.3753 .4483 -.5996
.7382 1.2968 1.0452 .9153 .3574 1.3708 1.2851 1.9255 .1714 .9140
.2179 -.2535 -.9230 -.5266 -.7148 -1.4628 -1.4557 -1.3797 -1.6918 -1.7725
-.4128 -.7899 .0873 .1994 -.4331 .5542 -.1514 .1587 -.3932 -.3792
-.1659 .3123 .6266 1.0630 1.9805 1.5637 .5129 .7838 -.1347 -1.4762
-.3814 -1.1398 -.5758 -.3792 -.9337 -1.3680 -.7510 -1.6839 -.8472 -.4026
.4238 -.3102 -.0067 .7444 1.3749 -.2608 1.1435 .8502 .0050 1.5417
.4487 2.4292 1.7376 2.5233 1.0546 1.7542 1.1480 .3071 -.4406 .3123
.1793 -1.0716 -1.9764 -2.0471 -2.1388 -1.6212 .1282 -.1987 -.1940 1.4297
-.3430 -.4104 .2506 -.8519 -.0961 .5703 .4530 1.0175 .7634 2.9670
.5603 .3804 -1.8243 .9471 -.5462 .6017 -.3445 -1.6722 -1.5961 -2.1403
-.3909 -.8355 -.7712 -1.1380 -.1847 -.8613 -1.0708 -.5673 .3493 -.4026
.5892 .1306 1.1575 .9178 .8217 .9182 .3035 1.8909 1.1023 1.8019
1.6774 1.1141 -.4313 .7726 -.3167 -1.6872 -.9600 -1.0637 -1.1676 -.3909
-.8519 -1.1726 -.4167 -.4143 -.3932 .3563 .7335 1.2860 .7317 .8026
.4572 .6197 .6965 1.4476 -.2961 1.4899 .2652 2.5375 .3585 -.1916
-.1528 -.3792 -.9116 -.6984 -.6984 -1.0918 -.3664 -1.0637 -.6285 -.8355
-.7595 -1.2158 -.7814 -.3125 -.8481 -1.0158 -.1729 .4998 .1587 .6451
.4426 .5340 1.0377 2.0277 .0046 .9267 -1.0083 -.8078 .0046 -.4029
-1.0602 -.9081 -.9842 -1.0563 -1.8407 -1.9121 -1.5365 -1.8431 -.2151 -.4518
-.7311 1.4531 -.0395 .8545 2.0327 .5963 2.0678 1.1262 .6680 1.2410
1.0634 .3213 .6582 1.7722 -.3745 .2605 1.0972 1.3590 .2010 -.7502
-1.3970 -1.0360 -2.0642 -1.7050 -1.5341 -1.4652 -.3909 -.0067 -.7852 -.4654
-.7595 -.0521 -.0435 .9678 -.0067 .3892 .5429 1.0039 .5264 .9268
1.8990 .1162 -.1554 .1177 -1.9985 .9926 .4522 -.4514 -.4049 -.9116
-.3792 -.3792 -.3753 -.0372 .0514 -.1350 .8816 .5752 .1976 .3157
.7228 -.0208 .4230 .3704 1.3880 2.0365 .0089 .7616 .8016 .2402
.3035 1.4042 .1752 .1612 .6729 .1000 -.7087 .2646 .3190 .4966
-.6340 -.4094 -.7726 -1.5599 -1.8580 -1.1890 .0256 .3002 .0116 .9921
1.3080 1.3356 1.3271 .4539 -.0962 1.1099 .5054 1.1575 -.2904 1.7254
.6792 -.1532 -.5303 -1.3680 -1.2022 -1.6079 .0473 -.3792 -.7595 -.6364
-.1659 -.7595 -.7595 -.7876 .3423 .1329 .7101 .3728 1.0315 3.3587
1.3095 .7440 -.3251 .2542 .5579 .6197 .8325 1.2214 .6870 .0394
-.6342 .0818 -.3932 -.1847 -1.1782 -1.2589 -1.4675 -1.3186 -1.3797 -1.2542
-1.0275 -1.3782 -.3792
CANONICAL VARIATION VALUES--V
-1.7824 -1.2496 -.8509 -.9606 -.1885 -.1248 -.5476 .7554 .8985 1.2464
1.0194 .7737 1.7264 1.5737 .9657 .8733 1.9215 1.2250 .8723 -.1752
.7670 -.1207 .2300 -.8418 -1.3517 -1.2473 -1.0456 -.7228 -1.8435 -1.2660
-.9331 -.6074 -.8835 .1118 -.8954 .6504 1.1060 1.3895 .8179 1.1271
1.6326 .8411 1.0162 .8678 1.8659 .5032 .5880 .1776 -.4874 -.2433
-.1170 .0164 -1.6475 -1.3098 -.7420 -.8971 -1.5156 -1.1549 -.9943 -.2687
-.6845 -.5885 -.5988 .8752 .9670 .7228 .7889 .7239 1.5689 .9912
1.0236 .7773 .6187 .1742 .4569 .1164 .0547 -.1679 .0316 -.6609
-1.2652 -1.2699 -1.6611 -.9654 -1.6943 -1.3412 -1.7012 -.7127 -1.1155 -.1480
-.9342 .8534 .8161 1.2940 .9564 .8390 1.9263 1.3423 .9690 .3632
1.8336 .7504 .7661 -.4269 -.1107 -.2845 .1080 -.6330 -.9273 -.8464
-.8898 -.9447 -1.4697 -.8433 -1.0250 -.5613 -1.3421 -.4733 -.4497 .7103
1.2296 1.0646 .9956 .6573 1.3528 1.0091 .6344 .7360 1.0718 1.1209
.4073 .0968 -.1740 .0416 -.3447 -.6937 -1.6690 -1.2627 -1.5482 -.9241
-1.2549 -1.0592 -.9903 -.9006 -1.1444 -.9002 -1.2674 .8016 1.2001 1.2618
.8524 .7966 1.8706 1.5837 .9917 .3544 1.5584 .8144 .2060 .0455
-.4481 -.4151 -.5827 -.5971 -1.6383 -1.3986 -1.1546 -.8393 -1.2203 -1.1941
-2.1072 -.2619 -.6286 -.4269 -.8333 1.0347 1.1028 1.2949 .9185 .8338
1.1121 1.0407 .8928 .6218 1.2217 .8596 .4858 .0591 -.6168 .0647
-.3515 -.6437 -1.4986 -1.2162 -1.5326 -1.0419 -1.6502 -1.4080 -1.1963 -1.1674
-1.2514 -.8908 -1.1037 .7102 .8375 1.2239 .6558 1.0795 1.6129 1.5215
1.3523 .3038 .6008 .9864 .7599 -.1177 -.3823 -.4848 -.0216 -.5344
-1.5411 -1.2045 -1.0934 -.3076 -1.6620 -.7270 -1.2925 -.6976 -1.0572 -.3113
-.8220 .9927 1.0298 1.4323 .6743 .8519 1.3617 1.0728 1.4360 .9369
1.3926 1.0405 1.0097 .2231 -.3562 .2230 .3179 -.7660 -.9921 -.9362
-1.5805 -.9090 -1.4966 -1.0882 -1.6714 -.6709 -1.4445 -.2717 -1.3107 .3706
1.1897 1.0753 .3474 .4372 1.5153 1.0151 .0649 .4872 .6274 .3263
-.1620 .0024 -.6962 -.8820 -.6508 -.8992 -1.9719 -1.4282 -.3197 -1.2660
-1.5361 -1.1522 -.7173 -.7599 -.5796 -.6761 -.2742 .6520 1.4520 1.2168
1.2875 1.0075 1.6729 1.5223 1.1388 .3935 .9521 .9918 .9770 -.0908
-.4739 -.2259 .9433 -.2871 -1.1532 -1.3210 .0773 -1.0285 -1.0556 -.9419
.1543 -.4067 -.6256 -.3575 -.3032 .7483 1.5872 1.3678 1.2811 .7560
1.7499 1.6509 1.1121 .8256 1.8847 1.4969 1.4076 .1236 -.2555 .2233
1.0700 -.4646 -.4725 -1.1035 .1530 -1.3686 -.4147 -.7407 .1832 -.6159
.1997 .0874 -.0925
BB
-.3986 -.3986 -.3986 -.3986 -.3986 -.3986 -.3986 -.3986 -.3986 -.3986
-.3986 -.3986 -.3986 -.3986 -.3986 -.3986
CORRELATION COEFFICIENTS OF CANONICAL VARIATION
GU( 1)= .820
GU( 2)= -.031
GU( 3)= -.715
GU( 4)= .383
GV( 1)= .523
GV( 2)= .134
GV( 3)= -.450
GV( 4)= -.922
RDU= .2010
RDV= .2026
T= 2 CANONICAL CORRELATION COEFFICIENTS= .27867
GROUPING COEFFICIENTS
XU( 1)= -.16921
XU( 2)= -.41204
XU( 3)= .23433
XU( 4)= .76641
XT( 1)= .20448
XT( 2)= -.90492
XT( 3)= -.68971
XT( 4)= .32098
CANONICAL VARIATION VALUES--U
-.4303 -.5351 -.4310 -.8494 -1.1251 -.8143 -.9523 -.2181 -2.6638 -.0428
-1.3818 .0748 -.3354 -.8988 -.9670 -.1281 -.1871 .2257 1.0297 1.2082
1.3066 2.1888 1.8269 -.1345 .1567 -.2229 -.0657 -.1004 -.1523 -.2224
-1.0564 -.7971 -.3123 -.2600 -1.4944 -.1037 -.2341 -.4325 -.6038 -.2894
.2806 -.4733 -.4268 1.0818 .6594 .9245 .8135 .7318 2.2681 3.6806
1.8468 .0575 .6740 -.2894 .5234 .1615 .0408 .0383 -.3432 -.8133
-1.4572 -.5005 -.6535 -.2266 -1.7727 -.1231 -1.0125 -.6164 -.3916 -.8003
.1171 .2171 .4010 -.4347 .8334 2.0260 2.4380 1.9050 1.4192 -.4733
-1.7103 -.1775 .4391 .5735 .2654 -.3157 -1.1135 -.4529 -1.3797 -1.5657
-1.2340 -1.0040 -1.8690 -.4480 -.9286 .3597 .3909 -.1739 1.3061 .0740
.0924 .3860 .3697 2.1877 .4540 2.3326 2.8975 .3003 .2656 .2465
-.5514 -.0813 -.3779 .3224 -.1385 -.6576 -.1536 -1.0394 -1.3844 -.8133
-1.2362 -1.0612 -.6981 1.3711 -1.0761 .2429 .4064 1.4883 2.1753 2.3364
2.0465 1.4442 1.6095 1.6604 .4220 .9744 .7762 .0228 1.5642 -.5514
-.4480 -.6760 -1.1277 -1.0753 -.6038 -1.2465 -1.4866 -.2260 -.4497 .2206
.3655 -.5551 -.5755 -.1486 -.1958 1.0936 1.5061 1.0560 .8401 .5718
.6145 -.2894 -.0466 .5234 .5234 -.6059 1.1727 .0228 -.6761 -.0813
-.1160 .0922 -.6210 -.5529 -.3767 -.6406 -.9081 .4795 -.4325 .1902
-1.0381 .3451 .3365 .9506 .7366 .4914 1.5989 .7068 .7366 1.1727
1.2222 1.1529 1.1875 1.2935 .0029 .1424 -.1358 -.0494 -.8196 -1.9135
-1.2320 -1.0418 -1.3870 -.3426 -1.9912 -1.0790 -1.2053 -.3812 -.0760 -.3924
-.0464 -.0948 -.4157 -.8616 -.2039 1.4206 .9474 -.3901 .7181 .0551
.5213 .8109 .2118 -.4332 -.0834 -.2945 -.5514 -.6535 -.6923 -.4978
-.1160 .3082 -.4749 -.4451 -.6535 -.4938 -.5346 -.6573 -.9014 1.7497
2.8649 .7118 3.8789 1.6610 .9367 .1219 1.3165 -.1835 -.8657 -.0466
-.2894 -.2894 -.2181 -1.3346 -1.0931 .1326 -.6342 -1.5505 -1.1222 -1.1199
-2.4475 -.9679 -.4592 -.9129 -.7594 .0708 -.3203 -.8579 .3319 -.3674
.4064 1.9938 1.1926 .8782 2.2462 1.1499 1.2830 -.5231 -.1472 .4660
.2268 .1962 .7506 -.6597 -.3973 -1.0620 -1.6694 -.5663 -1.9838 -.9192
-.4534 -.9140 -2.1216 -.6072 .0837 .1389 -1.3729 -.6981 1.1380 -.0104
.0558 1.7427 .9801 .1615 .5659 .0037 .8506 -.2894 -.1160 .1744
.2806 -.1160 -.1160 -.7447 -1.5416 -1.0088 -2.0105 -.8605 -1.7779 -.7000
.5971 .9016 .1735 1.2584 .9703 -.5551 1.1431 1.1264 2.5606 .6599
.2799 -.4120 -.6038 -.1385 .2076 .1375 -.3277 .5390 -.1004 .2423
-.9218 -.0815 -.2894
CANONICAL VARIATION VALUES--V
.5212 .4055 -1.4675 .2698 .3586 -.5584 -.8447 -.9299 .3061 -1.4613
-.3302 -.5126 .9231 -.3922 1.0335 .3858 1.5957 .7604 .4417 1.0906
1.1548 1.2456 -.1769 1.3055 .9910 .6073 -1.4705 .5166 .3388 -.0620
-.5878 .1297 .4081 -.8219 -.2458 -1.1140 .6761 -1.4455 -.3720 -1.0401
.8912 -.8334 .5812 -.1672 1.2324 -.2785 .0933 .1794 1.2911 .9805
-.3582 .9356 .8801 .7055 -.8670 .5428 .4628 -.1942 -1.7306 -.5658
.1919 -.3862 -.9954 -1.0922 .5925 -1.5207 -.7795 -.8002 .6632 -.6209
.4327 .1733 1.9827 .7723 .2522 1.0119 1.1372 .5597 -.5564 .8912
.6849 .2179 -1.2178 .5227 .1442 -1.1216 -1.3885 -.6654 -.2821 -2.5896
-1.1714 -1.8205 -.4447 -1.7981 .3968 -.6767 1.2979 -.7741 .1433 .0786
1.0708 -.4713 .4293 .5563 1.3879 .4363 -.5820 1.0717 1.0387 -.3488
-1.1751 .4642 .2844 -1.7133 -1.9608 -.9153 -.1357 -1.9316 -.4038 -1.2625
.5101 -1.6901 -.0709 -.6906 1.4066 -1.0504 .0935 -.3920 1.4545 -.7966
-.1795 .1930 1.1948 .4875 -.8923 .8838 .7770 .1782 -1.3056 .4531
.5720 -.7059 -1.6873 -.0678 .5941 -1.7065 -.7372 -1.1867 .4974 -1.8253
-.6529 -.6359 1.3006 -1.5645 .1641 -.0256 1.1590 .3722 -.4389 .7552
1.3568 1.2222 -.3386 1.4093 1.1184 .3991 -1.4950 .6502 .3902 -.8808
-1.7509 -.6637 -.0658 -1.4807 -1.0988 -1.1542 .5135 -2.0497 -.6459 -.9943
1.6246 -1.2016 .0602 -.1557 1.4972 .4923 -.1259 .8943 1.4260 .1869
-.9618 .8382 .5965 -.3857 -1.3113 .5015 .3557 -1.1322 -2.1942 -.2783
-.1297 -2.7126 -2.0589 -1.5622 -.3981 -2.8398 -1.0872 -1.2508 .4525 -1.8844
.3289 -.2953 1.2674 -.1578 -.1557 .4076 .7647 1.1053 -.6261 1.0770
1.0811 .3228 -1.5252 .4184 .0393 -.1991 -1.1437 -.1509 .3958 -.0739
.0896 -.8097 .8384 -1.2839 -.1817 -.8408 1.0363 .1948 .8864 .6611
1.4762 .7225 .5962 .8466 1.4365 1.8568 .3247 1.5663 1.4617 .9536
-1.2548 .7244 .4541 -.3369 -1.5510 -.2094 .3863 -1.0213 -.8436 -.8818
.0017 -1.6525 -.5999 -.7954 1.0874 -.4249 -.3044 .2188 1.1218 .7055
-.2992 .9599 1.3905 1.2436 -.9113 1.1999 .6209 .6888 .9212 1.0309
1.8167 -.1559 .9681 .0060 1.1364 -1.5892 .3279 -1.5603 .4200 -1.2849
.1404 -1.1540 1.4180 -.7999 .9785 .1065 1.6402 -.3741 1.1504 .8374
1.4398 .2590 .8281 1.0800 1.5875 .2227 .5589 .7848 1.3868 -1.1500
.2018 -.7028 .8452 -1.7361 .4184 -1.1807 .4269 -2.4854 .1057 -1.1622
.6808 -1.8968 .7584 -.5589 .9314 -.8379 1.2237 .6017 1.7454 .7777
1.5588 1.2930 1.6926 .2466 .8505 .6611 1.0257 -.8101 .4561 -.2275
.6662 -2.4334 .3185
BB
-.7221 -.7221 -.7221 -.7221 -.7221 -.7221 -.7221 -.7221 -.7221 -.7221
-.7221 -.7221 -.7221 -.7221 -.7221 -.7221
CORRELATION COEFFICIENTS OF CANONICAL VARIATION
GU( 1)= -.163
GU( 2)= -.630
GU( 3)= .290
GU( 4)= .841
GV( 1)= .365
GV( 2)= -.726
GV( 3)= -.322
GV( 4)= .145
RDU= .0847
RDV= .0546
T= 3 CANONICAL CORRELATION COEFFICIENTS= .14742
GROUPING COEFFICIENTS
XU( 1)= -.73252
XU( 2)= .50934
XU( 3)= -.61947
XU( 4)= .45280
XT( 1)= .45563
XT( 2)= -.13074
XT( 3)= .75226
XT( 4)= -.12761
CANONICAL VARIATION VALUES--U
.3251 .4546 .1795 .8432 .8594 -.2571 .2553 -.5059 1.1526 -1.6818
.0394 -.1142 .7341 -.7851 2.2164 -1.0376 .2096 -1.2105 -.0336 -.5393
1.3379 .8494 -.0376 -.8694 .5432 -.3707 -.5650 -.4733 -1.4172 -1.3793
.5304 .7784 -1.3970 -.1440 1.8846 .3915 1.5763 -.2243 .7836 .3950
.7318 -.4012 -2.3766 .3648 -1.8208 -1.5830 -.5433 -2.4059 1.0084 -.5132
.6473 -.5220 -.6520 .3950 .3111 -.7971 -2.0454 -.8401 .1686 1.0426
.5876 -.2705 .2765 -.0060 .8816 .2067 -.9858 -1.0205 -.0473 -1.8167
.0240 -1.6740 -.8778 -2.3646 .1416 .6171 1.5480 2.8534 1.3354 -.4012
1.2416 -1.4831 -1.5308 -2.8837 -2.2264 -1.4915 .6177 1.6385 .5888 -.7568
.6362 .4656 .5113 .2981 -.0826 .0665 1.2764 -.2041 -1.0830 -2.2932
.6794 .3357 -1.3474 .5336 .2732 1.9441 .8193 -1.1640 -1.0723 -1.3903
.7188 -.1552 .2603 .6214 1.2499 .5572 -1.1875 .4117 .6113 1.0426
.0869 .5529 -1.3744 .7649 1.1386 -.2836 .4241 -.0062 -.0037 -.4484
.7055 .6553 .1248 1.1650 .0143 -1.1023 -.2096 -.4303 .1406 .7188
.2981 .3847 1.4312 1.3665 .7836 -.5345 .1690 -.2726 .8000 -1.1634
.2472 -.7551 -.8435 -1.1261 -1.1348 -.0102 .3243 -2.5343 -.1862 -1.0943
-.1261 .3950 -.2469 .0898 .0898 .3468 .5856 -.4303 -.2487 -.1552
-.0635 -.6137 -.2520 -.2057 -.6027 .4385 .0059 .3145 -.2243 -.0856
.0695 .1587 -.3047 -.6295 1.0012 -.0604 -.1723 -.0262 1.0012 -.9231
-.2827 -.0993 -.1910 -1.1835 -.8940 -1.1152 -.5272 -.8292 2.0918 2.4027
.5521 -1.4044 1.1832 .2319 -1.1407 -.1074 -2.1121 -.3836 .9821 -.2752
-.6837 .7217 .3415 -2.0821 -.6860 1.4053 .2090 -.7138 -1.3135 -2.2256
-.3469 -.3013 -1.2986 -.2573 -.5920 -1.2575 .7188 .2765 .6489 -.2090
-.0635 1.3224 .6254 -.0771 .2765 -.4897 -.6666 -1.1974 -.2133 1.8878
1.2655 1.6566 1.1747 -.9402 -2.2263 -2.6860 .1717 -.5976 1.1074 -.2469
.3950 .3950 -.5059 1.1184 .7061 1.1229 .2704 .4754 2.1054 1.6668
2.6256 .6651 .7364 .0284 -1.6398 -1.4548 -.9482 -.6082 .5724 -1.3938
.4241 .9036 1.2706 1.6592 2.4674 -1.2063 -.9295 1.0429 .7864 .8615
.5054 .9801 -.1119 .1204 -1.2120 -.1135 1.4185 1.3045 1.8071 -.8736
1.2773 -.0661 .0441 1.1276 -.1139 -1.5172 .3696 -1.3744 .6774 -2.4051
-.2414 .9224 .7261 -.7971 -.0961 -.7484 1.0685 .3950 -.0635 .5701
.7318 -.0635 -.0635 .7137 .8056 .4881 .8166 -.0363 .0742 -1.6968
1.3614 1.0425 -.2089 .4679 -1.0165 -.7551 .6302 -.8932 2.0788 .4915
.8074 -.1358 .7836 1.2499 .1873 .2251 -.2412 -.3200 -.4733 .0956
-.1891 -1.3094 .3950
CANONICAL VARIATION VALUES--V
.6836 -1.0801 1.3314 -.8337 1.0797 -.8185 1.1623 -.7301 .9296 -.7073
.2954 -.9576 .8194 -.4881 -.1361 -1.0742 .2406 -.8836 .8077 -.7022
.6448 -.6663 1.5192 -.4259 .0831 -1.1858 1.4329 -.4953 .4802 -1.2784
.4153 -.9397 .5674 -1.1648 .2949 -.8255 1.2137 -.6629 .8755 -.7930
1.0138 -.5733 .3959 -1.1646 .1534 -.8550 .9739 -.8944 .3411 -.5731
1.7569 -.4293 .7457 -1.1477 1.4170 -.5898 .6438 -1.3428 1.8146 -.6425
1.4001 -.8756 1.3501 -.5523 1.7144 -.6728 1.1896 -.6275 1.3746 -.4854
.5305 -.8639 .6341 -.4898 1.4654 -.4003 .7317 -.5885 1.6600 -.4422
.5182 -1.1337 1.6041 -.5171 .5102 -1.2864 1.4214 -.8082 .8803 -1.4387
.9819 -.7639 1.1001 -.7097 -.3825 -1.1414 .5851 -.7630 .9395 -1.0656
.8997 -.6349 .8909 -.9823 -.1487 -.8288 1.3553 -.9270 .0862 -1.0306
1.4377 -.8658 .1368 -1.2488 1.7434 -.9126 .6588 -1.1355 .1928 -1.1471
1.1224 -.8674 .4715 -1.0932 .9851 -.6044 1.1718 -1.0298 .6862 -.5211
1.6842 -.7947 .5331 -.4406 2.3861 -.5665 .4455 -.9362 1.9054 -.8188
1.0705 -.9710 2.2136 -.6055 1.4013 -.8784 1.4135 -.5610 1.9313 -.4082
1.5312 -.7311 1.8553 -.2447 1.2773 -.8629 .9698 -.3749 2.1384 -.5429
1.0994 -.3626 2.2645 -.5168 .3705 -.9077 2.0653 -.7069 1.2328 -.8922
2.5458 -.4671 1.4304 -.6110 1.6382 -.5611 2.0063 -.5481 1.2869 -.8408
1.1415 -.3448 1.1812 -.8537 1.1707 -.3752 2.0660 -.5670 .8923 -.5830
2.3982 -.4583 .2871 -1.1092 1.5308 -.8806 .0351 -1.1689 2.0718 -.9417
.6029 -1.1584 1.7501 -.7238 1.4417 -.5949 1.2652 -.8331 .8493 -.4026
.2844 -1.0219 .0825 -.8082 1.2638 -.7523 .1634 -.7597 1.4742 -.6100
.3853 -.9415 1.8515 -.3824 .4446 -1.2013 1.0404 -.6960 .7793 -1.0447
.1307 -.7198 .8644 -.9396 .3372 -.8690 .6277 -.4768 .2976 -1.0393
.3319 -.6335 .9156 -.5798 .2740 -.7301 1.1589 -.5712 .3621 -1.1301
1.8033 -.3245 .9933 -1.1346 1.5729 -.4328 1.2247 -.9204 1.3130 -.5017
1.3968 -.5584 .7872 -.8137 1.1902 -.3537 1.7382 -.6691 1.1863 -.3075
2.1896 -.4470 1.2871 -.5457 2.5862 -.2453 .2763 -1.0036 -.9027 -.9845
-.9851 -1.4066 -.9683 -.9083 -.4498 -1.2254 -.6947 -.8162 .1790 -.4481
-.2062 -.8464 .7319 -.3290 .0669 -1.1279 .2096 -.7405 .1053 -1.1896
-.3925 -1.0418 -.3423 -1.1675 -.9251 -1.4807 -.8880 -.7933 -.8685 -1.6132
-.6909 -.9670 -.3888 -1.2166 -.5247 -.9413 .5602 -.7984 .1268 -.7217
.6991 -.4801 .1373 -1.0885 .4258 -.6929 .2124 -1.1422 -.0903 -.6133
.0139 -.7062 -.7298 -1.2443 -.5668 -.9149 -.5782 -1.4142 -.6794 -.9113
-.2374 -1.1408 -.4440
BB
-.8530 -.8530 -.8530 -.8530 -.8530 -.8530 -.8530 -.8530 -.8530 -.8530
-.8530 -.8530 -.8530 -.8530 -.8530 -.8530
CORRELATION COEFFICIENTS OF CANONICAL VARIATION
GU( 1)= -.490
GU( 2)= .443
GU( 3)= -.470
GU( 4)= .274
GV( 1)= .603
GV( 2)= -.592
GV( 3)= .807
GV( 4)= -.318
RDU= .0270
RDV= .0541
T= 4 CANONICAL CORRELATION COEFFICIENTS= .03039
GROUPING COEFFICIENTS
XU( 1)= -.37320
XU( 2)= -.80733
XU( 3)= -.63841
XU( 4)= -.45745
XT( 1)= 1.24512
XT( 2)= .79920
XT( 3)= -.01670
XT( 4)= .83153
CANONICAL VARIATION VALUES--U
.7823 .5770 .2935 -.0389 .2083 -1.6199 -.7531 1.1729 -3.6794 .1915
-.3451 -.1237 -.9124 .5913 -1.8183 .6292 -.6370 .1316 .2398 -.3249
.9182 -.2726 -.4994 .8443 .1505 -.2735 .0344 .1289 -1.4603 -1.7601
-.4695 .0638 .6233 -.5588 -.4902 .4410 .2307 1.5553 1.2549 1.8708
1.5306 1.4652 .0287 .4224 -.7253 -.8021 .0825 -1.1464 -.2461 -2.6390
-.0685 .9257 .1976 1.8708 -.3637 .6422 -.1371 -.2491 .7905 .8443
-.4727 .6146 1.1322 .4765 -2.5982 -.4279 .3535 1.1497 1.6454 .7440
1.1700 -.2068 .1988 -.0469 .5134 -.3703 -.1007 -2.2186 -1.3602 1.4652
-.9535 -.7123 -.1139 -1.1854 -1.6167 -1.9529 .2208 .0934 -1.1180 -.7507
-.8226 -.3669 -2.1070 .5852 -.2392 -.6443 -.0269 .2732 -.7931 -.5223
.2473 1.1241 .0752 -.5494 1.0580 .3058 -.9908 .2642 .3587 -.8161
1.3575 1.3038 .8850 -1.5365 .7094 .1746 -.3305 -.7612 -.3250 .8443
-.0496 .3235 .9694 .4215 -1.4844 .8086 1.1691 -.2784 -.9187 -3.2192
-.3252 .2634 -1.9924 .4207 -.1002 -.3596 .4230 1.0202 -1.5015 1.3575
.5852 -.5114 .2283 .3310 1.2549 -1.0598 -.5504 -.1354 -.5384 .2238
1.0790 1.2849 1.2398 .5841 .7091 .1290 .0127 -1.6416 .3122 -.0278
.6021 1.8708 1.2092 .8690 .8690 -.2116 .5553 1.0202 -.3794 1.3038
1.3983 .8312 -.4288 .5119 -.1127 -.1171 -.1941 1.0110 1.5553 1.0118
.3485 1.0339 .6955 -.1865 1.2584 .7176 -.3633 .6120 1.2584 -.4933
-.0647 .1243 .0298 -.7626 -.6434 -.5326 -.2654 -.7461 -.6251 -1.3115
-1.4635 .2758 -.3050 -.0473 -1.6246 .2583 -.0847 .1485 -.3791 -.1700
.8094 .4735 .1109 .6088 1.0333 .8502 .4454 .1159 -.3441 -.2767
-.5975 .3285 -.7216 -1.1730 -.1627 -1.4190 1.3575 1.1322 .2691 .4625
1.3983 .7105 -.7973 .0333 1.1322 1.4201 1.3299 1.0595 .6114 -.5701
-.7564 .3357 -1.7242 -1.0138 -2.0883 -1.9461 .0851 1.0784 .7416 1.2092
1.8708 1.8708 1.1729 -.2023 .2659 .9493 -.3323 -.6655 -1.5345 -1.2486
-3.8801 .5163 .0408 .5989 .8342 .1095 .9475 .6815 .1237 .6728
1.1691 -.1219 .9862 .3703 -.4462 -.6922 -.5922 -.0743 .3709 .4067
.4503 -2.1957 -2.0892 -1.2919 -2.2652 -2.2728 -.8633 -.4503 -1.4792 .5462
-2.0279 -.9106 -1.8348 -.5405 .1348 .0435 -.3125 .9694 .6498 -.4566
1.0348 .2151 -.1470 .6422 -.4765 -.1546 1.1904 1.8708 1.3983 .3476
1.5306 1.3983 1.3983 .1664 -.6330 .4261 -1.5769 .7015 -1.1413 -2.3555
-1.4117 .0894 -.0092 -.6402 -.4043 1.2849 .5576 -.5052 .1697 -.0208
-.1909 1.6004 1.2549 .7094 -.7245 -1.0244 -.4788 -.4003 .1289 -.8191
-1.6731 -.6716 1.8708
CANONICAL VARIATION VALUES--V
-.8164 .2397 -1.7389 -.3499 -.8530 .8240 -.2524 -1.4412 -1.3418 -.3273
-1.3312 -.7548 .3740 -1.1041 .5129 -1.1996 -.2262 -1.3040 -.4582 -1.3276
.7946 -.4102 -.7180 -.5075 -.6872 -.1188 -1.9200 -.6871 -.6900 .8632
-1.2326 -.5627 -.1573 1.0011 -.1753 -.6638 .0055 .5216 .0684 -.8123
.2560 .6087 .8030 -.9269 -.3826 .5075 -.0246 -1.0455 1.5043 .0096
-.6343 -1.6954 1.0993 .8998 -.8132 -.4648 -.0742 1.4601 -1.3867 -.3078
.6195 1.4726 -.0497 -1.0016 .2612 1.0512 -.5217 -.1593 .7826 .0382
.5374 -.4599 2.6871 -.1247 .0495 -1.1615 1.2083 .0656 -.5237 -.5703
.1778 .8746 -1.0521 .0030 -.3402 2.0304 -.7824 -.2091 -.2419 2.6402
-.3602 -.8948 -.8278 .2155 -.8281 -.6040 .7019 .1880 .5707 -.9559
.9823 .3755 .5015 -.0250 .4956 .4554 -1.3442 -.7984 .2174 1.1162
-1.3152 .1957 -.6245 1.8898 -1.4906 -.0528 .0391 2.2471 -.5474 -.8149
.6485 1.3201 .0195 -.1201 2.3515 .9650 1.2852 -.5133 1.5899 .1423
.5594 -.6237 1.5973 .1750 -.2347 -.9760 .5062 1.3190 -.4818 -.2799
1.3682 1.7465 -.6520 .6944 1.8872 2.9559 1.0077 .0335 2.0193 .6296
.3579 -.0991 2.7832 .4101 1.3119 .1521 1.5970 -.1945 .5391 -.9103
2.4017 -.0508 -.1761 -.8063 .2401 1.1292 -1.3042 -.4622 1.3315 1.9949
.8016 .1422 .5154 1.7291 -.0106 -.7823 1.6165 .7391 .2527 .2041
2.5198 .3834 .6812 -.3206 2.5946 -.7373 .2874 -1.0007 1.7208 .2897
-.1895 -.4614 -.0808 1.0434 -1.0960 .2922 -.4879 1.8965 -1.6065 .1609
-.2626 2.6557 -1.1372 -.4490 -.1094 .9405 -.8409 -.2811 .2150 .0484
-.1035 -.1919 .7935 -.3051 -.3877 -1.2098 .1360 -.3916 -1.7883 -1.0411
.1436 .8166 -1.3471 -.8726 -.8836 -.0536 -1.5391 -.3562 -.6944 .3401
-.3711 -1.6038 -1.2048 .0966 -.5163 -.5676 -.0115 -.8840 -.0995 -2.3945
.5958 -1.1203 -.3251 -1.4626 .5970 -1.2378 -1.3458 -1.2765 .0212 .0124
-.8931 -.1862 .0081 .9654 -.8819 .3339 .7847 1.5995 -.0117 -.4061
-.6749 .5554 -.4074 -.0177 1.1528 -.4371 .9604 -1.0266 1.7660 -.2683
.5690 -1.1398 2.7460 .4722 -.1378 -.3905 -.6420 -.1455 -1.6603 -.2048
-.9769 .6364 -1.2463 -.5428 -1.0374 2.0527 -.5142 -.9412 -1.8929 -.1520
-1.2167 -1.4667 -.5048 -.7366 .5125 -.9318 .5696 .0366 .2419 -.8817
.7574 .5262 -1.1928 -.7456 .0453 .6258 -1.9037 .2873 -.5163 1.5578
-1.4945 -.1808 -.2385 1.8725 -.4301 -.9766 -.4465 1.0381 -.5964 -.5378
.4831 .6178 .6877 -.6785 .4892 -.1548 -.0168 -.7949 2.2532 -.0940
-.4580 -1.0265 -.0850 1.5480 -1.1372 .3695 -.9715 1.3653 -1.5329 -.2502
-.7919 2.2915 -.4174
BB
-.9697 -.9697 -.9697 -.9697 -.9697 -.9697 -.9697 -.9697 -.9697 -.9697
-.9697 -.9697 -.9697 -.9697 -.9697 -.9697
CORRELATION COEFFICIENTS OF CANONICAL VARIATION
GU( 1)= -.245
GU( 2)= -.637
GU( 3)= -.428
GU( 4)= -.265
GV( 1)= .479
GV( 2)= .325
GV( 3)= -.205
GV( 4)= .169
RDU= .0055
RDV= .0031
RDUT= .2857RDVT= .2572
REGRESSION COEFFICIENTS--BB
.20 .05 -.17 -.35
REGRESSION COEFFICIENTS--BB
-.01 .00 .01 .01
REGRESSION COEFFICIENTS--BB
-.16 -.04 .14 .29
REGRESSION COEFFICIENTS--BB
.09 .02 -.08 -.16
RESULTS OF FITTING AND FORECAST
1
29.9 29.8 27.6 29.7 37.2 25.9 31.2 33.8 41.9 31.6
44.7 50.2 47.7 46.4 41.0 50.9 50.1 56.4 39.1 46.4
39.6 35.0 28.4 32.3 30.4 23.1 23.1 23.9 20.8 20.0
33.4 29.7 38.3 39.4 33.2 42.9 36.0 39.0 33.6 33.7
35.8 40.5 43.6 47.9 56.9 52.8 42.5 45.1 36.1 22.9
33.7 26.3 31.8 33.7 28.3 24.0 30.1 20.9 29.1 33.5
41.6 34.4 37.4 44.8 51.0 34.9 48.7 45.8 37.5 52.6
41.9 61.3 54.5 62.2 47.8 54.7 48.7 40.5 33.1 40.5
39.2 26.9 18.0 17.3 16.4 21.5 38.7 35.5 35.5 51.5
34.1 33.4 39.9 29.1 36.5 43.1 41.9 47.4 44.9 66.6
43.0 41.2 19.5 46.8 32.1 43.4 34.1 21.0 21.8 16.4
33.6 29.2 29.9 26.3 35.6 29.0 26.9 31.9 40.9 33.5
43.2 38.7 48.8 46.5 45.5 46.5 40.4 56.0 48.3 55.1
53.9 48.4 33.2 45.0 34.3 20.9 28.0 27.0 26.0 33.6
29.1 25.9 33.4 33.4 33.6 40.9 44.7 50.1 44.6 45.3
41.9 43.5 44.3 51.7 34.5 52.1 40.1 62.4 41.0 35.6
35.9 33.7 28.5 30.6 30.6 26.7 33.8 27.0 31.3 29.2
30.0 25.5 29.8 34.4 29.1 27.5 35.8 42.4 39.0 43.8
41.8 42.7 47.6 57.4 37.5 46.6 27.5 29.5 37.5 33.5
27.0 28.5 27.8 27.1 19.4 18.7 22.4 19.3 35.3 33.0
30.3 51.7 37.1 45.8 57.4 43.3 57.8 48.5 44.0 49.6
47.9 40.6 43.9 54.9 33.8 40.0 48.2 50.8 39.4 30.1
23.7 27.3 17.2 20.7 22.4 23.1 33.6 37.4 29.7 32.9
30.0 36.9 37.0 47.0 37.4 41.3 42.8 47.3 42.6 46.6
56.1 38.6 35.9 38.6 17.8 47.2 41.9 33.0 33.5 28.5
33.7 33.7 33.8 37.1 38.0 36.1 46.1 43.1 39.4 40.5
44.5 37.2 41.6 41.1 51.1 57.5 37.5 44.9 45.3 39.8
40.4 51.2 39.2 39.0 44.1 38.4 30.5 40.0 40.6 42.3
31.2 33.4 29.9 22.1 19.2 25.8 37.7 40.4 37.6 47.2
50.3 50.6 50.5 41.9 36.5 48.4 42.4 48.8 34.6 54.4
44.1 35.9 32.2 24.0 25.6 21.7 37.9 33.7 30.0 31.2
35.8 30.0 30.0 29.7 40.8 38.8 44.4 41.1 47.6 70.4
50.3 44.8 34.3 39.9 42.9 43.5 45.6 49.4 44.2 37.8
31.2 38.3 33.6 35.6 25.9 25.1 23.0 24.5 23.9 25.1
27.4 23.9 33.7
2
46.9 46.9 46.2 46.8 49.0 45.7 47.3 48.0 50.3 47.4
51.2 52.7 52.0 51.7 50.1 53.0 52.7 54.5 49.6 51.7
49.7 48.4 46.5 47.6 47.0 44.9 44.9 45.2 44.3 44.0
47.9 46.8 49.3 49.6 47.8 50.6 48.6 49.5 48.0 48.0
48.6 50.0 50.8 52.1 54.7 53.5 50.5 51.3 48.7 44.9
48.0 45.8 47.4 48.0 46.4 45.2 46.9 44.3 46.7 47.9
50.3 48.2 49.1 51.2 53.0 48.3 52.3 51.5 49.1 53.4
50.3 56.0 54.0 56.2 52.1 54.0 52.3 49.9 47.8 50.0
49.6 46.0 43.5 43.3 43.0 44.5 49.4 48.5 48.5 53.1
48.1 47.9 49.8 46.7 48.8 50.7 50.4 52.0 51.2 57.5
50.7 50.1 43.9 51.8 47.5 50.8 48.1 44.3 44.5 43.0
48.0 46.7 46.9 45.8 48.5 46.6 46.0 47.5 50.1 47.9
50.7 49.4 52.4 51.7 51.4 51.7 49.9 54.4 52.2 54.2
53.8 52.2 47.8 51.3 48.2 44.3 46.3 46.1 45.8 48.0
46.7 45.7 47.9 47.9 48.0 50.1 51.2 52.7 51.1 51.3
50.4 50.8 51.0 53.2 48.2 53.3 49.8 56.3 50.1 48.5
48.6 48.0 46.5 47.1 47.1 46.0 48.0 46.1 47.3 46.7
46.9 45.6 46.9 48.2 46.7 46.2 48.6 50.5 49.5 50.9
50.3 50.6 52.0 54.8 49.1 51.7 46.2 46.8 49.1 47.9
46.1 46.5 46.3 46.1 43.8 43.6 44.7 43.8 48.5 47.8
47.0 53.2 49.0 51.5 54.8 50.8 54.9 52.3 51.0 52.6
52.1 50.0 50.9 54.1 48.0 49.8 52.2 52.9 49.6 46.9
45.1 46.1 43.2 44.2 44.7 44.9 48.0 49.1 46.8 47.8
46.9 48.9 48.9 51.8 49.1 50.2 50.6 51.9 50.6 51.7
54.5 49.4 48.6 49.4 43.4 51.9 50.4 47.8 47.9 46.5
48.0 48.0 48.0 49.0 49.2 48.7 51.6 50.7 49.6 50.0
51.1 49.0 50.3 50.1 53.0 54.8 49.1 51.2 51.3 49.8
49.9 53.1 49.6 49.5 51.0 49.4 47.1 49.8 50.0 50.5
47.3 47.9 46.9 44.6 43.8 45.7 49.1 49.9 49.1 51.9
52.8 52.9 52.8 50.4 48.8 52.2 50.5 52.4 48.2 54.0
51.0 48.6 47.6 45.2 45.7 44.5 49.2 48.0 46.9 47.3
48.6 46.9 46.9 46.8 50.0 49.4 51.1 50.1 52.0 58.6
52.8 51.2 48.1 49.8 50.7 50.8 51.4 52.5 51.0 49.2
47.3 49.3 48.0 48.5 45.7 45.5 44.9 45.3 45.2 45.5
46.2 45.2 48.0
3
57.0 57.0 59.4 57.2 49.2 61.2 55.6 52.8 44.2 55.1
41.1 35.3 37.9 39.3 45.1 34.5 35.4 28.7 47.1 39.3
46.6 51.5 58.5 54.4 56.3 64.2 64.1 63.3 66.6 67.4
53.2 57.1 48.0 46.8 53.4 43.1 50.4 47.2 53.0 52.8
50.6 45.6 42.3 37.8 28.2 32.5 43.5 40.7 50.3 64.3
52.9 60.8 54.9 52.8 58.6 63.2 56.7 66.5 57.7 53.1
44.4 52.1 48.9 41.1 34.5 51.6 36.9 40.0 48.8 32.7
44.2 23.5 30.7 22.5 37.8 30.5 36.9 45.7 53.5 45.6
47.0 60.1 69.5 70.3 71.2 65.8 47.5 50.9 50.9 33.9
52.5 53.2 46.2 57.8 49.9 42.9 44.1 38.2 40.9 17.8
43.0 44.9 67.9 39.0 54.6 42.6 52.5 66.4 65.6 71.2
53.0 57.6 56.9 60.8 50.8 57.9 60.1 54.8 45.2 53.1
42.7 47.5 36.8 39.3 40.3 39.3 45.7 29.1 37.3 30.0
31.3 37.2 53.4 40.8 52.2 66.5 58.9 60.0 61.1 53.0
57.8 61.1 53.2 53.2 53.0 45.1 41.2 35.4 41.2 40.5
44.1 42.4 41.6 33.7 52.0 33.3 46.1 22.3 45.1 50.9
50.5 52.8 58.4 56.2 56.2 60.3 52.7 60.0 55.4 57.6
56.8 61.6 57.0 52.1 57.7 59.5 50.7 43.6 47.2 42.1
44.2 43.3 38.0 27.7 48.8 39.2 59.4 57.3 48.8 53.1
60.0 58.4 59.2 59.9 68.1 68.9 64.9 68.1 51.1 53.6
56.5 33.7 49.3 39.9 27.6 42.6 27.2 37.1 41.9 35.9
37.7 45.5 42.0 30.3 52.8 46.1 37.4 34.7 46.8 56.7
63.5 59.7 70.5 66.7 64.9 64.2 53.0 48.9 57.1 53.7
56.8 49.4 49.3 38.7 48.9 44.8 43.2 38.4 43.4 39.2
29.0 47.7 50.5 47.6 69.8 38.5 44.1 53.6 53.1 58.4
52.8 52.8 52.8 49.3 48.3 50.3 39.6 42.9 46.8 45.6
41.3 49.1 44.4 45.0 34.4 27.6 48.8 40.9 40.5 46.4
45.7 34.2 47.0 47.2 41.8 47.8 56.3 46.1 45.5 43.7
55.5 53.1 56.9 65.2 68.3 61.3 48.6 45.7 48.7 38.5
35.2 34.9 35.0 44.1 49.9 37.3 43.6 36.8 51.9 30.8
41.8 50.5 54.4 63.2 61.4 65.7 48.4 52.8 56.8 55.5
50.6 56.8 56.8 57.1 45.3 47.5 41.4 45.0 38.1 13.7
35.2 41.1 52.3 46.2 43.0 42.4 40.2 36.1 41.7 48.5
55.5 48.0 53.0 50.8 61.2 62.0 64.2 62.7 63.3 62.0
59.6 63.3 52.8
4
28.0 28.0 29.1 28.1 24.4 29.9 27.3 26.1 22.1 27.1
20.7 18.0 19.3 19.9 22.5 17.7 18.1 15.0 23.4 19.9
23.2 25.5 28.7 26.8 27.7 31.3 31.2 30.9 32.4 32.8
26.2 28.0 23.8 23.3 26.3 21.6 25.0 23.5 26.1 26.1
25.1 22.8 21.3 19.2 14.8 16.8 21.8 20.5 24.9 31.3
26.1 29.7 27.0 26.1 28.7 30.8 27.9 32.3 28.3 26.2
22.2 25.7 24.3 20.7 17.7 25.5 18.8 20.2 24.2 16.9
22.1 12.6 15.9 12.2 19.2 15.9 18.8 22.8 26.4 22.8
23.4 29.4 33.7 34.1 34.5 32.0 23.6 25.2 25.2 17.4
25.9 26.2 23.1 28.3 24.7 21.5 22.1 19.4 20.6 10.0
21.6 22.4 33.0 19.7 26.9 21.4 25.9 32.3 31.9 34.5
26.1 28.3 28.0 29.7 25.1 28.4 29.4 27.0 22.6 26.2
21.4 23.6 18.7 19.9 20.3 19.9 22.8 15.2 19.0 15.6
16.2 18.9 26.3 20.6 25.8 32.3 28.9 29.4 29.9 26.1
28.3 29.9 26.3 26.2 26.1 22.6 20.7 18.1 20.8 20.4
22.1 21.3 20.9 17.3 25.7 17.1 23.0 12.1 22.5 25.2
25.0 26.1 28.6 27.6 27.6 29.5 26.0 29.4 27.3 28.3
27.9 30.1 28.0 25.8 28.3 29.1 25.1 21.9 23.5 21.2
22.1 21.7 19.3 14.5 24.2 19.8 29.1 28.1 24.2 26.2
29.3 28.6 29.0 29.3 33.1 33.4 31.6 33.1 25.3 26.4
27.8 17.3 24.4 20.2 14.5 21.4 14.4 18.9 21.1 18.3
19.2 22.7 21.1 15.8 26.1 23.0 19.0 17.7 23.3 27.9
31.0 29.2 34.1 32.4 31.6 31.3 26.1 24.3 28.0 26.5
27.9 24.5 24.5 19.6 24.3 22.4 21.7 19.5 21.7 19.8
15.2 23.7 25.0 23.7 33.8 19.5 22.1 26.4 26.2 28.6
26.1 26.1 26.1 24.4 24.0 24.9 20.0 21.5 23.3 22.7
20.8 24.4 22.2 22.5 17.6 14.5 24.2 20.6 20.4 23.1
22.8 17.5 23.4 23.5 21.0 23.8 27.7 23.0 22.7 21.9
27.3 26.2 28.0 31.7 33.2 30.0 24.1 22.8 24.2 19.5
18.0 17.9 17.9 22.1 24.7 18.9 21.8 18.7 25.7 16.0
21.0 25.0 26.8 30.8 30.0 32.0 24.0 26.1 27.9 27.3
25.1 27.9 27.9 28.0 22.6 23.6 20.9 22.5 19.3 8.2
18.0 20.7 25.8 23.0 21.6 21.3 20.3 18.4 21.0 24.1
27.3 23.9 26.1 25.1 29.9 30.3 31.3 30.6 30.9 30.3
29.2 30.9 26.1
我只知道前面的是平均值和方差 |
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窥视卡
雷达卡
发表于 2013-10-2 10:00:33
提升卡
置顶卡
沉默卡
喧嚣卡
变色卡
抢沙发
千斤顶
显身卡
发表于 2013-10-2 10:31:52