R version 2.11.1 (2010-05-31)
Copyright (C) 2010 The R Foundation for Statistical Computing
ISBN 3-900051-07-0
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Type 'q()' to quit R.
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+ ,0)
+ ,dim=c(2
+ ,1309)
+ ,dimnames=list(c('survived'
+ ,'sex
')
+ ,1:1309))
> y <- array(NA,dim=c(2,1309),dimnames=list(c('survived','sex
'),1:1309))
> for (i in 1:dim(x)[1])
+ {
+ for (j in 1:dim(x)[2])
+ {
+ y[i,j] <- as.numeric(x[i,j])
+ }
+ }
> par3 = 'Linear Trend'
> par2 = 'Do not include Seasonal Dummies'
> par1 = '1'
> #'GNU S' R Code compiled by R2WASP v. 1.0.44 ()
> #Author: Prof. Dr. P. Wessa
> #To cite this work: AUTHOR(S), (YEAR), YOUR SOFTWARE TITLE (vNUMBER) in Free Statistics Software (v$_version), Office for Research Development and Education, URL http://www.wessa.net/rwasp_YOURPAGE.wasp/
> #Source of accompanying publication: Office for Research, Development, and Education
> #Technical description: Write here your technical program description (don't use hard returns!)
> library(lattice)
> library(lmtest)
Loading required package: zoo
> n25 <- 25 #minimum number of obs. for Goldfeld-Quandt test
> par1 <- as.numeric(par1)
> x <- t(y)
> k <- length(x[1,])
> n <- length(x[,1])
> x1 <- cbind(x[,par1], x[,1:k!=par1])
> mycolnames <- c(colnames(x)[par1], colnames(x)[1:k!=par1])
> colnames(x1) <- mycolnames #colnames(x)[par1]
> x <- x1
> if (par3 == 'First Differences'){
+ x2 <- array(0, dim=c(n-1,k), dimnames=list(1:(n-1), paste('(1-B)',colnames(x),sep='')))
+ for (i in 1:n-1) {
+ for (j in 1:k) {
+ x2[i,j] <- x[i+1,j] - x[i,j]
+ }
+ }
+ x <- x2
+ }
> if (par2 == 'Include Monthly Dummies'){
+ x2 <- array(0, dim=c(n,11), dimnames=list(1:n, paste('M', seq(1:11), sep ='')))
+ for (i in 1:11){
+ x2[seq(i,n,12),i] <- 1
+ }
+ x <- cbind(x, x2)
+ }
> if (par2 == 'Include Quarterly Dummies'){
+ x2 <- array(0, dim=c(n,3), dimnames=list(1:n, paste('Q', seq(1:3), sep ='')))
+ for (i in 1:3){
+ x2[seq(i,n,4),i] <- 1
+ }
+ x <- cbind(x, x2)
+ }
> k <- length(x[1,])
> if (par3 == 'Linear Trend'){
+ x <- cbind(x, c(1:n))
+ colnames(x)[k+1] <- 't'
+ }
> x
survived sex\r t
1 1 1 1
2 1 0 2
3 0 1 3
4 0 0 4
5 0 1 5
6 1 0 6
7 1 1 7
8 0 0 8
9 1 1 9
10 0 0 10
11 0 0 11
12 1 1 12
13 1 1 13
14 1 1 14
15 1 0 15
16 0 0 16
17 0 0 17
18 1 1 18
19 1 1 19
20 0 0 20
21 1 0 21
22 1 1 22
23 1 0 23
24 1 1 24
25 1 1 25
26 0 0 26
27 1 0 27
28 1 1 28
29 1 1 29
30 1 0 30
31 0 0 31
32 1 0 32
33 1 1 33
34 1 1 34
35 0 0 35
36 1 1 36
37 1 1 37
38 1 0 38
39 0 0 39
40 0 0 40
41 0 0 41
42 1 1 42
43 1 1 43
44 1 1 44
45 1 1 45
46 0 0 46
47 0 0 47
48 1 0 48
49 1 1 49
50 1 0 50
51 1 1 51
52 0 0 52
53 0 0 53
54 0 0 54
55 1 0 55
56 1 1 56
57 1 0 57
58 1 1 58
59 0 0 59
60 1 1 60
61 0 0 61
62 1 1 62
63 0 0 63
64 1 1 64
65 1 0 65
66 1 1 66
67 1 1 67
68 1 1 68
69 1 0 69
70 1 1 70
71 0 0 71
72 0 0 72
73 1 1 73
74 1 1 74
75 0 0 75
76 0 0 76
77 1 1 77
78 0 0 78
79 1 1 79
80 1 1 80
81 0 0 81
82 0 0 82
83 1 1 83
84 1 1 84
85 0 0 85
86 1 1 86
87 1 0 87
88 1 0 88
89 1 1 89
90 0 0 90
91 1 1 91
92 1 0 92
93 1 1 93
94 1 0 94
95 1 0 95
96 1 1 96
97 0 0 97
98 1 1 98
99 1 1 99
100 1 1 100
101 1 0 101
102 0 0 102
103 1 1 103
104 1 1 104
105 1 1 105
106 0 1 106
107 0 0 107
108 1 1 108
109 1 1 109
110 1 0 110
111 0 0 111
112 1 1 112
113 1 1 113
114 1 1 114
115 0 0 115
116 0 0 116
117 1 1 117
118 1 1 118
119 0 0 119
120 1 0 120
121 1 0 121
122 1 1 122
123 1 1 123
124 1 0 124
125 1 1 125
126 0 0 126
127 0 0 127
128 1 1 128
129 0 0 129
130 1 1 130
131 1 1 131
132 1 1 132
133 0 0 133
134 1 0 134
135 1 1 135
136 0 0 136
137 1 0 137
138 1 1 138
139 0 0 139
140 1 1 140
141 1 0 141
142 1 1 142
143 0 0 143
144 1 0 144
145 1 1 145
146 1 0 146
147 1 1 147
148 0 0 148
149 0 0 149
150 1 1 150
151 0 0 151
152 1 0 152
153 1 0 153
154 1 1 154
155 0 0 155
156 1 1 156
157 0 0 157
158 0 0 158
159 0 0 159
160 1 1 160
161 1 1 161
162 1 1 162
163 0 0 163
164 1 1 164
165 1 0 165
166 1 0 166
167 0 0 167
168 1 1 168
169 1 1 169
170 0 1 170
171 1 0 171
172 0 0 172
173 0 0 173
174 0 0 174
175 0 0 175
176 0 0 176
177 1 1 177
178 1 0 178
179 1 1 179
180 0 0 180
181 1 1 181
182 1 1 182
183 1 1 183
184 1 0 184
185 0 0 185
186 0 0 186
187 1 1 187
188 1 1 188
189 1 1 189
190 0 0 190
191 1 1 191
192 0 0 192
193 1 1 193
194 1 1 194
195 0 0 195
196 1 1 196
197 1 0 197
198 0 0 198
199 1 1 199
200 1 1 200
201 0 0 201
202 0 0 202
203 1 0 203
204 0 0 204
205 1 1 205
206 0 0 206
207 0 0 207
208 1 1 208
209 1 1 209
210 1 0 210
211 0 0 211
212 0 0 212
213 0 0 213
214 1 1 214
215 1 1 215
216 0 0 216
217 1 1 217
218 0 0 218
219 1 1 219
220 1 0 220
221 1 1 221
222 0 0 222
223 0 0 223
224 0 0 224
225 0 0 225
226 0 0 226
227 0 0 227
228 1 1 228
229 0 0 229
230 1 1 230
231 1 1 231
232 1 0 232
233 0 0 233
234 1 1 234
235 0 0 235
236 1 0 236
237 0 0 237
238 0 0 238
239 1 1 239
240 0 0 240
241 1 0 241
242 0 0 242
243 1 1 243
244 0 0 244
245 0 0 245
246 1 1 246
247 0 0 247
248 1 1 248
249 0 0 249
250 1 0 250
251 1 1 251
252 1 1 252
253 0 0 253
254 1 1 254
255 1 0 255
256 1 1 256
257 1 0 257
258 1 1 258
259 1 1 259
260 1 0 260
261 1 1 261
262 1 0 262
263 0 0 263
264 1 1 264
265 1 0 265
266 1 0 266
267 0 0 267
268 0 0 268
269 0 0 269
270 0 0 270
271 1 1 271
272 1 0 272
273 1 1 273
274 1 0 274
275 1 0 275
276 1 1 276
277 0 0 277
278 1 1 278
279 1 0 279
280 0 0 280
281 1 0 281
282 1 1 282
283 1 1 283
284 0 0 284
285 1 1 285
286 0 0 286
287 0 1 287
288 0 0 288
289 1 1 289
290 1 1 290
291 0 0 291
292 1 1 292
293 1 0 293
294 1 1 294
295 0 0 295
296 1 0 296
297 1 1 297
298 1 1 298
299 1 0 299
300 0 0 300
301 0 0 301
302 0 0 302
303 1 1 303
304 0 0 304
305 1 1 305
306 0 0 306
307 0 0 307
308 0 0 308
309 1 1 309
310 1 1 310
311 0 0 311
312 1 1 312
313 0 0 313
314 0 0 314
315 1 1 315
316 1 1 316
317 0 0 317
318 1 0 318
319 0 0 319
320 1 1 320
321 1 0 321
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323 1 1 323
324 0 0 324
325 1 1 325
326 0 0 326
327 0 0 327
328 0 0 328
329 0 0 329
330 1 1 330
331 0 0 331
332 0 0 332
333 0 0 333
334 1 1 334
335 0 0 335
336 0 0 336
337 1 0 337
338 1 1 338
339 0 0 339
340 1 0 340
341 1 1 341
342 1 1 342
343 1 1 343
344 1 0 344
345 1 1 345
346 0 0 346
347 0 0 347
348 0 0 348
349 0 0 349
350 1 1 350
351 1 1 351
352 0 0 352
353 1 1 353
354 1 1 354
355 0 0 355
356 1 1 356
357 0 0 357
358 0 0 358
359 1 1 359
360 1 0 360
361 1 0 361
362 1 1 362
363 1 1 363
364 0 0 364
365 0 0 365
366 0 1 366
367 0 0 367
368 0 0 368
369 0 0 369
370 0 1 370
371 1 1 371
372 1 1 372
373 0 0 373
374 1 1 374
375 0 0 375
376 0 0 376
377 1 0 377
378 1 1 378
379 0 0 379
380 1 1 380
381 1 1 381
382 0 1 382
383 0 1 383
384 0 0 384
385 0 0 385
386 1 0 386
387 0 0 387
388 1 1 388
389 1 1 389
390 0 0 390
391 0 0 391
392 0 0 392
393 1 1 393
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395 0 0 395
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397 1 1 397
398 0 0 398
399 1 0 399
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402 1 1 402
403 1 1 403
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414 0 0 414
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424 0 0 424
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500 0 0 500
501 0 0 501
502 1 1 502
503 1 1 503
504 1 0 504
505 0 0 505
506 0 0 506
507 0 0 507
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509 0 0 509
510 0 0 510
511 0 0 511
512 0 0 512
513 0 0 513
514 1 1 514
515 1 0 515
516 1 0 516
517 0 0 517
518 0 0 518
519 0 0 519
520 0 0 520
521 1 0 521
522 1 1 522
523 0 0 523
524 1 0 524
525 1 0 525
526 0 0 526
527 1 0 527
528 0 0 528
529 0 0 529
530 1 1 530
531 0 0 531
532 0 0 532
533 0 0 533
534 1 1 534
535 1 1 535
536 0 1 536
537 1 1 537
538 0 0 538
539 1 0 539
540 0 0 540
541 1 1 541
542 1 1 542
543 1 1 543
544 0 0 544
545 0 0 545
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547 1 1 547
548 0 0 548
549 1 0 549
550 1 0 550
551 1 1 551
552 1 1 552
553 0 0 553
554 1 1 554
555 0 0 555
556 0 0 556
557 0 0 557
558 1 1 558
559 1 1 559
560 1 1 560
561 1 1 561
562 0 0 562
563 1 1 563
564 0 0 564
565 1 1 565
566 0 0 566
567 0 0 567
568 0 0 568
569 0 0 569
570 0 0 570
571 1 1 571
572 0 0 572
573 1 1 573
574 1 1 574
575 0 0 575
576 0 1 576
577 0 0 577
578 1 1 578
579 0 0 579
580 0 0 580
581 1 1 581
582 0 0 582
583 1 1 583
584 1 1 584
585 1 1 585
586 0 0 586
587 1 1 587
588 1 0 588
589 1 1 589
590 1 1 590
591 1 1 591
592 1 1 592
593 0 0 593
594 1 1 594
595 0 0 595
596 0 0 596
597 1 0 597
598 1 0 598
599 1 1 599
600 0 1 600
601 0 0 601
602 0 0 602
603 0 0 603
604 1 1 604
605 1 1 605
606 1 0 606
607 1 0 607
608 1 1 608
609 0 0 609
610 0 0 610
611 0 1 611
612 1 0 612
613 1 1 613
614 1 0 614
615 0 0 615
616 0 0 616
617 0 0 617
618 0 0 618
619 0 0 619
620 0 0 620
621 0 0 621
622 1 1 622
623 0 0 623
624 0 1 624
625 0 1 625
626 1 1 626
627 0 1 627
628 0 1 628
629 0 1 629
630 0 0 630
631 1 0 631
632 0 0 632
633 0 1 633
634 0 0 634
635 0 0 635
636 0 0 636
637 0 1 637
638 0 0 638
639 0 0 639
640 0 0 640
641 0 0 641
642 1 0 642
643 0 0 643
644 1 1 644
645 0 0 645
646 1 0 646
647 1 1 647
648 1 1 648
649 0 0 649
650 0 0 650
651 0 1 651
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653 0 0 653
654 1 1 654
655 0 0 655
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659 1 1 659
660 1 1 660
661 1 1 661
662 1 1 662
663 0 0 663
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666 0 1 666
667 0 1 667
668 0 1 668
669 0 0 669
670 0 0 670
671 0 0 671
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673 0 0 673
674 0 0 674
675 1 0 675
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678 0 0 678
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680 0 1 680
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682 0 1 682
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684 0 0 684
685 0 1 685
686 0 0 686
687 1 1 687
688 0 1 688
689 0 0 689
690 0 0 690
691 0 0 691
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693 0 1 693
694 1 0 694
695 0 0 695
696 0 1 696
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699 0 0 699
700 0 0 700
701 0 0 701
702 0 0 702
703 0 1 703
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705 0 0 705
706 0 0 706
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710 1 1 710
711 0 1 711
712 0 0 712
713 0 0 713
714 0 0 714
715 1 0 715
716 0 0 716
717 0 0 717
718 0 0 718
719 0 0 719
720 1 0 720
721 0 0 721
722 0 0 722
723 0 0 723
724 0 0 724
725 0 0 725
726 1 1 726
727 0 1 727
728 0 0 728
729 0 0 729
730 0 0 730
731 0 0 731
732 0 0 732
733 0 0 733
734 1 0 734
735 1 0 735
736 1 1 736
737 0 0 737
738 0 0 738
739 1 1 739
740 0 0 740
741 0 0 741
742 0 0 742
743 1 0 743
744 0 1 744
745 0 0 745
746 1 1 746
747 1 0 747
748 0 0 748
749 0 0 749
750 0 1 750
751 0 0 751
752 0 0 752
753 0 0 753
754 0 0 754
755 0 0 755
756 0 0 756
757 0 0 757
758 1 1 758
759 1 0 759
760 1 1 760
761 1 0 761
762 0 0 762
763 1 0 763
764 1 1 764
765 0 0 765
766 1 1 766
767 0 0 767
768 0 0 768
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770 0 0 770
771 0 0 771
772 1 1 772
773 0 0 773
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775 0 0 775
776 0 0 776
777 0 0 777
778 1 0 778
779 1 1 779
780 0 1 780
781 1 1 781
782 0 0 782
783 0 0 783
784 1 0 784
785 0 0 785
786 1 1 786
787 0 0 787
788 0 0 788
789 0 0 789
790 0 0 790
791 0 0 791
792 0 0 792
793 0 0 793
794 0 0 794
795 1 1 795
796 0 0 796
797 0 0 797
798 0 0 798
799 1 0 799
800 0 0 800
801 0 1 801
802 0 0 802
803 0 0 803
804 0 0 804
805 0 0 805
806 1 0 806
807 0 1 807
808 0 1 808
809 0 0 809
810 0 0 810
811 0 0 811
812 0 1 812
813 0 0 813
814 0 0 814
815 0 0 815
816 0 0 816
817 0 0 817
818 0 0 818
819 1 1 819
820 1 1 820
821 1 0 821
822 0 0 822
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824 1 1 824
825 0 0 825
826 0 0 826
827 0 0 827
828 0 0 828
829 0 1 829
830 0 1 830
831 0 0 831
832 0 0 832
833 0 1 833
834 0 0 834
835 0 0 835
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838 0 0 838
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840 0 0 840
841 0 1 841
842 0 1 842
843 0 0 843
844 0 0 844
845 0 0 845
846 1 1 846
847 0 0 847
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849 0 0 849
850 0 0 850
851 0 0 851
852 1 1 852
853 0 1 853
854 0 0 854
855 0 0 855
856 0 0 856
857 1 1 857
858 1 0 858
859 1 0 859
860 0 1 860
861 1 1 861
862 0 1 862
863 1 1 863
864 0 0 864
865 0 1 865
866 0 1 866
867 1 1 867
868 1 1 868
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870 0 0 870
871 1 1 871
872 0 0 872
873 1 1 873
874 0 0 874
875 1 0 875
876 0 0 876
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878 0 1 878
879 0 1 879
880 0 0 880
881 1 0 881
882 1 0 882
883 0 0 883
884 0 0 884
885 0 0 885
886 0 0 886
887 1 1 887
888 1 0 888
889 0 0 889
890 1 0 890
891 0 0 891
892 0 0 892
893 0 0 893
894 0 0 894
895 1 0 895
896 1 1 896
897 0 0 897
898 0 0 898
899 0 0 899
900 1 1 900
901 0 0 901
902 0 1 902
903 0 0 903
904 0 1 904
905 0 0 905
906 1 0 906
907 0 0 907
908 0 1 908
909 0 1 909
910 1 0 910
911 0 0 911
912 0 0 912
913 0 0 913
914 1 0 914
915 0 0 915
916 0 0 916
917 1 1 917
918 1 0 918
919 0 0 919
920 0 0 920
921 0 0 921
922 0 0 922
923 1 1 923
924 1 1 924
925 0 0 925
926 0 0 926
927 1 0 927
928 0 0 928
929 0 1 929
930 0 0 930
931 0 0 931
932 0 0 932
933 0 1 933
934 0 0 934
935 1 1 935
936 1 0 936
937 1 1 937
938 0 1 938
939 0 0 939
940 0 1 940
941 0 0 941
942 1 0 942
943 0 0 943
944 0 1 944
945 0 0 945
946 1 0 946
947 0 0 947
948 1 1 948
949 0 0 949
950 1 0 950
951 0 0 951
952 0 0 952
953 0 0 953
954 1 0 954
955 0 0 955
956 0 1 956
957 0 1 957
958 0 1 958
959 0 1 959
960 0 0 960
961 0 0 961
962 0 1 962
963 0 0 963
964 0 0 964
965 0 0 965
966 0 0 966
967 0 1 967
968 0 1 968
969 0 0 969
970 0 1 970
971 1 0 971
972 0 0 972
973 0 0 973
974 0 0 974
975 0 0 975
976 0 1 976
977 0 0 977
978 0 0 978
979 1 0 979
980 0 0 980
981 1 1 981
982 1 0 982
983 0 0 983
984 0 0 984
985 1 1 985
986 1 0 986
987 0 0 987
988 0 1 988
989 0 0 989
990 0 0 990
991 0 0 991
992 1 0 992
993 0 1 993
994 1 1 994
995 0 0 995
996 0 0 996
997 0 0 997
998 1 1 998
999 0 0 999
1000 1 1 1000
1001 1 0 1001
1002 1 1 1002
1003 1 1 1003
1004 1 0 1004
1005 1 1 1005
1006 0 0 1006
1007 1 1 1007
1008 1 1 1008
1009 0 1 1009
1010 0 0 1010
1011 0 0 1011
1012 0 1 1012
1013 0 1 1013
1014 0 1 1014
1015 0 1 1015
1016 0 0 1016
1017 0 0 1017
1018 1 0 1018
1019 0 0 1019
1020 0 0 1020
1021 0 0 1021
1022 0 0 1022
1023 0 0 1023
1024 1 1 1024
1025 0 0 1025
1026 1 0 1026
1027 1 1 1027
1028 0 0 1028
1029 1 1 1029
1030 0 0 1030
1031 0 0 1031
1032 0 0 1032
1033 0 0 1033
1034 1 0 1034
1035 1 0 1035
1036 1 0 1036
1037 1 1 1037
1038 1 1 1038
1039 0 0 1039
1040 1 1 1040
1041 1 1 1041
1042 0 0 1042
1043 1 1 1043
1044 1 1 1044
1045 1 1 1045
1046 0 0 1046
1047 0 0 1047
1048 1 1 1048
1049 1 1 1049
1050 1 0 1050
1051 1 1 1051
1052 0 0 1052
1053 0 0 1053
1054 0 0 1054
1055 0 1 1055
1056 0 0 1056
1057 1 0 1057
1058 1 1 1058
1059 0 1 1059
1060 0 0 1060
1061 1 1 1061
1062 1 1 1062
1063 0 0 1063
1064 0 0 1064
1065 1 0 1065
1066 0 0 1066
1067 0 0 1067
1068 1 1 1068
1069 0 0 1069
1070 0 0 1070
1071 0 0 1071
1072 1 1 1072
1073 0 0 1073
1074 0 0 1074
1075 0 0 1075
1076 0 0 1076
1077 0 1 1077
1078 1 1 1078
1079 1 1 1079
1080 1 1 1080
1081 1 0 1081
1082 1 1 1082
1083 1 0 1083
1084 0 0 1084
1085 0 0 1085
1086 0 0 1086
1087 0 1 1087
1088 0 0 1088
1089 1 0 1089
1090 0 0 1090
1091 0 1 1091
1092 0 1 1092
1093 0 0 1093
1094 0 0 1094
1095 1 1 1095
1096 0 1 1096
1097 0 0 1097
1098 0 0 1098
1099 0 1 1099
1100 0 1 1100
1101 0 1 1101
1102 0 0 1102
1103 0 0 1103
1104 0 0 1104
1105 0 0 1105
1106 0 0 1106
1107 0 1 1107
1108 0 0 1108
1109 0 0 1109
1110 0 0 1110
1111 0 0 1111
1112 0 0 1112
1113 0 1 1113
1114 0 1 1114
1115 0 0 1115
1116 0 0 1116
1117 0 0 1117
1118 0 0 1118
1119 0 0 1119
1120 0 0 1120
1121 1 0 1121
1122 1 0 1122
1123 1 1 1123
1124 1 1 1124
1125 0 1 1125
1126 0 0 1126
1127 0 1 1127
1128 0 0 1128
1129 0 0 1129
1130 0 0 1130
1131 0 1 1131
1132 1 0 1132
1133 0 0 1133
1134 0 0 1134
1135 0 0 1135
1136 0 0 1136
1137 0 1 1137
1138 0 0 1138
1139 0 0 1139
1140 0 0 1140
1141 0 0 1141
1142 0 0 1142
1143 0 0 1143
1144 0 0 1144
1145 0 0 1145
1146 0 0 1146
1147 0 1 1147
1148 0 1 1148
1149 0 0 1149
1150 1 1 1150
1151 0 0 1151
1152 0 1 1152
1153 0 0 1153
1154 0 1 1154
1155 0 0 1155
1156 0 0 1156
1157 0 1 1157
1158 0 0 1158
1159 0 1 1159
1160 1 1 1160
1161 0 0 1161
1162 0 0 1162
1163 1 0 1163
1164 0 0 1164
1165 0 0 1165
1166 0 0 1166
1167 0 0 1167
1168 0 0 1168
1169 0 0 1169
1170 0 0 1170
1171 0 0 1171
1172 0 0 1172
1173 0 1 1173
1174 0 1 1174
1175 0 1 1175
1176 0 1 1176
1177 0 0 1177
1178 0 0 1178
1179 0 0 1179
1180 0 0 1180
1181 0 1 1181
1182 0 0 1182
1183 1 1 1183
1184 0 0 1184
1185 0 0 1185
1186 0 0 1186
1187 0 0 1187
1188 1 1 1188
1189 1 1 1189
1190 1 1 1190
1191 1 0 1191
1192 0 0 1192
1193 0 0 1193
1194 0 0 1194
1195 0 0 1195
1196 0 0 1196
1197 1 0 1197
1198 0 0 1198
1199 1 1 1199
1200 0 0 1200
1201 0 0 1201
1202 0 0 1202
1203 0 0 1203
1204 0 0 1204
1205 0 0 1205
1206 1 1 1206
1207 0 0 1207
1208 0 0 1208
1209 0 1 1209
1210 0 1 1210
1211 0 0 1211
1212 0 1 1212
1213 0 0 1213
1214 0 0 1214
1215 0 0 1215
1216 0 0 1216
1217 1 1 1217
1218 0 0 1218
1219 0 0 1219
1220 0 0 1220
1221 0 0 1221
1222 0 0 1222
1223 0 0 1223
1224 1 1 1224
1225 0 0 1225
1226 0 0 1226
1227 0 0 1227
1228 0 1 1228
1229 1 0 1229
1230 0 0 1230
1231 0 1 1231
1232 0 1 1232
1233 1 0 1233
1234 1 0 1234
1235 0 0 1235
1236 0 0 1236
1237 1 0 1237
1238 0 0 1238
1239 1 0 1239
1240 0 0 1240
1241 1 0 1241
1242 0 0 1242
1243 0 0 1243
1244 0 0 1244
1245 1 1 1245
1246 0 0 1246
1247 0 0 1247
1248 1 1 1248
1249 0 0 1249
1250 0 0 1250
1251 0 0 1251
1252 0 0 1252
1253 0 0 1253
1254 0 0 1254
1255 1 0 1255
1256 0 0 1256
1257 1 0 1257
1258 1 1 1258
1259 1 1 1259
1260 0 0 1260
1261 1 1 1261
1262 1 1 1262
1263 0 0 1263
1264 0 0 1264
1265 0 0 1265
1266 0 1 1266
1267 0 0 1267
1268 0 1 1268
1269 0 0 1269
1270 0 0 1270
1271 0 0 1271
1272 0 0 1272
1273 0 0 1273
1274 0 1 1274
1275 0 0 1275
1276 0 0 1276
1277 0 1 1277
1278 1 0 1278
1279 0 0 1279
1280 0 1 1280
1281 0 0 1281
1282 0 0 1282
1283 0 0 1283
1284 0 0 1284
1285 0 0 1285
1286 0 0 1286
1287 1 1 1287
1288 0 0 1288
1289 0 0 1289
1290 0 0 1290
1291 1 1 1291
1292 0 0 1292
1293 0 0 1293
1294 0 0 1294
1295 0 0 1295
1296 0 0 1296
1297 0 0 1297
1298 0 0 1298
1299 0 0 1299
1300 0 0 1300
1301 1 1 1301
1302 0 0 1302
1303 0 0 1303
1304 0 0 1304
1305 0 1 1305
1306 0 1 1306
1307 0 0 1307
1308 0 0 1308
1309 0 0 1309
> k <- length(x[1,])
> df <- as.data.frame(x)
> (mylm <- lm(df))
Call:
lm(formula = df)
Coefficients:
(Intercept) `sex\r` t
0.3965782 0.5053499 -0.0002976
> (mysum <- summary(mylm))
Call:
lm(formula = df)
Residuals:
Min 1Q Median 3Q Max
-0.9010 -0.2558 -0.0779 0.2263 0.9837
Coefficients:
Estimate Std. Error t value Pr(>|t|)
(Intercept) 3.966e-01 2.446e-02 16.21 <2e-16 ***
`sex\r` 5.053e-01 2.314e-02 21.84 <2e-16 ***
t -2.975e-04 2.934e-05 -10.14 <2e-16 ***
---
Signif. codes: 0 '***' 0.001 '**' 0.01 '*' 0.05 '.' 0.1 ' ' 1
Residual standard error: 0.398 on 1306 degrees of freedom
Multiple R-squared: 0.3306, Adjusted R-squared: 0.3296
F-statistic: 322.6 on 2 and 1306 DF, p-value: < 2.2e-16
> if (n > n25) {
+ kp3 <- k + 3
+ nmkm3 <- n - k - 3
+ gqarr <- array(NA, dim=c(nmkm3-kp3+1,3))
+ numgqtests <- 0
+ numsignificant1 <- 0
+ numsignificant5 <- 0
+ numsignificant10 <- 0
+ for (mypoint in kp3:nmkm3) {
+ j <- 0
+ numgqtests <- numgqtests + 1
+ for (myalt in c('greater', 'two.sided', 'less')) {
+ j <- j + 1
+ gqarr[mypoint-kp3+1,j] <- gqtest(mylm, point=mypoint, alternative=myalt)$p.value
+ }
+ if (gqarr[mypoint-kp3+1,2] < 0.01) numsignificant1 <- numsignificant1 + 1
+ if (gqarr[mypoint-kp3+1,2] < 0.05) numsignificant5 <- numsignificant5 + 1
+ if (gqarr[mypoint-kp3+1,2] < 0.10) numsignificant10 <- numsignificant10 + 1
+ }
+ gqarr
+ }
[,1] [,2] [,3]
[1,] 0.9240911344 0.1518177311 0.0759088656
[2,] 0.9680470731 0.0639058538 0.0319529269
[3,] 0.9657352690 0.0685294621 0.0342647310
[4,] 0.9695072645 0.0609854709 0.0304927355
[5,] 0.9623505381 0.0752989238 0.0376494619
[6,] 0.9445263222 0.1109473556 0.0554736778
[7,] 0.9478440339 0.1043119321 0.0521559661
[8,] 0.9349224316 0.1301551368 0.0650775684
[9,] 0.9123677088 0.1752645823 0.0876322912
[10,] 0.9166221967 0.1667556067 0.0833778033
[11,] 0.9277396067 0.1445207866 0.0722603933
[12,] 0.9233332066 0.1533335867 0.0766667934
[13,] 0.8998316655 0.2003366690 0.1001683345
[14,] 0.8692258696 0.2615482608 0.1307741304
[15,] 0.8605973322 0.2788053356 0.1394026678
[16,] 0.8890258731 0.2219482539 0.1109741269
[17,] 0.8564572541 0.2870854919 0.1435427459
[18,] 0.8597498725 0.2805002549 0.1402501275
[19,] 0.8233168388 0.3533663223 0.1766831612
[20,] 0.7822918947 0.4354162106 0.2177081053
[21,] 0.8173650059 0.3652699882 0.1826349941
[22,] 0.8185665779 0.3628668442 0.1814334221
[23,] 0.7799233775 0.4401532450 0.2200766225
[24,] 0.7376634398 0.5246731204 0.2623365602
[25,] 0.7226302922 0.5547394156 0.2773697078
[26,] 0.7849917366 0.4300165269 0.2150082634
[27,] 0.7751091275 0.4497817449 0.2248908725
[28,] 0.7372185653 0.5255628694 0.2627814347
[29,] 0.6966409498 0.6067181004 0.3033590502
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[1007,] 0.7202508144 0.5594983712 0.2797491856
[1008,] 0.7383598211 0.5232803578 0.2616401789
[1009,] 0.7567997410 0.4864005180 0.2432002590
[1010,] 0.7754911534 0.4490176931 0.2245088466
[1011,] 0.7649256054 0.4701487891 0.2350743946
[1012,] 0.7541830101 0.4916339798 0.2458169899
[1013,] 0.8017060239 0.3965879523 0.1982939761
[1014,] 0.7916170480 0.4167659039 0.2083829520
[1015,] 0.7813144341 0.4373711317 0.2186855659
[1016,] 0.7708132170 0.4583735660 0.2291867830
[1017,] 0.7601294848 0.4797410303 0.2398705152
[1018,] 0.7492803201 0.5014393599 0.2507196799
[1019,] 0.7501956890 0.4996086220 0.2498043110
[1020,] 0.7390362157 0.5219275686 0.2609637843
[1021,] 0.7884081914 0.4231836172 0.2115918086
[1022,] 0.7901134396 0.4197731208 0.2098865604
[1023,] 0.7794384928 0.4411230145 0.2205615072
[1024,] 0.7816187613 0.4367624774 0.2183812387
[1025,] 0.7706173393 0.4587653213 0.2293826607
[1026,] 0.7594003967 0.4811992067 0.2405996033
[1027,] 0.7479857938 0.5040284124 0.2520142062
[1028,] 0.7363924959 0.5272150083 0.2636075041
[1029,] 0.7872097934 0.4255804133 0.2127902066
[1030,] 0.8334117972 0.3331764056 0.1665882028
[1031,] 0.8740291735 0.2519416530 0.1259708265
[1032,] 0.8769529943 0.2460940115 0.1230470057
[1033,] 0.8802902067 0.2394195866 0.1197097933
[1034,] 0.8718403283 0.2563193435 0.1281596717
[1035,] 0.8757055841 0.2485888319 0.1242944159
[1036,] 0.8800121548 0.2399756905 0.1199878452
[1037,] 0.8713688566 0.2572622868 0.1286311434
[1038,] 0.8762743446 0.2474513108 0.1237256554
[1039,] 0.8816371727 0.2367256546 0.1183628273
[1040,] 0.8874436493 0.2251127013 0.1125563507
[1041,] 0.8788947570 0.2422104860 0.1211052430
[1042,] 0.8699282615 0.2601434769 0.1300717385
[1043,] 0.8766638574 0.2466722851 0.1233361426
[1044,] 0.8838605820 0.2322788360 0.1161394180
[1045,] 0.9196128825 0.1607742350 0.0803871175
[1046,] 0.9259323539 0.1481352921 0.0740676461
[1047,] 0.9192524191 0.1614951618 0.0807475809
[1048,] 0.9121402682 0.1757194637 0.0878597318
[1049,] 0.9045856728 0.1908286545 0.0954143272
[1050,] 0.9089348332 0.1821303336 0.0910651668
[1051,] 0.9012401052 0.1975197896 0.0987598948
[1052,] 0.9337297915 0.1325404170 0.0662702085
[1053,] 0.9396224451 0.1207551098 0.0603775549
[1054,] 0.9424144590 0.1151710819 0.0575855410
[1055,] 0.9367896424 0.1264207153 0.0632103576
[1056,] 0.9426088173 0.1147823655 0.0573911827
[1057,] 0.9485317147 0.1029365706 0.0514682853
[1058,] 0.9432722275 0.1134555450 0.0567277725
[1059,] 0.9376051950 0.1247896100 0.0623948050
[1060,] 0.9616054146 0.0767891709 0.0383945854
[1061,] 0.9573454850 0.0853090300 0.0426545150
[1062,] 0.9527147443 0.0945705114 0.0472852557
[1063,] 0.9585408398 0.0829183205 0.0414591602
[1064,] 0.9539719485 0.0920561030 0.0460280515
[1065,] 0.9490102885 0.1019794230 0.0509897115
[1066,] 0.9436358772 0.1127282456 0.0563641228
[1067,] 0.9508150782 0.0983698436 0.0491849218
[1068,] 0.9455410975 0.1089178050 0.0544589025
[1069,] 0.9398331007 0.1203337987 0.0601668993
[1070,] 0.9336713960 0.1326572080 0.0663286040
[1071,] 0.9270372107 0.1459255786 0.0729627893
[1072,] 0.9288276642 0.1423446716 0.0711723358
[1073,] 0.9375736090 0.1248527819 0.0624263910
[1074,] 0.9462038169 0.1075923662 0.0537961831
[1075,] 0.9545732395 0.0908535210 0.0454267605
[1076,] 0.9747245026 0.0505509947 0.0252754974
[1077,] 0.9799340014 0.0401319973 0.0200659986
[1078,] 0.9903629648 0.0192740705 0.0096370352
[1079,] 0.9889048498 0.0221903003 0.0110951502
[1080,] 0.9872569714 0.0254860572 0.0127430286
[1081,] 0.9853997255 0.0292005491 0.0146002745
[1082,] 0.9852907240 0.0294185520 0.0147092760
[1083,] 0.9831896962 0.0336206075 0.0168103038
[1084,] 0.9923192051 0.0153615899 0.0076807949
[1085,] 0.9911009842 0.0177980317 0.0088990158
[1086,] 0.9910207587 0.0179584827 0.0089792413
[1087,] 0.9909818983 0.0180362033 0.0090181017
[1088,] 0.9895778625 0.0208442750 0.0104221375
[1089,] 0.9879854132 0.0240291735 0.0120145868
[1090,] 0.9909580867 0.0180838266 0.0090419133
[1091,] 0.9908707857 0.0182584285 0.0091292143
[1092,] 0.9894385109 0.0211229782 0.0105614891
[1093,] 0.9878126321 0.0243747358 0.0121873679
[1094,] 0.9877659992 0.0244680016 0.0122340008
[1095,] 0.9877875420 0.0244249161 0.0122124580
[1096,] 0.9878844056 0.0242311888 0.0121155944
[1097,] 0.9860550633 0.0278898735 0.0139449367
[1098,] 0.9839911159 0.0320177682 0.0160088841
[1099,] 0.9816693536 0.0366612929 0.0183306464
[1100,] 0.9790653157 0.0418693686 0.0209346843
[1101,] 0.9761533778 0.0476932444 0.0238466222
[1102,] 0.9765125135 0.0469749731 0.0234874865
[1103,] 0.9733123984 0.0533752032 0.0266876016
[1104,] 0.9697552753 0.0604894494 0.0302447247
[1105,] 0.9658132729 0.0683734543 0.0341867271
[1106,] 0.9614580066 0.0770839869 0.0385419934
[1107,] 0.9566608095 0.0866783811 0.0433391905
[1108,] 0.9576058307 0.0847883387 0.0423941693
[1109,] 0.9588350859 0.0823298281 0.0411649141
[1110,] 0.9538137432 0.0923725137 0.0461862568
[1111,] 0.9483151835 0.1033696330 0.0516848165
[1112,] 0.9423126924 0.1153746151 0.0576873076
[1113,] 0.9357804323 0.1284391354 0.0642195677
[1114,] 0.9286937862 0.1426124275 0.0713062138
[1115,] 0.9210297182 0.1579405635 0.0789702818
[1116,] 0.9540243832 0.0919512335 0.0459756168
[1117,] 0.9760623428 0.0478753143 0.0239376572
[1118,] 0.9805862002 0.0388275997 0.0194137998
[1119,] 0.9847887320 0.0304225361 0.0152112680
[1120,] 0.9848750269 0.0302499463 0.0151249731
[1121,] 0.9825229420 0.0349541159 0.0174770580
[1122,] 0.9827717899 0.0344564202 0.0172282101
[1123,] 0.9801462609 0.0397074782 0.0198537391
[1124,] 0.9771865794 0.0456268412 0.0228134206
[1125,] 0.9738613104 0.0522773791 0.0261386896
[1126,] 0.9744736483 0.0510527034 0.0255263517
[1127,] 0.9883844850 0.0232310299 0.0116155150
[1128,] 0.9864639664 0.0270720671 0.0135360336
[1129,] 0.9842729119 0.0314541762 0.0157270881
[1130,] 0.9817817186 0.0364365628 0.0182182814
[1131,] 0.9789589625 0.0420820751 0.0210410375
[1132,] 0.9795490521 0.0409018959 0.0204509479
[1133,] 0.9764405050 0.0471189901 0.0235594950
[1134,] 0.9729412846 0.0541174307 0.0270587154
[1135,] 0.9690160772 0.0619678457 0.0309839228
[1136,] 0.9646285123 0.0707429754 0.0353714877
[1137,] 0.9597414691 0.0805170618 0.0402585309
[1138,] 0.9543174328 0.0913651343 0.0456825672
[1139,] 0.9483189034 0.1033621931 0.0516810966
[1140,] 0.9417088521 0.1165822957 0.0582911479
[1141,] 0.9344512244 0.1310975513 0.0655487756
[1142,] 0.9368154363 0.1263691274 0.0631845637
[1143,] 0.9397692451 0.1204615098 0.0602307549
[1144,] 0.9323947543 0.1352104914 0.0676052457
[1145,] 0.9406418492 0.1187163017 0.0593581508
[1146,] 0.9332482301 0.1335035398 0.0667517699
[1147,] 0.9362922237 0.1274155527 0.0637077763
[1148,] 0.9285358815 0.1429282370 0.0714641185
[1149,] 0.9326649227 0.1346701545 0.0673350773
[1150,] 0.9246446755 0.1507106491 0.0753553245
[1151,] 0.9159309965 0.1681380070 0.0840690035
[1152,] 0.9218656097 0.1562687806 0.0781343903
[1153,] 0.9130217799 0.1739564403 0.0869782201
[1154,] 0.9205022160 0.1589955679 0.0794977840
[1155,] 0.9262760371 0.1474479258 0.0737239629
[1156,] 0.9177649175 0.1644701651 0.0822350825
[1157,] 0.9085617650 0.1828764700 0.0914382350
[1158,] 0.9477123911 0.1045752179 0.0522876089
[1159,] 0.9408860050 0.1182279899 0.0591139950
[1160,] 0.9333916573 0.1332166854 0.0666083427
[1161,] 0.9251973942 0.1496052115 0.0748026058
[1162,] 0.9162744208 0.1674511584 0.0837255792
[1163,] 0.9065978083 0.1868043834 0.0934021917
[1164,] 0.8961472045 0.2077055909 0.1038527955
[1165,] 0.8849075318 0.2301849364 0.1150924682
[1166,] 0.8728696565 0.2542606871 0.1271303435
[1167,] 0.8600310133 0.2799379734 0.1399689867
[1168,] 0.8712245045 0.2575509909 0.1287754955
[1169,] 0.8839725552 0.2320548895 0.1160274448
[1170,] 0.8981246103 0.2037507794 0.1018753897
[1171,] 0.9134022712 0.1731954576 0.0865977288
[1172,] 0.9044581375 0.1910837251 0.0955418625
[1173,] 0.8949493428 0.2101013145 0.1050506572
[1174,] 0.8848862465 0.2302275070 0.1151137535
[1175,] 0.8742857052 0.2514285895 0.1257142948
[1176,] 0.8964508158 0.2070983685 0.1035491842
[1177,] 0.8871474401 0.2257051197 0.1128525599
[1178,] 0.8858419074 0.2283161853 0.1141580926
[1179,] 0.8756575675 0.2486848649 0.1243424325
[1180,] 0.8650320876 0.2699358248 0.1349679124
[1181,] 0.8540028462 0.2919943075 0.1459971538
[1182,] 0.8426145816 0.3147708369 0.1573854184
[1183,] 0.8413646213 0.3172707573 0.1586353787
[1184,] 0.8419241943 0.3161516113 0.1580758057
[1185,] 0.8446363559 0.3107272883 0.1553636441
[1186,] 0.8996266118 0.2007467764 0.1003733882
[1187,] 0.8888041105 0.2223917789 0.1111958895
[1188,] 0.8772797928 0.2454404143 0.1227202072
[1189,] 0.8650699985 0.2698600030 0.1349300015
[1190,] 0.8521999988 0.2956000024 0.1478000012
[1191,] 0.8387043827 0.3225912346 0.1612956173
[1192,] 0.8970261062 0.2059477875 0.1029738938
[1193,] 0.8855513998 0.2288972004 0.1144486002
[1194,] 0.8921332729 0.2157334542 0.1078667271
[1195,] 0.8799437832 0.2401124336 0.1200562168
[1196,] 0.8669205084 0.2661589832 0.1330794916
[1197,] 0.8530821530 0.2938356939 0.1469178470
[1198,] 0.8384588457 0.3230823086 0.1615411543
[1199,] 0.8230926688 0.3538146624 0.1769073312
[1200,] 0.8070380158 0.3859239684 0.1929619842
[1201,] 0.8174157582 0.3651684836 0.1825842418
[1202,] 0.8005278328 0.3989443344 0.1994721672
[1203,] 0.7829547181 0.4340905638 0.2170452819
[1204,] 0.8024046130 0.3951907739 0.1975953870
[1205,] 0.8263537230 0.3472925540 0.1736462770
[1206,] 0.8117901702 0.3764196595 0.1882098298
[1207,] 0.8422913871 0.3154172258 0.1577086129
[1208,] 0.8298550818 0.3402898364 0.1701449182
[1209,] 0.8172433784 0.3655132431 0.1827566216
[1210,] 0.8045628027 0.3908743947 0.1954371973
[1211,] 0.7919318488 0.4161363024 0.2080681512
[1212,] 0.7890089793 0.4219820414 0.2109910207
[1213,] 0.7752296603 0.4495406795 0.2247703397
[1214,] 0.7616103587 0.4767792825 0.2383896413
[1215,] 0.7482969670 0.5034060660 0.2517030330
[1216,] 0.7354470335 0.5291059331 0.2645529665
[1217,] 0.7232300377 0.5535399246 0.2767699623
[1218,] 0.7118279770 0.5763440461 0.2881720230
[1219,] 0.7073494865 0.5853010270 0.2926505135
[1220,] 0.6949951674 0.6100096653 0.3050048326
[1221,] 0.6836500095 0.6326999809 0.3163499905
[1222,] 0.6735254461 0.6529491077 0.3264745539
[1223,] 0.7322045192 0.5355909615 0.2677954808
[1224,] 0.7893259683 0.4213480634 0.2106740317
[1225,] 0.7805759079 0.4388481842 0.2194240921
[1226,] 0.8379704336 0.3240591327 0.1620295664
[1227,] 0.8978908553 0.2042182895 0.1021091447
[1228,] 0.9278818298 0.1442363404 0.0721181702
[1229,] 0.9546883961 0.0906232078 0.0453116039
[1230,] 0.9511889231 0.0976221537 0.0488110769
[1231,] 0.9479230430 0.1041539140 0.0520769570
[1232,] 0.9704896859 0.0590206283 0.0295103141
[1233,] 0.9674011298 0.0651977403 0.0325988702
[1234,] 0.9845397776 0.0309204447 0.0154602224
[1235,] 0.9821557564 0.0356884873 0.0178442436
[1236,] 0.9934662016 0.0130675967 0.0065337984
[1237,] 0.9920285805 0.0159428391 0.0079714195
[1238,] 0.9903690229 0.0192619541 0.0096309771
[1239,] 0.9884819205 0.0230361589 0.0115180795
[1240,] 0.9880521641 0.0238956718 0.0119478359
[1241,] 0.9856410802 0.0287178396 0.0143589198
[1242,] 0.9829210479 0.0341579041 0.0170789521
[1243,] 0.9829768358 0.0340463284 0.0170231642
[1244,] 0.9796112691 0.0407774617 0.0203887309
[1245,] 0.9758352836 0.0483294327 0.0241647164
[1246,] 0.9716736137 0.0566527726 0.0283263863
[1247,] 0.9671797794 0.0656404411 0.0328202206
[1248,] 0.9624436578 0.0751126844 0.0375563422
[1249,] 0.9575997831 0.0848004337 0.0424002169
[1250,] 0.9831624202 0.0336751595 0.0168375798
[1251,] 0.9796189620 0.0407620760 0.0203810380
[1252,] 0.9950724898 0.0098550204 0.0049275102
[1253,] 0.9962305483 0.0075389033 0.0037694517
[1254,] 0.9976560638 0.0046878724 0.0023439362
[1255,] 0.9966791597 0.0066416806 0.0033208403
[1256,] 0.9984766550 0.0030466900 0.0015233450
[1257,] 0.9996246992 0.0007506016 0.0003753008
[1258,] 0.9994157816 0.0011684368 0.0005842184
[1259,] 0.9991003862 0.0017992277 0.0008996138
[1260,] 0.9986299563 0.0027400875 0.0013700437
[1261,] 0.9985125303 0.0029749394 0.0014874697
[1262,] 0.9977553012 0.0044893976 0.0022446988
[1263,] 0.9978784483 0.0042431033 0.0021215517
[1264,] 0.9968263066 0.0063473868 0.0031736934
[1265,] 0.9953135416 0.0093729169 0.0046864584
[1266,] 0.9931710835 0.0136578330 0.0068289165
[1267,] 0.9901839968 0.0196320065 0.0098160032
[1268,] 0.9860867287 0.0278265425 0.0139132713
[1269,] 0.9892057681 0.0215884638 0.0107942319
[1270,] 0.9849015365 0.0301969270 0.0150984635
[1271,] 0.9792256471 0.0415487059 0.0207743529
[1272,] 0.9892390311 0.0215219379 0.0107609689
[1273,] 0.9996585663 0.0006828673 0.0003414337
[1274,] 0.9993965744 0.0012068511 0.0006034256
[1275,] 0.9999436784 0.0001126432 0.0000563216
[1276,] 0.9998981855 0.0002036290 0.0001018145
[1277,] 0.9998204295 0.0003591411 0.0001795705
[1278,] 0.9996916433 0.0006167134 0.0003083567
[1279,] 0.9994858421 0.0010283158 0.0005141579
[1280,] 0.9991705674 0.0016588651 0.0008294326
[1281,] 0.9987121790 0.0025756419 0.0012878210
[1282,] 0.9987042578 0.0025914844 0.0012957422
[1283,] 0.9977905048 0.0044189903 0.0022094952
[1284,] 0.9963550296 0.0072899408 0.0036449704
[1285,] 0.9942071470 0.0115857061 0.0057928530
[1286,] 0.9975585089 0.0048829822 0.0024414911
[1287,] 0.9952683797 0.0094632407 0.0047316203
[1288,] 0.9911245278 0.0177509444 0.0088754722
[1289,] 0.9839199419 0.0321601162 0.0160800581
[1290,] 0.9719309764 0.0561380473 0.0280690236
[1291,] 0.9529360137 0.0941279727 0.0470639863
[1292,] 0.9245094351 0.1509811299 0.0754905649
[1293,] 0.8849019888 0.2301960224 0.1150980112
[1294,] 0.8352738043 0.3294523915 0.1647261957
[1295,] 0.7864238339 0.4271523323 0.2135761661
[1296,] 1.0000000000 0.0000000000 0.0000000000
[1297,] 1.0000000000 0.0000000000 0.0000000000
[1298,] 1.0000000000 0.0000000000 0.0000000000
> postscript(file="/var/www/rcomp/tmp/137s01290626124.ps",horizontal=F,pagecentre=F,paper="special",width=8.3333333333333,height=5.5555555555556)
> plot(x[,1], type='l', main='Actuals and Interpolation', ylab='value of Actuals and Interpolation (dots)', xlab='time or index')
> points(x[,1]-mysum$resid)
> grid()
> dev.off()
null device
1
> postscript(file="/var/www/rcomp/tmp/2eh9l1290626124.ps",horizontal=F,pagecentre=F,paper="special",width=8.3333333333333,height=5.5555555555556)
> plot(mysum$resid, type='b', pch=19, main='Residuals', ylab='value of Residuals', xlab='time or index')
> grid()
> dev.off()
null device
1
> postscript(file="/var/www/rcomp/tmp/3eh9l1290626124.ps",horizontal=F,pagecentre=F,paper="special",width=8.3333333333333,height=5.5555555555556)
> hist(mysum$resid, main='Residual Histogram', xlab='values of Residuals')
> grid()
> dev.off()
null device
1
> postscript(file="/var/www/rcomp/tmp/4eh9l1290626124.ps",horizontal=F,pagecentre=F,paper="special",width=8.3333333333333,height=5.5555555555556)
> densityplot(~mysum$resid,col='black',main='Residual Density Plot', xlab='values of Residuals')
> dev.off()
null device
1
> postscript(file="/var/www/rcomp/tmp/5eh9l1290626124.ps",horizontal=F,pagecentre=F,paper="special",width=8.3333333333333,height=5.5555555555556)
> qqnorm(mysum$resid, main='Residual Normal Q-Q Plot')
> qqline(mysum$resid)
> grid()
> dev.off()
null device
1
> (myerror <- as.ts(mysum$resid))
Time Series:
Start = 1
End = 1309
Frequency = 1
1 2 3 4 5 6
0.098369498 0.604016944 -0.901035399 -0.395387953 -0.900440296 0.605207150
7 8 9 10 11 12
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13 14 15 16 17 18
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19 20 21 22 23 24
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25 26 27 28 29 30
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31 32 33 34 35 36
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37 38 39 40 41 42
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43 44 45 46 47 48
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49 50 51 52 53 54
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55 56 57 58 59 60
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61 62 63 64 65 66
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67 68 69 70 71 72
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73 74 75 76 77 78
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79 80 81 82 83 84
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85 86 87 88 89 90
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91 92 93 94 95 96
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97 98 99 100 101 102
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103 104 105 106 107 108
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109 110 111 112 113 114
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115 116 117 118 119 120
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121 122 123 124 125 126
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127 128 129 130 131 132
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133 134 135 136 137 138
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139 140 141 142 143 144
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145 146 147 148 149 150
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151 152 153 154 155 156
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157 158 159 160 161 162
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163 164 165 166 167 168
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169 170 171 172 173 174
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175 176 177 178 179 180
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181 182 183 184 185 186
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187 188 189 190 191 192
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193 194 195 196 197 198
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199 200 201 202 203 204
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205 206 207 208 209 210
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211 212 213 214 215 216
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217 218 219 220 221 222
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223 224 225 226 227 228
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229 230 231 232 233 234
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235 236 237 238 239 240
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241 242 243 244 245 246
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247 248 249 250 251 252
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253 254 255 256 257 258
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259 260 261 262 263 264
0.175137798 0.680785244 0.175732901 0.681380347 -0.318322102 0.176625556
265 266 267 268 269 270
0.682273001 0.682570553 -0.317131895 -0.316834344 -0.316536792 -0.316239241
271 272 273 274 275 276
0.178708417 0.684355862 0.179303520 0.684950965 0.685248517 0.180196174
277 278 279 280 281 282
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283 284 285 286 287 288
0.182279035 -0.312073519 0.182874138 -0.311478416 -0.816530759 -0.310883313
289 290 291 292 293 294
0.184064345 0.184361896 -0.309990658 0.184956999 0.690604445 0.185552102
295 296 297 298 299 300
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301 302 303 304 305 306
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307 308 309 310 311 312
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313 314 315 316 317 318
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319 320 321 322 323 324
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325 326 327 328 329 330
0.194776200 -0.299576354 -0.299278802 -0.298981251 -0.298683699 0.196263958
331 332 333 334 335 336
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337 338 339 340 341 342
0.703696713 0.198644370 -0.295708184 0.704589368 0.199537025 0.199834577
343 344 345 346 347 348
0.200132128 0.705779574 0.200727231 -0.293625323 -0.293327771 -0.293030220
349 350 351 352 353 354
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355 356 357 358 359 360
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361 362 363 364 365 366
0.710837950 0.205785608 0.206083159 -0.288269395 -0.287971844 -0.793024186
367 368 369 370 371 372
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373 374 375 376 377 378
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379 380 381 382 383 384
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385 386 387 388 389 390
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391 392 393 394 395 396
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397 398 399 400 401 402
0.216199912 -0.278152642 0.722144909 -0.277557539 0.217390118 0.217687670
403 404 405 406 407 408
0.217985221 -0.276367333 -0.276069782 -0.275772230 -0.275474678 0.219472979
409 410 411 412 413 414
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415 416 417 418 419 420
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421 422 423 424 425 426
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427 428 429 430 431 432
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433 434 435 436 437 438
0.732261662 -0.267440787 0.227506871 -0.266845684 0.228101974 0.228399525
439 440 441 442 443 444
0.228697077 -0.265655477 0.229292180 0.229589732 -0.264762823 -0.264465271
445 446 447 448 449 450
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451 452 453 454 455 456
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457 458 459 460 461 462
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463 464 465 466 467 468
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469 470 471 472 473 474
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475 476 477 478 479 480
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481 482 483 484 485 486
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487 488 489 490 491 492
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493 494 495 496 497 498
0.750114755 -0.249587694 0.245359964 -0.248992591 -0.248695039 -0.248397487
499 500 501 502 503 504
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505 506 507 508 509 510
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511 512 513 514 515 516
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517 518 519 520 521 522
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523 524 525 526 527 528
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529 530 531 532 533 534
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535 536 537 538 539 540
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541 542 543 544 545 546
0.259047335 0.259344887 0.259642438 -0.234710116 -0.234412565 0.260535093
547 548 549 550 551 552
0.260832644 -0.233519910 0.766777642 0.767075193 0.262022851 0.262320402
553 554 555 556 557 558
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559 560 561 562 563 564
0.264403263 0.264700814 0.264998366 -0.229354188 0.265593469 -0.228759085
565 566 567 568 569 570
0.266188572 -0.228163982 -0.227866431 -0.227568879 -0.227271327 -0.226973776
571 572 573 574 575 576
0.267973882 -0.226378673 0.268568985 0.268866536 -0.225486018 -0.730538361
577 578 579 580 581 582
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583 584 585 586 587 588
0.271544500 0.271842052 0.272139603 -0.222212951 0.272734706 0.778382152
589 590 591 592 593 594
0.273329809 0.273627361 0.273924913 0.274222464 -0.220130090 0.274817567
595 596 597 598 599 600
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601 602 603 604 605 606
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607 608 609 610 611 612
0.784035631 0.278983289 -0.215369265 -0.215071714 -0.720124056 0.785523389
613 614 615 616 617 618
0.280471047 0.786118492 -0.213583956 -0.213286405 -0.212988853 -0.212691301
619 620 621 622 623 624
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625 626 627 628 629 630
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631 632 633 634 635 636
0.791176869 -0.208525580 -0.713577922 -0.207930477 -0.207632925 -0.207335374
637 638 639 640 641 642
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643 644 645 646 647 648
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649 650 651 652 653 654
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655 656 657 658 659 660
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661 662 663 664 665 666
0.294753521 0.295051073 -0.199301482 -0.199003930 0.801293621 -0.703758721
667 668 669 670 671 672
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673 674 675 676 677 678
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679 680 681 682 683 684
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685 686 687 688 689 690
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691 692 693 694 695 696
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697 698 699 700 701 702
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703 704 705 706 707 708
-0.692749314 -0.187101868 -0.186804317 -0.186506765 -0.691559108 -0.185911662
709 710 711 712 713 714
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715 716 717 718 719 720
0.816171199 -0.183531250 -0.183233698 -0.182936147 -0.182638595 0.817658957
721 722 723 724 725 726
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727 728 729 730 731 732
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733 734 735 736 737 738
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739 740 741 742 743 744
0.317962542 -0.176390012 -0.176092461 -0.175794909 0.824502642 -0.680549700
745 746 747 748 749 750
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751 752 753 754 755 756
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757 758 759 760 761 762
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763 764 765 766 767 768
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769 770 771 772 773 774
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775 776 777 778 779 780
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781 782 783 784 785 786
0.330459707 -0.163892847 -0.163595296 0.836702256 -0.163000193 0.331947465
787 788 789 790 791 792
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793 794 795 796 797 798
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799 800 801 802 803 804
0.841165529 -0.158536919 -0.663589262 -0.157941816 -0.157644265 -0.157346713
805 806 807 808 809 810
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811 812 813 814 815 816
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817 818 819 820 821 822
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823 824 825 826 827 828
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829 830 831 832 833 834
-0.655257819 -0.654960267 -0.149312821 -0.149015270 -0.654067612 -0.148420167
835 836 837 838 839 840
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841 842 843 844 845 846
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847 848 849 850 851 852
-0.144551997 -0.144254445 -0.143956894 -0.143659342 -0.143361790 0.351585867
853 854 855 856 857 858
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859 860 861 862 863 864
0.859018622 -0.646033721 0.354263831 -0.645438618 0.354858934 -0.139493620
865 866 867 868 869 870
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871 872 873 874 875 876
0.357239346 -0.137113208 0.357834450 -0.136518105 0.863779447 -0.135923002
877 878 879 880 881 882
-0.135625450 -0.640677793 -0.640380241 -0.134732795 0.865564756 0.865862308
883 884 885 886 887 888
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889 890 891 892 893 894
-0.132054832 0.868242720 -0.131459728 -0.131162177 -0.130864625 -0.130567074
895 896 897 898 899 900
0.869730478 0.364678135 -0.129674419 -0.129376868 -0.129079316 0.365868341
901 902 903 904 905 906
-0.128484213 -0.633536556 -0.127889110 -0.632941452 -0.127294007 0.873003545
907 908 909 910 911 912
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913 914 915 916 917 918
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919 920 921 922 923 924
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925 926 927 928 929 930
-0.121342976 -0.121045424 0.879252127 -0.120450321 -0.625502664 -0.119855218
931 932 933 934 935 936
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937 938 939 940 941 942
0.376877749 -0.622824700 -0.117177254 -0.622229597 -0.116582151 0.883715401
943 944 945 946 947 948
-0.115987048 -0.621039390 -0.115391945 0.884905607 -0.114796842 0.380150816
949 950 951 952 953 954
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955 956 957 958 959 960
-0.112416429 -0.617468772 -0.617171220 -0.616873669 -0.616576117 -0.110928671
961 962 963 964 965 966
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967 968 969 970 971 972
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973 974 975 976 977 978
-0.107060501 -0.106762950 -0.106465398 -0.611517741 -0.105870295 -0.105572744
979 980 981 982 983 984
0.894724808 -0.104977640 0.389970017 0.895617463 -0.104084986 -0.103787434
985 986 987 988 989 990
0.391160223 0.896807669 -0.102894780 -0.607947122 -0.102299677 -0.102002125
991 992 993 994 995 996
-0.101704573 0.898592978 -0.606459365 0.393838187 -0.100514367 -0.100216816
997 998 999 1000 1001 1002
-0.099919264 0.395028393 -0.099324161 0.395623496 0.901270942 0.396218599
1003 1004 1005 1006 1007 1008
0.396516151 0.902163597 0.397111254 -0.097241300 0.397706357 0.398003909
1009 1010 1011 1012 1013 1014
-0.601698540 -0.096051094 -0.095753542 -0.600805885 -0.600508334 -0.600210782
1015 1016 1017 1018 1019 1020
-0.599913230 -0.094265785 -0.093968233 0.906329318 -0.093373130 -0.093075579
1021 1022 1023 1024 1025 1026
-0.092778027 -0.092480475 -0.092182924 0.402764734 -0.091587821 0.908709731
1027 1028 1029 1030 1031 1032
0.403657388 -0.090695166 0.404252491 -0.090100063 -0.089802511 -0.089504960
1033 1034 1035 1036 1037 1038
-0.089207408 0.911090143 0.911387695 0.911685246 0.406632904 0.406930455
1039 1040 1041 1042 1043 1044
-0.087422099 0.407525558 0.407823110 -0.086529444 0.408418213 0.408715765
1045 1046 1047 1048 1049 1050
0.409013316 -0.085339238 -0.085041687 0.409905971 0.410203522 0.915850968
1051 1052 1053 1054 1055 1056
0.410798625 -0.083553929 -0.083256377 -0.082958826 -0.588011168 -0.082363723
1057 1058 1059 1060 1061 1062
0.917933829 0.412881486 -0.586820962 -0.081173517 0.413774141 0.414071692
1063 1064 1065 1066 1067 1068
-0.080280862 -0.079983310 0.920314241 -0.079388207 -0.079090656 0.415857002
1069 1070 1071 1072 1073 1074
-0.078495553 -0.078198001 -0.077900449 0.417047208 -0.077305346 -0.077007795
1075 1076 1077 1078 1079 1080
-0.076710243 -0.076412692 -0.581465034 0.418832517 0.419130069 0.419427620
1081 1082 1083 1084 1085 1086
0.925075066 0.420022723 0.925670169 -0.074032279 -0.073734728 -0.073437176
1087 1088 1089 1090 1091 1092
-0.578489519 -0.072842073 0.927455478 -0.072246970 -0.577299313 -0.577001761
1093 1094 1095 1096 1097 1098
-0.071354315 -0.071056764 0.423890894 -0.575811555 -0.070164109 -0.069866558
1099 1100 1101 1102 1103 1104
-0.574918900 -0.574621349 -0.574323797 -0.068676351 -0.068378800 -0.068081248
1105 1106 1107 1108 1109 1110
-0.067783697 -0.067486145 -0.572538488 -0.066891042 -0.066593491 -0.066295939
1111 1112 1113 1114 1115 1116
-0.065998387 -0.065700836 -0.570753179 -0.570455627 -0.064808181 -0.064510630
1117 1118 1119 1120 1121 1122
-0.064213078 -0.063915527 -0.063617975 -0.063320424 0.936977128 0.937274680
1123 1124 1125 1126 1127 1128
0.432222337 0.432519889 -0.567182560 -0.061535114 -0.566587457 -0.060940011
1129 1130 1131 1132 1133 1134
-0.060642460 -0.060344908 -0.565397251 0.940250195 -0.059452253 -0.059154702
1135 1136 1137 1138 1139 1140
-0.058857150 -0.058559599 -0.563611941 -0.057964496 -0.057666944 -0.057369393
1141 1142 1143 1144 1145 1146
-0.057071841 -0.056774289 -0.056476738 -0.056179186 -0.055881635 -0.055584083
1147 1148 1149 1150 1151 1152
-0.560636426 -0.560338874 -0.054691429 0.440256229 -0.054096325 -0.559148668
1153 1154 1155 1156 1157 1158
-0.053501222 -0.558553565 -0.052906119 -0.052608568 -0.557660910 -0.052013465
1159 1160 1161 1162 1163 1164
-0.557065807 0.443231744 -0.051120810 -0.050823258 0.949474293 -0.050228155
1165 1166 1167 1168 1169 1170
-0.049930604 -0.049633052 -0.049335501 -0.049037949 -0.048740398 -0.048442846
1171 1172 1173 1174 1175 1176
-0.048145295 -0.047847743 -0.552900086 -0.552602534 -0.552304982 -0.552007431
1177 1178 1179 1180 1181 1182
-0.046359985 -0.046062434 -0.045764882 -0.045467331 -0.550519673 -0.044872227
1183 1184 1185 1186 1187 1188
0.450075430 -0.044277124 -0.043979573 -0.043682021 -0.043384470 0.451563188
1189 1190 1191 1192 1193 1194
0.451860739 0.452158291 0.957805736 -0.041896712 -0.041599160 -0.041301609
1195 1196 1197 1198 1199 1200
-0.041004057 -0.040706506 0.959591046 -0.040111403 0.454836255 -0.039516300
1201 1202 1203 1204 1205 1206
-0.039218748 -0.038921196 -0.038623645 -0.038326093 -0.038028542 0.456919116
1207 1208 1209 1210 1211 1212
-0.037433439 -0.037135887 -0.542188230 -0.541890678 -0.036243233 -0.541295575
1213 1214 1215 1216 1217 1218
-0.035648129 -0.035350578 -0.035053026 -0.034755475 0.460192183 -0.034160372
1219 1220 1221 1222 1223 1224
-0.033862820 -0.033565269 -0.033267717 -0.032970165 -0.032672614 0.462275043
1225 1226 1227 1228 1229 1230
-0.032077511 -0.031779959 -0.031482408 -0.536534750 0.969112695 -0.030589753
1231 1232 1233 1234 1235 1236
-0.535642096 -0.535344544 0.970302902 0.970600453 -0.029101995 -0.028804444
1237 1238 1239 1240 1241 1242
0.971493108 -0.028209341 0.972088211 -0.027614238 0.972683314 -0.027019134
1243 1244 1245 1246 1247 1248
-0.026721583 -0.026424031 0.468523626 -0.025828928 -0.025531377 0.469416281
1249 1250 1251 1252 1253 1254
-0.024936274 -0.024638722 -0.024341171 -0.024043619 -0.023746067 -0.023448516
1255 1256 1257 1258 1259 1260
0.976849036 -0.022853413 0.977444139 0.472391796 0.472689348 -0.021663207
1261 1262 1263 1264 1265 1266
0.473284451 0.473582002 -0.020770552 -0.020473000 -0.020175449 -0.525227791
1267 1268 1269 1270 1271 1272
-0.019580346 -0.524632688 -0.018985243 -0.018687691 -0.018390140 -0.018092588
1273 1274 1275 1276 1277 1278
-0.017795036 -0.522847379 -0.017199933 -0.016902382 -0.521954724 0.983692721
1279 1280 1281 1282 1283 1284
-0.016009727 -0.521062070 -0.015414624 -0.015117072 -0.014819521 -0.014521969
1285 1286 1287 1288 1289 1290
-0.014224418 -0.013926866 0.481020791 -0.013331763 -0.013034212 -0.012736660
1291 1292 1293 1294 1295 1296
0.482210997 -0.012141557 -0.011844005 -0.011546454 -0.011248902 -0.010951351
1297 1298 1299 1300 1301 1302
-0.010653799 -0.010356248 -0.010058696 -0.009761145 0.485186513 -0.009166041
1303 1304 1305 1306 1307 1308
-0.008868490 -0.008570938 -0.513623281 -0.513325729 -0.007678284 -0.007380732
1309
-0.007083181
> postscript(file="/var/www/rcomp/tmp/678851290626124.ps",horizontal=F,pagecentre=F,paper="special",width=8.3333333333333,height=5.5555555555556)
> dum <- cbind(lag(myerror,k=1),myerror)
> dum
Time Series:
Start = 0
End = 1309
Frequency = 1
lag(myerror, k = 1) myerror
0 0.098369498 NA
1 0.604016944 0.098369498
2 -0.901035399 0.604016944
3 -0.395387953 -0.901035399
4 -0.900440296 -0.395387953
5 0.605207150 -0.900440296
6 0.100154808 0.605207150
7 -0.394197747 0.100154808
8 0.100749911 -0.394197747
9 -0.393602644 0.100749911
10 -0.393305092 -0.393602644
11 0.101642565 -0.393305092
12 0.101940117 0.101642565
13 0.102237668 0.101940117
14 0.607885114 0.102237668
15 -0.391817334 0.607885114
16 -0.391519783 -0.391817334
17 0.103427875 -0.391519783
18 0.103725426 0.103427875
19 -0.390627128 0.103725426
20 0.609670423 -0.390627128
21 0.104618081 0.609670423
22 0.610265526 0.104618081
23 0.105213184 0.610265526
24 0.105510735 0.105213184
25 -0.388841819 0.105510735
26 0.611455733 -0.388841819
27 0.106403390 0.611455733
28 0.106700942 0.106403390
29 0.612348387 0.106700942
30 -0.387354061 0.612348387
31 0.612943490 -0.387354061
32 0.107891148 0.612943490
33 0.108188699 0.107891148
34 -0.386163855 0.108188699
35 0.108783802 -0.386163855
36 0.109081354 0.108783802
37 0.614728800 0.109081354
38 -0.384973649 0.614728800
39 -0.384676097 -0.384973649
40 -0.384378546 -0.384676097
41 0.110569112 -0.384378546
42 0.110866663 0.110569112
43 0.111164215 0.110866663
44 0.111461766 0.111164215
45 -0.382890788 0.111461766
46 -0.382593236 -0.382890788
47 0.617704315 -0.382593236
48 0.112651973 0.617704315
49 0.618299418 0.112651973
50 0.113247076 0.618299418
51 -0.381105479 0.113247076
52 -0.380807927 -0.381105479
53 -0.380510376 -0.380807927
54 0.619787176 -0.380510376
55 0.114734833 0.619787176
56 0.620382279 0.114734833
57 0.115329937 0.620382279
58 -0.379022618 0.115329937
59 0.115925040 -0.379022618
60 -0.378427515 0.115925040
61 0.116520143 -0.378427515
62 -0.377832412 0.116520143
63 0.117115246 -0.377832412
64 0.622762692 0.117115246
65 0.117710349 0.622762692
66 0.118007900 0.117710349
67 0.118305452 0.118007900
68 0.623952898 0.118305452
69 0.118900555 0.623952898
70 -0.375451999 0.118900555
71 -0.375154448 -0.375451999
72 0.119793210 -0.375154448
73 0.120090761 0.119793210
74 -0.374261793 0.120090761
75 -0.373964241 -0.374261793
76 0.120983416 -0.373964241
77 -0.373369138 0.120983416
78 0.121578519 -0.373369138
79 0.121876071 0.121578519
80 -0.372476484 0.121876071
81 -0.372178932 -0.372476484
82 0.122768725 -0.372178932
83 0.123066277 0.122768725
84 -0.371286277 0.123066277
85 0.123661380 -0.371286277
86 0.629308826 0.123661380
87 0.629606377 0.629308826
88 0.124554035 0.629606377
89 -0.369798520 0.124554035
90 0.125149138 -0.369798520
91 0.630796583 0.125149138
92 0.125744241 0.630796583
93 0.631391686 0.125744241
94 0.631689238 0.631391686
95 0.126636895 0.631689238
96 -0.367715659 0.126636895
97 0.127231999 -0.367715659
98 0.127529550 0.127231999
99 0.127827102 0.127529550
100 0.633474547 0.127827102
101 -0.366227901 0.633474547
102 0.128719756 -0.366227901
103 0.129017308 0.128719756
104 0.129314859 0.129017308
105 -0.870387589 0.129314859
106 -0.364740143 -0.870387589
107 0.130207514 -0.364740143
108 0.130505066 0.130207514
109 0.636152511 0.130505066
110 -0.363549937 0.636152511
111 0.131397720 -0.363549937
112 0.131695272 0.131397720
113 0.131992823 0.131695272
114 -0.362359731 0.131992823
115 -0.362062179 -0.362359731
116 0.132885478 -0.362062179
117 0.133183030 0.132885478
118 -0.361169525 0.133183030
119 0.639128027 -0.361169525
120 0.639425578 0.639128027
121 0.134373236 0.639425578
122 0.134670787 0.134373236
123 0.640318233 0.134670787
124 0.135265890 0.640318233
125 -0.359086664 0.135265890
126 -0.358789112 -0.359086664
127 0.136158545 -0.358789112
128 -0.358194009 0.136158545
129 0.136753648 -0.358194009
130 0.137051200 0.136753648
131 0.137348751 0.137051200
132 -0.357003803 0.137348751
133 0.643293748 -0.357003803
134 0.138241406 0.643293748
135 -0.356111148 0.138241406
136 0.644186403 -0.356111148
137 0.139134061 0.644186403
138 -0.355218494 0.139134061
139 0.139729164 -0.355218494
140 0.645376609 0.139729164
141 0.140324267 0.645376609
142 -0.354028288 0.140324267
143 0.646269264 -0.354028288
144 0.141216921 0.646269264
145 0.646864367 0.141216921
146 0.141812024 0.646864367
147 -0.352540530 0.141812024
148 -0.352242978 -0.352540530
149 0.142704679 -0.352242978
150 -0.351647875 0.142704679
151 0.648649676 -0.351647875
152 0.648947228 0.648649676
153 0.143894885 0.648947228
154 -0.350457669 0.143894885
155 0.144489988 -0.350457669
156 -0.349862566 0.144489988
157 -0.349565014 -0.349862566
158 -0.349267463 -0.349565014
159 0.145680195 -0.349267463
160 0.145977746 0.145680195
161 0.146275298 0.145977746
162 -0.348077257 0.146275298
163 0.146870401 -0.348077257
164 0.652517847 0.146870401
165 0.652815398 0.652517847
166 -0.346887050 0.652815398
167 0.148060607 -0.346887050
168 0.148358159 0.148060607
169 -0.851344290 0.148358159
170 0.654303156 -0.851344290
171 -0.345399293 0.654303156
172 -0.345101741 -0.345399293
173 -0.344804190 -0.345101741
174 -0.344506638 -0.344804190
175 -0.344209086 -0.344506638
176 0.150738571 -0.344209086
177 0.656386017 0.150738571
178 0.151333674 0.656386017
179 -0.343018880 0.151333674
180 0.151928777 -0.343018880
181 0.152226329 0.151928777
182 0.152523880 0.152226329
183 0.658171326 0.152523880
184 -0.341531122 0.658171326
185 -0.341233571 -0.341531122
186 0.153714086 -0.341233571
187 0.154011638 0.153714086
188 0.154309190 0.154011638
189 -0.340043365 0.154309190
190 0.154904293 -0.340043365
191 -0.339448262 0.154904293
192 0.155499396 -0.339448262
193 0.155796947 0.155499396
194 -0.338555607 0.155796947
195 0.156392050 -0.338555607
196 0.662039496 0.156392050
197 -0.337662952 0.662039496
198 0.157284705 -0.337662952
199 0.157582257 0.157284705
200 -0.336770298 0.157582257
201 -0.336472746 -0.336770298
202 0.663824805 -0.336472746
203 -0.335877643 0.663824805
204 0.159070014 -0.335877643
205 -0.335282540 0.159070014
206 -0.334984988 -0.335282540
207 0.159962669 -0.334984988
208 0.160260221 0.159962669
209 0.665907666 0.160260221
210 -0.333794782 0.665907666
211 -0.333497231 -0.333794782
212 -0.333199679 -0.333497231
213 0.161747978 -0.333199679
214 0.162045530 0.161747978
215 -0.332307024 0.162045530
216 0.162640633 -0.332307024
217 -0.331711921 0.162640633
218 0.163235736 -0.331711921
219 0.668883182 0.163235736
220 0.163830839 0.668883182
221 -0.330521715 0.163830839
222 -0.330224164 -0.330521715
223 -0.329926612 -0.330224164
224 -0.329629061 -0.329926612
225 -0.329331509 -0.329629061
226 -0.329033957 -0.329331509
227 0.165913700 -0.329033957
228 -0.328438854 0.165913700
229 0.166508803 -0.328438854
230 0.166806355 0.166508803
231 0.672453800 0.166806355
232 -0.327248648 0.672453800
233 0.167699009 -0.327248648
234 -0.326653545 0.167699009
235 0.673644007 -0.326653545
236 -0.326058442 0.673644007
237 -0.325760890 -0.326058442
238 0.169186767 -0.325760890
239 -0.325165787 0.169186767
240 0.675131764 -0.325165787
241 -0.324570684 0.675131764
242 0.170376973 -0.324570684
243 -0.323975581 0.170376973
244 -0.323678030 -0.323975581
245 0.171269628 -0.323678030
246 -0.323082926 0.171269628
247 0.171864731 -0.323082926
248 -0.322487823 0.171864731
249 0.677809728 -0.322487823
250 0.172757386 0.677809728
251 0.173054937 0.172757386
252 -0.321297617 0.173054937
253 0.173650040 -0.321297617
254 0.679297486 0.173650040
255 0.174245143 0.679297486
256 0.679892589 0.174245143
257 0.174840246 0.679892589
258 0.175137798 0.174840246
259 0.680785244 0.175137798
260 0.175732901 0.680785244
261 0.681380347 0.175732901
262 -0.318322102 0.681380347
263 0.176625556 -0.318322102
264 0.682273001 0.176625556
265 0.682570553 0.682273001
266 -0.317131895 0.682570553
267 -0.316834344 -0.317131895
268 -0.316536792 -0.316834344
269 -0.316239241 -0.316536792
270 0.178708417 -0.316239241
271 0.684355862 0.178708417
272 0.179303520 0.684355862
273 0.684950965 0.179303520
274 0.685248517 0.684950965
275 0.180196174 0.685248517
276 -0.314156380 0.180196174
277 0.180791277 -0.314156380
278 0.686438723 0.180791277
279 -0.313263725 0.686438723
280 0.687033826 -0.313263725
281 0.181981484 0.687033826
282 0.182279035 0.181981484
283 -0.312073519 0.182279035
284 0.182874138 -0.312073519
285 -0.311478416 0.182874138
286 -0.816530759 -0.311478416
287 -0.310883313 -0.816530759
288 0.184064345 -0.310883313
289 0.184361896 0.184064345
290 -0.309990658 0.184361896
291 0.184956999 -0.309990658
292 0.690604445 0.184956999
293 0.185552102 0.690604445
294 -0.308800452 0.185552102
295 0.691497100 -0.308800452
296 0.186444757 0.691497100
297 0.186742308 0.186444757
298 0.692389754 0.186742308
299 -0.307312694 0.692389754
300 -0.307015143 -0.307312694
301 -0.306717591 -0.307015143
302 0.188230066 -0.306717591
303 -0.306122488 0.188230066
304 0.188825169 -0.306122488
305 -0.305527385 0.188825169
306 -0.305229833 -0.305527385
307 -0.304932282 -0.305229833
308 0.190015376 -0.304932282
309 0.190312927 0.190015376
310 -0.304039627 0.190312927
311 0.190908030 -0.304039627
312 -0.303444524 0.190908030
313 -0.303146973 -0.303444524
314 0.191800685 -0.303146973
315 0.192098236 0.191800685
316 -0.302254318 0.192098236
317 0.698043234 -0.302254318
318 -0.301659215 0.698043234
319 0.193288443 -0.301659215
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831 -0.149015270 -0.149312821
832 -0.654067612 -0.149015270
833 -0.148420167 -0.654067612
834 -0.148122615 -0.148420167
835 -0.147825064 -0.148122615
836 -0.147527512 -0.147825064
837 -0.147229961 -0.147527512
838 -0.146932409 -0.147229961
839 -0.146634857 -0.146932409
840 -0.651687200 -0.146634857
841 -0.651389649 -0.651687200
842 -0.145742203 -0.651389649
843 -0.145444651 -0.145742203
844 -0.145147100 -0.145444651
845 0.349800558 -0.145147100
846 -0.144551997 0.349800558
847 -0.144254445 -0.144551997
848 -0.143956894 -0.144254445
849 -0.143659342 -0.143956894
850 -0.143361790 -0.143659342
851 0.351585867 -0.143361790
852 -0.648116581 0.351585867
853 -0.142469136 -0.648116581
854 -0.142171584 -0.142469136
855 -0.141874033 -0.142171584
856 0.353073625 -0.141874033
857 0.858721070 0.353073625
858 0.859018622 0.858721070
859 -0.646033721 0.859018622
860 0.354263831 -0.646033721
861 -0.645438618 0.354263831
862 0.354858934 -0.645438618
863 -0.139493620 0.354858934
864 -0.644545963 -0.139493620
865 -0.644248411 -0.644545963
866 0.356049140 -0.644248411
867 0.356346692 0.356049140
868 -0.138005863 0.356346692
869 -0.137708311 -0.138005863
870 0.357239346 -0.137708311
871 -0.137113208 0.357239346
872 0.357834450 -0.137113208
873 -0.136518105 0.357834450
874 0.863779447 -0.136518105
875 -0.135923002 0.863779447
876 -0.135625450 -0.135923002
877 -0.640677793 -0.135625450
878 -0.640380241 -0.640677793
879 -0.134732795 -0.640380241
880 0.865564756 -0.134732795
881 0.865862308 0.865564756
882 -0.133840141 0.865862308
883 -0.133542589 -0.133840141
884 -0.133245038 -0.133542589
885 -0.132947486 -0.133245038
886 0.362000171 -0.132947486
887 0.867647617 0.362000171
888 -0.132054832 0.867647617
889 0.868242720 -0.132054832
890 -0.131459728 0.868242720
891 -0.131162177 -0.131459728
892 -0.130864625 -0.131162177
893 -0.130567074 -0.130864625
894 0.869730478 -0.130567074
895 0.364678135 0.869730478
896 -0.129674419 0.364678135
897 -0.129376868 -0.129674419
898 -0.129079316 -0.129376868
899 0.365868341 -0.129079316
900 -0.128484213 0.365868341
901 -0.633536556 -0.128484213
902 -0.127889110 -0.633536556
903 -0.632941452 -0.127889110
904 -0.127294007 -0.632941452
905 0.873003545 -0.127294007
906 -0.126698904 0.873003545
907 -0.631751246 -0.126698904
908 -0.631453695 -0.631751246
909 0.874193751 -0.631453695
910 -0.125508697 0.874193751
911 -0.125211146 -0.125508697
912 -0.124913594 -0.125211146
913 0.875383957 -0.124913594
914 -0.124318491 0.875383957
915 -0.124020940 -0.124318491
916 0.370926718 -0.124020940
917 0.876574163 0.370926718
918 -0.123128285 0.876574163
919 -0.122830733 -0.123128285
920 -0.122533182 -0.122830733
921 -0.122235630 -0.122533182
922 0.372712027 -0.122235630
923 0.373009579 0.372712027
924 -0.121342976 0.373009579
925 -0.121045424 -0.121342976
926 0.879252127 -0.121045424
927 -0.120450321 0.879252127
928 -0.625502664 -0.120450321
929 -0.119855218 -0.625502664
930 -0.119557666 -0.119855218
931 -0.119260115 -0.119557666
932 -0.624312457 -0.119260115
933 -0.118665012 -0.624312457
934 0.376282646 -0.118665012
935 0.881930091 0.376282646
936 0.376877749 0.881930091
937 -0.622824700 0.376877749
938 -0.117177254 -0.622824700
939 -0.622229597 -0.117177254
940 -0.116582151 -0.622229597
941 0.883715401 -0.116582151
942 -0.115987048 0.883715401
943 -0.621039390 -0.115987048
944 -0.115391945 -0.621039390
945 0.884905607 -0.115391945
946 -0.114796842 0.884905607
947 0.380150816 -0.114796842
948 -0.114201739 0.380150816
949 0.886095813 -0.114201739
950 -0.113606635 0.886095813
951 -0.113309084 -0.113606635
952 -0.113011532 -0.113309084
953 0.887286019 -0.113011532
954 -0.112416429 0.887286019
955 -0.617468772 -0.112416429
956 -0.617171220 -0.617468772
957 -0.616873669 -0.617171220
958 -0.616576117 -0.616873669
959 -0.110928671 -0.616576117
960 -0.110631120 -0.110928671
961 -0.615683463 -0.110631120
962 -0.110036017 -0.615683463
963 -0.109738465 -0.110036017
964 -0.109440914 -0.109738465
965 -0.109143362 -0.109440914
966 -0.614195705 -0.109143362
967 -0.613898153 -0.614195705
968 -0.108250708 -0.613898153
969 -0.613303050 -0.108250708
970 0.892344396 -0.613303050
971 -0.107358053 0.892344396
972 -0.107060501 -0.107358053
973 -0.106762950 -0.107060501
974 -0.106465398 -0.106762950
975 -0.611517741 -0.106465398
976 -0.105870295 -0.611517741
977 -0.105572744 -0.105870295
978 0.894724808 -0.105572744
979 -0.104977640 0.894724808
980 0.389970017 -0.104977640
981 0.895617463 0.389970017
982 -0.104084986 0.895617463
983 -0.103787434 -0.104084986
984 0.391160223 -0.103787434
985 0.896807669 0.391160223
986 -0.102894780 0.896807669
987 -0.607947122 -0.102894780
988 -0.102299677 -0.607947122
989 -0.102002125 -0.102299677
990 -0.101704573 -0.102002125
991 0.898592978 -0.101704573
992 -0.606459365 0.898592978
993 0.393838187 -0.606459365
994 -0.100514367 0.393838187
995 -0.100216816 -0.100514367
996 -0.099919264 -0.100216816
997 0.395028393 -0.099919264
998 -0.099324161 0.395028393
999 0.395623496 -0.099324161
1000 0.901270942 0.395623496
1001 0.396218599 0.901270942
1002 0.396516151 0.396218599
1003 0.902163597 0.396516151
1004 0.397111254 0.902163597
1005 -0.097241300 0.397111254
1006 0.397706357 -0.097241300
1007 0.398003909 0.397706357
1008 -0.601698540 0.398003909
1009 -0.096051094 -0.601698540
1010 -0.095753542 -0.096051094
1011 -0.600805885 -0.095753542
1012 -0.600508334 -0.600805885
1013 -0.600210782 -0.600508334
1014 -0.599913230 -0.600210782
1015 -0.094265785 -0.599913230
1016 -0.093968233 -0.094265785
1017 0.906329318 -0.093968233
1018 -0.093373130 0.906329318
1019 -0.093075579 -0.093373130
1020 -0.092778027 -0.093075579
1021 -0.092480475 -0.092778027
1022 -0.092182924 -0.092480475
1023 0.402764734 -0.092182924
1024 -0.091587821 0.402764734
1025 0.908709731 -0.091587821
1026 0.403657388 0.908709731
1027 -0.090695166 0.403657388
1028 0.404252491 -0.090695166
1029 -0.090100063 0.404252491
1030 -0.089802511 -0.090100063
1031 -0.089504960 -0.089802511
1032 -0.089207408 -0.089504960
1033 0.911090143 -0.089207408
1034 0.911387695 0.911090143
1035 0.911685246 0.911387695
1036 0.406632904 0.911685246
1037 0.406930455 0.406632904
1038 -0.087422099 0.406930455
1039 0.407525558 -0.087422099
1040 0.407823110 0.407525558
1041 -0.086529444 0.407823110
1042 0.408418213 -0.086529444
1043 0.408715765 0.408418213
1044 0.409013316 0.408715765
1045 -0.085339238 0.409013316
1046 -0.085041687 -0.085339238
1047 0.409905971 -0.085041687
1048 0.410203522 0.409905971
1049 0.915850968 0.410203522
1050 0.410798625 0.915850968
1051 -0.083553929 0.410798625
1052 -0.083256377 -0.083553929
1053 -0.082958826 -0.083256377
1054 -0.588011168 -0.082958826
1055 -0.082363723 -0.588011168
1056 0.917933829 -0.082363723
1057 0.412881486 0.917933829
1058 -0.586820962 0.412881486
1059 -0.081173517 -0.586820962
1060 0.413774141 -0.081173517
1061 0.414071692 0.413774141
1062 -0.080280862 0.414071692
1063 -0.079983310 -0.080280862
1064 0.920314241 -0.079983310
1065 -0.079388207 0.920314241
1066 -0.079090656 -0.079388207
1067 0.415857002 -0.079090656
1068 -0.078495553 0.415857002
1069 -0.078198001 -0.078495553
1070 -0.077900449 -0.078198001
1071 0.417047208 -0.077900449
1072 -0.077305346 0.417047208
1073 -0.077007795 -0.077305346
1074 -0.076710243 -0.077007795
1075 -0.076412692 -0.076710243
1076 -0.581465034 -0.076412692
1077 0.418832517 -0.581465034
1078 0.419130069 0.418832517
1079 0.419427620 0.419130069
1080 0.925075066 0.419427620
1081 0.420022723 0.925075066
1082 0.925670169 0.420022723
1083 -0.074032279 0.925670169
1084 -0.073734728 -0.074032279
1085 -0.073437176 -0.073734728
1086 -0.578489519 -0.073437176
1087 -0.072842073 -0.578489519
1088 0.927455478 -0.072842073
1089 -0.072246970 0.927455478
1090 -0.577299313 -0.072246970
1091 -0.577001761 -0.577299313
1092 -0.071354315 -0.577001761
1093 -0.071056764 -0.071354315
1094 0.423890894 -0.071056764
1095 -0.575811555 0.423890894
1096 -0.070164109 -0.575811555
1097 -0.069866558 -0.070164109
1098 -0.574918900 -0.069866558
1099 -0.574621349 -0.574918900
1100 -0.574323797 -0.574621349
1101 -0.068676351 -0.574323797
1102 -0.068378800 -0.068676351
1103 -0.068081248 -0.068378800
1104 -0.067783697 -0.068081248
1105 -0.067486145 -0.067783697
1106 -0.572538488 -0.067486145
1107 -0.066891042 -0.572538488
1108 -0.066593491 -0.066891042
1109 -0.066295939 -0.066593491
1110 -0.065998387 -0.066295939
1111 -0.065700836 -0.065998387
1112 -0.570753179 -0.065700836
1113 -0.570455627 -0.570753179
1114 -0.064808181 -0.570455627
1115 -0.064510630 -0.064808181
1116 -0.064213078 -0.064510630
1117 -0.063915527 -0.064213078
1118 -0.063617975 -0.063915527
1119 -0.063320424 -0.063617975
1120 0.936977128 -0.063320424
1121 0.937274680 0.936977128
1122 0.432222337 0.937274680
1123 0.432519889 0.432222337
1124 -0.567182560 0.432519889
1125 -0.061535114 -0.567182560
1126 -0.566587457 -0.061535114
1127 -0.060940011 -0.566587457
1128 -0.060642460 -0.060940011
1129 -0.060344908 -0.060642460
1130 -0.565397251 -0.060344908
1131 0.940250195 -0.565397251
1132 -0.059452253 0.940250195
1133 -0.059154702 -0.059452253
1134 -0.058857150 -0.059154702
1135 -0.058559599 -0.058857150
1136 -0.563611941 -0.058559599
1137 -0.057964496 -0.563611941
1138 -0.057666944 -0.057964496
1139 -0.057369393 -0.057666944
1140 -0.057071841 -0.057369393
1141 -0.056774289 -0.057071841
1142 -0.056476738 -0.056774289
1143 -0.056179186 -0.056476738
1144 -0.055881635 -0.056179186
1145 -0.055584083 -0.055881635
1146 -0.560636426 -0.055584083
1147 -0.560338874 -0.560636426
1148 -0.054691429 -0.560338874
1149 0.440256229 -0.054691429
1150 -0.054096325 0.440256229
1151 -0.559148668 -0.054096325
1152 -0.053501222 -0.559148668
1153 -0.558553565 -0.053501222
1154 -0.052906119 -0.558553565
1155 -0.052608568 -0.052906119
1156 -0.557660910 -0.052608568
1157 -0.052013465 -0.557660910
1158 -0.557065807 -0.052013465
1159 0.443231744 -0.557065807
1160 -0.051120810 0.443231744
1161 -0.050823258 -0.051120810
1162 0.949474293 -0.050823258
1163 -0.050228155 0.949474293
1164 -0.049930604 -0.050228155
1165 -0.049633052 -0.049930604
1166 -0.049335501 -0.049633052
1167 -0.049037949 -0.049335501
1168 -0.048740398 -0.049037949
1169 -0.048442846 -0.048740398
1170 -0.048145295 -0.048442846
1171 -0.047847743 -0.048145295
1172 -0.552900086 -0.047847743
1173 -0.552602534 -0.552900086
1174 -0.552304982 -0.552602534
1175 -0.552007431 -0.552304982
1176 -0.046359985 -0.552007431
1177 -0.046062434 -0.046359985
1178 -0.045764882 -0.046062434
1179 -0.045467331 -0.045764882
1180 -0.550519673 -0.045467331
1181 -0.044872227 -0.550519673
1182 0.450075430 -0.044872227
1183 -0.044277124 0.450075430
1184 -0.043979573 -0.044277124
1185 -0.043682021 -0.043979573
1186 -0.043384470 -0.043682021
1187 0.451563188 -0.043384470
1188 0.451860739 0.451563188
1189 0.452158291 0.451860739
1190 0.957805736 0.452158291
1191 -0.041896712 0.957805736
1192 -0.041599160 -0.041896712
1193 -0.041301609 -0.041599160
1194 -0.041004057 -0.041301609
1195 -0.040706506 -0.041004057
1196 0.959591046 -0.040706506
1197 -0.040111403 0.959591046
1198 0.454836255 -0.040111403
1199 -0.039516300 0.454836255
1200 -0.039218748 -0.039516300
1201 -0.038921196 -0.039218748
1202 -0.038623645 -0.038921196
1203 -0.038326093 -0.038623645
1204 -0.038028542 -0.038326093
1205 0.456919116 -0.038028542
1206 -0.037433439 0.456919116
1207 -0.037135887 -0.037433439
1208 -0.542188230 -0.037135887
1209 -0.541890678 -0.542188230
1210 -0.036243233 -0.541890678
1211 -0.541295575 -0.036243233
1212 -0.035648129 -0.541295575
1213 -0.035350578 -0.035648129
1214 -0.035053026 -0.035350578
1215 -0.034755475 -0.035053026
1216 0.460192183 -0.034755475
1217 -0.034160372 0.460192183
1218 -0.033862820 -0.034160372
1219 -0.033565269 -0.033862820
1220 -0.033267717 -0.033565269
1221 -0.032970165 -0.033267717
1222 -0.032672614 -0.032970165
1223 0.462275043 -0.032672614
1224 -0.032077511 0.462275043
1225 -0.031779959 -0.032077511
1226 -0.031482408 -0.031779959
1227 -0.536534750 -0.031482408
1228 0.969112695 -0.536534750
1229 -0.030589753 0.969112695
1230 -0.535642096 -0.030589753
1231 -0.535344544 -0.535642096
1232 0.970302902 -0.535344544
1233 0.970600453 0.970302902
1234 -0.029101995 0.970600453
1235 -0.028804444 -0.029101995
1236 0.971493108 -0.028804444
1237 -0.028209341 0.971493108
1238 0.972088211 -0.028209341
1239 -0.027614238 0.972088211
1240 0.972683314 -0.027614238
1241 -0.027019134 0.972683314
1242 -0.026721583 -0.027019134
1243 -0.026424031 -0.026721583
1244 0.468523626 -0.026424031
1245 -0.025828928 0.468523626
1246 -0.025531377 -0.025828928
1247 0.469416281 -0.025531377
1248 -0.024936274 0.469416281
1249 -0.024638722 -0.024936274
1250 -0.024341171 -0.024638722
1251 -0.024043619 -0.024341171
1252 -0.023746067 -0.024043619
1253 -0.023448516 -0.023746067
1254 0.976849036 -0.023448516
1255 -0.022853413 0.976849036
1256 0.977444139 -0.022853413
1257 0.472391796 0.977444139
1258 0.472689348 0.472391796
1259 -0.021663207 0.472689348
1260 0.473284451 -0.021663207
1261 0.473582002 0.473284451
1262 -0.020770552 0.473582002
1263 -0.020473000 -0.020770552
1264 -0.020175449 -0.020473000
1265 -0.525227791 -0.020175449
1266 -0.019580346 -0.525227791
1267 -0.524632688 -0.019580346
1268 -0.018985243 -0.524632688
1269 -0.018687691 -0.018985243
1270 -0.018390140 -0.018687691
1271 -0.018092588 -0.018390140
1272 -0.017795036 -0.018092588
1273 -0.522847379 -0.017795036
1274 -0.017199933 -0.522847379
1275 -0.016902382 -0.017199933
1276 -0.521954724 -0.016902382
1277 0.983692721 -0.521954724
1278 -0.016009727 0.983692721
1279 -0.521062070 -0.016009727
1280 -0.015414624 -0.521062070
1281 -0.015117072 -0.015414624
1282 -0.014819521 -0.015117072
1283 -0.014521969 -0.014819521
1284 -0.014224418 -0.014521969
1285 -0.013926866 -0.014224418
1286 0.481020791 -0.013926866
1287 -0.013331763 0.481020791
1288 -0.013034212 -0.013331763
1289 -0.012736660 -0.013034212
1290 0.482210997 -0.012736660
1291 -0.012141557 0.482210997
1292 -0.011844005 -0.012141557
1293 -0.011546454 -0.011844005
1294 -0.011248902 -0.011546454
1295 -0.010951351 -0.011248902
1296 -0.010653799 -0.010951351
1297 -0.010356248 -0.010653799
1298 -0.010058696 -0.010356248
1299 -0.009761145 -0.010058696
1300 0.485186513 -0.009761145
1301 -0.009166041 0.485186513
1302 -0.008868490 -0.009166041
1303 -0.008570938 -0.008868490
1304 -0.513623281 -0.008570938
1305 -0.513325729 -0.513623281
1306 -0.007678284 -0.513325729
1307 -0.007380732 -0.007678284
1308 -0.007083181 -0.007380732
1309 NA -0.007083181
> dum1 <- dum[2:length(myerror),]
> dum1
lag(myerror, k = 1) myerror
[1,] 0.604016944 0.098369498
[2,] -0.901035399 0.604016944
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[1277,] 0.983692721 -0.521954724
[1278,] -0.016009727 0.983692721
[1279,] -0.521062070 -0.016009727
[1280,] -0.015414624 -0.521062070
[1281,] -0.015117072 -0.015414624
[1282,] -0.014819521 -0.015117072
[1283,] -0.014521969 -0.014819521
[1284,] -0.014224418 -0.014521969
[1285,] -0.013926866 -0.014224418
[1286,] 0.481020791 -0.013926866
[1287,] -0.013331763 0.481020791
[1288,] -0.013034212 -0.013331763
[1289,] -0.012736660 -0.013034212
[1290,] 0.482210997 -0.012736660
[1291,] -0.012141557 0.482210997
[1292,] -0.011844005 -0.012141557
[1293,] -0.011546454 -0.011844005
[1294,] -0.011248902 -0.011546454
[1295,] -0.010951351 -0.011248902
[1296,] -0.010653799 -0.010951351
[1297,] -0.010356248 -0.010653799
[1298,] -0.010058696 -0.010356248
[1299,] -0.009761145 -0.010058696
[1300,] 0.485186513 -0.009761145
[1301,] -0.009166041 0.485186513
[1302,] -0.008868490 -0.009166041
[1303,] -0.008570938 -0.008868490
[1304,] -0.513623281 -0.008570938
[1305,] -0.513325729 -0.513623281
[1306,] -0.007678284 -0.513325729
[1307,] -0.007380732 -0.007678284
[1308,] -0.007083181 -0.007380732
> z <- as.data.frame(dum1)
> z
lag(myerror, k = 1) myerror
1 0.604016944 0.098369498
2 -0.901035399 0.604016944
3 -0.395387953 -0.901035399
4 -0.900440296 -0.395387953
5 0.605207150 -0.900440296
6 0.100154808 0.605207150
7 -0.394197747 0.100154808
8 0.100749911 -0.394197747
9 -0.393602644 0.100749911
10 -0.393305092 -0.393602644
11 0.101642565 -0.393305092
12 0.101940117 0.101642565
13 0.102237668 0.101940117
14 0.607885114 0.102237668
15 -0.391817334 0.607885114
16 -0.391519783 -0.391817334
17 0.103427875 -0.391519783
18 0.103725426 0.103427875
19 -0.390627128 0.103725426
20 0.609670423 -0.390627128
21 0.104618081 0.609670423
22 0.610265526 0.104618081
23 0.105213184 0.610265526
24 0.105510735 0.105213184
25 -0.388841819 0.105510735
26 0.611455733 -0.388841819
27 0.106403390 0.611455733
28 0.106700942 0.106403390
29 0.612348387 0.106700942
30 -0.387354061 0.612348387
31 0.612943490 -0.387354061
32 0.107891148 0.612943490
33 0.108188699 0.107891148
34 -0.386163855 0.108188699
35 0.108783802 -0.386163855
36 0.109081354 0.108783802
37 0.614728800 0.109081354
38 -0.384973649 0.614728800
39 -0.384676097 -0.384973649
40 -0.384378546 -0.384676097
41 0.110569112 -0.384378546
42 0.110866663 0.110569112
43 0.111164215 0.110866663
44 0.111461766 0.111164215
45 -0.382890788 0.111461766
46 -0.382593236 -0.382890788
47 0.617704315 -0.382593236
48 0.112651973 0.617704315
49 0.618299418 0.112651973
50 0.113247076 0.618299418
51 -0.381105479 0.113247076
52 -0.380807927 -0.381105479
53 -0.380510376 -0.380807927
54 0.619787176 -0.380510376
55 0.114734833 0.619787176
56 0.620382279 0.114734833
57 0.115329937 0.620382279
58 -0.379022618 0.115329937
59 0.115925040 -0.379022618
60 -0.378427515 0.115925040
61 0.116520143 -0.378427515
62 -0.377832412 0.116520143
63 0.117115246 -0.377832412
64 0.622762692 0.117115246
65 0.117710349 0.622762692
66 0.118007900 0.117710349
67 0.118305452 0.118007900
68 0.623952898 0.118305452
69 0.118900555 0.623952898
70 -0.375451999 0.118900555
71 -0.375154448 -0.375451999
72 0.119793210 -0.375154448
73 0.120090761 0.119793210
74 -0.374261793 0.120090761
75 -0.373964241 -0.374261793
76 0.120983416 -0.373964241
77 -0.373369138 0.120983416
78 0.121578519 -0.373369138
79 0.121876071 0.121578519
80 -0.372476484 0.121876071
81 -0.372178932 -0.372476484
82 0.122768725 -0.372178932
83 0.123066277 0.122768725
84 -0.371286277 0.123066277
85 0.123661380 -0.371286277
86 0.629308826 0.123661380
87 0.629606377 0.629308826
88 0.124554035 0.629606377
89 -0.369798520 0.124554035
90 0.125149138 -0.369798520
91 0.630796583 0.125149138
92 0.125744241 0.630796583
93 0.631391686 0.125744241
94 0.631689238 0.631391686
95 0.126636895 0.631689238
96 -0.367715659 0.126636895
97 0.127231999 -0.367715659
98 0.127529550 0.127231999
99 0.127827102 0.127529550
100 0.633474547 0.127827102
101 -0.366227901 0.633474547
102 0.128719756 -0.366227901
103 0.129017308 0.128719756
104 0.129314859 0.129017308
105 -0.870387589 0.129314859
106 -0.364740143 -0.870387589
107 0.130207514 -0.364740143
108 0.130505066 0.130207514
109 0.636152511 0.130505066
110 -0.363549937 0.636152511
111 0.131397720 -0.363549937
112 0.131695272 0.131397720
113 0.131992823 0.131695272
114 -0.362359731 0.131992823
115 -0.362062179 -0.362359731
116 0.132885478 -0.362062179
117 0.133183030 0.132885478
118 -0.361169525 0.133183030
119 0.639128027 -0.361169525
120 0.639425578 0.639128027
121 0.134373236 0.639425578
122 0.134670787 0.134373236
123 0.640318233 0.134670787
124 0.135265890 0.640318233
125 -0.359086664 0.135265890
126 -0.358789112 -0.359086664
127 0.136158545 -0.358789112
128 -0.358194009 0.136158545
129 0.136753648 -0.358194009
130 0.137051200 0.136753648
131 0.137348751 0.137051200
132 -0.357003803 0.137348751
133 0.643293748 -0.357003803
134 0.138241406 0.643293748
135 -0.356111148 0.138241406
136 0.644186403 -0.356111148
137 0.139134061 0.644186403
138 -0.355218494 0.139134061
139 0.139729164 -0.355218494
140 0.645376609 0.139729164
141 0.140324267 0.645376609
142 -0.354028288 0.140324267
143 0.646269264 -0.354028288
144 0.141216921 0.646269264
145 0.646864367 0.141216921
146 0.141812024 0.646864367
147 -0.352540530 0.141812024
148 -0.352242978 -0.352540530
149 0.142704679 -0.352242978
150 -0.351647875 0.142704679
151 0.648649676 -0.351647875
152 0.648947228 0.648649676
153 0.143894885 0.648947228
154 -0.350457669 0.143894885
155 0.144489988 -0.350457669
156 -0.349862566 0.144489988
157 -0.349565014 -0.349862566
158 -0.349267463 -0.349565014
159 0.145680195 -0.349267463
160 0.145977746 0.145680195
161 0.146275298 0.145977746
162 -0.348077257 0.146275298
163 0.146870401 -0.348077257
164 0.652517847 0.146870401
165 0.652815398 0.652517847
166 -0.346887050 0.652815398
167 0.148060607 -0.346887050
168 0.148358159 0.148060607
169 -0.851344290 0.148358159
170 0.654303156 -0.851344290
171 -0.345399293 0.654303156
172 -0.345101741 -0.345399293
173 -0.344804190 -0.345101741
174 -0.344506638 -0.344804190
175 -0.344209086 -0.344506638
176 0.150738571 -0.344209086
177 0.656386017 0.150738571
178 0.151333674 0.656386017
179 -0.343018880 0.151333674
180 0.151928777 -0.343018880
181 0.152226329 0.151928777
182 0.152523880 0.152226329
183 0.658171326 0.152523880
184 -0.341531122 0.658171326
185 -0.341233571 -0.341531122
186 0.153714086 -0.341233571
187 0.154011638 0.153714086
188 0.154309190 0.154011638
189 -0.340043365 0.154309190
190 0.154904293 -0.340043365
191 -0.339448262 0.154904293
192 0.155499396 -0.339448262
193 0.155796947 0.155499396
194 -0.338555607 0.155796947
195 0.156392050 -0.338555607
196 0.662039496 0.156392050
197 -0.337662952 0.662039496
198 0.157284705 -0.337662952
199 0.157582257 0.157284705
200 -0.336770298 0.157582257
201 -0.336472746 -0.336770298
202 0.663824805 -0.336472746
203 -0.335877643 0.663824805
204 0.159070014 -0.335877643
205 -0.335282540 0.159070014
206 -0.334984988 -0.335282540
207 0.159962669 -0.334984988
208 0.160260221 0.159962669
209 0.665907666 0.160260221
210 -0.333794782 0.665907666
211 -0.333497231 -0.333794782
212 -0.333199679 -0.333497231
213 0.161747978 -0.333199679
214 0.162045530 0.161747978
215 -0.332307024 0.162045530
216 0.162640633 -0.332307024
217 -0.331711921 0.162640633
218 0.163235736 -0.331711921
219 0.668883182 0.163235736
220 0.163830839 0.668883182
221 -0.330521715 0.163830839
222 -0.330224164 -0.330521715
223 -0.329926612 -0.330224164
224 -0.329629061 -0.329926612
225 -0.329331509 -0.329629061
226 -0.329033957 -0.329331509
227 0.165913700 -0.329033957
228 -0.328438854 0.165913700
229 0.166508803 -0.328438854
230 0.166806355 0.166508803
231 0.672453800 0.166806355
232 -0.327248648 0.672453800
233 0.167699009 -0.327248648
234 -0.326653545 0.167699009
235 0.673644007 -0.326653545
236 -0.326058442 0.673644007
237 -0.325760890 -0.326058442
238 0.169186767 -0.325760890
239 -0.325165787 0.169186767
240 0.675131764 -0.325165787
241 -0.324570684 0.675131764
242 0.170376973 -0.324570684
243 -0.323975581 0.170376973
244 -0.323678030 -0.323975581
245 0.171269628 -0.323678030
246 -0.323082926 0.171269628
247 0.171864731 -0.323082926
248 -0.322487823 0.171864731
249 0.677809728 -0.322487823
250 0.172757386 0.677809728
251 0.173054937 0.172757386
252 -0.321297617 0.173054937
253 0.173650040 -0.321297617
254 0.679297486 0.173650040
255 0.174245143 0.679297486
256 0.679892589 0.174245143
257 0.174840246 0.679892589
258 0.175137798 0.174840246
259 0.680785244 0.175137798
260 0.175732901 0.680785244
261 0.681380347 0.175732901
262 -0.318322102 0.681380347
263 0.176625556 -0.318322102
264 0.682273001 0.176625556
265 0.682570553 0.682273001
266 -0.317131895 0.682570553
267 -0.316834344 -0.317131895
268 -0.316536792 -0.316834344
269 -0.316239241 -0.316536792
270 0.178708417 -0.316239241
271 0.684355862 0.178708417
272 0.179303520 0.684355862
273 0.684950965 0.179303520
274 0.685248517 0.684950965
275 0.180196174 0.685248517
276 -0.314156380 0.180196174
277 0.180791277 -0.314156380
278 0.686438723 0.180791277
279 -0.313263725 0.686438723
280 0.687033826 -0.313263725
281 0.181981484 0.687033826
282 0.182279035 0.181981484
283 -0.312073519 0.182279035
284 0.182874138 -0.312073519
285 -0.311478416 0.182874138
286 -0.816530759 -0.311478416
287 -0.310883313 -0.816530759
288 0.184064345 -0.310883313
289 0.184361896 0.184064345
290 -0.309990658 0.184361896
291 0.184956999 -0.309990658
292 0.690604445 0.184956999
293 0.185552102 0.690604445
294 -0.308800452 0.185552102
295 0.691497100 -0.308800452
296 0.186444757 0.691497100
297 0.186742308 0.186444757
298 0.692389754 0.186742308
299 -0.307312694 0.692389754
300 -0.307015143 -0.307312694
301 -0.306717591 -0.307015143
302 0.188230066 -0.306717591
303 -0.306122488 0.188230066
304 0.188825169 -0.306122488
305 -0.305527385 0.188825169
306 -0.305229833 -0.305527385
307 -0.304932282 -0.305229833
308 0.190015376 -0.304932282
309 0.190312927 0.190015376
310 -0.304039627 0.190312927
311 0.190908030 -0.304039627
312 -0.303444524 0.190908030
313 -0.303146973 -0.303444524
314 0.191800685 -0.303146973
315 0.192098236 0.191800685
316 -0.302254318 0.192098236
317 0.698043234 -0.302254318
318 -0.301659215 0.698043234
319 0.193288443 -0.301659215
320 0.698935888 0.193288443
321 -0.300766560 0.698935888
322 0.194181097 -0.300766560
323 -0.300171457 0.194181097
324 0.194776200 -0.300171457
325 -0.299576354 0.194776200
326 -0.299278802 -0.299576354
327 -0.298981251 -0.299278802
328 -0.298683699 -0.298981251
329 0.196263958 -0.298683699
330 -0.298088596 0.196263958
331 -0.297791045 -0.298088596
332 -0.297493493 -0.297791045
333 0.197454164 -0.297493493
334 -0.296898390 0.197454164
335 -0.296600838 -0.296898390
336 0.703696713 -0.296600838
337 0.198644370 0.703696713
338 -0.295708184 0.198644370
339 0.704589368 -0.295708184
340 0.199537025 0.704589368
341 0.199834577 0.199537025
342 0.200132128 0.199834577
343 0.705779574 0.200132128
344 0.200727231 0.705779574
345 -0.293625323 0.200727231
346 -0.293327771 -0.293625323
347 -0.293030220 -0.293327771
348 -0.292732668 -0.293030220
349 0.202214989 -0.292732668
350 0.202512541 0.202214989
351 -0.291840014 0.202512541
352 0.203107644 -0.291840014
353 0.203405195 0.203107644
354 -0.290947359 0.203405195
355 0.204000298 -0.290947359
356 -0.290352256 0.204000298
357 -0.290054704 -0.290352256
358 0.204892953 -0.290054704
359 0.710540399 0.204892953
360 0.710837950 0.710540399
361 0.205785608 0.710837950
362 0.206083159 0.205785608
363 -0.288269395 0.206083159
364 -0.287971844 -0.288269395
365 -0.793024186 -0.287971844
366 -0.287376740 -0.793024186
367 -0.287079189 -0.287376740
368 -0.286781637 -0.287079189
369 -0.791833980 -0.286781637
370 0.208463572 -0.791833980
371 0.208761123 0.208463572
372 -0.285591431 0.208761123
373 0.209356226 -0.285591431
374 -0.284996328 0.209356226
375 -0.284698777 -0.284996328
376 0.715598775 -0.284698777
377 0.210546432 0.715598775
378 -0.283806122 0.210546432
379 0.211141536 -0.283806122
380 0.211439087 0.211141536
381 -0.788263361 0.211439087
382 -0.787965810 -0.788263361
383 -0.282318364 -0.787965810
384 -0.282020813 -0.282318364
385 0.718276739 -0.282020813
386 -0.281425709 0.718276739
387 0.213521948 -0.281425709
388 0.213819499 0.213521948
389 -0.280533055 0.213819499
390 -0.280235503 -0.280533055
391 -0.279937952 -0.280235503
392 0.215009706 -0.279937952
393 -0.279342849 0.215009706
394 -0.279045297 -0.279342849
395 0.215902360 -0.279045297
396 0.216199912 0.215902360
397 -0.278152642 0.216199912
398 0.722144909 -0.278152642
399 -0.277557539 0.722144909
400 0.217390118 -0.277557539
401 0.217687670 0.217390118
402 0.217985221 0.217687670
403 -0.276367333 0.217985221
404 -0.276069782 -0.276367333
405 -0.275772230 -0.276069782
406 -0.275474678 -0.275772230
407 0.219472979 -0.275474678
408 -0.274879575 0.219472979
409 -0.274582024 -0.274879575
410 -0.274284472 -0.274582024
411 -0.779336815 -0.274284472
412 -0.273689369 -0.779336815
413 -0.273391818 -0.273689369
414 -0.273094266 -0.273391818
415 0.221853391 -0.273094266
416 -0.272499163 0.221853391
417 -0.272201611 -0.272499163
418 -0.271904060 -0.272201611
419 -0.271606508 -0.271904060
420 -0.271308957 -0.271606508
421 -0.271011405 -0.271308957
422 -0.270713854 -0.271011405
423 -0.270416302 -0.270713854
424 -0.270118751 -0.270416302
425 -0.269821199 -0.270118751
426 -0.269523647 -0.269821199
427 0.730773904 -0.269523647
428 0.225721561 0.730773904
429 -0.268630993 0.225721561
430 0.226316665 -0.268630993
431 -0.268035890 0.226316665
432 0.732261662 -0.268035890
433 -0.267440787 0.732261662
434 0.227506871 -0.267440787
435 -0.266845684 0.227506871
436 0.228101974 -0.266845684
437 0.228399525 0.228101974
438 0.228697077 0.228399525
439 -0.265655477 0.228697077
440 0.229292180 -0.265655477
441 0.229589732 0.229292180
442 -0.264762823 0.229589732
443 -0.264465271 -0.264762823
444 -0.264167720 -0.264465271
445 -0.769220062 -0.264167720
446 0.231077489 -0.769220062
447 -0.263275065 0.231077489
448 -0.262977513 -0.263275065
449 0.231970144 -0.262977513
450 -0.262382410 0.231970144
451 -0.262084859 -0.262382410
452 0.232862799 -0.262084859
453 -0.261489756 0.232862799
454 0.738807796 -0.261489756
455 -0.260894653 0.738807796
456 -0.765946995 -0.260894653
457 -0.260299549 -0.765946995
458 0.234648108 -0.260299549
459 -0.259704446 0.234648108
460 0.235243211 -0.259704446
461 -0.259109343 0.235243211
462 -0.258811792 -0.259109343
463 -0.258514240 -0.258811792
464 -0.258216689 -0.258514240
465 0.236730969 -0.258216689
466 -0.257621585 0.236730969
467 0.237326072 -0.257621585
468 -0.762376377 0.237326072
469 0.237921175 -0.762376377
470 -0.256431379 0.237921175
471 0.238516278 -0.256431379
472 -0.255836276 0.238516278
473 -0.255538725 -0.255836276
474 -0.255241173 -0.255538725
475 -0.760293516 -0.255241173
476 -0.254646070 -0.760293516
477 -0.254348518 -0.254646070
478 0.240599139 -0.254348518
479 0.240896691 0.240599139
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984 0.391160223 -0.103787434
985 0.896807669 0.391160223
986 -0.102894780 0.896807669
987 -0.607947122 -0.102894780
988 -0.102299677 -0.607947122
989 -0.102002125 -0.102299677
990 -0.101704573 -0.102002125
991 0.898592978 -0.101704573
992 -0.606459365 0.898592978
993 0.393838187 -0.606459365
994 -0.100514367 0.393838187
995 -0.100216816 -0.100514367
996 -0.099919264 -0.100216816
997 0.395028393 -0.099919264
998 -0.099324161 0.395028393
999 0.395623496 -0.099324161
1000 0.901270942 0.395623496
1001 0.396218599 0.901270942
1002 0.396516151 0.396218599
1003 0.902163597 0.396516151
1004 0.397111254 0.902163597
1005 -0.097241300 0.397111254
1006 0.397706357 -0.097241300
1007 0.398003909 0.397706357
1008 -0.601698540 0.398003909
1009 -0.096051094 -0.601698540
1010 -0.095753542 -0.096051094
1011 -0.600805885 -0.095753542
1012 -0.600508334 -0.600805885
1013 -0.600210782 -0.600508334
1014 -0.599913230 -0.600210782
1015 -0.094265785 -0.599913230
1016 -0.093968233 -0.094265785
1017 0.906329318 -0.093968233
1018 -0.093373130 0.906329318
1019 -0.093075579 -0.093373130
1020 -0.092778027 -0.093075579
1021 -0.092480475 -0.092778027
1022 -0.092182924 -0.092480475
1023 0.402764734 -0.092182924
1024 -0.091587821 0.402764734
1025 0.908709731 -0.091587821
1026 0.403657388 0.908709731
1027 -0.090695166 0.403657388
1028 0.404252491 -0.090695166
1029 -0.090100063 0.404252491
1030 -0.089802511 -0.090100063
1031 -0.089504960 -0.089802511
1032 -0.089207408 -0.089504960
1033 0.911090143 -0.089207408
1034 0.911387695 0.911090143
1035 0.911685246 0.911387695
1036 0.406632904 0.911685246
1037 0.406930455 0.406632904
1038 -0.087422099 0.406930455
1039 0.407525558 -0.087422099
1040 0.407823110 0.407525558
1041 -0.086529444 0.407823110
1042 0.408418213 -0.086529444
1043 0.408715765 0.408418213
1044 0.409013316 0.408715765
1045 -0.085339238 0.409013316
1046 -0.085041687 -0.085339238
1047 0.409905971 -0.085041687
1048 0.410203522 0.409905971
1049 0.915850968 0.410203522
1050 0.410798625 0.915850968
1051 -0.083553929 0.410798625
1052 -0.083256377 -0.083553929
1053 -0.082958826 -0.083256377
1054 -0.588011168 -0.082958826
1055 -0.082363723 -0.588011168
1056 0.917933829 -0.082363723
1057 0.412881486 0.917933829
1058 -0.586820962 0.412881486
1059 -0.081173517 -0.586820962
1060 0.413774141 -0.081173517
1061 0.414071692 0.413774141
1062 -0.080280862 0.414071692
1063 -0.079983310 -0.080280862
1064 0.920314241 -0.079983310
1065 -0.079388207 0.920314241
1066 -0.079090656 -0.079388207
1067 0.415857002 -0.079090656
1068 -0.078495553 0.415857002
1069 -0.078198001 -0.078495553
1070 -0.077900449 -0.078198001
1071 0.417047208 -0.077900449
1072 -0.077305346 0.417047208
1073 -0.077007795 -0.077305346
1074 -0.076710243 -0.077007795
1075 -0.076412692 -0.076710243
1076 -0.581465034 -0.076412692
1077 0.418832517 -0.581465034
1078 0.419130069 0.418832517
1079 0.419427620 0.419130069
1080 0.925075066 0.419427620
1081 0.420022723 0.925075066
1082 0.925670169 0.420022723
1083 -0.074032279 0.925670169
1084 -0.073734728 -0.074032279
1085 -0.073437176 -0.073734728
1086 -0.578489519 -0.073437176
1087 -0.072842073 -0.578489519
1088 0.927455478 -0.072842073
1089 -0.072246970 0.927455478
1090 -0.577299313 -0.072246970
1091 -0.577001761 -0.577299313
1092 -0.071354315 -0.577001761
1093 -0.071056764 -0.071354315
1094 0.423890894 -0.071056764
1095 -0.575811555 0.423890894
1096 -0.070164109 -0.575811555
1097 -0.069866558 -0.070164109
1098 -0.574918900 -0.069866558
1099 -0.574621349 -0.574918900
1100 -0.574323797 -0.574621349
1101 -0.068676351 -0.574323797
1102 -0.068378800 -0.068676351
1103 -0.068081248 -0.068378800
1104 -0.067783697 -0.068081248
1105 -0.067486145 -0.067783697
1106 -0.572538488 -0.067486145
1107 -0.066891042 -0.572538488
1108 -0.066593491 -0.066891042
1109 -0.066295939 -0.066593491
1110 -0.065998387 -0.066295939
1111 -0.065700836 -0.065998387
1112 -0.570753179 -0.065700836
1113 -0.570455627 -0.570753179
1114 -0.064808181 -0.570455627
1115 -0.064510630 -0.064808181
1116 -0.064213078 -0.064510630
1117 -0.063915527 -0.064213078
1118 -0.063617975 -0.063915527
1119 -0.063320424 -0.063617975
1120 0.936977128 -0.063320424
1121 0.937274680 0.936977128
1122 0.432222337 0.937274680
1123 0.432519889 0.432222337
1124 -0.567182560 0.432519889
1125 -0.061535114 -0.567182560
1126 -0.566587457 -0.061535114
1127 -0.060940011 -0.566587457
1128 -0.060642460 -0.060940011
1129 -0.060344908 -0.060642460
1130 -0.565397251 -0.060344908
1131 0.940250195 -0.565397251
1132 -0.059452253 0.940250195
1133 -0.059154702 -0.059452253
1134 -0.058857150 -0.059154702
1135 -0.058559599 -0.058857150
1136 -0.563611941 -0.058559599
1137 -0.057964496 -0.563611941
1138 -0.057666944 -0.057964496
1139 -0.057369393 -0.057666944
1140 -0.057071841 -0.057369393
1141 -0.056774289 -0.057071841
1142 -0.056476738 -0.056774289
1143 -0.056179186 -0.056476738
1144 -0.055881635 -0.056179186
1145 -0.055584083 -0.055881635
1146 -0.560636426 -0.055584083
1147 -0.560338874 -0.560636426
1148 -0.054691429 -0.560338874
1149 0.440256229 -0.054691429
1150 -0.054096325 0.440256229
1151 -0.559148668 -0.054096325
1152 -0.053501222 -0.559148668
1153 -0.558553565 -0.053501222
1154 -0.052906119 -0.558553565
1155 -0.052608568 -0.052906119
1156 -0.557660910 -0.052608568
1157 -0.052013465 -0.557660910
1158 -0.557065807 -0.052013465
1159 0.443231744 -0.557065807
1160 -0.051120810 0.443231744
1161 -0.050823258 -0.051120810
1162 0.949474293 -0.050823258
1163 -0.050228155 0.949474293
1164 -0.049930604 -0.050228155
1165 -0.049633052 -0.049930604
1166 -0.049335501 -0.049633052
1167 -0.049037949 -0.049335501
1168 -0.048740398 -0.049037949
1169 -0.048442846 -0.048740398
1170 -0.048145295 -0.048442846
1171 -0.047847743 -0.048145295
1172 -0.552900086 -0.047847743
1173 -0.552602534 -0.552900086
1174 -0.552304982 -0.552602534
1175 -0.552007431 -0.552304982
1176 -0.046359985 -0.552007431
1177 -0.046062434 -0.046359985
1178 -0.045764882 -0.046062434
1179 -0.045467331 -0.045764882
1180 -0.550519673 -0.045467331
1181 -0.044872227 -0.550519673
1182 0.450075430 -0.044872227
1183 -0.044277124 0.450075430
1184 -0.043979573 -0.044277124
1185 -0.043682021 -0.043979573
1186 -0.043384470 -0.043682021
1187 0.451563188 -0.043384470
1188 0.451860739 0.451563188
1189 0.452158291 0.451860739
1190 0.957805736 0.452158291
1191 -0.041896712 0.957805736
1192 -0.041599160 -0.041896712
1193 -0.041301609 -0.041599160
1194 -0.041004057 -0.041301609
1195 -0.040706506 -0.041004057
1196 0.959591046 -0.040706506
1197 -0.040111403 0.959591046
1198 0.454836255 -0.040111403
1199 -0.039516300 0.454836255
1200 -0.039218748 -0.039516300
1201 -0.038921196 -0.039218748
1202 -0.038623645 -0.038921196
1203 -0.038326093 -0.038623645
1204 -0.038028542 -0.038326093
1205 0.456919116 -0.038028542
1206 -0.037433439 0.456919116
1207 -0.037135887 -0.037433439
1208 -0.542188230 -0.037135887
1209 -0.541890678 -0.542188230
1210 -0.036243233 -0.541890678
1211 -0.541295575 -0.036243233
1212 -0.035648129 -0.541295575
1213 -0.035350578 -0.035648129
1214 -0.035053026 -0.035350578
1215 -0.034755475 -0.035053026
1216 0.460192183 -0.034755475
1217 -0.034160372 0.460192183
1218 -0.033862820 -0.034160372
1219 -0.033565269 -0.033862820
1220 -0.033267717 -0.033565269
1221 -0.032970165 -0.033267717
1222 -0.032672614 -0.032970165
1223 0.462275043 -0.032672614
1224 -0.032077511 0.462275043
1225 -0.031779959 -0.032077511
1226 -0.031482408 -0.031779959
1227 -0.536534750 -0.031482408
1228 0.969112695 -0.536534750
1229 -0.030589753 0.969112695
1230 -0.535642096 -0.030589753
1231 -0.535344544 -0.535642096
1232 0.970302902 -0.535344544
1233 0.970600453 0.970302902
1234 -0.029101995 0.970600453
1235 -0.028804444 -0.029101995
1236 0.971493108 -0.028804444
1237 -0.028209341 0.971493108
1238 0.972088211 -0.028209341
1239 -0.027614238 0.972088211
1240 0.972683314 -0.027614238
1241 -0.027019134 0.972683314
1242 -0.026721583 -0.027019134
1243 -0.026424031 -0.026721583
1244 0.468523626 -0.026424031
1245 -0.025828928 0.468523626
1246 -0.025531377 -0.025828928
1247 0.469416281 -0.025531377
1248 -0.024936274 0.469416281
1249 -0.024638722 -0.024936274
1250 -0.024341171 -0.024638722
1251 -0.024043619 -0.024341171
1252 -0.023746067 -0.024043619
1253 -0.023448516 -0.023746067
1254 0.976849036 -0.023448516
1255 -0.022853413 0.976849036
1256 0.977444139 -0.022853413
1257 0.472391796 0.977444139
1258 0.472689348 0.472391796
1259 -0.021663207 0.472689348
1260 0.473284451 -0.021663207
1261 0.473582002 0.473284451
1262 -0.020770552 0.473582002
1263 -0.020473000 -0.020770552
1264 -0.020175449 -0.020473000
1265 -0.525227791 -0.020175449
1266 -0.019580346 -0.525227791
1267 -0.524632688 -0.019580346
1268 -0.018985243 -0.524632688
1269 -0.018687691 -0.018985243
1270 -0.018390140 -0.018687691
1271 -0.018092588 -0.018390140
1272 -0.017795036 -0.018092588
1273 -0.522847379 -0.017795036
1274 -0.017199933 -0.522847379
1275 -0.016902382 -0.017199933
1276 -0.521954724 -0.016902382
1277 0.983692721 -0.521954724
1278 -0.016009727 0.983692721
1279 -0.521062070 -0.016009727
1280 -0.015414624 -0.521062070
1281 -0.015117072 -0.015414624
1282 -0.014819521 -0.015117072
1283 -0.014521969 -0.014819521
1284 -0.014224418 -0.014521969
1285 -0.013926866 -0.014224418
1286 0.481020791 -0.013926866
1287 -0.013331763 0.481020791
1288 -0.013034212 -0.013331763
1289 -0.012736660 -0.013034212
1290 0.482210997 -0.012736660
1291 -0.012141557 0.482210997
1292 -0.011844005 -0.012141557
1293 -0.011546454 -0.011844005
1294 -0.011248902 -0.011546454
1295 -0.010951351 -0.011248902
1296 -0.010653799 -0.010951351
1297 -0.010356248 -0.010653799
1298 -0.010058696 -0.010356248
1299 -0.009761145 -0.010058696
1300 0.485186513 -0.009761145
1301 -0.009166041 0.485186513
1302 -0.008868490 -0.009166041
1303 -0.008570938 -0.008868490
1304 -0.513623281 -0.008570938
1305 -0.513325729 -0.513623281
1306 -0.007678284 -0.513325729
1307 -0.007380732 -0.007678284
1308 -0.007083181 -0.007380732
> plot(z,main=paste('Residual Lag plot, lowess, and regression line'), ylab='values of Residuals', xlab='lagged values of Residuals')
> lines(lowess(z))
> abline(lm(z))
> grid()
> dev.off()
null device
1
> postscript(file="/var/www/rcomp/tmp/7hz7q1290626124.ps",horizontal=F,pagecentre=F,paper="special",width=8.3333333333333,height=5.5555555555556)
> acf(mysum$resid, lag.max=length(mysum$resid)/2, main='Residual Autocorrelation Function')
> grid()
> dev.off()
null device
1
> postscript(file="/var/www/rcomp/tmp/8hz7q1290626124.ps",horizontal=F,pagecentre=F,paper="special",width=8.3333333333333,height=5.5555555555556)
> pacf(mysum$resid, lag.max=length(mysum$resid)/2, main='Residual Partial Autocorrelation Function')
> grid()
> dev.off()
null device
1
> postscript(file="/var/www/rcomp/tmp/9sr7t1290626124.ps",horizontal=F,pagecentre=F,paper="special",width=8.3333333333333,height=5.5555555555556)
> opar <- par(mfrow = c(2,2), oma = c(0, 0, 1.1, 0))
> plot(mylm, las = 1, sub='Residual Diagnostics')
> par(opar)
> dev.off()
null device
1
> if (n > n25) {
+ postscript(file="/var/www/rcomp/tmp/10sr7t1290626124.ps",horizontal=F,pagecentre=F,paper="special",width=8.3333333333333,height=5.5555555555556)
+ plot(kp3:nmkm3,gqarr[,2], main='Goldfeld-Quandt test',ylab='2-sided p-value',xlab='breakpoint')
+ grid()
+ dev.off()
+ }
null device
1
>
> #Note: the /var/www/rcomp/createtable file can be downloaded at http://www.wessa.net/cretab
> load(file="/var/www/rcomp/createtable")
>
> a<-table.start()
> a<-table.row.start(a)
> a<-table.element(a, 'Multiple Linear Regression - Estimated Regression Equation', 1, TRUE)
> a<-table.row.end(a)
> myeq <- colnames(x)[1]
> myeq <- paste(myeq, '[t] = ', sep='')
> for (i in 1:k){
+ if (mysum$coefficients[i,1] > 0) myeq <- paste(myeq, '+', '')
+ myeq <- paste(myeq, mysum$coefficients[i,1], sep=' ')
+ if (rownames(mysum$coefficients)[i] != '(Intercept)') {
+ myeq <- paste(myeq, rownames(mysum$coefficients)[i], sep='')
+ if (rownames(mysum$coefficients)[i] != 't') myeq <- paste(myeq, '[t]', sep='')
+ }
+ }
> myeq <- paste(myeq, ' + e[t]')
> a<-table.row.start(a)
> a<-table.element(a, myeq)
> a<-table.row.end(a)
> a<-table.end(a)
> table.save(a,file="/var/www/rcomp/tmp/11vr5h1290626124.tab")
> a<-table.start()
> a<-table.row.start(a)
> a<-table.element(a,hyperlink('http://www.xycoon.com/ols1.htm','Multiple Linear Regression - Ordinary Least Squares',''), 6, TRUE)
> a<-table.row.end(a)
> a<-table.row.start(a)
> a<-table.element(a,'Variable',header=TRUE)
> a<-table.element(a,'Parameter',header=TRUE)
> a<-table.element(a,'S.D.',header=TRUE)
> a<-table.element(a,'T-STAT
H0: parameter = 0',header=TRUE)
> a<-table.element(a,'2-tail p-value',header=TRUE)
> a<-table.element(a,'1-tail p-value',header=TRUE)
> a<-table.row.end(a)
> for (i in 1:k){
+ a<-table.row.start(a)
+ a<-table.element(a,rownames(mysum$coefficients)[i],header=TRUE)
+ a<-table.element(a,mysum$coefficients[i,1])
+ a<-table.element(a, round(mysum$coefficients[i,2],6))
+ a<-table.element(a, round(mysum$coefficients[i,3],4))
+ a<-table.element(a, round(mysum$coefficients[i,4],6))
+ a<-table.element(a, round(mysum$coefficients[i,4]/2,6))
+ a<-table.row.end(a)
+ }
> a<-table.end(a)
> table.save(a,file="/var/www/rcomp/tmp/12h9ln1290626124.tab")
> a<-table.start()
> a<-table.row.start(a)
> a<-table.element(a, 'Multiple Linear Regression - Regression Statistics', 2, TRUE)
> a<-table.row.end(a)
> a<-table.row.start(a)
> a<-table.element(a, 'Multiple R',1,TRUE)
> a<-table.element(a, sqrt(mysum$r.squared))
> a<-table.row.end(a)
> a<-table.row.start(a)
> a<-table.element(a, 'R-squared',1,TRUE)
> a<-table.element(a, mysum$r.squared)
> a<-table.row.end(a)
> a<-table.row.start(a)
> a<-table.element(a, 'Adjusted R-squared',1,TRUE)
> a<-table.element(a, mysum$adj.r.squared)
> a<-table.row.end(a)
> a<-table.row.start(a)
> a<-table.element(a, 'F-TEST (value)',1,TRUE)
> a<-table.element(a, mysum$fstatistic[1])
> a<-table.row.end(a)
> a<-table.row.start(a)
> a<-table.element(a, 'F-TEST (DF numerator)',1,TRUE)
> a<-table.element(a, mysum$fstatistic[2])
> a<-table.row.end(a)
> a<-table.row.start(a)
> a<-table.element(a, 'F-TEST (DF denominator)',1,TRUE)
> a<-table.element(a, mysum$fstatistic[3])
> a<-table.row.end(a)
> a<-table.row.start(a)
> a<-table.element(a, 'p-value',1,TRUE)
> a<-table.element(a, 1-pf(mysum$fstatistic[1],mysum$fstatistic[2],mysum$fstatistic[3]))
> a<-table.row.end(a)
> a<-table.row.start(a)
> a<-table.element(a, 'Multiple Linear Regression - Residual Statistics', 2, TRUE)
> a<-table.row.end(a)
> a<-table.row.start(a)
> a<-table.element(a, 'Residual Standard Deviation',1,TRUE)
> a<-table.element(a, mysum$sigma)
> a<-table.row.end(a)
> a<-table.row.start(a)
> a<-table.element(a, 'Sum Squared Residuals',1,TRUE)
> a<-table.element(a, sum(myerror*myerror))
> a<-table.row.end(a)
> a<-table.end(a)
> table.save(a,file="/var/www/rcomp/tmp/135a0z1290626124.tab")
> a<-table.start()
> a<-table.row.start(a)
> a<-table.element(a, 'Multiple Linear Regression - Actuals, Interpolation, and Residuals', 4, TRUE)
> a<-table.row.end(a)
> a<-table.row.start(a)
> a<-table.element(a, 'Time or Index', 1, TRUE)
> a<-table.element(a, 'Actuals', 1, TRUE)
> a<-table.element(a, 'Interpolation
Forecast', 1, TRUE)
> a<-table.element(a, 'Residuals
Prediction Error', 1, TRUE)
> a<-table.row.end(a)
> for (i in 1:n) {
+ a<-table.row.start(a)
+ a<-table.element(a,i, 1, TRUE)
+ a<-table.element(a,x[i])
+ a<-table.element(a,x[i]-mysum$resid[i])
+ a<-table.element(a,mysum$resid[i])
+ a<-table.row.end(a)
+ }
> a<-table.end(a)
> table.save(a,file="/var/www/rcomp/tmp/14g2i21290626124.tab")
> if (n > n25) {
+ a<-table.start()
+ a<-table.row.start(a)
+ a<-table.element(a,'Goldfeld-Quandt test for Heteroskedasticity',4,TRUE)
+ a<-table.row.end(a)
+ a<-table.row.start(a)
+ a<-table.element(a,'p-values',header=TRUE)
+ a<-table.element(a,'Alternative Hypothesis',3,header=TRUE)
+ a<-table.row.end(a)
+ a<-table.row.start(a)
+ a<-table.element(a,'breakpoint index',header=TRUE)
+ a<-table.element(a,'greater',header=TRUE)
+ a<-table.element(a,'2-sided',header=TRUE)
+ a<-table.element(a,'less',header=TRUE)
+ a<-table.row.end(a)
+ for (mypoint in kp3:nmkm3) {
+ a<-table.row.start(a)
+ a<-table.element(a,mypoint,header=TRUE)
+ a<-table.element(a,gqarr[mypoint-kp3+1,1])
+ a<-table.element(a,gqarr[mypoint-kp3+1,2])
+ a<-table.element(a,gqarr[mypoint-kp3+1,3])
+ a<-table.row.end(a)
+ }
+ a<-table.end(a)
+ table.save(a,file="/var/www/rcomp/tmp/15utfs1290626124.tab")
+ a<-table.start()
+ a<-table.row.start(a)
+ a<-table.element(a,'Meta Analysis of Goldfeld-Quandt test for Heteroskedasticity',4,TRUE)
+ a<-table.row.end(a)
+ a<-table.row.start(a)
+ a<-table.element(a,'Description',header=TRUE)
+ a<-table.element(a,'# significant tests',header=TRUE)
+ a<-table.element(a,'% significant tests',header=TRUE)
+ a<-table.element(a,'OK/NOK',header=TRUE)
+ a<-table.row.end(a)
+ a<-table.row.start(a)
+ a<-table.element(a,'1% type I error level',header=TRUE)
+ a<-table.element(a,numsignificant1)
+ a<-table.element(a,numsignificant1/numgqtests)
+ if (numsignificant1/numgqtests < 0.01) dum <- 'OK' else dum <- 'NOK'
+ a<-table.element(a,dum)
+ a<-table.row.end(a)
+ a<-table.row.start(a)
+ a<-table.element(a,'5% type I error level',header=TRUE)
+ a<-table.element(a,numsignificant5)
+ a<-table.element(a,numsignificant5/numgqtests)
+ if (numsignificant5/numgqtests < 0.05) dum <- 'OK' else dum <- 'NOK'
+ a<-table.element(a,dum)
+ a<-table.row.end(a)
+ a<-table.row.start(a)
+ a<-table.element(a,'10% type I error level',header=TRUE)
+ a<-table.element(a,numsignificant10)
+ a<-table.element(a,numsignificant10/numgqtests)
+ if (numsignificant10/numgqtests < 0.1) dum <- 'OK' else dum <- 'NOK'
+ a<-table.element(a,dum)
+ a<-table.row.end(a)
+ a<-table.end(a)
+ table.save(a,file="/var/www/rcomp/tmp/16gcwg1290626124.tab")
+ }
>
> try(system("convert tmp/137s01290626124.ps tmp/137s01290626124.png",intern=TRUE))
character(0)
> try(system("convert tmp/2eh9l1290626124.ps tmp/2eh9l1290626124.png",intern=TRUE))
character(0)
> try(system("convert tmp/3eh9l1290626124.ps tmp/3eh9l1290626124.png",intern=TRUE))
character(0)
> try(system("convert tmp/4eh9l1290626124.ps tmp/4eh9l1290626124.png",intern=TRUE))
character(0)
> try(system("convert tmp/5eh9l1290626124.ps tmp/5eh9l1290626124.png",intern=TRUE))
character(0)
> try(system("convert tmp/678851290626124.ps tmp/678851290626124.png",intern=TRUE))
character(0)
> try(system("convert tmp/7hz7q1290626124.ps tmp/7hz7q1290626124.png",intern=TRUE))
character(0)
> try(system("convert tmp/8hz7q1290626124.ps tmp/8hz7q1290626124.png",intern=TRUE))
character(0)
> try(system("convert tmp/9sr7t1290626124.ps tmp/9sr7t1290626124.png",intern=TRUE))
character(0)
> try(system("convert tmp/10sr7t1290626124.ps tmp/10sr7t1290626124.png",intern=TRUE))
character(0)
>
>
> proc.time()
user system elapsed
77.260 2.920 80.119