Cody

# Problem 44360. Pentagonal Numbers

Solution 1298531

Submitted on 18 Oct 2017 by Brendan
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### Test Suite

Test Status Code Input and Output
1   Pass
x1 = 1; x2 = 25; [p,d] = pentagonal_numbers(x1,x2) assert(isequal(p,[1,5,12,22])) assert(isequal(d,[0,1,0,0]))

b = Columns 1 through 18 1.0000 1.3333 1.5907 1.8081 2.0000 2.1736 2.3333 2.4821 2.6218 2.7540 2.8798 3.0000 3.1153 3.2263 3.3333 3.4369 3.5373 3.6348 Columns 19 through 25 3.7296 3.8220 3.9120 4.0000 4.0860 4.1701 4.2526 p = 1 5 12 22 d = 1×4 logical array 0 1 0 0

2   Pass
x1 = 1; x2 = 4; [p,d] = pentagonal_numbers(x1,x2) assert(isequal(p,1)) assert(isequal(d,0))

b = 1.0000 1.3333 1.5907 1.8081 p = 1 d = logical 0

3   Pass
x1 = 10; x2 = 40; [p,d] = pentagonal_numbers(x1,x2) assert(isequal(p,[12,22,35])) assert(isequal(d,[0,0,1]))

b = Columns 1 through 18 2.7540 2.8798 3.0000 3.1153 3.2263 3.3333 3.4369 3.5373 3.6348 3.7296 3.8220 3.9120 4.0000 4.0860 4.1701 4.2526 4.3333 4.4126 Columns 19 through 31 4.4904 4.5668 4.6419 4.7158 4.7885 4.8600 4.9305 5.0000 5.0685 5.1360 5.2026 5.2684 5.3333 p = 12 22 35 d = 1×3 logical array 0 0 1

4   Pass
x1 = 10; x2 = 99; [p,d] = pentagonal_numbers(x1,x2) assert(isequal(p,[12,22,35,51,70,92])) assert(isequal(d,[0,0,1,0,1,0]))

b = Columns 1 through 18 2.7540 2.8798 3.0000 3.1153 3.2263 3.3333 3.4369 3.5373 3.6348 3.7296 3.8220 3.9120 4.0000 4.0860 4.1701 4.2526 4.3333 4.4126 Columns 19 through 36 4.4904 4.5668 4.6419 4.7158 4.7885 4.8600 4.9305 5.0000 5.0685 5.1360 5.2026 5.2684 5.3333 5.3975 5.4608 5.5234 5.5853 5.6464 Columns 37 through 54 5.7069 5.7668 5.8260 5.8846 5.9426 6.0000 6.0569 6.1132 6.1690 6.2243 6.2790 6.3333 6.3872 6.4405 6.4934 6.5459 6.5979 6.6496 Columns 55 through 72 6.7008 6.7516 6.8020 6.8521 6.9017 6.9510 7.0000 7.0486 7.0969 7.1448 7.1924 7.2397 7.2867 7.3333 7.3797 7.4258 7.4715 7.5170 Columns 73 through 90 7.5622 7.6072 7.6518 7.6962 7.7404 7.7843 7.8279 7.8713 7.9144 7.9573 8.0000 8.0424 8.0846 8.1266 8.1684 8.2100 8.2513 8.2924 p = 12 22 35 51 70 92 d = 1×6 logical array 0 0 1 0 1 0

5   Pass
x1 = 100; x2 = 999; [p,d] = pentagonal_numbers(x1,x2) assert(isequal(p,[117,145,176,210,247,287,330,376,425,477,532,590,651,715,782,852,925])) assert(isequal(d,[0,1,0,1,0,0,1,0,1,0,0,1,0,1,0,0,1]))

b = Columns 1 through 18 8.3333 8.3740 8.4146 8.4549 8.4950 8.5349 8.5747 8.6142 8.6536 8.6928 8.7318 8.7706 8.8093 8.8477 8.8861 8.9242 8.9622 9.0000 Columns 19 through 36 9.0377 9.0752 9.1125 9.1497 9.1867 9.2236 9.2603 9.2969 9.3333 9.3696 9.4058 9.4418 9.4777 9.5134 9.5490 9.5844 9.6198 9.6550 Columns 37 through 54 9.6900 9.7250 9.7598 9.7945 9.8290 9.8635 9.8978 9.9320 9.9660 10.0000 10.0338 10.0676 10.1012 10.1347 10.1681 10.2013 10.2345 10.2675 Columns 55 through 72 10.3005 10.3333 10.3661 10.3987 10.4312 10.4636 10.4960 10.5282 10.5603 10.5923 10.6243 10.6561 10.6878 10.7194 10.7510 10.7824 10.8138 10.8450 Columns 73 through 90 10.8762 10.9073 10.9383 10.9692 11.0000 11.0307 11.0614 11.0919 11.1224 11.1528 11.1831 11.2133 11.2434 11.2735 11.3034 11.3333 11.3631 11.3929 Columns 91 through 108 11.4225 11.4521 11.4816 11.5110 11.5404 11.5696 11.5988 11.6280 11.6570 11.6860 11.7149 11.7437 11.7725 11.8011 11.8298 11.8583 11.8868 11.9152 Columns 109 through 126 11.9435 11.9718 12.0000 12.0281 12.0562 12.0842 12.1121 12.1400 12.1678 12.1956 12.2232 12.2509 12.2784 12.3059 12.3333 12.3607 12.3880 12.4152 Columns 127 through 144 12.4424 12.4696 12.4966 12.5236 12.5506 12.5775 12.6043 12.6311 12.6578 12.6844 12.7110 12.7376 12.7641 12.7905 12.8169 12.8432 12.8695 12.8957 Columns 145 through 162 12.9218 12.9479 12.9740 13.0000 13.0259 13.0518 13.0777 13.1035 13.1292 13.1549 13.1805 13.2061 13.2317 13.2572 13.2826 13.3080 13.3333 13.3586 Columns 163 through 180 13.3839 13.4091 13.4342 13.4593 13.4844 13.5094 13.5343 13.5592 13.5841 13.6089 13.6337 13.6584 13.6831 13.7078 13.7324 13.7569 13.7814 13.8059 Columns 181 through 198 13.8303 13.8547 13.8790 13.9033 13.9275 13.9517 13.9759 14.0000 14.0241 14.0481 14.0721 14.0961 14.1200 14.1438 14.1677 14.1914 14.2152 14.2389 Columns 199 through 216 14.2626 14.2862 14.3098 14.3333 14.3568 14.3803 14.4037 14.4271 14.4505 14.4738 14.4971 14.5203 14.5435 14.5667 14.5898 14.6129 14.6360 14.6590 Columns 217 through 234 14.6820 14.7049 14.7278 14.7507 14.7736 14.7964 14.8191 14.8419 14.8646 14.8872 14.9098 14.9324 14.9550 14.9775 15.0000 15.0225 15.0449 15.0673 Columns 235 through 252 15.0896 15.1119 15.1342 15.1565 15.1787 15.2009 15.2230 15.2452 15.2673 15.2893 15.3113 15.3333 15.3553 15.3772 15.3991 15.4210 15.4428 15.4646 Columns 253 through 270 15.4864 15.5082 15.5299 15.5515 15.5732 15.5948 15.6164 15.6380 15.6595 15.6810 15.7025 15.7239 15.7453 15.7667 15.7881 15.8094 15.8307 15.8519 Columns 271 through 288 15.8732 15.8944 15.9156 15.9367 15.9578 15.9789 16.0000 16.0210 16.0420 16.0630 16.0840 16.1049 16.1258 16.1467 16.1675 16.1884 16.2091 16.2299 Columns 289 through 306 16.2506 16.2714 16.2920 16.3127 16.3333 16.3539 16.3745 16.3951 16.4156 16.4361 16.4566 16.4770 16.4974 16.5178 16.5382 16.5586 16.5789 16.5992 Columns 307 through 324 16.6195 16.6397 16.6599 16.6801 16.7003 16.7205 16.7406 16.7607 16.7808 16.8008 16.8208 16.8408 16.8608 16.8808 16.9007 16.9206 16.9405 16.9603 Columns 325 through 342 16.9802 17.0000 17.0198 17.0396 17.0593 17.0790 17.0987 17.1184 17.1380 17.1577 17.1773 17.1969 17.2164 17.2360 17.2555 17.2750 17.2945 17.3139 Columns 343 through 360 17.3333 17.3527 17.3721 17.3915 17.4108 17.4301 17.4494 17.4687 17.4880 17.5072 17.5264 17.5456 17.5648 17.5839 17.6031 17.6222 17.6413 17.6603 Columns 361 through 378 17.6794 17.6984 17.7174 17.7364 17.7553 17.7743 17.7932 17.8121 17.8310 17.8498 17.8687 17.8875 17.9063 17.9251 17.9438 17.9626 17.9813 18.0000 Columns 379 through 396 18.0187 18.0373 18.0560 18.0746 18.0932 18.1118 18.1304 18.1489 18.1674 18.1859 18.2044 18.2229 18.2414 18.2598 18.2782 18.2966 18.3150 18.3333 Columns 397 through 414 18.3517 18.3700 18.3883 18.4066 18.4248 18.4431 18.4613 18.4795 18.4977 18.5159 18.5341 18.5522 18.5703 18.5884 18.6065 18.6246 18.6426 18.6607 Columns 415 through 432 18.6787 18.6967 18.7147 18.7326 18.7506 18.7685 18.7864 18.8043 18.8222 18.8400 18.8579 18.8757 18.8935 18.9113 18.9291 18.9468 18.9646 18.9823 Columns 433 through 450 19.0000 19.0177 19.0354 19.0530 19.0707 19.0883 19.1059 19.1235 19.1411 19.1586 19.1762 19.1937 19.2112 19.2287 19.2462 19.2636 19.2811 19.2985 Columns 451 through 468 19.3159 19.3333 19.3507 19.3681 19.3854 19.4028 19.4201 19.4374 19.4547 19.4720 19.4892 19.5065 19.5237 19.5409 19.5581 19.5753 19.5925 19.6096 Columns 469 through 486 19.6267 19.6439 19.6610 19.6781 19.6951 19.7122 19.7292 19.7463 19.7633 19.7803 19.7973 19.8143 19.8312 19.8482 19.8651 19.8820 19.8989 19.9158 Columns 487 through 504 19.9327 19.9495 19.9664 19.9832 20.0000 20.0168 20.0336 20.0504 20.0671 20.0839 20.1006 20.1173 20.1340 20.1507 20.1674 20.1840 20.2007 20.2173 Columns 505 through 522 20.2339 20.2505 20.2671 20.2837 20.3002 20.3168 20.3333 20.3499 20.3664 20.3829 20.3993 20.4158 20.4323 20.4487 20.4651 20.4815 20.4980 20.5143 Columns 523 through 540 20.5307 20.5471 20.5634 20.5798 20.5961 20.6124 20.6287 20.6450 20.6612 20.6775 20.6937 20.7100 20.7262 20.7424 20.7586 20.7748 20.7910 20.8071 Columns 541 through 558 20.8233 20.8394 20.8555 20.8716 20.8877 20.9038 20.9198 20.9359 20.9519 20.9680 20.9840 21.0000 21.0160 21.0320 21.0479 21.0639 21.0798 21.0958 Columns 559 through 576 21.1117 21.1276 21.1435 21.1594 21.1753 21.1911 21.2070 21.2228 21.2386 21.2544 21.2702 21.2860 21.3018 21.3176 21.3333 21.3491 21.3648 21.3805 Columns 577 through 594 21.3962 21.4119 21.4276 21.4433 21.4589 21.4746 21.4902 21.5059 21.5215 21.5371 21.5527 21.5683 21.5838 21.5994 21.6149 21.6305 21.6460 21.6615 Columns 595 through 612 21.6770 21.6925 21.7080 21.7234 21.7389 21.7543 21.7698 21.7852 21.8006 21.8160 21.8314 21.8468 21.8622 21.8775 21.8929 21.9082 21.9235 21.9388 Columns 613 through 630 21.9542 21.9694 21.9847 22.0000 22.0153 22.0305 22.0458 22.0610 22.0762 22.0914 22.1066 22.1218 22.1370 22.1521 22.1673 22.1824 22.1976 22.2127 Columns 631 through 648 22.2278 22.2429 22.2580 22.2731 22.2882 22.3032 22.3183 22.3333 22.3484 22.3634 22.3784 22.3934 22.4084 22.4234 22.4383 22.4533 22.4683 22.4832 Columns 649 through 666 22.4981 22.5131 22.5280 22.5429 22.5578 22.5726 22.5875 22.6024 22.6172 22.6321 22.6469 22.6617 22.6765 22.6913 22.7061 22.7209 22.7357 22.7505 Columns 667 through 684 22.7652 22.7800 22.7947 22.8094 22.8241 22.8388 22.8535 22.8682 22.8829 22.8976 22.9122 22.9269 22.9415 22.9562 22.9708 22.9854 23.0000 23.0146 Columns 685 through 702 23.0292 23.0438 23.0583 23.0729 23.0874 23.1020 23.1165 23.1310 23.1455 23.1600 23.1745 23.1890 23.2035 23.2179 23.2324 23.2468 23.2613 23.2757 Columns 703 through 720 23.2901 23.3045 23.3189 23.3333 23.3477 23.3621 23.3765 23.3908 23.4052 23.4195 23.4338 23.4482 23.4625 23.4768 23.4911 23.5054 23.5196 23.5339 Columns 721 through 738 23.5482 23.5624 23.5767 23.5909 23.6051 23.6193 23.6335 23.6477 23.6619 23.6761 23.6903 23.7045 23.7186 23.7328 23.7469 23.7610 23.7752 23.7893 Columns 739 through 756 23.8034 23.8175 23.8316 23.8457 23.8597 23.8738 23.8878 23.9019 23.9159 23.9300 23.9440 23.9580 23.9720 23.9860 24.0000 24.0140 24.0280 24.0419 Columns 757 through 774 24.0559 24.0698 24.0838 24.0977 24.1116 24.1255 24.1395 24.1534 24.1672 24.1811 24.1950 24.2089 24.2227 24.2366 24.2504 24.2643 24.2781 24.2919 Columns 775 through 792 24.3057 24.3195 24.3333 24.3471 24.3609 24.3747 24.3884 24.4022 24.4160 24.4297 24.4434 24.4572 24.4709 24.4846 24.4983 24.5120 24.5257 24.5394 Columns 793 through 810 24.5530 24.5667 24.5803 24.5940 24.6076 24.6213 24.6349 24.6485 24.6621 24.6757 24.6893 24.7029 24.7165 24.7301 24.7436 24.7572 24.7708 24.7843 Columns 811 through 828 24.7978 24.8114 24.8249 24.8384 24.8519 24.8654 24.8789 24.8924 24.9059 24.9193 24.9328 24.9463 24.9597 24.9731 24.9866 25.0000 25.0134 25.0268 Columns 829 through 846 25.0402 25.0536 25.0670 25.0804 25.0938 25.1072 25.1205 25.1339 25.1472 25.1606 25.1739 25.1872 25.2005 25.2138 25.2271 25.2404 25.2537 25.2670 Columns 847 through 864 25.2803 25.2936 25.3068 25.3201 25.3333 25.3466 25.3598 25.3730 25.3863 25.3995 25.4127 25.4259 25.4391 25.4523 25.4654 25.4...

6   Pass
x1 = 40; x2 = 50; [p,d] = pentagonal_numbers(x1,x2) assert(isempty(p)) assert(isempty(d))

b = 5.3333 5.3975 5.4608 5.5234 5.5853 5.6464 5.7069 5.7668 5.8260 5.8846 5.9426 p = 1×0 empty double row vector d = 1×0 empty logical array

7   Pass
x1 = 1000; x2 = 1500; [p,d] = pentagonal_numbers(x1,x2) assert(isequal(p,[1001,1080,1162,1247,1335,1426])) assert(isequal(d,[0,1,0,0,1,0]))

b = Columns 1 through 18 25.9871 26.0000 26.0129 26.0258 26.0387 26.0516 26.0644 26.0773 26.0902 26.1030 26.1159 26.1287 26.1415 26.1544 26.1672 26.1800 26.1928 26.2056 Columns 19 through 36 26.2184 26.2312 26.2440 26.2568 26.2696 26.2823 26.2951 26.3078 26.3206 26.3333 26.3461 26.3588 26.3715 26.3842 26.3970 26.4097 26.4224 26.4350 Columns 37 through 54 26.4477 26.4604 26.4731 26.4858 26.4984 26.5111 26.5237 26.5364 26.5490 26.5616 26.5743 26.5869 26.5995 26.6121 26.6247 26.6373 26.6499 26.6625 Columns 55 through 72 26.6751 26.6876 26.7002 26.7127 26.7253 26.7378 26.7504 26.7629 26.7755 26.7880 26.8005 26.8130 26.8255 26.8380 26.8505 26.8630 26.8755 26.8880 Columns 73 through 90 26.9004 26.9129 26.9254 26.9378 26.9503 26.9627 26.9751 26.9876 27.0000 27.0124 27.0248 27.0372 27.0496 27.0620 27.0744 27.0868 27.0992 27.1116 Columns 91 through 108 27.1239 27.1363 27.1487 27.1610 27.1734 27.1857 27.1980 27.2104 27.2227 27.2350 27.2473 27.2596 27.2719 27.2842 27.2965 27.3088 27.3211 27.3333 Columns 109 through 126 27.3456 27.3579 27.3701 27.3824 27.3946 27.4069 27.4191 27.4313 27.4435 27.4558 27.4680 27.4802 27.4924 27.5046 27.5168 27.5289 27.5411 27.5533 Columns 127 through 144 27.5655 27.5776 27.5898 27.6019 27.6141 27.6262 27.6384 27.6505 27.6626 27.6747 27.6869 27.6990 27.7111 27.7232 27.7353 27.7474 27.7594 27.7715 Columns 145 through 162 27.7836 27.7957 27.8077 27.8198 27.8318 27.8439 27.8559 27.8680 27.8800 27.8920 27.9040 27.9160 27.9281 27.9401 27.9521 27.9640 27.9760 27.9880 Columns 163 through 180 28.0000 28.0120 28.0239 28.0359 28.0479 28.0598 28.0718 28.0837 28.0956 28.1076 28.1195 28.1314 28.1433 28.1553 28.1672 28.1791 28.1910 28.2029 Columns 181 through 198 28.2147 28.2266 28.2385 28.2504 28.2622 28.2741 28.2860 28.2978 28.3097 28.3215 28.3333 28.3452 28.3570 28.3688 28.3806 28.3924 28.4042 28.4161 Columns 199 through 216 28.4278 28.4396 28.4514 28.4632 28.4750 28.4868 28.4985 28.5103 28.5221 28.5338 28.5456 28.5573 28.5690 28.5808 28.5925 28.6042 28.6159 28.6277 Columns 217 through 234 28.6394 28.6511 28.6628 28.6745 28.6862 28.6978 28.7095 28.7212 28.7329 28.7445 28.7562 28.7679 28.7795 28.7912 28.8028 28.8144 28.8261 28.8377 Columns 235 through 252 28.8493 28.8609 28.8726 28.8842 28.8958 28.9074 28.9190 28.9306 28.9421 28.9537 28.9653 28.9769 28.9884 29.0000 29.0116 29.0231 29.0347 29.0462 Columns 253 through 270 29.0577 29.0693 29.0808 29.0923 29.1039 29.1154 29.1269 29.1384 29.1499 29.1614 29.1729 29.1844 29.1959 29.2073 29.2188 29.2303 29.2418 29.2532 Columns 271 through 288 29.2647 29.2761 29.2876 29.2990 29.3105 29.3219 29.3333 29.3448 29.3562 29.3676 29.3790 29.3904 29.4018 29.4132 29.4246 29.4360 29.4474 29.4588 Columns 289 through 306 29.4702 29.4815 29.4929 29.5043 29.5156 29.5270 29.5383 29.5497 29.5610 29.5724 29.5837 29.5950 29.6063 29.6177 29.6290 29.6403 29.6516 29.6629 Columns 307 through 324 29.6742 29.6855 29.6968 29.7081 29.7194 29.7306 29.7419 29.7532 29.7644 29.7757 29.7869 29.7982 29.8094 29.8207 29.8319 29.8432 29.8544 29.8656 Columns 325 through 342 29.8768 29.8881 29.8993 29.9105 29.9217 29.9329 29.9441 29.9553 29.9665 29.9776 29.9888 30.0000 30.0112 30.0223 30.0335 30.0447 30.0558 30.0670 Columns 343 through 360 30.0781 30.0893 30.1004 30.1115 30.1227 30.1338 30.1449 30.1560 30.1671 30.1782 30.1893 30.2004 30.2115 30.2226 30.2337 30.2448 30.2559 30.2670 Columns 361 through 378 30.2780 30.2891 30.3002 30.3112 30.3223 30.3333 30.3444 30.3554 30.3665 30.3775 30.3885 30.3996 30.4106 30.4216 30.4326 30.4436 30.4546 30.4656 Columns 379 through 396 30.4766 30.4876 30.4986 30.5096 30.5206 30.5316 30.5426 30.5535 30.5645 30.5755 30.5864 30.5974 30.6083 30.6193 30.6302 30.6412 30.6521 30.6630 Columns 397 through 414 30.6740 30.6849 30.6958 30.7067 30.7176 30.7285 30.7394 30.7503 30.7612 30.7721 30.7830 30.7939 30.8048 30.8157 30.8265 30.8374 30.8483 30.8591 Columns 415 through 432 30.8700 30.8809 30.8917 30.9025 30.9134 30.9242 30.9351 30.9459 30.9567 30.9676 30.9784 30.9892 31.0000 31.0108 31.0216 31.0324 31.0432 31.0540 Columns 433 through 450 31.0648 31.0756 31.0864 31.0971 31.1079 31.1187 31.1295 31.1402 31.1510 31.1617 31.1725 31.1832 31.1940 31.2047 31.2155 31.2262 31.2369 31.2477 Columns 451 through 468 31.2584 31.2691 31.2798 31.2905 31.3012 31.3119 31.3226 31.3333 31.3440 31.3547 31.3654 31.3761 31.3868 31.3974 31.4081 31.4188 31.4294 31.4401 Columns 469 through 486 31.4508 31.4614 31.4721 31.4827 31.4934 31.5040 31.5146 31.5253 31.5359 31.5465 31.5571 31.5677 31.5784 31.5890 31.5996 31.6102 31.6208 31.6314 Columns 487 through 501 31.6420 31.6526 31.6631 31.6737 31.6843 31.6949 31.7054 31.7160 31.7266 31.7371 31.7477 31.7582 31.7688 31.7793 31.7899 p = 1001 1080 1162 1247 1335 1426 d = 1×6 logical array 0 1 0 0 1 0

8   Pass
x1 = 1500; x2 = 3000; [p,d] = pentagonal_numbers(x1,x2) assert(isequal(p,[1520,1617,1717,1820,1926,2035,2147,2262,2380,2501,2625,2752,2882])) assert(isequal(d,[1,0,0,1,0,1,0,0,1,0,1,0,0]))

b = Columns 1 through 18 31.7899 31.8004 31.8110 31.8215 31.8320 31.8425 31.8531 31.8636 31.8741 31.8846 31.8951 31.9056 31.9161 31.9266 31.9371 31.9476 31.9581 31.9686 Columns 19 through 36 31.9791 31.9895 32.0000 32.0105 32.0209 32.0314 32.0419 32.0523 32.0628 32.0732 32.0837 32.0941 32.1045 32.1150 32.1254 32.1358 32.1463 32.1567 Columns 37 through 54 32.1671 32.1775 32.1879 32.1983 32.2087 32.2191 32.2295 32.2399 32.2503 32.2607 32.2711 32.2815 32.2919 32.3022 32.3126 32.3230 32.3333 32.3437 Columns 55 through 72 32.3541 32.3644 32.3748 32.3851 32.3954 32.4058 32.4161 32.4265 32.4368 32.4471 32.4574 32.4678 32.4781 32.4884 32.4987 32.5090 32.5193 32.5296 Columns 73 through 90 32.5399 32.5502 32.5605 32.5708 32.5811 32.5914 32.6016 32.6119 32.6222 32.6325 32.6427 32.6530 32.6632 32.6735 32.6838 32.6940 32.7043 32.7145 Columns 91 through 108 32.7247 32.7350 32.7452 32.7554 32.7657 32.7759 32.7861 32.7963 32.8065 32.8167 32.8270 32.8372 32.8474 32.8576 32.8678 32.8779 32.8881 32.8983 Columns 109 through 126 32.9085 32.9187 32.9289 32.9390 32.9492 32.9594 32.9695 32.9797 32.9898 33.0000 33.0102 33.0203 33.0304 33.0406 33.0507 33.0609 33.0710 33.0811 Columns 127 through 144 33.0912 33.1014 33.1115 33.1216 33.1317 33.1418 33.1519 33.1620 33.1721 33.1822 33.1923 33.2024 33.2125 33.2226 33.2327 33.2428 33.2528 33.2629 Columns 145 through 162 33.2730 33.2830 33.2931 33.3032 33.3132 33.3233 33.3333 33.3434 33.3534 33.3635 33.3735 33.3835 33.3936 33.4036 33.4136 33.4237 33.4337 33.4437 Columns 163 through 180 33.4537 33.4637 33.4737 33.4837 33.4937 33.5037 33.5137 33.5237 33.5337 33.5437 33.5537 33.5637 33.5737 33.5836 33.5936 33.6036 33.6136 33.6235 Columns 181 through 198 33.6335 33.6434 33.6534 33.6633 33.6733 33.6832 33.6932 33.7031 33.7131 33.7230 33.7329 33.7429 33.7528 33.7627 33.7726 33.7826 33.7925 33.8024 Columns 199 through 216 33.8123 33.8222 33.8321 33.8420 33.8519 33.8618 33.8717 33.8816 33.8915 33.9013 33.9112 33.9211 33.9310 33.9408 33.9507 33.9606 33.9704 33.9803 Columns 217 through 234 33.9901 34.0000 34.0099 34.0197 34.0295 34.0394 34.0492 34.0591 34.0689 34.0787 34.0886 34.0984 34.1082 34.1180 34.1278 34.1377 34.1475 34.1573 Columns 235 through 252 34.1671 34.1769 34.1867 34.1965 34.2063 34.2161 34.2258 34.2356 34.2454 34.2552 34.2650 34.2747 34.2845 34.2943 34.3041 34.3138 34.3236 34.3333 Columns 253 through 270 34.3431 34.3528 34.3626 34.3723 34.3821 34.3918 34.4016 34.4113 34.4210 34.4308 34.4405 34.4502 34.4599 34.4696 34.4794 34.4891 34.4988 34.5085 Columns 271 through 288 34.5182 34.5279 34.5376 34.5473 34.5570 34.5667 34.5764 34.5861 34.5957 34.6054 34.6151 34.6248 34.6344 34.6441 34.6538 34.6634 34.6731 34.6828 Columns 289 through 306 34.6924 34.7021 34.7117 34.7214 34.7310 34.7407 34.7503 34.7599 34.7696 34.7792 34.7888 34.7985 34.8081 34.8177 34.8273 34.8369 34.8466 34.8562 Columns 307 through 324 34.8658 34.8754 34.8850 34.8946 34.9042 34.9138 34.9234 34.9329 34.9425 34.9521 34.9617 34.9713 34.9809 34.9904 35.0000 35.0096 35.0191 35.0287 Columns 325 through 342 35.0383 35.0478 35.0574 35.0669 35.0765 35.0860 35.0956 35.1051 35.1146 35.1242 35.1337 35.1432 35.1528 35.1623 35.1718 35.1813 35.1909 35.2004 Columns 343 through 360 35.2099 35.2194 35.2289 35.2384 35.2479 35.2574 35.2669 35.2764 35.2859 35.2954 35.3049 35.3144 35.3239 35.3333 35.3428 35.3523 35.3618 35.3712 Columns 361 through 378 35.3807 35.3902 35.3996 35.4091 35.4185 35.4280 35.4374 35.4469 35.4563 35.4658 35.4752 35.4847 35.4941 35.5035 35.5130 35.5224 35.5318 35.5412 Columns 379 through 396 35.5507 35.5601 35.5695 35.5789 35.5883 35.5977 35.6071 35.6166 35.6260 35.6354 35.6448 35.6541 35.6635 35.6729 35.6823 35.6917 35.7011 35.7105 Columns 397 through 414 35.7198 35.7292 35.7386 35.7480 35.7573 35.7667 35.7760 35.7854 35.7948 35.8041 35.8135 35.8228 35.8322 35.8415 35.8509 35.8602 35.8695 35.8789 Columns 415 through 432 35.8882 35.8975 35.9069 35.9162 35.9255 35.9348 35.9441 35.9535 35.9628 35.9721 35.9814 35.9907 36.0000 36.0093 36.0186 36.0279 36.0372 36.0465 Columns 433 through 450 36.0558 36.0651 36.0743 36.0836 36.0929 36.1022 36.1115 36.1207 36.1300 36.1393 36.1485 36.1578 36.1671 36.1763 36.1856 36.1948 36.2041 36.2133 Columns 451 through 468 36.2226 36.2318 36.2410 36.2503 36.2595 36.2688 36.2780 36.2872 36.2964 36.3057 36.3149 36.3241 36.3333 36.3425 36.3518 36.3610 36.3702 36.3794 Columns 469 through 486 36.3886 36.3978 36.4070 36.4162 36.4254 36.4346 36.4438 36.4530 36.4621 36.4713 36.4805 36.4897 36.4989 36.5080 36.5172 36.5264 36.5355 36.5447 Columns 487 through 504 36.5539 36.5630 36.5722 36.5813 36.5905 36.5996 36.6088 36.6179 36.6271 36.6362 36.6454 36.6545 36.6636 36.6728 36.6819 36.6910 36.7001 36.7093 Columns 505 through 522 36.7184 36.7275 36.7366 36.7457 36.7548 36.7639 36.7731 36.7822 36.7913 36.8004 36.8095 36.8186 36.8277 36.8367 36.8458 36.8549 36.8640 36.8731 Columns 523 through 540 36.8822 36.8912 36.9003 36.9094 36.9185 36.9275 36.9366 36.9457 36.9547 36.9638 36.9728 36.9819 36.9909 37.0000 37.0090 37.0181 37.0271 37.0362 Columns 541 through 558 37.0452 37.0543 37.0633 37.0723 37.0814 37.0904 37.0994 37.1084 37.1175 37.1265 37.1355 37.1445 37.1535 37.1625 37.1715 37.1806 37.1896 37.1986 Columns 559 through 576 37.2076 37.2166 37.2256 37.2345 37.2435 37.2525 37.2615 37.2705 37.2795 37.2885 37.2974 37.3064 37.3154 37.3244 37.3333 37.3423 37.3513 37.3602 Columns 577 through 594 37.3692 37.3781 37.3871 37.3961 37.4050 37.4140 37.4229 37.4319 37.4408 37.4497 37.4587 37.4676 37.4766 37.4855 37.4944 37.5033 37.5123 37.5212 Columns 595 through 612 37.5301 37.5390 37.5480 37.5569 37.5658 37.5747 37.5836 37.5925 37.6014 37.6103 37.6192 37.6281 37.6370 37.6459 37.6548 37.6637 37.6726 37.6815 Columns 613 through 630 37.6904 37.6992 37.7081 37.7170 37.7259 37.7348 37.7436 37.7525 37.7614 37.7702 37.7791 37.7880 37.7968 37.8057 37.8145 37.8234 37.8322 37.8411 Columns 631 through 648 37.8499 37.8588 37.8676 37.8765 37.8853 37.8941 37.9030 37.9118 37.9206 37.9294 37.9383 37.9471 37.9559 37.9647 37.9736 37.9824 37.9912 38.0000 Columns 649 through 666 38.0088 38.0176 38.0264 38.0352 38.0440 38.0528 38.0616 38.0704 38.0792 38.0880 38.0968 38.1056 38.1144 38.1231 38.1319 38.1407 38.1495 38.1583 Columns 667 through 684 38.1670 38.1758 38.1846 38.1933 38.2021 38.2109 38.2196 38.2284 38.2371 38.2459 38.2546 38.2634 38.2721 38.2809 38.2896 38.2984 38.3071 38.3159 Columns 685 through 702 38.3246 38.3333 38.3421 38.3508 38.3595 38.3683 38.3770 38.3857 38.3944 38.4031 38.4119 38.4206 38.4293 38.4380 38.4467 38.4554 38.4641 38.4728 Columns 703 through 720 38.4815 38.4902 38.4989 38.5076 38.5163 38.5250 38.5337 38.5424 38.5511 38.5597 38.5684 38.5771 38.5858 38.5944 38.6031 38.6118 38.6205 38.6291 Columns 721 through 738 38.6378 38.6465 38.6551 38.6638 38.6724 38.6811 38.6897 38.6984 38.7070 38.7157 38.7243 38.7330 38.7416 38.7503 38.7589 38.7675 38.7762 38.7848 Columns 739 through 756 38.7934 38.8021 38.8107 38.8193 38.8279 38.8366 38.8452 38.8538 38.8624 38.8710 38.8796 38.8883 38.8969 38.9055 38.9141 38.9227 38.9313 38.9399 Columns 757 through 774 38.9485 38.9571 38.9657 38.9742 38.9828 38.9914 39.0000 39.0086 39.0172 39.0257 39.0343 39.0429 39.0515 39.0600 39.0686 39.0772 39.0857 39.0943 Columns 775 through 792 39.1029 39.1114 39.1200 39.1285 39.1371 39.1456 39.1542 39.1627 39.1713 39.1798 39.1884 39.1969 39.2055 39.2140 39.2225 39.2311 39.2396 39.2481 Columns 793 through 810 39.2567 39.2652 39.2737 39.2822 39.2908 39.2993 39.3078 39.3163 39.3248 39.3333 39.3418 39.3504 39.3589 39.3674 39.3759 39.3844 39.3929 39.4014 Columns 811 through 828 39.4099 39.4183 39.4268 39.4353 39.4438 39.4523 39.4608 39.4693 39.4777 39.4862 39.4947 39.5032 39.5117 39.5201 39.5286 39.5371 39.5455 39.5540 Columns 829 through 846 39.5625 39.5709 39.5794 39.5878 39.5963 39.6047 39.6132 39.6216 39.6301 39.6385 39.6470 39.6554 39.6639 39.6723 39.6807 39.6892 39.6976 39.7060 Columns 847 through 864 39.7145 39.7229 39.7313 39.7397 39.7482 39.7566 39.7650 39.7734 39.7818 39.7902 39.7987 39.8071 39.8155 39.8239 39.8323 39.8...

9   Pass
x1 = 1; x2 = 3000; [p,d] = pentagonal_numbers(x1,x2) assert(isequal(p,[1,5,12,22,35,51,70,92,117,145,176,210,247,287,330,376,425,477,532,590,651,715,782,852,925,1001,1080,1162,1247,1335,1426,1520,1617,1717,1820,1926,2035,2147,2262,2380,2501,2625,2752,2882])) assert(isequal(d,[0,1,0,0,1,0,1,0,0,1,0,1,0,0,1,0,1,0,0,1,0,1,0,0,1,0,1,0,0,1,0,1,0,0,1,0,1,0,0,1,0,1,0,0]))

b = Columns 1 through 18 1.0000 1.3333 1.5907 1.8081 2.0000 2.1736 2.3333 2.4821 2.6218 2.7540 2.8798 3.0000 3.1153 3.2263 3.3333 3.4369 3.5373 3.6348 Columns 19 through 36 3.7296 3.8220 3.9120 4.0000 4.0860 4.1701 4.2526 4.3333 4.4126 4.4904 4.5668 4.6419 4.7158 4.7885 4.8600 4.9305 5.0000 5.0685 Columns 37 through 54 5.1360 5.2026 5.2684 5.3333 5.3975 5.4608 5.5234 5.5853 5.6464 5.7069 5.7668 5.8260 5.8846 5.9426 6.0000 6.0569 6.1132 6.1690 Columns 55 through 72 6.2243 6.2790 6.3333 6.3872 6.4405 6.4934 6.5459 6.5979 6.6496 6.7008 6.7516 6.8020 6.8521 6.9017 6.9510 7.0000 7.0486 7.0969 Columns 73 through 90 7.1448 7.1924 7.2397 7.2867 7.3333 7.3797 7.4258 7.4715 7.5170 7.5622 7.6072 7.6518 7.6962 7.7404 7.7843 7.8279 7.8713 7.9144 Columns 91 through 108 7.9573 8.0000 8.0424 8.0846 8.1266 8.1684 8.2100 8.2513 8.2924 8.3333 8.3740 8.4146 8.4549 8.4950 8.5349 8.5747 8.6142 8.6536 Columns 109 through 126 8.6928 8.7318 8.7706 8.8093 8.8477 8.8861 8.9242 8.9622 9.0000 9.0377 9.0752 9.1125 9.1497 9.1867 9.2236 9.2603 9.2969 9.3333 Columns 127 through 144 9.3696 9.4058 9.4418 9.4777 9.5134 9.5490 9.5844 9.6198 9.6550 9.6900 9.7250 9.7598 9.7945 9.8290 9.8635 9.8978 9.9320 9.9660 Columns 145 through 162 10.0000 10.0338 10.0676 10.1012 10.1347 10.1681 10.2013 10.2345 10.2675 10.3005 10.3333 10.3661 10.3987 10.4312 10.4636 10.4960 10.5282 10.5603 Columns 163 through 180 10.5923 10.6243 10.6561 10.6878 10.7194 10.7510 10.7824 10.8138 10.8450 10.8762 10.9073 10.9383 10.9692 11.0000 11.0307 11.0614 11.0919 11.1224 Columns 181 through 198 11.1528 11.1831 11.2133 11.2434 11.2735 11.3034 11.3333 11.3631 11.3929 11.4225 11.4521 11.4816 11.5110 11.5404 11.5696 11.5988 11.6280 11.6570 Columns 199 through 216 11.6860 11.7149 11.7437 11.7725 11.8011 11.8298 11.8583 11.8868 11.9152 11.9435 11.9718 12.0000 12.0281 12.0562 12.0842 12.1121 12.1400 12.1678 Columns 217 through 234 12.1956 12.2232 12.2509 12.2784 12.3059 12.3333 12.3607 12.3880 12.4152 12.4424 12.4696 12.4966 12.5236 12.5506 12.5775 12.6043 12.6311 12.6578 Columns 235 through 252 12.6844 12.7110 12.7376 12.7641 12.7905 12.8169 12.8432 12.8695 12.8957 12.9218 12.9479 12.9740 13.0000 13.0259 13.0518 13.0777 13.1035 13.1292 Columns 253 through 270 13.1549 13.1805 13.2061 13.2317 13.2572 13.2826 13.3080 13.3333 13.3586 13.3839 13.4091 13.4342 13.4593 13.4844 13.5094 13.5343 13.5592 13.5841 Columns 271 through 288 13.6089 13.6337 13.6584 13.6831 13.7078 13.7324 13.7569 13.7814 13.8059 13.8303 13.8547 13.8790 13.9033 13.9275 13.9517 13.9759 14.0000 14.0241 Columns 289 through 306 14.0481 14.0721 14.0961 14.1200 14.1438 14.1677 14.1914 14.2152 14.2389 14.2626 14.2862 14.3098 14.3333 14.3568 14.3803 14.4037 14.4271 14.4505 Columns 307 through 324 14.4738 14.4971 14.5203 14.5435 14.5667 14.5898 14.6129 14.6360 14.6590 14.6820 14.7049 14.7278 14.7507 14.7736 14.7964 14.8191 14.8419 14.8646 Columns 325 through 342 14.8872 14.9098 14.9324 14.9550 14.9775 15.0000 15.0225 15.0449 15.0673 15.0896 15.1119 15.1342 15.1565 15.1787 15.2009 15.2230 15.2452 15.2673 Columns 343 through 360 15.2893 15.3113 15.3333 15.3553 15.3772 15.3991 15.4210 15.4428 15.4646 15.4864 15.5082 15.5299 15.5515 15.5732 15.5948 15.6164 15.6380 15.6595 Columns 361 through 378 15.6810 15.7025 15.7239 15.7453 15.7667 15.7881 15.8094 15.8307 15.8519 15.8732 15.8944 15.9156 15.9367 15.9578 15.9789 16.0000 16.0210 16.0420 Columns 379 through 396 16.0630 16.0840 16.1049 16.1258 16.1467 16.1675 16.1884 16.2091 16.2299 16.2506 16.2714 16.2920 16.3127 16.3333 16.3539 16.3745 16.3951 16.4156 Columns 397 through 414 16.4361 16.4566 16.4770 16.4974 16.5178 16.5382 16.5586 16.5789 16.5992 16.6195 16.6397 16.6599 16.6801 16.7003 16.7205 16.7406 16.7607 16.7808 Columns 415 through 432 16.8008 16.8208 16.8408 16.8608 16.8808 16.9007 16.9206 16.9405 16.9603 16.9802 17.0000 17.0198 17.0396 17.0593 17.0790 17.0987 17.1184 17.1380 Columns 433 through 450 17.1577 17.1773 17.1969 17.2164 17.2360 17.2555 17.2750 17.2945 17.3139 17.3333 17.3527 17.3721 17.3915 17.4108 17.4301 17.4494 17.4687 17.4880 Columns 451 through 468 17.5072 17.5264 17.5456 17.5648 17.5839 17.6031 17.6222 17.6413 17.6603 17.6794 17.6984 17.7174 17.7364 17.7553 17.7743 17.7932 17.8121 17.8310 Columns 469 through 486 17.8498 17.8687 17.8875 17.9063 17.9251 17.9438 17.9626 17.9813 18.0000 18.0187 18.0373 18.0560 18.0746 18.0932 18.1118 18.1304 18.1489 18.1674 Columns 487 through 504 18.1859 18.2044 18.2229 18.2414 18.2598 18.2782 18.2966 18.3150 18.3333 18.3517 18.3700 18.3883 18.4066 18.4248 18.4431 18.4613 18.4795 18.4977 Columns 505 through 522 18.5159 18.5341 18.5522 18.5703 18.5884 18.6065 18.6246 18.6426 18.6607 18.6787 18.6967 18.7147 18.7326 18.7506 18.7685 18.7864 18.8043 18.8222 Columns 523 through 540 18.8400 18.8579 18.8757 18.8935 18.9113 18.9291 18.9468 18.9646 18.9823 19.0000 19.0177 19.0354 19.0530 19.0707 19.0883 19.1059 19.1235 19.1411 Columns 541 through 558 19.1586 19.1762 19.1937 19.2112 19.2287 19.2462 19.2636 19.2811 19.2985 19.3159 19.3333 19.3507 19.3681 19.3854 19.4028 19.4201 19.4374 19.4547 Columns 559 through 576 19.4720 19.4892 19.5065 19.5237 19.5409 19.5581 19.5753 19.5925 19.6096 19.6267 19.6439 19.6610 19.6781 19.6951 19.7122 19.7292 19.7463 19.7633 Columns 577 through 594 19.7803 19.7973 19.8143 19.8312 19.8482 19.8651 19.8820 19.8989 19.9158 19.9327 19.9495 19.9664 19.9832 20.0000 20.0168 20.0336 20.0504 20.0671 Columns 595 through 612 20.0839 20.1006 20.1173 20.1340 20.1507 20.1674 20.1840 20.2007 20.2173 20.2339 20.2505 20.2671 20.2837 20.3002 20.3168 20.3333 20.3499 20.3664 Columns 613 through 630 20.3829 20.3993 20.4158 20.4323 20.4487 20.4651 20.4815 20.4980 20.5143 20.5307 20.5471 20.5634 20.5798 20.5961 20.6124 20.6287 20.6450 20.6612 Columns 631 through 648 20.6775 20.6937 20.7100 20.7262 20.7424 20.7586 20.7748 20.7910 20.8071 20.8233 20.8394 20.8555 20.8716 20.8877 20.9038 20.9198 20.9359 20.9519 Columns 649 through 666 20.9680 20.9840 21.0000 21.0160 21.0320 21.0479 21.0639 21.0798 21.0958 21.1117 21.1276 21.1435 21.1594 21.1753 21.1911 21.2070 21.2228 21.2386 Columns 667 through 684 21.2544 21.2702 21.2860 21.3018 21.3176 21.3333 21.3491 21.3648 21.3805 21.3962 21.4119 21.4276 21.4433 21.4589 21.4746 21.4902 21.5059 21.5215 Columns 685 through 702 21.5371 21.5527 21.5683 21.5838 21.5994 21.6149 21.6305 21.6460 21.6615 21.6770 21.6925 21.7080 21.7234 21.7389 21.7543 21.7698 21.7852 21.8006 Columns 703 through 720 21.8160 21.8314 21.8468 21.8622 21.8775 21.8929 21.9082 21.9235 21.9388 21.9542 21.9694 21.9847 22.0000 22.0153 22.0305 22.0458 22.0610 22.0762 Columns 721 through 738 22.0914 22.1066 22.1218 22.1370 22.1521 22.1673 22.1824 22.1976 22.2127 22.2278 22.2429 22.2580 22.2731 22.2882 22.3032 22.3183 22.3333 22.3484 Columns 739 through 756 22.3634 22.3784 22.3934 22.4084 22.4234 22.4383 22.4533 22.4683 22.4832 22.4981 22.5131 22.5280 22.5429 22.5578 22.5726 22.5875 22.6024 22.6172 Columns 757 through 774 22.6321 22.6469 22.6617 22.6765 22.6913 22.7061 22.7209 22.7357 22.7505 22.7652 22.7800 22.7947 22.8094 22.8241 22.8388 22.8535 22.8682 22.8829 Columns 775 through 792 22.8976 22.9122 22.9269 22.9415 22.9562 22.9708 22.9854 23.0000 23.0146 23.0292 23.0438 23.0583 23.0729 23.0874 23.1020 23.1165 23.1310 23.1455 Columns 793 through 810 23.1600 23.1745 23.1890 23.2035 23.2179 23.2324 23.2468 23.2613 23.2757 23.2901 23.3045 23.3189 23.3333 23.3477 23.3621 23.3765 23.3908 23.4052 Columns 811 through 828 23.4195 23.4338 23.4482 23.4625 23.4768 23.4911 23.5054 23.5196 23.5339 23.5482 23.5624 23.5767 23.5909 23.6051 23.6193 23.6335 23.6477 23.6619 Columns 829 through 846 23.6761 23.6903 23.7045 23.7186 23.7328 23.7469 23.7610 23.7752 23.7893 23.8034 23.8175 23.8316 23.8457 23.8597 23.8738 23.8878 23.9019 23.9159 Columns 847 through 864 23.9300 23.9440 23.9580 23.9720 23.9860 24.0000 24.0140 24.0280 24.0419 24.0559 24.0698 24.0838 24.0977 24.1116 24.1255 24.1...

10   Pass
x1 = 10000; x2 = 12000; [p,d] = pentagonal_numbers(x1,x2) assert(isequal(p,[10045,10292,10542,10795,11051,11310,11572,11837])) assert(isequal(d,[1,0,0,1,0,1,0,0]))

b = Columns 1 through 18 81.8165 81.8206 81.8247 81.8287 81.8328 81.8369 81.8410 81.8451 81.8491 81.8532 81.8573 81.8614 81.8655 81.8695 81.8736 81.8777 81.8818 81.8859 Columns 19 through 36 81.8899 81.8940 81.8981 81.9022 81.9063 81.9103 81.9144 81.9185 81.9226 81.9266 81.9307 81.9348 81.9389 81.9430 81.9470 81.9511 81.9552 81.9593 Columns 37 through 54 81.9633 81.9674 81.9715 81.9756 81.9796 81.9837 81.9878 81.9919 81.9959 82.0000 82.0041 82.0081 82.0122 82.0163 82.0204 82.0244 82.0285 82.0326 Columns 55 through 72 82.0367 82.0407 82.0448 82.0489 82.0529 82.0570 82.0611 82.0651 82.0692 82.0733 82.0774 82.0814 82.0855 82.0896 82.0936 82.0977 82.1018 82.1058 Columns 73 through 90 82.1099 82.1140 82.1180 82.1221 82.1262 82.1302 82.1343 82.1384 82.1424 82.1465 82.1506 82.1546 82.1587 82.1628 82.1668 82.1709 82.1750 82.1790 Columns 91 through 108 82.1831 82.1872 82.1912 82.1953 82.1993 82.2034 82.2075 82.2115 82.2156 82.2197 82.2237 82.2278 82.2319 82.2359 82.2400 82.2440 82.2481 82.2522 Columns 109 through 126 82.2562 82.2603 82.2643 82.2684 82.2725 82.2765 82.2806 82.2846 82.2887 82.2928 82.2968 82.3009 82.3049 82.3090 82.3130 82.3171 82.3212 82.3252 Columns 127 through 144 82.3293 82.3333 82.3374 82.3414 82.3455 82.3496 82.3536 82.3577 82.3617 82.3658 82.3698 82.3739 82.3779 82.3820 82.3861 82.3901 82.3942 82.3982 Columns 145 through 162 82.4023 82.4063 82.4104 82.4144 82.4185 82.4225 82.4266 82.4306 82.4347 82.4387 82.4428 82.4468 82.4509 82.4549 82.4590 82.4630 82.4671 82.4711 Columns 163 through 180 82.4752 82.4792 82.4833 82.4873 82.4914 82.4954 82.4995 82.5035 82.5076 82.5116 82.5157 82.5197 82.5238 82.5278 82.5319 82.5359 82.5400 82.5440 Columns 181 through 198 82.5481 82.5521 82.5562 82.5602 82.5642 82.5683 82.5723 82.5764 82.5804 82.5845 82.5885 82.5926 82.5966 82.6006 82.6047 82.6087 82.6128 82.6168 Columns 199 through 216 82.6209 82.6249 82.6289 82.6330 82.6370 82.6411 82.6451 82.6492 82.6532 82.6572 82.6613 82.6653 82.6694 82.6734 82.6774 82.6815 82.6855 82.6896 Columns 217 through 234 82.6936 82.6976 82.7017 82.7057 82.7098 82.7138 82.7178 82.7219 82.7259 82.7299 82.7340 82.7380 82.7421 82.7461 82.7501 82.7542 82.7582 82.7622 Columns 235 through 252 82.7663 82.7703 82.7743 82.7784 82.7824 82.7864 82.7905 82.7945 82.7985 82.8026 82.8066 82.8106 82.8147 82.8187 82.8227 82.8268 82.8308 82.8348 Columns 253 through 270 82.8389 82.8429 82.8469 82.8510 82.8550 82.8590 82.8631 82.8671 82.8711 82.8752 82.8792 82.8832 82.8872 82.8913 82.8953 82.8993 82.9034 82.9074 Columns 271 through 288 82.9114 82.9154 82.9195 82.9235 82.9275 82.9316 82.9356 82.9396 82.9436 82.9477 82.9517 82.9557 82.9597 82.9638 82.9678 82.9718 82.9759 82.9799 Columns 289 through 306 82.9839 82.9879 82.9920 82.9960 83.0000 83.0040 83.0080 83.0121 83.0161 83.0201 83.0241 83.0282 83.0322 83.0362 83.0402 83.0443 83.0483 83.0523 Columns 307 through 324 83.0563 83.0603 83.0644 83.0684 83.0724 83.0764 83.0804 83.0845 83.0885 83.0925 83.0965 83.1005 83.1046 83.1086 83.1126 83.1166 83.1206 83.1247 Columns 325 through 342 83.1287 83.1327 83.1367 83.1407 83.1447 83.1488 83.1528 83.1568 83.1608 83.1648 83.1688 83.1729 83.1769 83.1809 83.1849 83.1889 83.1929 83.1969 Columns 343 through 360 83.2010 83.2050 83.2090 83.2130 83.2170 83.2210 83.2250 83.2291 83.2331 83.2371 83.2411 83.2451 83.2491 83.2531 83.2571 83.2612 83.2652 83.2692 Columns 361 through 378 83.2732 83.2772 83.2812 83.2852 83.2892 83.2932 83.2973 83.3013 83.3053 83.3093 83.3133 83.3173 83.3213 83.3253 83.3293 83.3333 83.3373 83.3413 Columns 379 through 396 83.3454 83.3494 83.3534 83.3574 83.3614 83.3654 83.3694 83.3734 83.3774 83.3814 83.3854 83.3894 83.3934 83.3974 83.4014 83.4054 83.4095 83.4135 Columns 397 through 414 83.4175 83.4215 83.4255 83.4295 83.4335 83.4375 83.4415 83.4455 83.4495 83.4535 83.4575 83.4615 83.4655 83.4695 83.4735 83.4775 83.4815 83.4855 Columns 415 through 432 83.4895 83.4935 83.4975 83.5015 83.5055 83.5095 83.5135 83.5175 83.5215 83.5255 83.5295 83.5335 83.5375 83.5415 83.5455 83.5495 83.5535 83.5575 Columns 433 through 450 83.5615 83.5655 83.5695 83.5735 83.5775 83.5815 83.5855 83.5895 83.5934 83.5974 83.6014 83.6054 83.6094 83.6134 83.6174 83.6214 83.6254 83.6294 Columns 451 through 468 83.6334 83.6374 83.6414 83.6454 83.6494 83.6534 83.6574 83.6613 83.6653 83.6693 83.6733 83.6773 83.6813 83.6853 83.6893 83.6933 83.6973 83.7013 Columns 469 through 486 83.7052 83.7092 83.7132 83.7172 83.7212 83.7252 83.7292 83.7332 83.7372 83.7412 83.7451 83.7491 83.7531 83.7571 83.7611 83.7651 83.7691 83.7731 Columns 487 through 504 83.7770 83.7810 83.7850 83.7890 83.7930 83.7970 83.8010 83.8049 83.8089 83.8129 83.8169 83.8209 83.8249 83.8289 83.8328 83.8368 83.8408 83.8448 Columns 505 through 522 83.8488 83.8528 83.8567 83.8607 83.8647 83.8687 83.8727 83.8766 83.8806 83.8846 83.8886 83.8926 83.8966 83.9005 83.9045 83.9085 83.9125 83.9165 Columns 523 through 540 83.9204 83.9244 83.9284 83.9324 83.9364 83.9403 83.9443 83.9483 83.9523 83.9563 83.9602 83.9642 83.9682 83.9722 83.9761 83.9801 83.9841 83.9881 Columns 541 through 558 83.9920 83.9960 84.0000 84.0040 84.0080 84.0119 84.0159 84.0199 84.0239 84.0278 84.0318 84.0358 84.0398 84.0437 84.0477 84.0517 84.0556 84.0596 Columns 559 through 576 84.0636 84.0676 84.0715 84.0755 84.0795 84.0835 84.0874 84.0914 84.0954 84.0993 84.1033 84.1073 84.1113 84.1152 84.1192 84.1232 84.1271 84.1311 Columns 577 through 594 84.1351 84.1390 84.1430 84.1470 84.1510 84.1549 84.1589 84.1629 84.1668 84.1708 84.1748 84.1787 84.1827 84.1867 84.1906 84.1946 84.1986 84.2025 Columns 595 through 612 84.2065 84.2105 84.2144 84.2184 84.2224 84.2263 84.2303 84.2343 84.2382 84.2422 84.2462 84.2501 84.2541 84.2581 84.2620 84.2660 84.2699 84.2739 Columns 613 through 630 84.2779 84.2818 84.2858 84.2898 84.2937 84.2977 84.3016 84.3056 84.3096 84.3135 84.3175 84.3215 84.3254 84.3294 84.3333 84.3373 84.3413 84.3452 Columns 631 through 648 84.3492 84.3531 84.3571 84.3611 84.3650 84.3690 84.3729 84.3769 84.3808 84.3848 84.3888 84.3927 84.3967 84.4006 84.4046 84.4085 84.4125 84.4165 Columns 649 through 666 84.4204 84.4244 84.4283 84.4323 84.4362 84.4402 84.4442 84.4481 84.4521 84.4560 84.4600 84.4639 84.4679 84.4718 84.4758 84.4797 84.4837 84.4876 Columns 667 through 684 84.4916 84.4956 84.4995 84.5035 84.5074 84.5114 84.5153 84.5193 84.5232 84.5272 84.5311 84.5351 84.5390 84.5430 84.5469 84.5509 84.5548 84.5588 Columns 685 through 702 84.5627 84.5667 84.5706 84.5746 84.5785 84.5825 84.5864 84.5904 84.5943 84.5983 84.6022 84.6062 84.6101 84.6141 84.6180 84.6219 84.6259 84.6298 Columns 703 through 720 84.6338 84.6377 84.6417 84.6456 84.6496 84.6535 84.6575 84.6614 84.6654 84.6693 84.6732 84.6772 84.6811 84.6851 84.6890 84.6930 84.6969 84.7008 Columns 721 through 738 84.7048 84.7087 84.7127 84.7166 84.7206 84.7245 84.7284 84.7324 84.7363 84.7403 84.7442 84.7482 84.7521 84.7560 84.7600 84.7639 84.7679 84.7718 Columns 739 through 756 84.7757 84.7797 84.7836 84.7876 84.7915 84.7954 84.7994 84.8033 84.8072 84.8112 84.8151 84.8191 84.8230 84.8269 84.8309 84.8348 84.8387 84.8427 Columns 757 through 774 84.8466 84.8506 84.8545 84.8584 84.8624 84.8663 84.8702 84.8742 84.8781 84.8820 84.8860 84.8899 84.8938 84.8978 84.9017 84.9056 84.9096 84.9135 Columns 775 through 792 84.9174 84.9214 84.9253 84.9292 84.9332 84.9371 84.9410 84.9450 84.9489 84.9528 84.9568 84.9607 84.9646 84.9686 84.9725 84.9764 84.9804 84.9843 Columns 793 through 810 84.9882 84.9921 84.9961 85.0000 85.0039 85.0079 85.0118 85.0157 85.0196 85.0236 85.0275 85.0314 85.0354 85.0393 85.0432 85.0471 85.0511 85.0550 Columns 811 through 828 85.0589 85.0628 85.0668 85.0707 85.0746 85.0785 85.0825 85.0864 85.0903 85.0943 85.0982 85.1021 85.1060 85.1099 85.1139 85.1178 85.1217 85.1256 Columns 829 through 846 85.1296 85.1335 85.1374 85.1413 85.1453 85.1492 85.1531 85.1570 85.1609 85.1649 85.1688 85.1727 85.1766 85.1806 85.1845 85.1884 85.1923 85.1962 Columns 847 through 864 85.2002 85.2041 85.2080 85.2119 85.2158 85.2198 85.2237 85.2276 85.2315 85.2354 85.2393 85.2433 85.2472 85.2511 85.2550 85.2...

11   Pass
x1 = 100000; x2 = 110000; [p,d] = pentagonal_numbers(x1,x2) assert(isequal(p,[100492,101270,102051,102835,103622,104412,105205,106001,106800,107602,108407,109215])) assert(isequal(d,[0,1,0,1,0,0,1,0,1,0,0,1]))

b = Columns 1 through 18 258.3656 258.3669 258.3682 258.3695 258.3708 258.3721 258.3734 258.3746 258.3759 258.3772 258.3785 258.3798 258.3811 258.3824 258.3837 258.3850 258.3863 258.3876 Columns 19 through 36 258.3888 258.3901 258.3914 258.3927 258.3940 258.3953 258.3966 258.3979 258.3992 258.4005 258.4018 258.4030 258.4043 258.4056 258.4069 258.4082 258.4095 258.4108 Columns 37 through 54 258.4121 258.4134 258.4147 258.4160 258.4172 258.4185 258.4198 258.4211 258.4224 258.4237 258.4250 258.4263 258.4276 258.4289 258.4302 258.4314 258.4327 258.4340 Columns 55 through 72 258.4353 258.4366 258.4379 258.4392 258.4405 258.4418 258.4431 258.4443 258.4456 258.4469 258.4482 258.4495 258.4508 258.4521 258.4534 258.4547 258.4560 258.4573 Columns 73 through 90 258.4585 258.4598 258.4611 258.4624 258.4637 258.4650 258.4663 258.4676 258.4689 258.4702 258.4715 258.4727 258.4740 258.4753 258.4766 258.4779 258.4792 258.4805 Columns 91 through 108 258.4818 258.4831 258.4844 258.4856 258.4869 258.4882 258.4895 258.4908 258.4921 258.4934 258.4947 258.4960 258.4973 258.4985 258.4998 258.5011 258.5024 258.5037 Columns 109 through 126 258.5050 258.5063 258.5076 258.5089 258.5102 258.5115 258.5127 258.5140 258.5153 258.5166 258.5179 258.5192 258.5205 258.5218 258.5231 258.5244 258.5256 258.5269 Columns 127 through 144 258.5282 258.5295 258.5308 258.5321 258.5334 258.5347 258.5360 258.5373 258.5385 258.5398 258.5411 258.5424 258.5437 258.5450 258.5463 258.5476 258.5489 258.5502 Columns 145 through 162 258.5514 258.5527 258.5540 258.5553 258.5566 258.5579 258.5592 258.5605 258.5618 258.5631 258.5643 258.5656 258.5669 258.5682 258.5695 258.5708 258.5721 258.5734 Columns 163 through 180 258.5747 258.5760 258.5772 258.5785 258.5798 258.5811 258.5824 258.5837 258.5850 258.5863 258.5876 258.5889 258.5901 258.5914 258.5927 258.5940 258.5953 258.5966 Columns 181 through 198 258.5979 258.5992 258.6005 258.6018 258.6030 258.6043 258.6056 258.6069 258.6082 258.6095 258.6108 258.6121 258.6134 258.6147 258.6159 258.6172 258.6185 258.6198 Columns 199 through 216 258.6211 258.6224 258.6237 258.6250 258.6263 258.6275 258.6288 258.6301 258.6314 258.6327 258.6340 258.6353 258.6366 258.6379 258.6392 258.6404 258.6417 258.6430 Columns 217 through 234 258.6443 258.6456 258.6469 258.6482 258.6495 258.6508 258.6521 258.6533 258.6546 258.6559 258.6572 258.6585 258.6598 258.6611 258.6624 258.6637 258.6649 258.6662 Columns 235 through 252 258.6675 258.6688 258.6701 258.6714 258.6727 258.6740 258.6753 258.6766 258.6778 258.6791 258.6804 258.6817 258.6830 258.6843 258.6856 258.6869 258.6882 258.6894 Columns 253 through 270 258.6907 258.6920 258.6933 258.6946 258.6959 258.6972 258.6985 258.6998 258.7011 258.7023 258.7036 258.7049 258.7062 258.7075 258.7088 258.7101 258.7114 258.7127 Columns 271 through 288 258.7139 258.7152 258.7165 258.7178 258.7191 258.7204 258.7217 258.7230 258.7243 258.7255 258.7268 258.7281 258.7294 258.7307 258.7320 258.7333 258.7346 258.7359 Columns 289 through 306 258.7371 258.7384 258.7397 258.7410 258.7423 258.7436 258.7449 258.7462 258.7475 258.7488 258.7500 258.7513 258.7526 258.7539 258.7552 258.7565 258.7578 258.7591 Columns 307 through 324 258.7604 258.7616 258.7629 258.7642 258.7655 258.7668 258.7681 258.7694 258.7707 258.7720 258.7732 258.7745 258.7758 258.7771 258.7784 258.7797 258.7810 258.7823 Columns 325 through 342 258.7836 258.7848 258.7861 258.7874 258.7887 258.7900 258.7913 258.7926 258.7939 258.7952 258.7964 258.7977 258.7990 258.8003 258.8016 258.8029 258.8042 258.8055 Columns 343 through 360 258.8068 258.8080 258.8093 258.8106 258.8119 258.8132 258.8145 258.8158 258.8171 258.8184 258.8196 258.8209 258.8222 258.8235 258.8248 258.8261 258.8274 258.8287 Columns 361 through 378 258.8300 258.8312 258.8325 258.8338 258.8351 258.8364 258.8377 258.8390 258.8403 258.8415 258.8428 258.8441 258.8454 258.8467 258.8480 258.8493 258.8506 258.8519 Columns 379 through 396 258.8531 258.8544 258.8557 258.8570 258.8583 258.8596 258.8609 258.8622 258.8635 258.8647 258.8660 258.8673 258.8686 258.8699 258.8712 258.8725 258.8738 258.8751 Columns 397 through 414 258.8763 258.8776 258.8789 258.8802 258.8815 258.8828 258.8841 258.8854 258.8866 258.8879 258.8892 258.8905 258.8918 258.8931 258.8944 258.8957 258.8970 258.8982 Columns 415 through 432 258.8995 258.9008 258.9021 258.9034 258.9047 258.9060 258.9073 258.9085 258.9098 258.9111 258.9124 258.9137 258.9150 258.9163 258.9176 258.9189 258.9201 258.9214 Columns 433 through 450 258.9227 258.9240 258.9253 258.9266 258.9279 258.9292 258.9304 258.9317 258.9330 258.9343 258.9356 258.9369 258.9382 258.9395 258.9408 258.9420 258.9433 258.9446 Columns 451 through 468 258.9459 258.9472 258.9485 258.9498 258.9511 258.9523 258.9536 258.9549 258.9562 258.9575 258.9588 258.9601 258.9614 258.9627 258.9639 258.9652 258.9665 258.9678 Columns 469 through 486 258.9691 258.9704 258.9717 258.9730 258.9742 258.9755 258.9768 258.9781 258.9794 258.9807 258.9820 258.9833 258.9845 258.9858 258.9871 258.9884 258.9897 258.9910 Columns 487 through 504 258.9923 258.9936 258.9948 258.9961 258.9974 258.9987 259.0000 259.0013 259.0026 259.0039 259.0052 259.0064 259.0077 259.0090 259.0103 259.0116 259.0129 259.0142 Columns 505 through 522 259.0155 259.0167 259.0180 259.0193 259.0206 259.0219 259.0232 259.0245 259.0258 259.0270 259.0283 259.0296 259.0309 259.0322 259.0335 259.0348 259.0361 259.0373 Columns 523 through 540 259.0386 259.0399 259.0412 259.0425 259.0438 259.0451 259.0464 259.0476 259.0489 259.0502 259.0515 259.0528 259.0541 259.0554 259.0567 259.0579 259.0592 259.0605 Columns 541 through 558 259.0618 259.0631 259.0644 259.0657 259.0670 259.0682 259.0695 259.0708 259.0721 259.0734 259.0747 259.0760 259.0773 259.0785 259.0798 259.0811 259.0824 259.0837 Columns 559 through 576 259.0850 259.0863 259.0876 259.0888 259.0901 259.0914 259.0927 259.0940 259.0953 259.0966 259.0979 259.0991 259.1004 259.1017 259.1030 259.1043 259.1056 259.1069 Columns 577 through 594 259.1082 259.1094 259.1107 259.1120 259.1133 259.1146 259.1159 259.1172 259.1185 259.1197 259.1210 259.1223 259.1236 259.1249 259.1262 259.1275 259.1288 259.1300 Columns 595 through 612 259.1313 259.1326 259.1339 259.1352 259.1365 259.1378 259.1390 259.1403 259.1416 259.1429 259.1442 259.1455 259.1468 259.1481 259.1493 259.1506 259.1519 259.1532 Columns 613 through 630 259.1545 259.1558 259.1571 259.1584 259.1596 259.1609 259.1622 259.1635 259.1648 259.1661 259.1674 259.1687 259.1699 259.1712 259.1725 259.1738 259.1751 259.1764 Columns 631 through 648 259.1777 259.1789 259.1802 259.1815 259.1828 259.1841 259.1854 259.1867 259.1880 259.1892 259.1905 259.1918 259.1931 259.1944 259.1957 259.1970 259.1982 259.1995 Columns 649 through 666 259.2008 259.2021 259.2034 259.2047 259.2060 259.2073 259.2085 259.2098 259.2111 259.2124 259.2137 259.2150 259.2163 259.2176 259.2188 259.2201 259.2214 259.2227 Columns 667 through 684 259.2240 259.2253 259.2266 259.2278 259.2291 259.2304 259.2317 259.2330 259.2343 259.2356 259.2369 259.2381 259.2394 259.2407 259.2420 259.2433 259.2446 259.2459 Columns 685 through 702 259.2471 259.2484 259.2497 259.2510 259.2523 259.2536 259.2549 259.2562 259.2574 259.2587 259.2600 259.2613 259.2626 259.2639 259.2652 259.2664 259.2677 259.2690 Columns 703 through 720 259.2703 259.2716 259.2729 259.2742 259.2754 259.2767 259.2780 259.2793 259.2806 259.2819 259.2832 259.2845 259.2857 259.2870 259.2883 259.2896 259.2909 259.2922 Columns 721 through 738 259.2935 259.2947 259.2960 259.2973 259.2986 259.2999 259.3012 259.3025 259.3037 259.3050 259.3063 259.3076 259.3089 259.3102 259.3115 259.3128 259.3140 259.3153 Columns 739 through 756 259.3166 259.3179 259.3192 259.3205 259.3218 259.3230 259.3243 259.3256 259.3269 259.3282 259.3295 259.3308 259.3320 259.3333 259.3346 259.3359 259.3372 259.3385 Columns 757 through 774 259.3398 259.3411 259.3423 259.3436 259.3449 259.3462 259.3475 259.3488 259.3501 259.3513 259.3526 259.3539 259.3552 259.3565 259.3578 259.3591 259.3603 259.3616 Columns 775 through 792 259.3629 259.3642 259.3655 259.3668 259.3681 259.3693 259.3706 259.3719 259.3732 259.3745 259.3758 259.3771 259.3783 259.3796 259.3809 259.3822 259.3835 259.3848 Columns 793 through 810 259.3861 259.3873 259.3886 259.3899 259.3912 259.3925 259.3938 259.3951 259.3963 259.3976 259.3989 259.4002 259.4015 259.4028 259.4041 259.4053 259.4066 259.4079 Columns 811 through 828 259.4092 259.4105 259.4118 259.4131 259.4143 259.4156 259.4169 259.4182 259.4195 259.4208 259.4221 259.4233 259.4246 259.4259 259.4272 259.4285 259.4298 259.4311 Columns 829 through 846 259.4323 259.4336 259.4349 259.4362 259.4375 259.4388 259.4401 259.4413 259.4426 259.4439 259.4452 259.4465 259.4478 259.4491 259.4503 259.4516 259.4529 259.4542 Columns 847 through 864 259.4555 259.4568 259.4581 259.4593 259.4606 259.4619 259.4632 259.4645 259.4658 259.4671 259.4683 259.4696 259.4709 259.4722 259.4735 259.4...

12   Pass
x1 = 1000000; x2 = 1010101; [p,d] = pentagonal_numbers(x1,x2) assert(isequal(p,[1000825,1003277,1005732,1008190])) assert(isequal(d,[1,0,0,1]))

b = Columns 1 through 18 816.6633 816.6637 816.6641 816.6645 816.6649 816.6653 816.6657 816.6661 816.6665 816.6669 816.6673 816.6678 816.6682 816.6686 816.6690 816.6694 816.6698 816.6702 Columns 19 through 36 816.6706 816.6710 816.6714 816.6718 816.6722 816.6727 816.6731 816.6735 816.6739 816.6743 816.6747 816.6751 816.6755 816.6759 816.6763 816.6767 816.6771 816.6776 Columns 37 through 54 816.6780 816.6784 816.6788 816.6792 816.6796 816.6800 816.6804 816.6808 816.6812 816.6816 816.6820 816.6825 816.6829 816.6833 816.6837 816.6841 816.6845 816.6849 Columns 55 through 72 816.6853 816.6857 816.6861 816.6865 816.6869 816.6874 816.6878 816.6882 816.6886 816.6890 816.6894 816.6898 816.6902 816.6906 816.6910 816.6914 816.6918 816.6922 Columns 73 through 90 816.6927 816.6931 816.6935 816.6939 816.6943 816.6947 816.6951 816.6955 816.6959 816.6963 816.6967 816.6971 816.6976 816.6980 816.6984 816.6988 816.6992 816.6996 Columns 91 through 108 816.7000 816.7004 816.7008 816.7012 816.7016 816.7020 816.7025 816.7029 816.7033 816.7037 816.7041 816.7045 816.7049 816.7053 816.7057 816.7061 816.7065 816.7069 Columns 109 through 126 816.7074 816.7078 816.7082 816.7086 816.7090 816.7094 816.7098 816.7102 816.7106 816.7110 816.7114 816.7118 816.7123 816.7127 816.7131 816.7135 816.7139 816.7143 Columns 127 through 144 816.7147 816.7151 816.7155 816.7159 816.7163 816.7167 816.7172 816.7176 816.7180 816.7184 816.7188 816.7192 816.7196 816.7200 816.7204 816.7208 816.7212 816.7216 Columns 145 through 162 816.7221 816.7225 816.7229 816.7233 816.7237 816.7241 816.7245 816.7249 816.7253 816.7257 816.7261 816.7265 816.7269 816.7274 816.7278 816.7282 816.7286 816.7290 Columns 163 through 180 816.7294 816.7298 816.7302 816.7306 816.7310 816.7314 816.7318 816.7323 816.7327 816.7331 816.7335 816.7339 816.7343 816.7347 816.7351 816.7355 816.7359 816.7363 Columns 181 through 198 816.7367 816.7372 816.7376 816.7380 816.7384 816.7388 816.7392 816.7396 816.7400 816.7404 816.7408 816.7412 816.7416 816.7421 816.7425 816.7429 816.7433 816.7437 Columns 199 through 216 816.7441 816.7445 816.7449 816.7453 816.7457 816.7461 816.7465 816.7470 816.7474 816.7478 816.7482 816.7486 816.7490 816.7494 816.7498 816.7502 816.7506 816.7510 Columns 217 through 234 816.7514 816.7518 816.7523 816.7527 816.7531 816.7535 816.7539 816.7543 816.7547 816.7551 816.7555 816.7559 816.7563 816.7567 816.7572 816.7576 816.7580 816.7584 Columns 235 through 252 816.7588 816.7592 816.7596 816.7600 816.7604 816.7608 816.7612 816.7616 816.7621 816.7625 816.7629 816.7633 816.7637 816.7641 816.7645 816.7649 816.7653 816.7657 Columns 253 through 270 816.7661 816.7665 816.7670 816.7674 816.7678 816.7682 816.7686 816.7690 816.7694 816.7698 816.7702 816.7706 816.7710 816.7714 816.7719 816.7723 816.7727 816.7731 Columns 271 through 288 816.7735 816.7739 816.7743 816.7747 816.7751 816.7755 816.7759 816.7763 816.7767 816.7772 816.7776 816.7780 816.7784 816.7788 816.7792 816.7796 816.7800 816.7804 Columns 289 through 306 816.7808 816.7812 816.7816 816.7821 816.7825 816.7829 816.7833 816.7837 816.7841 816.7845 816.7849 816.7853 816.7857 816.7861 816.7865 816.7870 816.7874 816.7878 Columns 307 through 324 816.7882 816.7886 816.7890 816.7894 816.7898 816.7902 816.7906 816.7910 816.7914 816.7919 816.7923 816.7927 816.7931 816.7935 816.7939 816.7943 816.7947 816.7951 Columns 325 through 342 816.7955 816.7959 816.7963 816.7968 816.7972 816.7976 816.7980 816.7984 816.7988 816.7992 816.7996 816.8000 816.8004 816.8008 816.8012 816.8016 816.8021 816.8025 Columns 343 through 360 816.8029 816.8033 816.8037 816.8041 816.8045 816.8049 816.8053 816.8057 816.8061 816.8065 816.8070 816.8074 816.8078 816.8082 816.8086 816.8090 816.8094 816.8098 Columns 361 through 378 816.8102 816.8106 816.8110 816.8114 816.8119 816.8123 816.8127 816.8131 816.8135 816.8139 816.8143 816.8147 816.8151 816.8155 816.8159 816.8163 816.8168 816.8172 Columns 379 through 396 816.8176 816.8180 816.8184 816.8188 816.8192 816.8196 816.8200 816.8204 816.8208 816.8212 816.8216 816.8221 816.8225 816.8229 816.8233 816.8237 816.8241 816.8245 Columns 397 through 414 816.8249 816.8253 816.8257 816.8261 816.8265 816.8270 816.8274 816.8278 816.8282 816.8286 816.8290 816.8294 816.8298 816.8302 816.8306 816.8310 816.8314 816.8319 Columns 415 through 432 816.8323 816.8327 816.8331 816.8335 816.8339 816.8343 816.8347 816.8351 816.8355 816.8359 816.8363 816.8368 816.8372 816.8376 816.8380 816.8384 816.8388 816.8392 Columns 433 through 450 816.8396 816.8400 816.8404 816.8408 816.8412 816.8416 816.8421 816.8425 816.8429 816.8433 816.8437 816.8441 816.8445 816.8449 816.8453 816.8457 816.8461 816.8465 Columns 451 through 468 816.8470 816.8474 816.8478 816.8482 816.8486 816.8490 816.8494 816.8498 816.8502 816.8506 816.8510 816.8514 816.8519 816.8523 816.8527 816.8531 816.8535 816.8539 Columns 469 through 486 816.8543 816.8547 816.8551 816.8555 816.8559 816.8563 816.8568 816.8572 816.8576 816.8580 816.8584 816.8588 816.8592 816.8596 816.8600 816.8604 816.8608 816.8612 Columns 487 through 504 816.8616 816.8621 816.8625 816.8629 816.8633 816.8637 816.8641 816.8645 816.8649 816.8653 816.8657 816.8661 816.8665 816.8670 816.8674 816.8678 816.8682 816.8686 Columns 505 through 522 816.8690 816.8694 816.8698 816.8702 816.8706 816.8710 816.8714 816.8719 816.8723 816.8727 816.8731 816.8735 816.8739 816.8743 816.8747 816.8751 816.8755 816.8759 Columns 523 through 540 816.8763 816.8768 816.8772 816.8776 816.8780 816.8784 816.8788 816.8792 816.8796 816.8800 816.8804 816.8808 816.8812 816.8816 816.8821 816.8825 816.8829 816.8833 Columns 541 through 558 816.8837 816.8841 816.8845 816.8849 816.8853 816.8857 816.8861 816.8865 816.8870 816.8874 816.8878 816.8882 816.8886 816.8890 816.8894 816.8898 816.8902 816.8906 Columns 559 through 576 816.8910 816.8914 816.8919 816.8923 816.8927 816.8931 816.8935 816.8939 816.8943 816.8947 816.8951 816.8955 816.8959 816.8963 816.8967 816.8972 816.8976 816.8980 Columns 577 through 594 816.8984 816.8988 816.8992 816.8996 816.9000 816.9004 816.9008 816.9012 816.9016 816.9021 816.9025 816.9029 816.9033 816.9037 816.9041 816.9045 816.9049 816.9053 Columns 595 through 612 816.9057 816.9061 816.9065 816.9070 816.9074 816.9078 816.9082 816.9086 816.9090 816.9094 816.9098 816.9102 816.9106 816.9110 816.9114 816.9118 816.9123 816.9127 Columns 613 through 630 816.9131 816.9135 816.9139 816.9143 816.9147 816.9151 816.9155 816.9159 816.9163 816.9167 816.9172 816.9176 816.9180 816.9184 816.9188 816.9192 816.9196 816.9200 Columns 631 through 648 816.9204 816.9208 816.9212 816.9216 816.9221 816.9225 816.9229 816.9233 816.9237 816.9241 816.9245 816.9249 816.9253 816.9257 816.9261 816.9265 816.9270 816.9274 Columns 649 through 666 816.9278 816.9282 816.9286 816.9290 816.9294 816.9298 816.9302 816.9306 816.9310 816.9314 816.9318 816.9323 816.9327 816.9331 816.9335 816.9339 816.9343 816.9347 Columns 667 through 684 816.9351 816.9355 816.9359 816.9363 816.9367 816.9372 816.9376 816.9380 816.9384 816.9388 816.9392 816.9396 816.9400 816.9404 816.9408 816.9412 816.9416 816.9421 Columns 685 through 702 816.9425 816.9429 816.9433 816.9437 816.9441 816.9445 816.9449 816.9453 816.9457 816.9461 816.9465 816.9469 816.9474 816.9478 816.9482 816.9486 816.9490 816.9494 Columns 703 through 720 816.9498 816.9502 816.9506 816.9510 816.9514 816.9518 816.9523 816.9527 816.9531 816.9535 816.9539 816.9543 816.9547 816.9551 816.9555 816.9559 816.9563 816.9567 Columns 721 through 738 816.9572 816.9576 816.9580 816.9584 816.9588 816.9592 816.9596 816.9600 816.9604 816.9608 816.9612 816.9616 816.9620 816.9625 816.9629 816.9633 816.9637 816.9641 Columns 739 through 756 816.9645 816.9649 816.9653 816.9657 816.9661 816.9665 816.9669 816.9674 816.9678 816.9682 816.9686 816.9690 816.9694 816.9698 816.9702 816.9706 816.9710 816.9714 Columns 757 through 774 816.9718 816.9723 816.9727 816.9731 816.9735 816.9739 816.9743 816.9747 816.9751 816.9755 816.9759 816.9763 816.9767 816.9771 816.9776 816.9780 816.9784 816.9788 Columns 775 through 792 816.9792 816.9796 816.9800 816.9804 816.9808 816.9812 816.9816 816.9820 816.9825 816.9829 816.9833 816.9837 816.9841 816.9845 816.9849 816.9853 816.9857 816.9861 Columns 793 through 810 816.9865 816.9869 816.9873 816.9878 816.9882 816.9886 816.9890 816.9894 816.9898 816.9902 816.9906 816.9910 816.9914 816.9918 816.9922 816.9927 816.9931 816.9935 Columns 811 through 828 816.9939 816.9943 816.9947 816.9951 816.9955 816.9959 816.9963 816.9967 816.9971 816.9976 816.9980 816.9984 816.9988 816.9992 816.9996 817.0000 817.0004 817.0008 Columns 829 through 846 817.0012 817.0016 817.0020 817.0024 817.0029 817.0033 817.0037 817.0041 817.0045 817.0049 817.0053 817.0057 817.0061 817.0065 817.0069 817.0073 817.0078 817.0082 Columns 847 through 864 817.0086 817.0090 817.0094 817.0098 817.0102 817.0106 817.0110 817.0114 817.0118 817.0122 817.0127 817.0131 817.0135 817.0139 817.0143 817.0...