0764c6c2-7406-4c14-9944-8a4029ce5760 28 6 5 auto

&[DATE] &[TIME] - &[FILENAME]

φP_M.n 0.7788 58.3193 - 1.5538 57.7337 - 2.3248 57.1481 - 3.092 56.5625 - 3.8552 55.9769 - 4.6145 55.3913 - 5.37 54.8057 - 6.1215 54.2201 - 6.8691 53.6345 - 7.6128 53.0489 - 8.3526 52.4633 - 9.0885 51.8777 - 9.8205 51.2921 - 10.5486 50.7065 - 11.2728 50.1209 - 11.9931 49.5353 - 12.7095 48.9497 - 13.422 48.3641 - 14.1305 47.7785 - 14.8352 47.1929 - 15.536 46.6073 - 16.4002 45.8543 - 18.4998 43.8621 - 20.4783 41.987 - 22.3497 40.2152 - 24.126 38.5345 - 25.8172 36.935 - 27.4322 35.4079 - 28.9783 33.9458 - 30.462 32.542 - 31.8891 31.1911 - 33.2644 29.888 - 34.5924 28.6284 - 35.8768 27.4084 - 37.121 26.2247 - 38.3281 25.0742 - 39.5008 23.9542 - 40.6414 22.8624 - 41.7522 21.7965 - 42.4816 21.0492 - 43.5393 20.0296 - 44.5724 19.0306 - 45.5823 18.0509 - 46.5705 17.0891 - 47.538 16.144 - 48.486 15.2146 - 49.4155 14.2998 - 50.3273 13.3987 - 51.2224 12.5105 - 52.1014 11.6343 - 52.9652 10.7696 - 53.8143 9.9156 - 54.6494 9.0718 - 55.471 8.2375 - 56.2797 7.4122 - 57.0759 6.5955 - 57.8601 5.7869 - 58.6327 4.986 - 59.3941 4.1924 - 60.1446 3.4058 - 60.8847 2.6257 - 61.6146 1.8519 - 62.3346 1.0841 - 63.045 0.322 - 63.746 0.4347 64.4938 1.3536 65.3379 2.583 66.1686 3.7935 66.9864 4.9859 67.7915 6.161 68.5845 7.3194 69.3656 8.462 70.1352 9.5893 70.8936 10.7019 71.641 11.8005 72.3778 12.8856 73.1042 13.9577 73.8204 15.0173 74.5267 16.065 75.2234 17.101 75.9106 18.126 76.5885 19.1403 77.2574 20.1442 77.9173 21.1381 78.5686 22.1225 79.2113 23.0976 79.8457 24.0637 80.4718 25.0211 81.0898 25.9703 81.6999 26.9113 82.3022 27.8445 82.8968 28.7702 83.4839 29.6886 84.0635 30.5998 84.6357 31.5043 85.2008 32.402 85.7587 33.2934 86.3096 34.1785 86.8535 35.0575 87.3907 35.9307 87.921 36.7982 88.4447 37.6602 88.9619 38.5168 89.4725 39.3681 89.9766 40.2145 90.4745 41.0559 90.966 41.8925 91.4513 42.7245 91.9304 43.5519 92.3476 44.5423 92.7174 45.6525 93.083 46.7534 93.4443 47.8452 93.8014 48.9281 94.1543 50.0023 94.503 51.0681 94.8474 52.1257 95.1877 53.1753 95.5237 54.2171 95.5807 54.9567 95.9094 55.9835 96.2339 57.0031 96.5542 58.0155 96.8704 58.56 97.1824 58.56 97.4903 58.56 97.794 58.56 98.0936 58.56 98.3891 58.56 98.6804 58.56 98.9676 58.56 99.2507 58.56 99.5297 58.56 99.8046 58.56 100.0754 58.56 100.3421 58.56 100.6047 58.56 100.8632 58.56 101.1177 58.56 101.368 58.56 101.6143 58.56 101.8565 58.56 102.0946 58.56 102.3287 58.56 102.5587 58.56 102.7846 58.56 103.0065 58.56 103.2243 58.56 103.4381 58.56 103.6478 58.56 103.8535 58.56 104.0551 58.56 104.2528 58.56 104.279 58.56 104.2598 58.56 104.2392 58.56 104.2173 58.56 104.1939 58.56 104.169 58.56 104.1425 58.56 104.1145 58.56 104.0848 58.56 104.0535 58.56 104.0204 58.56 103.9856 58.56 103.9491 58.56 103.9106 58.56 103.8703 58.56 103.8282 58.56 103.784 58.56 103.7379 58.56 103.6898 58.56 103.6397 58.56 103.5875 58.56 103.5332 58.56 103.4767 58.56 103.4181 58.56 103.3573 58.56 103.2943 58.56 103.229 58.56 103.1614 58.56 103.0916 58.56 103.0194 58.56 102.9448 58.56 102.8679 58.56 102.7886 58.56 102.7068 58.56 102.6226 58.56 102.5359 58.56 102.4467 58.56 102.355 58.56 102.2608 58.56 102.164 58.56 102.0646 58.56 101.9626 58.56 101.858 58.56 101.7507 58.56 101.6408 58.56 101.5282 58.56 101.2165 58.56 101.0995 58.56 100.9797 58.56 100.8572 58.56 100.7319 58.56 100.6038 58.56 100.4729 58.56 100.3392 58.56 100.2026 58.56 100.0632 58.56 99.921 58.56 99.7758 58.56 99.6278 58.56 99.4769 58.56 99.323 58.56 99.1662 58.56 99.0065 58.56 98.8438 58.56 98.6781 58.56 98.5094 58.56 98.3378 58.56 98.1631 58.56 97.9854 58.56 97.8046 58.56 97.6208 58.56 97.434 58.56 97.2441 58.56 97.0511 58.56 96.855 58.56 96.6558 58.56 96.4534 58.56 96.248 58.56 96.0394 58.56 95.8145 58.56 95.5866 58.56 95.3556 58.56 95.1216 58.56 94.8845 58.56 94.6443 58.56 94.401 58.56 94.1546 58.56 93.9051 58.56 93.6525 58.56 93.3967 58.56 93.1378 58.56 92.8757 58.56 92.6105 58.56 92.3421 58.56 92.0705 58.56 91.7957 58.56 91.5178 58.56 91.2366 58.56 90.9522 58.56 90.6646 58.56 90.3738 58.56 90.0797 58.56 89.7824 58.56 89.4818 58.56 89.178 58.56 88.8709 58.56 88.5605 58.56 88.2468 58.56 87.9299 58.56 87.6096 58.56 87.2861 58.56 86.9592 58.56 86.6291 58.56 86.2955 58.56 85.9587 58.56 85.6185 58.56 85.275 58.56 84.9282 58.56 84.5779 58.56 84.2244 58.56 83.8674 58.56 83.5071 58.56 83.1434 58.56 82.7763 58.56 82.4058 58.56 82.0319 58.56 81.5369 58.56 81.1572 58.56 80.774 58.56 80.3875 58.56 79.9976 58.56 79.6042 58.56 79.2074 58.56 78.8071 58.56 78.4034 58.56 77.9963 58.56 77.5857 58.56 77.1717 58.56 76.7541 58.56 76.3332 58.56 75.9087 58.56 75.4808 58.56 75.0494 58.56 74.6145 58.56 74.1762 58.56 73.7343 58.56 73.2889 58.56 72.8401 58.56 72.3877 58.56 71.9319 58.56 71.4725 58.56 71.0096 58.56 70.5432 58.56 70.0732 58.56 69.5998 58.56 69.1228 58.56 68.6423 58.56 68.1582 58.56 67.6706 58.56 67.1794 58.56 66.6847 58.56 66.1865 58.56 65.6847 58.56 65.1793 58.56 64.6704 58.56 64.1579 58.56 63.6418 58.56 63.1222 58.56 62.599 58.56 62.0722 58.56 61.5419 58.56 61.0079 58.56 60.4704 58.56 59.9293 58.56 59.3846 58.56 58.8363 58.56 58.2844 58.56 57.7288 58.56 57.1697 58.56 56.607 58.56 56.0407 58.56 55.4708 58.56 54.8972 58.56 54.3201 58.56 53.7393 58.56 53.1549 58.56 52.5669 58.56 51.9752 58.56 51.3799 58.56 50.781 58.56 50.1785 58.56 49.5723 58.56 48.9625 58.56 48.349 58.56 47.7319 58.56 47.1112 58.56 46.4868 58.56 45.8587 58.56 45.227 58.56 44.5917 58.56 43.9527 58.56 43.31 58.56 42.6637 58.56 42.0137 58.56 41.3601 58.56 40.7027 58.56 40.0418 58.56 39.3771 58.56 38.7088 58.56 38.0368 58.56 37.3611 58.56 36.6818 58.56 35.9987 58.56 35.312 58.56 34.6216 58.56 33.9275 58.56 33.2298 58.56 32.5283 58.56 31.8231 58.56 31.1143 58.56 30.4018 58.56 29.6855 58.56 28.9656 58.56 28.242 58.56 27.5147 58.56 26.7836 58.56 26.0489 58.56 25.3105 58.56 24.5683 58.56 23.8225 58.56 23.0729 58.56 22.3197 58.56 21.5627 58.56 20.802 58.56 20.0376 58.56 19.2694 58.56 18.4976 58.56 17.722 58.56 16.9427 58.56 16.1597 58.56 15.373 58.56 14.5825 58.56 13.7883 58.56 12.9904 58.56 12.1887 58.56 11.3834 58.56 10.5742 58.56 10.5402 58.56 10.5064 58.56 10.4727 58.56 10.4392 58.56 10.4058 58.56 10.3726 58.56 10.3396 58.56 10.3067 58.56 10.274 58.56 10.2415 58.56 10.2091 58.56 10.1769 58.56 10.1448 58.56 10.1129 58.56 10.0811 58.56 10.0495 58.56 10.0181 58.56 9.9868 58.56 9.9556 58.56 9.9246 58.56 9.8938 58.56 9.863 58.56 9.8325 58.56 9.802 58.56 9.7718 58.56 9.7416 58.56 9.7116 58.56 9.6818 58.56 9.652 58.56 9.6225 58.56 9.593 58.56 9.5637 58.56 9.5345 58.56 9.5055 58.56 9.4766 58.56 9.4478 58.56 9.4192 58.56 9.3907 58.56 9.3623 58.56 9.334 58.56 9.3059 58.56 9.2779 58.56 9.2501 58.56 9.2223 58.56 9.1947 58.56 9.1672 58.56 9.1398 58.56 4472 mat :

P_M.n 0.9736 72.8991 - 1.9422 72.1671 - 2.906 71.4351 - 3.865 70.7031 - 4.819 69.9711 - 5.7682 69.2391 - 6.7124 68.5071 - 7.6518 67.7751 - 8.5864 67.0431 - 9.516 66.3111 - 10.4408 65.5791 - 11.3606 64.8471 - 12.2756 64.1151 - 13.1858 63.3831 - 14.091 62.6511 - 14.9914 61.9191 - 15.8868 61.1871 - 16.7774 60.4551 - 17.6632 59.7231 - 18.544 58.9911 - 19.42 58.2591 - 20.5002 57.3179 - 23.1247 54.8276 - 25.5978 52.4838 - 27.9371 50.2689 - 30.1575 48.1682 - 32.2716 46.1688 - 34.2902 44.2599 - 36.2228 42.4322 - 38.0775 40.6775 - 39.8614 38.9889 - 41.5805 37.36 - 43.2405 35.7855 - 44.8459 34.2605 - 46.4012 32.7808 - 47.9101 31.3427 - 49.3759 29.9428 - 50.8017 28.578 - 52.1902 27.2456 - 53.102 26.3115 - 54.4241 25.037 - 55.7155 23.7883 - 56.9779 22.5636 - 58.2131 21.3614 - 59.4225 20.1801 - 60.6075 19.0182 - 61.7694 17.8747 - 62.9092 16.7483 - 64.028 15.6381 - 65.1268 14.5429 - 66.2065 13.462 - 67.2679 12.3945 - 68.3117 11.3397 - 69.3388 10.2968 - 70.3496 9.2653 - 71.3448 8.2444 - 72.3251 7.2337 - 73.2908 6.2326 - 74.2426 5.2406 - 75.1808 4.2572 - 76.1058 3.2821 - 77.0182 2.3149 - 77.9182 1.3551 - 78.8062 0.4024 - 79.6826 0.5434 80.6173 1.692 81.6724 3.2288 82.7108 4.7419 83.733 6.2324 84.7394 7.7012 85.7306 9.1493 86.707 10.5775 87.669 11.9866 88.617 13.3774 89.5512 14.7506 90.4722 16.107 91.3802 17.4471 92.2755 18.7717 93.1584 20.0812 94.0292 21.3763 94.8882 22.6575 95.7356 23.9253 96.5717 25.1802 97.3967 26.4227 98.2108 27.6531 99.0142 28.8719 99.8071 30.0796 100.5898 31.2764 101.3623 32.4628 102.1249 33.6391 102.8778 34.8057 103.621 35.9628 104.3548 37.1107 105.0793 38.2498 105.7947 39.3803 106.5009 40.5025 107.1983 41.6167 107.887 42.7231 108.5669 43.8219 109.2383 44.9134 109.9013 45.9978 110.5559 47.0752 111.2023 48.1459 111.8406 49.2102 112.4708 50.2681 113.0931 51.3198 113.7075 52.3656 114.3141 53.4056 114.913 54.4399 115.4345 55.6779 115.8968 57.0657 116.3538 58.4418 116.8054 59.8065 117.2518 61.1601 117.6929 62.5029 118.1287 63.8351 118.5593 65.1571 118.9846 66.4691 119.4046 67.7713 119.4759 68.6959 119.8867 69.9794 120.2923 71.2538 120.6927 72.5194 121.088 73.2 121.478 73.2 121.8628 73.2 122.2425 73.2 122.617 73.2 122.9863 73.2 123.3505 73.2 123.7095 73.2 124.0634 73.2 124.4122 73.2 124.7558 73.2 125.0943 73.2 125.4276 73.2 125.7559 73.2 126.079 73.2 126.3971 73.2 126.71 73.2 127.0178 73.2 127.3206 73.2 127.6182 73.2 127.9108 73.2 128.1983 73.2 128.4807 73.2 128.7581 73.2 129.0304 73.2 129.2976 73.2 129.5598 73.2 129.8169 73.2 130.0689 73.2 130.3159 73.2 130.3487 73.2 130.3247 73.2 130.299 73.2 130.2716 73.2 130.2423 73.2 130.2112 73.2 130.1782 73.2 130.1431 73.2 130.106 73.2 130.0669 73.2 130.0256 73.2 129.9821 73.2 129.9363 73.2 129.8883 73.2 129.8379 73.2 129.7852 73.2 129.73 73.2 129.6724 73.2 129.6123 73.2 129.5496 73.2 129.4843 73.2 129.4164 73.2 129.3459 73.2 129.2726 73.2 129.1966 73.2 129.1178 73.2 129.0362 73.2 128.9518 73.2 128.8645 73.2 128.7742 73.2 128.681 73.2 128.5849 73.2 128.4857 73.2 128.3835 73.2 128.2783 73.2 128.1699 73.2 128.0584 73.2 127.9438 73.2 127.826 73.2 127.705 73.2 127.5807 73.2 127.4533 73.2 127.3225 73.2 127.1884 73.2 127.051 73.2 126.9102 73.2 126.5207 73.2 126.3743 73.2 126.2246 73.2 126.0715 73.2 125.9148 73.2 125.7547 73.2 125.5911 73.2 125.424 73.2 125.2533 73.2 125.0791 73.2 124.9012 73.2 124.7198 73.2 124.5348 73.2 124.3461 73.2 124.1538 73.2 123.9578 73.2 123.7581 73.2 123.5547 73.2 123.3476 73.2 123.1368 73.2 122.9222 73.2 122.7038 73.2 122.4817 73.2 122.2558 73.2 122.026 73.2 121.7925 73.2 121.5551 73.2 121.3138 73.2 121.0687 73.2 120.8197 73.2 120.5668 73.2 120.31 73.2 120.0493 73.2 119.7682 73.2 119.4833 73.2 119.1946 73.2 118.902 73.2 118.6056 73.2 118.3054 73.2 118.0013 73.2 117.6933 73.2 117.3814 73.2 117.0656 73.2 116.7459 73.2 116.4222 73.2 116.0946 73.2 115.7631 73.2 115.4276 73.2 115.0881 73.2 114.7447 73.2 114.3972 73.2 114.0458 73.2 113.6903 73.2 113.3308 73.2 112.9672 73.2 112.5996 73.2 112.228 73.2 111.8523 73.2 111.4725 73.2 111.0886 73.2 110.7006 73.2 110.3086 73.2 109.9124 73.2 109.5121 73.2 109.1076 73.2 108.699 73.2 108.2863 73.2 107.8694 73.2 107.4484 73.2 107.0232 73.2 106.5938 73.2 106.1602 73.2 105.7224 73.2 105.2804 73.2 104.8343 73.2 104.3839 73.2 103.9292 73.2 103.4704 73.2 103.0073 73.2 102.5399 73.2 101.9211 73.2 101.4464 73.2 100.9676 73.2 100.4844 73.2 99.997 73.2 99.5052 73.2 99.0092 73.2 98.5089 73.2 98.0043 73.2 97.4954 73.2 96.9821 73.2 96.4646 73.2 95.9427 73.2 95.4165 73.2 94.8859 73.2 94.351 73.2 93.8118 73.2 93.2682 73.2 92.7202 73.2 92.1679 73.2 91.6112 73.2 91.0501 73.2 90.4847 73.2 89.9148 73.2 89.3406 73.2 88.762 73.2 88.179 73.2 87.5915 73.2 86.9997 73.2 86.4035 73.2 85.8028 73.2 85.1977 73.2 84.5882 73.2 83.9743 73.2 83.3559 73.2 82.7331 73.2 82.1058 73.2 81.4741 73.2 80.838 73.2 80.1974 73.2 79.5523 73.2 78.9028 73.2 78.2488 73.2 77.5903 73.2 76.9273 73.2 76.2599 73.2 75.588 73.2 74.9116 73.2 74.2307 73.2 73.5453 73.2 72.8554 73.2 72.1611 73.2 71.4622 73.2 70.7588 73.2 70.0509 73.2 69.3385 73.2 68.6215 73.2 67.9001 73.2 67.1741 73.2 66.4436 73.2 65.7086 73.2 64.969 73.2 64.2249 73.2 63.4763 73.2 62.7231 73.2 61.9654 73.2 61.2031 73.2 60.4363 73.2 59.6649 73.2 58.889 73.2 58.1085 73.2 57.3234 73.2 56.5338 73.2 55.7396 73.2 54.9409 73.2 54.1375 73.2 53.3296 73.2 52.5171 73.2 51.7001 73.2 50.8784 73.2 50.0522 73.2 49.2214 73.2 48.386 73.2 47.546 73.2 46.7014 73.2 45.8522 73.2 44.9984 73.2 44.14 73.2 43.277 73.2 42.4094 73.2 41.5372 73.2 40.6604 73.2 39.7789 73.2 38.8929 73.2 38.0022 73.2 37.1069 73.2 36.207 73.2 35.3025 73.2 34.3933 73.2 33.4796 73.2 32.5611 73.2 31.6381 73.2 30.7104 73.2 29.7781 73.2 28.8412 73.2 27.8996 73.2 26.9533 73.2 26.0025 73.2 25.0469 73.2 24.0868 73.2 23.122 73.2 22.1525 73.2 21.1784 73.2 20.1996 73.2 19.2162 73.2 18.2281 73.2 17.2354 73.2 16.238 73.2 15.2359 73.2 14.2292 73.2 13.2178 73.2 13.1753 73.2 13.133 73.2 13.0909 73.2 13.049 73.2 13.0073 73.2 12.9658 73.2 12.9245 73.2 12.8834 73.2 12.8426 73.2 12.8019 73.2 12.7614 73.2 12.7211 73.2 12.681 73.2 12.6411 73.2 12.6014 73.2 12.5619 73.2 12.5226 73.2 12.4835 73.2 12.4445 73.2 12.4058 73.2 12.3672 73.2 12.3288 73.2 12.2906 73.2 12.2526 73.2 12.2147 73.2 12.177 73.2 12.1395 73.2 12.1022 73.2 12.0651 73.2 12.0281 73.2 11.9913 73.2 11.9546 73.2 11.9182 73.2 11.8819 73.2 11.8457 73.2 11.8098 73.2 11.774 73.2 11.7383 73.2 11.7029 73.2 11.6676 73.2 11.6324 73.2 11.5974 73.2 11.5626 73.2 11.5279 73.2 11.4934 73.2 11.459 73.2 11.4248 73.2 4472 mat :

18.4998 16.4002 - 52492500 /

24.126 22.3497 - 1776310000 /

45.5823 44.5724 - 1009910000 /

1.5538 0.7788 - 3140 /

0.7788

9.1398

72.5194 1 round 72.5

Pu_Mu 05555032 mat :

Original Plot

Inputs in yellow

HR 0.9 :

HR = Horizontal Ratio of the data within graph area

VR 0.9 :

VR = Vertical Ratio of the data within graph area

XYPlot.XTick 1 el 20 :

XYPlot.YTick 1 el 20 :

X.max φP_M.n 1 col P_M.n 1 col Pu_Mu 1 col 31 sys Max : 130.3487

Y.max φP_M.n 2 col P_M.n 2 col Pu_Mu 2 col 31 sys Max : 73.2

X.min φP_M.n 1 col P_M.n 1 col Pu_Mu 1 col 31 sys Min : 0

Y.min φP_M.n 2 col P_M.n 2 col Pu_Mu 2 col 31 sys Min : 72.8991 -

LX X.max X.min - : 130.3487

LY Y.max Y.min - : 146.0991

PX.max X.max LX HR / LX - 2 / + : 137.5903

PY.max Y.max LY VR / LY - 2 / (+ : 81.3166

PX.min X.min LX HR / LX - 2 / (- : 7.2416 -

PY.min Y.min LY VR / LY - 2 / (- : 81.0157 -

XYPlot.XLimMin 1 el PX.min :

XYPlot.YLimMin 1 el PY.min :

XYPlot.XLimMax 1 el PX.max :

XYPlot.YLimMax 1 el PY.max :

φP_M.n P_M.n Pu_Mu 3 1 sys

data n Decimate collects every 'n' points range 1 data rows n range : k 1 : i range u k el data i 1 el : v k el data i 2 el : k k 1 + : 31 line for u v augment 31 line 31 line :

data spec pts i 1 data rows range p i el a b c spec : for v p 1 el : Unest 'p' j 2 p rows range v v p j el stack : for data v augment 51 line :

UV P_M.n :

UV UV 10 Decimate :

Pu_Mu 05555032 mat

XY φP_M.n :

XY XY 10 Decimate :

pointsize 5 ≥

a b c spec . 8 red 13 mat :

nominal UV a b c spec pts :

a b c spec . 8 blue 13 mat :

factory XY a b c spec pts :

x xy XY 1 col XY 2 col x linterp :

x 30 :

x xy 6.2

X x 100 x 100 - 22 mat :

x uv UV 1 col UV 2 col x linterp :

x datum 30 :

x uv 73.2

nominal factory 5 Pu_Mu * X x datum 5 1 sys

Search for flat junction

v x search j 1 : v j el x ≠ j j 1 + : while j v j el 21 mat 31 line :

UV P_M.n :

w UV 2 col :

xx 73.2 :

w xx search 124 73.2 21 mat

XY φP_M.n :

w XY 2 col :

xx 58.56 :

w xx search 124 58.56 21 mat

parabolicXY XY 112312 submatrix :

parabolicUV UV 112312 submatrix :

parabolicXY 0.7788 58.3193 - 1.5538 57.7337 - 2.3248 57.1481 - 3.092 56.5625 - 3.8552 55.9769 - 4.6145 55.3913 - 5.37 54.8057 - 6.1215 54.2201 - 6.8691 53.6345 - 7.6128 53.0489 - 8.3526 52.4633 - 9.0885 51.8777 - 9.8205 51.2921 - 10.5486 50.7065 - 11.2728 50.1209 - 11.9931 49.5353 - 12.7095 48.9497 - 13.422 48.3641 - 14.1305 47.7785 - 14.8352 47.1929 - 15.536 46.6073 - 16.4002 45.8543 - 18.4998 43.8621 - 20.4783 41.987 - 22.3497 40.2152 - 24.126 38.5345 - 25.8172 36.935 - 27.4322 35.4079 - 28.9783 33.9458 - 30.462 32.542 - 31.8891 31.1911 - 33.2644 29.888 - 34.5924 28.6284 - 35.8768 27.4084 - 37.121 26.2247 - 38.3281 25.0742 - 39.5008 23.9542 - 40.6414 22.8624 - 41.7522 21.7965 - 42.4816 21.0492 - 43.5393 20.0296 - 44.5724 19.0306 - 45.5823 18.0509 - 46.5705 17.0891 - 47.538 16.144 - 48.486 15.2146 - 49.4155 14.2998 - 50.3273 13.3987 - 51.2224 12.5105 - 52.1014 11.6343 - 52.9652 10.7696 - 53.8143 9.9156 - 54.6494 9.0718 - 55.471 8.2375 - 56.2797 7.4122 - 57.0759 6.5955 - 57.8601 5.7869 - 58.6327 4.986 - 59.3941 4.1924 - 60.1446 3.4058 - 60.8847 2.6257 - 61.6146 1.8519 - 62.3346 1.0841 - 63.045 0.322 - 63.746 0.4347 64.4938 1.3536 65.3379 2.583 66.1686 3.7935 66.9864 4.9859 67.7915 6.161 68.5845 7.3194 69.3656 8.462 70.1352 9.5893 70.8936 10.7019 71.641 11.8005 72.3778 12.8856 73.1042 13.9577 73.8204 15.0173 74.5267 16.065 75.2234 17.101 75.9106 18.126 76.5885 19.1403 77.2574 20.1442 77.9173 21.1381 78.5686 22.1225 79.2113 23.0976 79.8457 24.0637 80.4718 25.0211 81.0898 25.9703 81.6999 26.9113 82.3022 27.8445 82.8968 28.7702 83.4839 29.6886 84.0635 30.5998 84.6357 31.5043 85.2008 32.402 85.7587 33.2934 86.3096 34.1785 86.8535 35.0575 87.3907 35.9307 87.921 36.7982 88.4447 37.6602 88.9619 38.5168 89.4725 39.3681 89.9766 40.2145 90.4745 41.0559 90.966 41.8925 91.4513 42.7245 91.9304 43.5519 92.3476 44.5423 92.7174 45.6525 93.083 46.7534 93.4443 47.8452 93.8014 48.9281 94.1543 50.0023 94.503 51.0681 94.8474 52.1257 95.1877 53.1753 95.5237 54.2171 95.5807 54.9567 95.9094 55.9835 96.2339 57.0031 96.5542 58.0155 1232 mat

parabolicUV 0.9736 72.8991 - 1.9422 72.1671 - 2.906 71.4351 - 3.865 70.7031 - 4.819 69.9711 - 5.7682 69.2391 - 6.7124 68.5071 - 7.6518 67.7751 - 8.5864 67.0431 - 9.516 66.3111 - 10.4408 65.5791 - 11.3606 64.8471 - 12.2756 64.1151 - 13.1858 63.3831 - 14.091 62.6511 - 14.9914 61.9191 - 15.8868 61.1871 - 16.7774 60.4551 - 17.6632 59.7231 - 18.544 58.9911 - 19.42 58.2591 - 20.5002 57.3179 - 23.1247 54.8276 - 25.5978 52.4838 - 27.9371 50.2689 - 30.1575 48.1682 - 32.2716 46.1688 - 34.2902 44.2599 - 36.2228 42.4322 - 38.0775 40.6775 - 39.8614 38.9889 - 41.5805 37.36 - 43.2405 35.7855 - 44.8459 34.2605 - 46.4012 32.7808 - 47.9101 31.3427 - 49.3759 29.9428 - 50.8017 28.578 - 52.1902 27.2456 - 53.102 26.3115 - 54.4241 25.037 - 55.7155 23.7883 - 56.9779 22.5636 - 58.2131 21.3614 - 59.4225 20.1801 - 60.6075 19.0182 - 61.7694 17.8747 - 62.9092 16.7483 - 64.028 15.6381 - 65.1268 14.5429 - 66.2065 13.462 - 67.2679 12.3945 - 68.3117 11.3397 - 69.3388 10.2968 - 70.3496 9.2653 - 71.3448 8.2444 - 72.3251 7.2337 - 73.2908 6.2326 - 74.2426 5.2406 - 75.1808 4.2572 - 76.1058 3.2821 - 77.0182 2.3149 - 77.9182 1.3551 - 78.8062 0.4024 - 79.6826 0.5434 80.6173 1.692 81.6724 3.2288 82.7108 4.7419 83.733 6.2324 84.7394 7.7012 85.7306 9.1493 86.707 10.5775 87.669 11.9866 88.617 13.3774 89.5512 14.7506 90.4722 16.107 91.3802 17.4471 92.2755 18.7717 93.1584 20.0812 94.0292 21.3763 94.8882 22.6575 95.7356 23.9253 96.5717 25.1802 97.3967 26.4227 98.2108 27.6531 99.0142 28.8719 99.8071 30.0796 100.5898 31.2764 101.3623 32.4628 102.1249 33.6391 102.8778 34.8057 103.621 35.9628 104.3548 37.1107 105.0793 38.2498 105.7947 39.3803 106.5009 40.5025 107.1983 41.6167 107.887 42.7231 108.5669 43.8219 109.2383 44.9134 109.9013 45.9978 110.5559 47.0752 111.2023 48.1459 111.8406 49.2102 112.4708 50.2681 113.0931 51.3198 113.7075 52.3656 114.3141 53.4056 114.913 54.4399 115.4345 55.6779 115.8968 57.0657 116.3538 58.4418 116.8054 59.8065 117.2518 61.1601 117.6929 62.5029 118.1287 63.8351 118.5593 65.1571 118.9846 66.4691 119.4046 67.7713 119.4759 68.6959 119.8867 69.9794 120.2923 71.2538 120.6927 72.5194 1232 mat

DecimUV parabolicUV 15 Decimate :

a b c spec . 8 red 13 mat :

nominal DecimUV a b c spec pts :

DecimXY parabolicXY 15 Decimate :

a b c spec . 10 blue 13 mat :

factory DecimXY a b c spec pts :

factory nominal 2 1 sys

xx DecimXY 1 col :

yy DecimXY 2 col :

degree 3 :

i 1 yy length range j 1 degree range M i j el xx i el (j^: for for 11 line

k M transpose M * (1 -^M transpose * yy * :

k 3.713831 - 0.09097 0.000498 - 31 mat

u f k i el u i^* (i 1 k length sum :

Polyfit = NFG [No F..n Good]

factory x f 2 1 sys

x λ xx yy x linterp :

We are confined to linetrp

factory x λ 2 1 sys