Table I
Trichromatic specification, dominant wave-length, and excitation purity for intermediate 20 Munsell hues, and for /2 chromas omitted in (6) and (7).
Munsell notation Tristimulus values Trilinear coordinates Dominant wave-length Excitation purity Munsell production no. X Y Z x y
2.5R 8/4 .5997 .5656 .6190 .336 .317 611.0 7.0 1593** 2 .5926 .5738 .6323 .330 .319 602.0 6.0 1899* 7/8 .5023 .4243 .4315 .370 .312 631.0 15.0 1584 6 .5025 .4424 .4625 .357 .314 625.0 12.0 1583 4 .5061 .4666 .4909 .346 .319 609.0 10.2 1898** 2 .4648 .4448 .4897 .332 .318 609.0 6.2 1897** 6/10 .4172 .3102 .2804 .414 .308 638.0 25.5 1582 8 .3870 .3062 .2938 .392 .310 634.0 20.4 1581 6 .3810 .3216 .3282 .370 .312 633.0 14.8 1580 4 .3739 .3342 .3482 .354 .316 617.0 11.8 1896 2 .3320 .3100 .3404 .338 .316 620.0 7.5 1895 5/10 .3043 .2064 .1713 .446 .303 650.0 32.8 1586 8 .2779 .1957 .1713 .431 .304 660.0 29.0 1585 6 .2672 .2039 .1917 .403 .308 646.0 22.5 1579 4 .2516 .2083 .2088 .376 .312 635.0 16.5 1894 2 .2218 .2004 .2130 .349 .316 620.0 10.4 1893 4/10 .1972 .1261 .1074 .458 .293 492.8c 37.2 1587 8 .1866 .1263 .1124 .439 .297 492.6c 32.0 1588 6 .1682 .1228 .1145 .415 .303 492.5c 25.2 1589 4 .1575 .1248 .1246 .387 .306 700.0 19.0 1892 2 .1427 .1248 .1333 .356 .311 670.0 11.0 1891 3/10 .1261 .0771 .0701 .461 .282 493.7c 42.0 1592 8 .1079 .0714 .0650 .442 .292 493.2c 34.3 1591 6 .1057 .0749 .0730 .417 .295 493.3c 28.4 1590 4 .0926 .0712 .0713 .394 .303 492.8c 21.5 1890 2 .0814 .0693 .0738 .363 .309 492.0c 13.0 1889 2/6 .0647 .0460 .0493 .404 .287 494.6c 29.5 1596 4 .0566 .0436 .0489 .380 .292 495.0c 22.5 1888 2 .0491 .0408 .0461 .361 .300 495.0c 16.2 1887
7.5R 8/4 .5982 .5548 .5477 .352 .326 596.0 14.0 1543** 2 .5703 .5517 .5635 .338 .327 590.5 10.5 1911* 7/8 .4912 .4040 .3118 .407 .335 599.3 30.8 1544 6 .4942 .4257 .3715 .383 .330 599.8 23.0 1542A 4 .4742 .4328 .4071 .361 .329 595.8 17.1 1910** 2 .4577 .4373 .4423 .342 .327 592.5 11.4 1909** 6/10 .4033 .3030 .1791 .456 .342 599.9 46.0 1531A 8 .3867 .3049 .2057 .431 .340 599.0 38.5 1530A 6 .3791 .3156 .2454 .403 .336 598.2 30.1 1529A 4 .3614 .3194 .2849 .374 .331 597.5 21.0 1908 2 .3326 .3115 .3113 .348 .326 595.9 12.7 1907 5/12 .2974 .1911 .0669 .535 .344 603.5 67.8 1537A 10 .2830 .1946 .0933 .496 .341 603.0 56.1 1536A 8 .2697 .1934 .1084 .472 .338 602.5 49.2 1535A 6 .2580 .1961 .1331 .439 .334 602.5 39.2 1534A 4 .2459 .2045 .1687 .397 .330 600.3 27.2 1906 2 .2242 .2029 .1968 .359 .325 599.6 15.7 1905 4/12 .2208 .1370 .0505 .541 .335 606.8 67.0 1541A 10 .2011 .1337 .0653 .503 .334 606.4 56.3 1540A 8 .1857 .1272 .0694 .486 .333 605.8 51.5 1539A 6 .1762 .1302 .0817 .454 .335 602.8 43.6 1538A 4 .1585 .1266 .0983 .413 .330 602.8 31.4 1904 2 .1476 .1295 .1220 .370 .324 602.0 18.0 1903 3/10 .1380 .0894 .0408 .514 .333 607.0 59.2 1525A 8 .1226 .0840 .0478 .482 .330 607.0 49.8 1527A 6 .1080 .0797 .0557 .444 .327 607.0 38.8 1528A 4 .1015 .0786 .0614 .420 .325 607.0 32.0 1902 2 .0869 .0741 .0709 .375 .320 609.8 18.1 1901 2/4 .0631 .0491 .0447 .402 .313 623.0 23.8 1526A 2 .0485 .0418 .0420 .366 .316 612.0 15.6 1900
10R 8/2 .5946 .5795 .5842 .338 .330 588.0 11.0 1862* 7/2 .4766 .4516 .4544 .345 .327 593.5 12.0 1861* 6/2 .3544 .3349 .3232 .350 .331 591.0 14.5 1859 5/2 .2364 .2185 .2055 .358 .331 594.0 16.8 1858 4/2 .1501 .1348 .1193 .371 .333 594.5 21.0 1857 3/2 .0890 .0785 .0701 .374 .330 597.5 21.0 1856 2/2 .0544 .0462 .0413 .383 .326 603.0 22.2 915*
2.5YR 8/4 .6121 .5806 .5003 .362 .343 587.0 20.8 1569** 2 .5844 .5730 .5627 .340 .333 585.2 12.5 1873** 7/10 .5024 .4041 .1597 .471 .379 590.5 60.0 1555 8 .4703 .4004 .2271 .428 .365 590.0 44.5 1553 6 .4765 .4229 .3041 .396 .351 589.9 32.3 1554 4 .4726 .4372 .3740 .368 .341 590.0 22.2 1872** 2 .4656 .4491 .4380 .344 .332 588.0 13.5 1871** 6/13 .4240 .3250 .0613 .523 .401 590.3 80.1 1578 12 .4102 .3173 .0745 .511 .396 590.5 75.2 1546 10 .3992 .3170 .1103 .483 .384 590.6 64.2 1550 8 .3742 .3063 .1372 .458 .375 590.4 55.2 1549 6 .3644 .3121 .1854 .423 .362 589.9 42.3 1548 4 .3702 .3326 .2576 .386 .346 590.0 28.8 1870 2 .3304 .3157 .2944 .351 .336 588.0 16.2 1869 5/10 .2634 .2004 .0592 .504 .383 592.0 70.0 1551 8 .2585 .2040 .0819 .475 .375 591.8 59.7 1532A 6 .2448 .2002 .0998 .449 .367 591.3 51.0 1533A 4 .2321 .1980 .1340 .412 .351 592.2 36.2 1868 2 .2302 .2142 .1910 .362 .337 590.0 19.8 1867 4/8 .1802 .1384 .0524 .486 .373 593.0 62.0 1547 6 .1747 .1386 .0662 .460 .365 592.9 53.5 1545 4 .1703 .1444 .0968 .414 .351 592.5 37.0 1866 2 .1461 .1320 .1120 .374 .338 592.2 23.1 1865 3/6 .1123 .0876 .0380 .472 .368 593.0 57.5 1886 4 .0933 .0769 .0485 .427 .351 593.8 40.6 1552 2 .0851 .0761 .0632 .379 .339 592.5 24.8 1864 2/3 .0632 .0538 .0431 .395 .336 597.0 28.0 1556 2 .0481 .0438 .0402 .364 .332 594.5 18.5 1863
7.5YR 8/6 .6079 .5792 .3883 .386 .368 583.0 34.0 1565 4 .5922 .5796 .5004 .354 .347 583.0 20.0 1849 2 .5705 .5684 .5494 .338 .337 582.0 13.0 1848** 7/10 .4533 .4023 .1039 .472 .419 584.0 71.0 1564 8 .4605 .4178 .1635 .442 .401 583.8 58.0 1563 6 .4533 .4195 .2292 .411 .381 584.0 44.4 1562 4 .4427 .4267 .3399 .366 .353 584.0 25.0 1847 2 .4274 .4228 .4029 .341 .337 583.0 14.0 1846 6/10 .3645 .3207 .0773 .478 .420 584.3 73.0 1561 8 .3689 .3298 .1134 .454 .406 584.2 62.8 1560 6 .3425 .3140 .1503 .424 .389 583.9 50.2 1559 4 .3409 .3243 .2459 .374 .356 584.5 26.0 1845 2 .3235 .3168 .2908 .348 .340 583.8 16.5 1844 5/8 .2318 .2036 .0600 .468 .411 584.8 67.8 1558 6 .2204 .1974 .0813 .441 .395 584.7 56.4 1557 4 .2058 .1916 .1198 .398 .370 584.3 38.0 1843 2 .2002 .1935 .1740 .353 .341 585.5 18.0 1842 4/4 .1522 .1367 .0677 .427 .383 585.3 49.5 1594 2 .1313 .1252 .0950 .374 .356 584.0 27.5 1841 3/2 .0792 .0734 .0485 .394 .365 585.0 35.0 1840
10YR 8/2 .5684 .5718 .5685 .333 .335 573.0 8.4 1855* 7/2 .4461 .4479 .4134 .341 .343 580.0 15.5 1754* 6/2 .2864 .2843 .2499 .349 .346 581.0 18.5 1755* 5/2 .2170 .2143 .1780 .356 .352 581.0 22.0 1756* 4/2 .1387 .1349 .0995 .372 .362 581.8 28.5 1851* 3/2 .0851 .0819 .0543 .384 .370 582.2 34.2 1758* 2/2 .0538 .0515 .0411 .367 .352 584.3 25.0 934*
2.5Y 925 /4 .8208 .8353 .7147 .346 .352 578.0 19.5 1752 2 .7996 .8166 .7907 .332 .339 577.0 12.0 1751 9/8 .7321 .7401 .3639 .399 .403 577.8 47.0 1730 6 .7049 .7142 .4749 .372 .377 578.0 33.0 1729 4 .7212 .7352 .5770 .355 .362 577.5 24.0 1728 2 .7070 .7242 .7116 .330 .338 576.5 11.5 1727 8/12 .5789 .5783 .0897 .464 .464 578.3 81.0 1577 10 .5930 .5981 .1489 .443 .446 577.8 70.4 1567 8 .5797 .5816 .2200 .420 .421 578.1 57.6 1566 6 .5526 .5579 .3036 .391 .395 578.0 42.5 1568 4 .5665 .5761 .4101 .365 .371 577.5 29.5 1733 2 .5627 .5728 .5564 .333 .339 578.0 12.0 1732 7/10 .4079 .4084 .0723 .459 .460 578.2 78.5 1576 8 .4101 .4108 .1121 .440 .440 578.2 68.0 1575 6 .4216 .4212 .1760 .414 .413 578.5 53.8 1574 4 .4140 .4177 .2620 .379 .382 578.2 36.0 1735 2 .4296 .4364 .3954 .341 .346 578.0 16.0 1734A * 6/8 .3263 .3273 .0850 .442 .443 578.1 69.5 1573 6 .3210 .3180 .1071 .430 .426 578.8 61.8 1572 4 .3310 .3347 .1867 .388 .393 578.0 41.5 1737 2 .3137 .3185 .2685 .348 .354 578.0 20.0 1736 5/6 .2124 .2096 .0577 .443 .437 578.9 67.9 1571 4 .2058 .2072 .1115 .392 .395 578.5 43.5 1739 2 .2073 .2094 .1789 .348 .352 579.0 19.8 1738 4/4 .1294 .1272 .0604 .408 .401 579.5 49.0 1570 2 .1257 .1260 .1006 .357 .358 579.0 23.5 1740 3/2 .0827 .0828 .0604 .366 .366 579.0 28.2 1741
5Y 925 /6 .7541 .7956 .5137 .366 .386 574.6 33.6 1713 4 .7532 .7864 .6448 .345 .360 574.3 21.0 1712 2 .7694 .7936 .7566 .332 .341 575.5 12.5 1711 9/14 .6168 .6597 .0760 .456 .488 575.4 85.2 1705 12 .6283 .6688 .1773 .426 .454 575.3 68.0 1704 10 .6317 .6706 .2289 .413 .438 575.2 60.0 1703 8 .6375 .6728 .3090 .394 .416 575.2 49.1 1702 6 .6443 .6826 .4031 .372 .395 574.5 37.8 1701 4 .6523 .6851 .4911 .357 .375 574.8 28.0 1700 2 .6824 .7018 .6844 .330 .339 575.0 11.5 1699
7.5Y 925 /8 .7686 .8404 .3232 .398 .435 573.5 55.0 1726 6 .7754 .8370 .4670 .373 .403 573.2 40.0 1725 4 .7929 .8440 .6182 .352 .374 573.0 26.7 1724 2 .7823 .8160 .7698 .330 .345 573.0 13.0 1723 9/10 .6029 .6786 .1174 .431 .485 573.0 78.0 1718 8 .6097 .6730 .2529 .397 .438 573.0 56.0 1717 6 .6165 .6668 .3841 .370 .400 573.0 38.1 1716 4 .6490 .6894 .5222 .349 .370 573.5 25.0 1715 2 .6679 .6968 .6677 .329 .343 573.0 12.0 1714 8/10 .5076 .5688 .0763 .440 .493 573.4 82.3 1710 8 .5077 .5597 .1898 .404 .445 573.0 60.0 1709 6 .5367 .5821 .3189 .373 .405 573.0 40.8 1708 4 .5447 .5810 .4135 .354 .378 573.5 28.0 1707 2 .5568 .5826 .5381 .332 .347 572.8 14.2 1706 7/10 .4030 .4457 .0685 .439 .486 573.9 80.0 1722 8 .4031 .4415 .1210 .417 .458 573.9 66.4 1884 6 .3979 .4284 .1791 .396 .426 574.1 52.2 1721 4 .3997 .4233 .2700 .366 .387 574.2 34.0 1720 2 .4155 .4324 .3956 .334 .348 574.0 15.0 1719 6/8 .2719 .3005 .0597 .430 .475 573.9 74.4 1883 6 .2899 .3134 .1170 .402 .435 574.2 56.5 1882 4 .2984 .3188 .1889 .370 .396 574.0 37.5 1881 2 .3048 .3177 .2783 .338 .353 574.0 17.5 1880 5/6 .1987 .2168 .0590 .419 .457 574.0 66.5 1879 4 .1955 .2088 .1110 .380 .405 574.2 42.5 1878 2 .1876 .1969 .1599 .344 .362 574.0 21.5 1877 4/4 .1213 .1313 .0533 .397 .429 574.0 53.5 1876 2 .1181 .1247 .0960 .349 .368 573.8 24.0 1875 3/2 .0655 .0690 .0452 .365 .384 577.0 35.5 1874
10Y 8/2 .5529 .5850 .5486 .328 .347 570.5 13.0 2133 7/2 .4168 .4414 .3926 .333 .353 571.5 16.0 2132 6/2 .3112 .3310 .2840 .336 .357 571.3 18.0 2131 5/2 .2135 .2292 .1798 .343 .368 571.8 22.8 2130 4/2 .1390 .1501 .1144 .344 .372 571.0 24.2 2129 3/2 .0684 .0743 .0596 .338 .367 569.8 21.2 2128* 2/2 .0495 .0535 .0408 .344 .372 571.0 24.2 2127*
2.5GY 8/10 .5010 .6088 .1096 .411 .499 569.8 76.2 2205 8 .4962 .6021 .1452 .399 .484 569.2 69.0 2204 6 .5122 .5989 .2686 .371 .434 569.0 48.0 2203 4 .5277 .5880 .4086 .346 .386 569.1 28.3 2202 2 .5585 .5986 .5295 .331 .355 569.7 16.0 2201 7/8 .3516 .4317 .0894 .403 .495 569.1 72.8 2200 6 .3692 .4376 .1655 .380 .450 569.1 56.0 2199 4 .3883 .4385 .2833 .350 .395 568.7 31.8 2198 2 .3960 .4263 .3835 .328 .354 568.4 15.0 2197 6/8 .2725 .3290 .0647 .409 .494 569.9 74.1 2196 6 .2701 .3232 .1028 .388 .464 569.2 60.6 2195 4 .2800 .3195 .1735 .362 .413 569.5 40.0 2194 2 .2815 .3041 .2496 .337 .364 570.2 20.0 2193 5/6 .1784 .2101 .0715 .388 .457 569.8 58.5 2192 4 .1800 .2091 .1011 .367 .427 569.0 45.0 2191 2 .1953 .2145 .1560 .345 .379 569.8 26.3 2190 4/4 .1167 .1344 .0641 .370 .426 569.7 45.7 2189 2 .1233 .1350 .1008 .343 .376 570.0 25.0 2188 3/2 .0677 .0748 .0576 .338 .374 568.4 23.0 2187
7.5GY 8/8 .4553 .5828 .2857 .344 .440 562.3 42.5 2185 6 .4798 .5892 .3614 .336 .411 562.3 32.5 2184 4 .4931 .5786 .4286 .329 .386 563.2 23.7 2183 2 .5357 .5853 .5576 .319 .349 562.5 11.1 2182 7/10 .3336 .4628 .1425 .355 .493 561.8 59.7 2181 8 .3318 .4460 .1756 .348 .468 561.5 50.9 2180 6 .3503 .4504 .2240 .342 .440 561.8 41.7 2179 4 .3745 .4474 .3067 .332 .396 562.2 27.5 2178 2 .3909 .4310 .4070 .318 .351 561.0 11.5 2177 6/10 .2355 .3274 .0947 .358 .498 562.0 61.7 2176 8 .2422 .3253 .1184 .353 .474 562.3 54.2 2175 6 .2369 .3110 .1404 .344 .452 561.7 45.7 2174 4 .2527 .3105 .2034 .330 .405 560.5 29.1 2173 2 .2753 .3088 .2754 .320 .359 561.1 14.3 2172 5/6 .1568 .2100 .0887 .344 .461 561.1 48.2 2171 4 .1601 .1979 .1256 .331 .409 560.8 30.6 2170 2 .1887 .2137 .1842 .322 .364 561.2 16.0 2169 4/6 .1032 .1348 .0711 .334 .436 559.8 38.7 2168 4 .1082 .1353 .0870 .327 .409 559.4 29.8 2167 2 .1278 .1461 .1219 .323 .369 561.2 17.7 2166 3/4 .0631 .0799 .0515 .324 .411 558.0 29.5 2165 2 .0633 .0742 .0585 .323 .379 559.9 20.0 2164 2/2 .0458 .0524 .0458 .318 .364 558.3 15.0 2163
10GY 8/2 .5124 .5667 .5601 .313 .346 556.0 8.8 2107 7/2 .3847 .4279 .4257 .311 .346 553.0 8.2 2106 6/2 .2642 .2995 .2874 .310 .352 551.0 9.8 2105 5/2 .1766 .2017 .1873 .312 .357 553.8 11.5 2104 4/2 .1139 .1312 .1215 .311 .358 552.0 11.5 2103 3/2 .0611 .0731 .0620 .311 .373 552.0 15.6 2102 2/2 .0424 .0496 .0454 .308 .361 549.2 11.8 2101*
2.5G 8/6 .4626 .5869 .5002 .298 .379 539.0 14.2 2162 4 .5047 .6007 .5540 .304 .362 543.5 11.0 2161 2 .5255 .5922 .5939 .307 .346 546.0 7.2 2160 7/8 .3217 .4637 .3355 .287 .414 536.0 21.3 2159 6 .3335 .4475 .3627 .292 .391 535.8 16.2 2158 4 .3498 .4348 .3933 .297 .369 535.8 11.3 2157 2 .3746 .4473 .4410 .297 .354 528.0 7.6 2156 6/8 .1886 .3047 .1912 .276 .445 533.8 27.5 2155 6 .2142 .3076 .2252 .287 .412 535.5 20.5 2154 4 .2479 .3162 .2780 .294 .376 534.0 12.6 2153 2 .2746 .3168 .3170 .302 .349 536.0 7.0 2152 5/8 .1217 .2002 .1193 .276 .454 535.2 29.7 2151 6 .1435 .2087 .1437 .289 .421 539.0 23.6 2150 4 .1580 .2106 .1672 .295 .393 538.5 17.4 2149 2 .1774 .2075 .2035 .302 .353 536.0 8.0 2148 4/6 .0869 .1366 .0906 .277 .435 432.3 24.8 2147 4 .0978 .1352 .1068 .288 .398 533.0 17.2 2146 2 .1169 .1401 .1298 .302 .362 540.2 10.6 2145 3/4 .0562 .0828 .0591 .284 .418 534.0 21.8 2144 2 .0667 .0839 .0717 .300 .378 541.0 14.2 2143 2/2 .0398 .0477 .0459 .298 .357 532.0 8.5 2142
7.5G 8/4 .4785 .5634 .6287 .286 .337 502.0 7.8 2126** 2 .5215 .5800 .6413 .299 .333 510.0 3.8 2125** 7/6 .3401 .4465 .4644 .272 .357 504.5 12.4 2124 4 .3527 .4336 .4768 .279 .343 502.0 10.2 2123** 2 .3975 .4488 .5000 .295 .333 506.0 4.8 2122 6/6 .2244 .3226 .3274 .257 .369 503.5 17.4 2121 4 .2453 .3224 .3379 .271 .356 503.8 12.8 2120 2 .2617 .3081 .3315 .290 .342 508.0 6.5 2119 5/6 .1304 .1930 .1967 .251 .371 502.6 19.4 2118 4 .1529 .2059 .2102 .269 .363 505.0 13.5 2117 2 .1692 .1991 .2132 .291 .342 508.8 6.3 2116 4/6 .0867 .1352 .1381 .241 .375 501.6 22.5 2115 4 .0976 .1372 .1378 .262 .368 504.6 15.7 2114 2 .1166 .1405 .1506 .286 .345 506.0 7.9 2113 3/4 .0557 .0814 .0823 .254 .371 503.2 18.3 2112 2 .0572 .0733 .0757 .277 .356 506.2 10.6 2111 2/2 .0334 .0431 .0480 .268 .346 499.8 13.8 2110
10G 8/2 .5333 .5892 .6519 .301 .332 512.8 3.3 2067* 7/2 .3942 .4427 .5039 .294 .330 502.0 5.2 2066 6/2 .2793 .3188 .3644 .290 .331 500.3 6.5 2065 5/2 .1776 .2060 .2336 .288 .334 500.9 7.3 2064 4/2 .1120 .1325 .1528 .282 .334 498.7 9.5 2063 3/2 .0572 .0720 .0810 .272 .343 499.4 12.5 2062 2/2 .0347 .0428 .0495 .274 .337 497.7 12.3 2061*
2.5BG 8/2 .5348 .5897 .6637 .299 .330 507.4 3.6 2084 7/4 .3880 .4598 .5338 .281 .333 498.0 10.0 2083 2 .4170 .4698 .5370 .293 .330 501.0 5.7 2082** 6/6 .2610 .3428 .4047 .259 .340 496.6 17.5 2081 4 .2718 .3376 .4063 .268 .332 496.2 14.6 2080 2 .2965 .3411 .3991 .286 .329 495.5 8.2 2079 5/6 .1480 .2151 .2647 .236 .343 495.2 25.8 2078 4 .1574 .2027 .2473 .259 .334 495.0 17.7 2077 2 .1781 .2083 .2442 .282 .330 497.1 9.3 2076 4/6 .0938 .1389 .1785 .228 .338 494.1 29.0 2075 4 .1038 .1388 .1732 .250 .334 494.5 21.2 2074 2 .1106 .1331 .1592 .275 .330 495.8 12.2 2073 3/6 .0519 .0762 .1001 .228 .334 493.5 29.4 2072 4 .0623 .0860 .1104 .241 .332 493.7 24.6 2071 2 .0602 .0757 .0936 .262 .330 494.5 16.8 2070 2/4 .0359 .0467 .0626 .248 .322 491.9 22.9 2069 2 .0337 .0410 .0528 .264 .322 492.3 16.5 2068
7.5BG 8/4 .4924 .5621 .7137 .279 .318 4915 11.5 2029A ** 2 .5156 .5641 .6865 .292 .319 493.0 6.5 2029 7/4 .3884 .4549 .5943 .270 .316 491.0 14.7 2028 2 .4085 .4474 .5507 .290 .318 492.0 7.0 2027 6/6 .2794 .3512 .4834 .251 .315 490.8 22.1 2026 4 .2877 .3406 .4559 .265 .314 490.5 16.7 2025 2 .2994 .3304 .4143 .287 .317 491.0 8.5 2024 5/6 .1525 .2089 .3197 .224 .307 489.5 32.8 2023 4 .1654 .2060 .2939 .249 .310 489.5 23.5 2022 2 .1879 .2111 .2730 .280 .314 490.0 11.5 2021 4/6 .0962 .1371 .2202 .212 .302 489.3 37.5 2020 4 .1124 .1412 .2148 .240 .301 488.2 27.5 2019** 2 .1180 .1337 .1826 .272 .308 488.3 15.3 2018** 3/4 .0567 .0751 .1187 .226 .300 488.5 32.2 2017** 2 .0638 .0745 .1026 .265 .309 489.0 17.5 2016** 2/2 .0356 .0417 .0582 .263 .308 488.5 18.2 2015
10BG 8/2 .5332 .5794 .7117 .292 .318 492.0 6.5 2014* 7/2 .4053 .4423 .5658 .287 .313 489.0 8.7 2013 6/2 .2888 .3192 .4169 .282 .312 488.5 11.0 2012 5/2 .1820 .2043 .2790 .274 .307 488.0 14.5 2011 4/2 .1119 .1254 .1724 .273 .306 487.8 14.5 2010** 3/2 .0647 .0746 .1042 .266 .306 488.2 17.5 2009
2.5B 8/4 .5638 .6238 .8148 .282 .312 488.6 11.0 2049** 2 .5617 .6005 .7696 .291 .311 488.0 7.8 2048** 7/6 .3858 .4571 .7012 .250 .296 486.8 24.1 2047 4 .4120 .4673 .6605 .268 .304 487.3 16.8 2293* 2 .4301 .4662 .6193 .284 .308 487.0 10.5 2045 6/6 .2499 .3066 .5161 .233 .286 486.0 31.5 2044 4 .2792 .3201 .4900 .256 .294 485.6 22.0 2043 2 .2919 .3174 .4378 .279 .303 486.0 12.8 2042 5/6 .1567 .1984 .3686 .217 .274 485.5 38.5 2041 4 .1689 .1977 .3187 .246 .289 485.6 26.0 2040 2 .1792 .1952 .2801 .274 .298 484.7 15.2 2039 4/8 .0949 .1304 .2735 .190 .261 485.3 49.5 2038 6 .1051 .1349 .2547 .212 .273 485.5 40.0 2037 4 .1144 .1357 .2213 .243 .288 485.8 27.5 2036 2 .1157 .1275 .1813 .273 .300 485.8 15.2 2035 3/6 .0640 .0831 .1772 .197 .256 484.4 47.5 2034 4 .0699 .0849 .1618 .221 .268 484.2 37.6 2033** 2 .0680 .0746 .1182 .261 .286 483.5 21.0 2032 2/2 .0385 .0479 .0824 .228 .284 486.1 33.6 2031* 8/4 .5315 .5744 .8460 .272 .294 483.6 16.0 2008 2 .5399 .5738 .7643 .288 .306 485.0 9.5 2007 7/6 .3784 .4245 .6917 .253 .284 484.0 24.3 2006 4 .3975 .4372 .6499 .268 .294 484.6 17.8 2297* 2 .4242 .4494 .6026 .287 .304 484.5 9.5 2004 6/6 .2741 .3148 .5638 .238 .273 483.0 30.5 2003 4 .2924 .3198 .5042 .262 .286 483.0 20.8 1999 2 .2985 .3164 .4366 .284 .301 483.5 11.5 1998 5/6 .1837 .2122 .4296 .223 .257 482.3 38.0 1997 4 .1963 .2176 .3813 .247 .274 482.5 27.5 1996 2 .1981 .2110 .3122 .275 .292 482.2 15.5 1995 4/6 .1112 .1287 .2998 .206 .238 481.4 46.2 1994 4 .1228 .1362 .2594 .237 .263 481.5 32.5 1993 2 .1258 .1348 .2158 .264 .283 482.0 21.0 1992 3/4 .0701 .0800 .1678 .220 .252 481.8 39.5 1991 2 .0754 .0821 .1374 .256 .278 482.0 24.0 1990 2/2 .0357 .0390 .0692 .248 .271 481.7 27.5 2296*
10B 8/4 .5423 .5802 .8396 .276 .296 483.0 14.5 1988 2 .5418 .5682 .7541 .291 .305 483.0 8.0 1987* 7/2 .4103 .4305 .5980 .285 .299 482.0 10.8 1986 6/2 .3159 .3353 .4842 .278 .295 482.5 14.0 1985 5/2 .2121 .2229 .3292 .278 .292 481.0 14.5 1984 4/2 .1253 .1316 .2013 .273 .287 480.5 16.5 1983 3/2 .0700 .0732 .1157 .270 .283 480.0 18.0 1982 2/4 .0378 .0416 .0890 .224 .247 480.5 38.5 1981 2 .0338 .0361 .0676 .246 .262 480.0 29.5 1980*
2.5PB 8/4 .5730 .5980 .8849 .279 .291 480.0 14.2 1978 2 .5622 .5798 .7852 .292 .301 480.0 8.2 1977 7/6 .4204 .4407 .7702 .258 .270 479.5 24.0 1976 4 .4175 .4329 .6964 .270 .280 479.0 19.0 1975 2 .4294 .4429 .6043 .291 .300 480.0 9.0 1974 6/8 .3231 .3444 .7268 .232 .247 479.5 36.0 1973 6 .3186 .3326 .6271 .249 .260 478.5 28.2 1972 4 .3221 .3356 .5620 .264 .275 479.2 21.5 1971 2 .3246 .3342 .4755 .286 .295 479.0 11.0 1970 5/10 .2140 .2313 .5725 .210 .227 479.2 46.2 1969 8 .2135 .2272 .5349 .219 .233 479.0 42.5 1968 6 .2030 .2126 .4350 .239 .250 478.5 33.5 1967 4 .2045 .2129 .3749 .258 .269 478.5 24.0 1966 2 .1972 .2032 .2989 .282 .290 478.5 13.2 1965 4/10 .1313 .1405 .4053 .194 .208 478.5 54.2 1964 8 .1357 .1435 .3689 .209 .221 478.5 47.5 1963 6 .1233 .1286 .2942 .226 .236 478.2 40.0 1962 4 .1257 .1305 .2511 .248 .257 478.5 29.5 1961 2 .1287 .1313 .2179 .269 .275 477.0 19.8 1960 3/8 .0755 .0806 .2284 .196 .210 478.5 53.6 1959 6 .0735 .0769 .2024 .208 .218 478.0 48.2 1958 4 .0716 .0741 .1614 .233 .241 477.9 36.5 1957 2 .0694 .0711 .1232 .263 .270 477.6 22.4 1956 2/4 .0404 .0419 .0994 .222 .231 477.9 41.8 1955 2 .0374 .0384 .0748 .248 .255 477.8 29.5 1954
7.5PB 8/4 .5881 .5949 .8600 .288 .291 477.0 11.0 1681 2 .5744 .5834 .7524 .301 .305 475.0 4.8 1680** 7/8 .4579 .4555 .8100 .266 .264 475.0 22.2 1675 6 .4581 .4524 .7753 .272 .268 473.0 19.9 1674 4 .4460 .4461 .6737 .285 .285 473.0 13.1 1673** 2 .4388 .4455 .5963 .296 .301 475.0 6.8 1672** 6/10 .3376 .3207 .7289 .243 .231 473.0 34.8 1671 8 .3344 .3215 .6643 .253 .244 472.0 29.6 1670 6 .3202 .3110 .5834 .264 .256 472.0 24.3 1669 4 .3238 .3182 .5188 .279 .274 471.0 16.4 1668 2 .3224 .3234 .4598 .292 .292 473.0 9.8 1667** 5/14 .2202 .1966 .5978 .217 .194 471.8 49.0 1666 12 .2219 .1996 .5672 .224 .202 471.0 45.2 1665 10 .2135 .1952 .5064 .233 .213 471.0 40.4 1664 8 .2156 .2002 .4643 .245 .228 470.5 34.6 1663 6 .2109 .1999 .4097 .257 .244 470.5 28.3 1662 4 .2056 .2005 .3472 .273 .266 471.5 19.9 1661 2 .2055 .2035 .3036 .288 .286 469.0 11.9 1660 4/16 .1591 .1297 .5233 .196 .160 470.5 61.0 1659 14 .1606 .1337 .5080 .200 .167 470.5 58.3 1658 12 .1514 .1296 .4380 .211 .180 470.5 53.2 1657 10 .1478 .1299 .3921 .221 .194 470.0 47.9 1656 8 .1437 .1296 .3469 .232 .209 471.0 42.0 1655 6 .1365 .1266 .2948 .245 .227 470.5 35.0 1654 4 .1319 .1254 .2433 .264 .250 470.0 25.2 1653 2 .1308 .1280 .2027 .283 .277 468.0 14.8 1652 3/14 .0998 .0732 .3631 .186 .136 468.5 68.0 1645 12 .0944 .0728 .3154 .196 .151 469.0 62.6 1644 10 .0861 .0674 .2734 .202 .158 468.2 59.9 1643 8 .0815 .0679 .2316 .214 .178 469.0 52.4 1642 6 .0793 .0686 .1972 .230 .199 468.2 44.1 1641 4 .0775 .0702 .1633 .249 .226 467.5 33.8 1640 2 .0690 .0660 .1162 .275 .263 467.5 20.0 1639 2/10 .0582 .0429 .2173 .183 .135 469.0 69.5 1637** 8 .0528 .0403 .1822 .192 .146 469.0 64.4 1679** 6 .0496 .0394 .1574 .201 .160 469.0 59.5 1678** 4 .0439 .0374 .1179 .220 .188 469.0 48.8 1677** 2 .0410 .0375 .0860 .249 .228 468.0 33.3 1676**
10PB 8/2 .5990 .5977 .8072 .299 .298 460.0 6.5 1953* 7/2 .4410 .4355 .6014 .298 .295 440.0 7.0 1952 6/2 .3535 .3448 .5020 .294 .287 455.0 10.0 1951 5/2 .2199 .2118 .3301 .289 .278 455.0 13.0 1950 4/2 .1362 .1298 .2048 .289 .276 450.0 13.6 1949 3/2 .0814 .0744 .1313 .284 .259 430.0 18.5 1948 2/2 .0427 .0364 .0782 .272 .232 420.0 27.5 1947
2.5P 8/4 .5837 .5575 .8230 .297 .284 566.0c 10.7 1946 2 .5760 .5681 .7435 .305 .301 564.0c 5.2 1945 7/6 .4877 .4446 .7508 .290 .264 566.0c 17.2 1944 4 .4848 .4583 .6905 .297 .280 565.0c 11.9 1943 2 .4611 .4546 .6008 .304 .300 566.0c 5.6 1942** 6/8 .3716 .3181 .6535 .277 .237 567.0c 25.8 1941 6 .3545 .3121 .5900 .282 .248 567.0c 22.2 1940 4 .3445 .3209 .5133 .292 .272 566.0c 14.2 1939 2 .3362 .3248 .4687 .298 .288 567.0c 9.2 1938 5/10 .2739 .2036 .5824 .258 .192 567.0c 40.2 1937 8 .2597 .2023 .5228 .264 .205 567.0c 36.0 1936 6 .2404 .1997 .4347 .275 .228 566.0c 28.5 1935 4 .2255 .1989 .3682 .284 .251 565.8c 21.7 1934 2 .2069 .1945 .3016 .294 .277 565.0c 13.5 1933 4/10 .1821 .1268 .4013 .256 .179 565.8c 45.5 1932 8 .1763 .1310 .3532 .267 .198 565.2c 39.6 1931 6 .1628 .1272 .3091 .272 .212 565.2c 34.5 1930 4 .1498 .1261 .2585 .280 .236 565.0c 26.7 1929 2 .1374 .1233 .2144 .289 .260 565.0c 19.0 1928 3/10 .1248 .0787 .2990 .248 .157 565.7c 52.5 1927 8 .1144 .0767 .2483 .260 .174 564.6c 48.0 1926 6 .1048 .0748 .2145 .266 .190 564.6c 43.0 1925 4 .0984 .0751 .1816 .277 .211 563.5c 36.0 1924 2 .0843 .0721 .1402 .284 .243 564.5c 24.5 1923 2/8 .0626 .0409 .1376 .260 .170 564.5c 50.0 1922 6 .0553 .0399 .1104 .269 .194 564.2c 41.6 1921 4 .0476 .0376 .0824 .284 .224 563.0c 32.0 1920 2 .0425 .0347 .0656 .298 .243 559.0c 27.0 1919
7.5P 8/2 .6150 .5873 .7778 .311 .297 550.0c 8.0 1839 7/4 .4981 .4525 .6596 .309 .281 552.0c 14.0 1838 2 .4800 .4568 .6102 .310 .295 549.5c 8.5 1837 6/6 .3916 .3231 .5484 .310 .256 551.0c 24.5 1836 4 .3730 .3265 .5034 .310 .271 551.0c 18.0 1835 2 .3185 .3003 .4139 .308 .291 554.0c 9.8 1834 5/8 .2758 .1982 .4059 .313 .225 549.0c 37.2 1833 6 .2556 .1978 .3548 .316 .245 546.6c 30.0 1832 4 .2417 .2036 .3239 .314 .265 546.9c 21.4 1831 2 .2164 .2006 .2720 .314 .291 540.0c 10.8 1830 4/8 .1889 .1246 .2897 .313 .207 549.8c 44.4 1829 6 .1638 .1222 .2363 .314 .234 549.0c 33.8 1828 4 .1544 .1266 .2083 .316 .259 546.0c 24.0 1827 2 .1395 .1265 .1796 .313 .284 546.0c 13.5 1826 3/8 .1128 .0714 .1901 .301 .191 555.0c 49.0 1825 6 .1003 .0691 .1600 .304 .210 553.5c 42.0 1824 4 .0870 .0682 .1303 .305 .239 554.4c 30.0 1823 2 .0726 .0638 .0970 .311 .273 550.0c 17.7 1822 2/6 .0578 .0391 .0952 .301 .204 555.5c 43.5 1821 4 .0512 .0373 .0800 .304 .221 554.5c 37.0 1820 2 .0434 .0360 .0597 .312 .259 549.5c 23.8 1819
10P 8/2 .6515 .6383 .7896 .313 .307 537.0c 5.8 2140 7/2 .4845 .4692 .5918 .314 .304 533.0c 5.8 2139 6/2 .3481 .3293 .4309 .314 .297 538.0c 8.4 2138 5/2 .2256 .2092 .2751 .318 .295 527.0c 10.1 2137 4/2 .1502 .1376 .1888 .315 .289 540.3c 12.0 2136 3/2 .0793 .0694 .1002 .319 .279 536.7c 16.7 2135 2/2 .0517 .0417 .0661 .324 .261 534.5c 14.5 2134
2.5RP 8/4 .6539 .6075 .7833 .320 .297 517.0c 9.5 1818 2 .6035 .5851 .7267 .315 .306 520.0c 5.3 1817* 7/6 .5434 .4750 .6325 .329 .288 510.0c 15.2 1816 4 .5061 .4582 .5909 .325 .295 510.0c 11.6 1815 2 .4903 .4709 .5822 .318 .305 510.0c 5.9 1814 6/8 .4407 .3478 .5050 .341 .269 511.0c 24.8 1812 6 .4135 .3412 .4830 .334 .276 513.0c 20.8 1811 4 .3710 .3251 .4339 .328 .288 511.4c 15.0 1809 2 .3390 .3197 .4074 .318 .300 518.0c 8.2 1808 5/10 .3302 .2290 .3580 .360 .250 508.1c 36.2 1807 8 .3107 .2293 .3415 .352 .260 508.0c 30.5 1806 6 .2786 .2189 .3115 .344 .271 508.1c 24.7 1805 4 .2424 .2062 .2788 .333 .284 509.0c 17.6 1804 2 .2195 .2021 .2603 .322 .296 513.0c 10.2 1803 4/10 .2194 .1403 .2514 .359 .230 514.3c 44.1 1802 8 .2067 .1388 .2413 .352 .236 515.8c 40.0 1801 6 .1826 .1342 .2116 .346 .254 514.0c 31.7 1800 4 .1607 .1319 .1876 .335 .275 513.0c 21.3 1799 2 .1459 .1297 .1718 .326 .290 512.3c 13.7 1798 3/10 .1231 .0720 .1446 .362 .212 517.1c 51.9 1796 8 .1161 .0749 .1395 .351 .227 519.5c 43.8 1795 6 .1072 .0758 .1252 .348 .246 515.5c 35.6 1794 4 .0888 .0688 .1044 .339 .262 516.0c 27.0 1793 2 .0769 .0681 .0913 .326 .288 515.0c 14.0 1792 2/8 .0722 .0452 .0914 .346 .216 527.0c 46.8 1791 6 .0688 .0447 .0902 .338 .219 532.2c 44.2 1790 4 .0581 .0411 .0747 .334 .236 531.2c 36.5 1789 2 .0461 .0378 .0592 .322 .264 536.1c 23.2 1788
7.5RP 8/4 .6678 .6214 .7301 .331 .303 496.0c 7.5 1787** 2 .5806 .5663 .6502 .323 .315 492.0c 3.3 1786* 7/6 .5444 .4765 .5584 .345 .302 496.0c 12.4 1785 4 .5175 .4778 .5612 .332 .307 496.0c 8.0 1784 2 .4656 .4491 .5181 .325 .313 493.5c 4.0 1783 6/10 .4357 .3326 .3807 .380 .289 495.8c 24.0 1782 8 .4213 .3361 .3841 .369 .294 495.7c 19.5 1781 6 .3763 .3186 .3706 .353 .299 494.9c 15.0 1780 4 .3586 .3214 .3706 .341 .306 495.0c 10.0 1779 2 .3245 .3091 .3604 .326 .311 495.0c 5.1 1778 5/10 .3320 .2327 .2715 .397 .278 496.3c 31.8 1777 8 .2884 .2100 .2439 .389 .283 496.1c 28.2 1776 6 .2626 .2052 .2430 .369 .289 496.6c 22.3 1775 4 .2435 .2059 .2411 .353 .298 496.2c 15.4 1774 2 .2238 .2062 .2419 .333 .307 496.0c 8.0 1773 4/10 .2181 .1398 .1730 .411 .263 497.3c 40.2 1772 8 .2092 .1438 .1756 .396 .272 497.2c 34.0 1771 6 .1866 .1393 .1666 .379 .283 496.9c 26.5 1770 4 .1701 .1395 .1626 .360 .295 496.0c 18.0 1769 2 .1506 .1347 .1589 .339 .303 496.8c 10.9 1768 3/10 .1358 .0801 .1107 .416 .245 499.2c 48.4 1767 8 .1188 .0760 .0994 .404 .258 498.5c 40.8 1766 6 .1099 .0773 .0982 .385 .271 498.4c 32.4 1765** 4 .0928 .0735 .0902 .362 .287 498.0c 21.6 1764 2 .0897 .0788 .0940 .342 .300 497.0c 12.6 1763 2/6 .0644 .0415 .0632 .381 .246 503.5c 41.8 1762 4 .0595 .0417 .0602 .369 .258 503.5c 34.3 1761 2 .0483 .0386 .0519 .348 .278 503.8c 22.6 1760
10RP 8/2 .6151 .6024 .6690 .326 .319 599.0 5.0 1918* 7/2 .4777 .4574 .5039 .332 .318 608.0 6.3 1917** 6/2 .3306 .3109 .3507 .333 .313 700.0 5.5 1916 5/2 .2426 .2229 .2453 .341 .314 642.0 7.8 1915 4/2 .1578 .1394 .1537 .350 .309 493.0c 10.4 1914 3/2 .0802 .0692 .0776 .353 .305 493.5c 12.8 1913 2/2 .0530 .0430 .0542 .353 .286 499.7c 20.1 1912
* More than one lot of this color has been made (March, 1943).
** These colors are to be replaced as soon as repaints can be made.
Table II
Trichromatic specification, dominant wave-length, and excitation purity for neutral grays; half-steps of Munsell value, and a special series of small value steps.
Munsell notation Tristimulus values Trilinear coordinates Dominant wave-length Excitation purity Munsell production no. X Y Z x y
Neutrals N 8.5/ .6205 .6365 .7266 .313 .321 570 2.0 2228* 7.5/ .4860 .4993 .5716 .312 .321 567 1.7 2227* 6.5/ .3634 .3732 .4379 .309 .318 515 0.4 2211* 5.5/ .2419 .2483 .2889 .310 .319 558 0.8 2210* 4.5/ .1579 .1614 .1905 .310 .317 550 0.2 2224* 3.5/ .0948 .0964 .1135 .311 .316 700 0.2 2223* 2.5/ .0524 .0531 .0609 .315 .319 700 2.0 2222* 1.5/ .0245 .0250 .0295 .310 .316 — 0.0 2221*
Special “60-step” value scale .8696 .8953 1.0158 .313 .322 568 2.2 60 .8843 .9058 1.0418 .312 .320 568 1.5 58 .8177 .8399 .9367 .315 .324 572 3.5 57 .7804 .7996 .9154 .313 .320 570 1.8 56* .7451 .7641 .8658 .313 .322 572 2.3 55 .7059 .7239 .8280 .313 .321 570 2.0 54 .6735 .6895 .7973 .312 .319 570 1.2 53 .6686 .6851 .7890 .312 .320 568 1.5 52 .6422 .6580 .7619 .311 .319 565 1.2 51 .6196 .6345 .7394 .311 .318 570 0.8 50 .5912 .6048 .7064 .311 .318 570 0.8 49 .5853 .5985 .6981 .311 .318 570 0.8 48 .5637 .5767 .6916 .309 .316 490 0.5 47 .5216 .5340 .6260 .310 .318 555 0.4 45 .5255 .5384 .6260 .311 .319 565 1.2 44 .5216 .5340 .6213 .311 .318 570 0.8 43 .4849 .4959 .5835 .310 .317 550 0.2 42 .4706 .4816 .5658 .310 .317 550 0.2 41 .4461 .4566 .5398 .309 .316 490 0.5 40 .4255 .4344 .5197 .309 .315 470 0.6 39 .4049 .4134 .4855 .311 .317 580 0.2 37 old .4049 .4159 .4819 .311 .319 565 1.2 37 new .3794 .3882 .4548 .310 .318 555 0.4 36 .3373 .3452 .4075 .309 .317 500 0.2 34 .3186 .3258 .3851 .310 .316 — 0.0 33 .3049 .3107 .3697 .310 .315 400 0.3 32 .2892 .2956 .3485 .310 .317 550 0.2 31 .2794 .2859 .3319 .311 .319 565 1.2 30 .2627 .2682 .3107 .312 .319 570 1.2 28 .2480 .2529 .2941 .312 .318 580 1.0 27 .2274 .2326 .2693 .312 .319 570 1.2 26 .1941 .1978 .2270 .314 .320 578 2.0 24 .1782 .1820 .2081 .314 .320 578 2.0 23 .1710 .1744 .2001 .314 .320 578 2.0 22 .1610 .1642 .1908 .312 .318 580 1.0 21 .1553 .1584 .1831 .313 .319 578 1.4 20 .1345 .1372 .1585 .313 .319 578 1.4 18 .1332 .1358 .1571 .313 .319 578 1.4 17 .1186 .1208 .1412 .312 .317 590 0.8 16 .1106 .1126 .1310 .312 .318 580 1.0 15 .0967 .0984 .1162 .311 .316 700 0.2 14 .0939 .0956 .1117 .312 .317 590 0.8 13 .0861 .0878 .1025 .312 .318 580 1.0 12 .0755 .0768 .0905 .311 .316 700 0.2 11 .0726 .0738 .0864 .312 .317 590 0.8 10 .0667 .0678 .0791 .312 .317 590 0.8 8A .0596 .0608 .0716 .310 .317 550 0.2 8 .0520 .0528 .0616 .312 .317 590 0.8 6 .0457 .0464 .0536 .314 .318 585 1.5 5 .0394 .0400 .0472 .311 .316 700 0.2 4 .0277 .0280 .0328 .313 .316 650 0.8 61 .0237 .0240 .0283 .312 .316 680 0.5 63 .0255 .0260 .0305 .311 .317 580 0.2 62 .0184 .0188 .0224 .309 .316 490 0.5 64 .0173 .0174 .0212 .309 .311 560 1.7 65
* More than one lot of this color has been made (March, 1943).
Table III
Trichromatic specification, dominant wave-length, and excitation purity for several series of special Munsell samples: 100 hues at 5/5; 50 hues at maximum chroma; a series of “Pinks;” of “Browns;” odd chromas at value levels of maximum chroma for 10 hues; high value series (9/) for 5 hues; weak chromas (/1), values 2/ to 8/ for 5 hues; a series specially produced in strong chromas; and glossy surface papers for matching tomato colors.
Munsell notation Tristimulus values Trilinear coordinates Dominant wave-length Excitation purity Munsell production no. X Y Z x y
100hues at 5/51 5R .2794 .23081 .1966 .395 .325 603.8 25.6 101 6 .2840 .2335 .1874 .403 .331 600.7 28.8 102 7 .2697 .2228 .1758 .404 .333 599.5 29.7 103 8 .2654 .2209 .1657 .407 .339 597.0 32.0 104 9 .2648 .2209 .1564 .412 .344 595.0 34.9 105 10 .2652 .2241 .1505 .414 .350 592.9 37.2 106 1YR .2512 .2142 .1353 .418 .357 591.1 39.8 107 2 .2513 .2167 .1313 .419 .362 589.7 41.5 108 3 .2473 .2144 .1202 .425 .368 588.6 44.8 109 4 .2412 .2121 .1102 .428 .376 587.0 47.9 110 5 .2452 .2213 .1126 .423 .382 585.2 48.1 111 6 .2382 .2156 .1042 .427 .386 584.7 50.2 112 7 .2391 .2184 .0994 .429 .392 584.0 52.4 113 8 .2370 .2205 .0918 .431 .401 582.6 55.4 114 9 .2459 .2333 .0944 .429 .407 581.4 56.1 115 10 .2424 .2343 .0910 .427 .413 580.2 57.2 116 1Y .2539 .2508 .0908 .426 .421 579.1 59.4 117 2 .2492 .2488 .0878 .425 .425 578.5 60.0 118 3 .2430 .2462 .0862 .422 .428 577.7 60.0 119 4 .2523 .2605 .0882 .420 .433 576.7 60.8 120 5 .2500 .2639 .0943 .411 .434 575.6 58.7 121 6 .2536 .2690 .1019 .406 .431 575.2 56.3 122 7 .2598 .2791 .1090 .401 .431 574.5 55.1 123 8 .2454 .2658 .1118 .394 .427 573.9 52.1 124 9 .2518 .2766 .1175 .390 .428 573.0 51.5 125 10 .2539 .2841 .1295 .380 .425 571.8 48.2 126 1GY .2496 .2867 .1328 .373 .428 570.0 47.1 127 2 .2350 .2730 .1337 .366 .425 569.0 44.3 128 3 .2403 .2831 .1422 .361 .425 567.8 43.0 129 4 .2378 .2829 .1533 .353 .420 566.4 39.3 130 5 .2288 .2742 .1644 .343 .411 564.6 34.1 131 6 .2347 .2850 .1709 .340 .413 563.4 34.0 132 7 .2335 .2870 .1807 .333 .409 561.4 31.3 133 8 .2313 .2891 .1892 .326 .407 558.9 28.8 134 9 .2323 .2909 .2008 .321 .402 556.8 26.1 135 10 .2364 .2986 .2152 .315 .398 554.2 23.4 136 1G .2305 .2944 .2234 .308 .393 549.7 20.4 137 2 .2190 .2849 .2218 .302 .393 545.0 18.8 138 3 .2301 .2994 .2462 .297 .386 539.1 15.9 139 4 .2123 .2804 .2398 .290 .383 530.5 13.7 140 5 .2019 .2646 .2434 .283 .373 520.0 11.0 141 6 .2033 .2682 .2539 .280 .370 514.4 11.0 142 7 .2087 .2746 .2711 .277 .364 509.6 11.2 143 8 .2076 .2739 .2810 .272 .359 505.5 12.3 144 9 .2050 .2716 .2889 .268 .355 502.3 13.9 145 10 .2102 .2778 .3074 .264 .349 499.8 15.2 146 1BG .2030 .2689 .3096 .260 .344 497.8 17.2 147 2 .2009 .2660 .3184 .256 .339 495.9 18.8 148 3 .2080 .2720 .3380 .254 .333 494.4 19.5 149 4 .2142 .2789 .3614 .251 .326 493.0 21.4 150 5 .1994 .2557 .3384 .251 .322 492.2 21.5 151 6 .2117 .2719 .3642 .250 .321 491.9 22.1 152 7 .2076 .2643 .3730 .246 .313 490.3 24.2 153 8 .2027 .2569 .3700 .244 .310 489.8 25.0 154 9 .2106 .2617 .3836 .246 .306 489.0 24.6 155 10 .2200 .2720 .4090 .244 .302 488.2 25.7 156 1B .2211 .2688 .4201 .243 .295 487.1 26.6 157 2 .2135 .2555 .4224 .240 .287 485.8 29.0 158 3 .2160 .2554 .4295 .240 .282 485.2 29.2 159 4 .2116 .2486 .4254 .239 .281 484.7 29.9 160 5 .2054 .2355 .3992 .245 .280 484.1 27.7 161 6 .2200 .2502 .4364 .243 .276 483.3 28.9 162 7 .2237 .2510 .4423 .244 .274 482.8 28.7 163 8 .2255 .2513 .4459 .244 .272 482.4 28.6 164 9 .2342 .2563 .4532 .248 .272 481.7 27.3 165 10 .2369 .2550 .4541 .250 .270 480.8 26.8 166 1PB .2417 .2568 .4615 .252 .267 480.1 26.4 167 2 .2453 .2567 .4619 .254 .266 479.1 25.8 168 3 .2506 .2586 .4672 .257 .265 478.1 25.3 169 4 .2642 .2674 .4897 .259 .262 476.5 25.0 170 5 .2515 .2529 .4506 .263 .265 475.9 23.0 171 6 .2525 .2510 .4507 .265 .263 474.8 22.9 172 7 .2537 .2471 .4527 .266 .259 472.3 23.0 173 8 .2644 .2549 .4566 .271 .261 469.8 21.2 174 9 .2649 .2522 .4401 .277 .263 465.0 19.3 175 10 .2638 .2473 .4350 .279 .261 459.0 19.1 176 1P .2697 .2526 .4207 .286 .268 445.0 16.0 177 2 .2710 .2496 .4180 .289 .266 566.9c 16.3 178 3 .2810 .2563 .4167 .295 .269 564.0c 16.2 179 4 .2649 .2385 .3914 .296 .267 562.7c 17.5 180 5 .2886 .2589 .4069 .302 .271 559.0c 16.6 181 6 .3014 .2668 .4067 .309 .274 552.0c 17.1 182 7 .2909 .2517 .3867 .313 .271 547.7c 18.9 183 8 .2949 .2546 .3836 .316 .273 543.2c 18.7 184 9 .2898 .2489 .3654 .321 .275 535.0c 18.4 185 10 .2918 .2485 .3616 .323 .275 529.2c 19.0 186 1RP .2927 .2465 .3484 .330 .278 517.3c 19.2 187 2 .3000 .2529 .3454 .334 .282 509.8c 18.5 188 3 .3088 .2589 .3411 .340 .285 504.9c 18.2 189 4 .2965 .2454 .3041 .350 .290 499.0c 18.1 190 5RP .2841 .2341 .2943 .350 .288 499.7c 18.6 191 6 .2992 .2454 .2996 .354 .291 498.1c 18.6 192 7 .3027 .2467 .2953 .358 .292 496.9c 18.9 193 8 .3042 .2472 .2876 .363 .295 496.0c 18.5 194 9 .3018 .2455 .2760 .367 .298 494.8c 17.8 195 10 .2876 .2350 .2479 .373 .305 493.0c 16.3 196 1R .2971 .2428 .2489 .377 .308 492.5c 16.0 197 2 .2853 .2311 .2269 .384 .311 633.0 18.2 198 3 .2851 .2330 .2115 .391 .319 610.8 22.4 199 4 .2870 .2345 .2050 .395 .323 607.5 24.3 200
50 hues at maximum chroma 1R .3044 .2030 .1834 .441 .294 493.0c 33.8 999 3 .3148 .2115 .1618 .458 .307 629.0 37.2 998 5 .3107 .2095 .1263 .481 .324 610.0 47.8 1008 7 .3648 .2491 .1112 .503 .344 602.2 59.2 893 9 .4092 .2928 .1036 .508 .363 596.6 65.8 892 1YR .4328 .3234 .0882 .512 .383 592.8 72.0 891 3 .4325 .3339 .0581 .525 .405 589.8 81.2 890 5 .4278 .3483 .0621 .510 .416 587.4 80.1 870 7 .4099 .3553 .0619 .496 .430 584.5 80.0 884 9 .4282 .3913 .0609 .486 .445 582.0 81.8 883 1Y .4671 .4488 .0634 .477 .458 579.8 82.8 946 3 .5107 .5177 .0710 .465 .471 577.6 82.9 945A 5 .4951 .5274 .0822 .448 .477 575.5 80.2 1128* 7 .4450 .4907 .0780 .439 .484 574.0 79.8 1130 9 .4296 .4890 .0826 .429 .488 572.7 78.1 1131* 1GY .3909 .4559 .0850 .420 .489 571.5 76.0 1132* 3 .3586 .4293 .0914 .408 .488 570.1 72.2 952 5 .3321 .4218 .0957 .391 .496 567.3 70.1 1105 7 .2792 .3599 .1072 .374 .482 565.6 62.0 960 9 .2342 .3224 .1194 .347 .477 560.8 53.0 961 1G .1889 .2808 .1324 .314 .466 552.3 41.8 1103 3 .1480 .2284 .1435 .285 .439 538.2 27.5 1102 5 .1302 .2059 .1706 .257 .406 513.2 18.9 1101 7 .1271 .1944 .1934 .247 .378 503.0 20.9 1100 9 .1231 .1869 .2015 .241 .365 499.7 23.0 1099 1BG .1320 .1971 .2269 .237 .354 497.4 24.8 1098 3 .1339 .1982 .2520 .229 .339 494.4 28.3 1097 5 .1263 .1865 .2577 .221 .327 492.4 32.1 1096 7 .1172 .1694 .2551 .216 .313 490.5 35.0 1095 9 .1065 .1513 .2422 .213 .303 489.3 37.3 1094 1B .1008 .1396 .2458 .207 .287 487.6 40.4 1093 3 .0998 .1329 .2681 .199 .265 485.3 45.7 1092 5 .0957 .1198 .2806 .193 .241 482.8 50.9 1087 7 .0868 .1067 .2705 .187 .230 482.0 54.0 1086 9 .0777 .0931 .2519 .184 .220 481.2 56.5 1063 1PB .0770 .0876 .2553 .183 .209 480.0 58.1 1061 3 .0816 .0871 .2756 .184 .196 478.3 59.5 1060* 5 .0869 .0836 .2981 .185 .178 475.7 61.5 1059 7 .1080 .0888 .3404 .201 .165 470.1 58.5 1133* 9 .1241 .0924 .3416 .222 .165 460.0 52.7 1134* 1P .1483 .1035 .3535 .245 .171 420.0 47.0 1135 3 .1758 .1200 .3553 .270 .184 563.4c 45.8 1136 5 .2021 .1310 .3776 .284 .184 559.6c 48.2 1007 7 .2140 .1412 .3587 .300 .198 555.5c 46.0 1006 9 .2265 .1487 .3378 .318 .209 547.2c 44.8 1005 1RP .2444 .1658 .3195 .335 .227 532.7c 40.6 1004 3 .2721 .1886 .3008 .357 .248 510.0c 36.5 1003 5 .2812 .1931 .2757 .375 .257 502.2c 36.0 1002 7 .2805 .1901 .2317 .399 .271 497.1c 35.2 1001 9 .2889 .1929 .2015 .423 .282 494.5c 34.7 1000
“Pinks” 1RP 8/6 .6395 .6086 .7727 .316 .301 522.0c 7.2 1043 4 .6216 .5985 .7517 .315 .304 522.0c 6.0 1035 7/8 .5208 .4640 .6296 .323 .287 521.0c 14.2 1051 6 .5034 .4601 .5985 .322 .295 514.0c 11.0 1027 4 .4956 .4581 .5910 .321 .297 515.0c 10.0 1019 3RP 8/6 .6375 .6041 .7389 .322 .305 504.0c 6.7 1044 4 .6321 .6088 .7420 .319 .307 505.0c 5.5 1036 7/8 .5305 .4729 .6170 .327 .292 509.5c 13.2 1052 6 .5195 .4705 .5962 .328 .297 505.0c 11.0 1028 4 .5062 .4740 .5827 .324 .303 503.0c 8.0 1020 7RP 8/6 .6597 .6186 .7165 .331 .310 496.0c 6.3 1045 4 .6083 .5891 .6605 .327 .317 610.0 4.8 1037 7/8 .5284 .4691 .5471 .342 .304 496.0c 11.0 1053 6 .5190 .4671 .5526 .337 .304 497.0c 10.2 1029 4 .4947 .4590 .5357 .332 .308 496.0c 7.5 1021 9RP 8/6 .6651 .6220 .7049 .334 .312 493.5c 6.2 1046 4 .6105 .5883 .6500 .330 .318 606.0 6.0 1038 7/8 .5158 .4482 .4947 .354 .307 493.5c 12.0 1054 6 .4992 .4445 .5080 .344 .306 494.5c 10.5 1030 4 .4827 .4430 .5080 .337 .309 494.0c 8.0 1022 1R 8/6 .6246 .5851 .6476 .336 .315 630.0 6.5 1047 4 .6179 .5923 .6432 .333 .320 600.0 7.0 1039 7/8 .5142 .4415 .4764 .359 .308 493.5c 12.8 1055 6 .4922 .4378 .4749 .350 .312 650.0 9.5 1031 4 .4820 .4371 .4764 .345 .313 645.0 8.6 1023 3R 8/6 .6327 .5880 .6375 .340 .316 620.0 8.0 1048 4 .5974 .5656 .6009 .339 .321 600.0 9.0 1040 7/8 .5005 .4256 .4385 .367 .312 636.0 14.0 1056 6 .4982 .4384 .4450 .360 .317 615.0 13.5 1032 4 .4775 .4274 .4481 .353 .316 620.0 11.5 1024 5R 8/6 .6295 .5817 .6018 .347 .321 604.0 11.0 1074 7R 8/6 .6192 .5681 .5585 .355 .325 599.0 14.3 1049 4 .6041 .5662 .5725 .347 .325 597.0 12.0 1041 7/8 .4927 .4117 .3463 .394 .329 601.5 26.0 1057 6 .5004 .4352 .3961 .376 .327 601.5 20.2 1033 4 .4834 .4257 .4060 .368 .324 603.0 17.5 1025 9R 8/6 .6367 .5880 .5518 .358 .331 593.0 16.5 1050 4 .6064 .5676 .5514 .352 .329 593.0 14.5 1042 7/8 .4795 .4018 .2870 .410 .344 595.0 34.2 1058 6 .5038 .4392 .3683 .384 .335 596.0 24.8 1034 4 .4898 .4372 .3963 .370 .330 596.5 20.0 1026
“Browns” 7R 4/6 .1774 .1306 .0803 .457 .336 602.7 44.3 988A 4 .1592 .1294 .1051 .404 .329 602.8 28.5 979 3/6 .1118 .0810 .0574 .447 .324 609.6 38.5 974 4 .1008 .0775 .0613 .421 .323 608.2 31.7 972 9R 4/6 .1745 .1320 .0745 .458 .346 598.4 47.8 987A 4 .1540 .1264 .0908 .415 .341 597.0 34.3 980 3/6 .1098 .0816 .0521 .451 .335 602.5 42.8 975 4 .0971 .0761 .0561 .423 .332 602.4 34.3 970 1YR 4/6 .1762 .1364 .0659 .465 .360 594.8 53.7 989A 4 .1569 .1312 .0818 .424 .355 592.5 41.0 981 3/6 .0989 .0773 .0421 .453 .354 595.3 49.0 995* 4 .0915 .0736 .0500 .425 .342 597.0 38.0 971 3YR 4/6 .1712 .1394 .0639 .457 .372 591.0 54.6 990 4 .1597 .1376 .0790 .424 .366 589.2 44.0 982 3/6 .1066 .0866 .0418 .454 .368 591.5 52.4 996* 4 .0897 .0746 .0453 .428 .356 592.5 42.0 990A * 7YR 4/6 .1664 .1455 .0583 .450 .393 586.0 58.0 991A 4 .1587 .1411 .0693 .430 .382 585.9 50.0 983 3/4 .0872 .0775 .0441 .418 .371 587.0 43.6 991* 9YR 4/6 .1598 .1451 .0528 .447 .406 583.5 60.3 992A 4 .1568 .1416 .0673 .429 .387 584.8 51.0 984 3/4 .0863 .0796 .0441 .411 .379 584.3 44.0 992* 1Y 4/4 .1394 .1331 .0596 .420 .401 581.2 52.0 985 3/4 .0848 .0782 .0449 .408 .376 584.5 42.2 993* 3Y 4/4 .1295 .1285 .0592 .408 .405 579.0 50.0 986 3/4 .0780 .0771 .0473 .385 .381 579.8 37.5 994* 5Y 3/4 .0744 .0767 .0451 .379 .391 576.5 38.5 973
Odd chromas R 4/13 .2187 .1283 .0631 .533 .313 619.5 58.8 895 11 .2057 .1256 .0722 .510 .311 621.0 52.1 1614* 9 .1944 .1235 .0791 .490 .311 622.0 46.6 38 7 .1734 .1195 .0885 .455 .313 619.5 38.0 1613* 5 .1608 .1222 .1071 .412 .313 621.0 26.5 1612* 3 .1457 .1225 .1216 .374 .314 621.0 16.8 1610* 1 .1377 .1318 .1463 .331 .317 610.0 6.0 1611* YR 6/11 .3928 .3253 .0719 .497 .412 587.0 75.9 898 9 .3703 .3155 .1047 .468 .399 586.6 64.8 897* 7 .3629 .3159 .1492 .438 .382 587.0 52.0 380 5 .3415 .3096 .2039 .399 .362 586.9 36.2 378 3 .3084 .2909 .2454 .365 .344 587.0 22.3 376 1 .2998 .2974 .3132 .329 .327 580.0 8.0 374 Y 8/11 .5378 .5690 .0878 .450 .476 575.8 80.3 906 9 .5341 .5642 .1197 .438 .463 575.8 74.0 905 7 .5214 .5492 .2182 .405 .426 575.5 54.8 860 5 .5288 .5528 .3390 .372 .389 575.4 36.1 874 3 .5246 .5432 .4364 .349 .361 574.8 22.3 873 1 .5211 .5389 .5425 .325 .336 574.0 9.8 872 GY 7/9 .3485 .4421 .1303 .378 .480 566.5 62.5 901* 7 .3635 .4444 .1809 .368 .449 567.0 51.3 900 5 .3705 .4363 .2462 .352 .414 566.8 37.6 926 3 .3734 .4150 .3396 .331 .368 566.0 19.2 925 1 .3982 .4188 .4330 .319 .335 568.0 7.5 924 G 5/7 .1166 .1850 .1559 .255 .404 512.0 19.1 922 5 .1275 .1839 .1655 .267 .386 512.0 14.8 175 3 .1523 .1895 .1899 .286 .356 513.0 8.4 173 1 .1722 .1874 .2111 .302 .328 510.0 3.0 171 BG 4/7 .0887 .1320 .1852 .218 .325 492.2 33.0 927 5 .0989 .1342 .1820 .238 .323 492.2 26.0 479 3 .1140 .1384 .1779 .265 .322 492.4 16.3 481 1 .1234 .1378 .1682 .287 .321 493.2 8.0 923* B 4/7 .1054 .1297 .2913 .200 .246 482.9 47.4 930* 5 .1105 .1313 .2589 .221 .262 483.4 38.2 929* 3 .1255 .1434 .2346 .249 .285 484.3 15.5 932* 1 .1252 .1334 .1789 .286 .305 484.8 10.0 928* PB 3/11 .0842 .0805 .2841 .188 .179 475.5 60.3 535 9 .0825 .0804 .2483 .201 .196 475.7 53.8 533 7 .0784 .0762 .2085 .216 .210 475.2 47.0 531 5 .0710 .0697 .1613 .235 .231 475.0 37.5 529 3 .0724 .0725 .1386 .255 .256 475.8 26.8 527 1 .0699 .0706 .1025 .288 .290 475.0 11.2 525 P 4/11 .1835 .1222 .3540 .278 .185 561.5c 46.5 252 9 .1773 .1295 .3114 .287 .210 560.6c 38.2 943* 7 .1590 .1241 .2658 .290 .226 560.9c 32.2 944* 5 .1501 .1257 .2379 .292 .245 561.5c 25.3 245 3 .1370 .1235 .1988 .298 .269 561.5c 17.0 243 1 .1285 .1255 .1676 .305 .298 563.0c 6.3 241 RP 4/11 .2267 .1440 .2134 .388 .246 502.2c 42.5 937A * 9 .2108 .1437 .2073 .375 .256 502.6c 36.5 939A 7 .1920 .1396 .1938 .365 .266 502.3c 30.6 938A 5 .1744 .1372 .1849 .351 .276 503.8c 22.8 940A 3 .1615 .1407 .1795 .335 .292 503.0c 14.2 941A 1 .1491 .1421 .1756 .319 .304 507.0c 6.3 942A
High value series (9/) for 5 hues2 5R 9/3 .7294 .7110 .8012 .325 .317 609.5 4.3 2237 2 .7274 .7203 .8239 .320 .317 608.0 2.9 2236 1 .7183 .7184 .8277 .317 .317 604.0 2.2 2235 0.5 .7084 .7187 .8163 .316 .320 582.0 2.6 2234 5Y 9/3 .6642 .6920 .5742 .344 .358 574.5 20.4 2290 2 .6717 .6910 .6650 .331 .341 575.6 12.2 1699 1 .6910 .7108 .7398 .323 .332 574.5 7.6 2239 0.5 .6994 .7191 .7751 .319 .328 573.3 5.4 2238 5G 9/3 .6370 .7164 .7793 .299 .336 513.8 4.1 2244 2 .6634 .7231 .8043 .303 .330 516.0 2.8 2243 1 .6918 .7334 .8224 .308 .326 537.0 2.2 2242 0.5 .6871 .7147 .8135 .310 .323 550.0 1.7 2241 5B 9/3 .6779 .7349 .9632 .285 .309 487.5 9.8 2248 2 .6971 .7433 .9277 .294 .314 489.0 6.0 2247 1 .7076 .7510 .9208 .297 .316 490.3 4.7 2246 0.5 .7064 .7407 .8759 .304 .319 496.0 2.0 2245 5P 9/2 .7355 .7198 .9355 .308 .301 558.5c 5.7 2251 1 .7267 .7419 .9114 .305 .312 479.0 2.3 2250 0.5 .7199 .7283 .8625 .312 .315 500.0c 0.8 2249
Weak chromas (/1), values 2/ to 8/, for 5 hues 5R 8/1 .5607 .5516 .6246 .323 .318 602.0 3.7 2260 7/1 .4382 .4330 .4902 .322 .318 602.0 3.6 2259 6/1 .3134 .3082 .3504 .322 .317 609.0 3.6 2258 5/1 .2008 .1927 .2103 .333 .319 604.0 6.8 2257 4/1 .1283 .1219 .1319 .336 .319 606.0 7.7 2256 3/1 .0758 .0705 .0755 .342 .318 610.0 8.9 2255 2/1 .0414 .0376 .0408 .346 .314 635.0 9.0 2254 5Y 8/1 .5440 .5622 .5651 .326 .336 574.0 9.5 2267 7/1 .4253 .4390 .4339 .328 .338 574.6 10.5 2266 6/1 .3034 .3133 .3013 .330 .341 574.7 12.2 2265 5/1 .2011 .2076 .1966 .332 .343 575.0 13.0 2264 4/1 .1312 .1352 .1282 .333 .343 575.4 13.2 2263 3/1 .0709 .0735 .0647 .339 .351 575.0 17.2 2262 2/1 .0386 .0400 .0381 .330 .343 574.0 12.7 2261 5G 8/1 .5155 .5499 .6109 .308 .328 537.0 2.7 2274 7/1 .4015 .4302 .4890 .304 .326 512.0 2.1 2273 6/1 .2845 .3092 .3503 .301 .328 508.0 2.9 2272 5/1 .1805 .1962 .2247 .300 .326 503.6 3.3 2271 4/1 .1212 .1333 .1500 .300 .330 507.7 3.5 2270 3/1 .0604 .0686 .0731 .299 .340 518.0 4.5 2269 2/1 .0353 .0401 .0444 .295 .335 507.0 5.0 2268 5B 8/1 .5385 .5659 .7118 .296 .312 487.0 5.4 2282 7/1 .4241 .4451 .5618 .296 .311 486.0 5.5 2281 6/1 .2965 .3137 .4088 .291 .308 485.5 7.8 2280 5/1 .1923 .2052 .2756 .286 .305 485.1 10.1 2279 4/1 .1218 .1308 .1815 .281 .301 484.5 12.2 2278 3/1 .0638 .0692 .0983 .276 .299 484.7 14.2 2276 2/1 .0377 .0404 .0580 .277 .297 483.0 14.2 2275 5P 8/1 .5503 .5505 .6922 .307 .307 564.4c 3.2 2289 7/1 .4466 .4423 .5657 .307 .304 561.9c 4.3 2288 6/1 .3286 .3207 .4286 .305 .298 562.8c 6.6 2287 5/1 .2160 .2100 .2787 .306 .298 560.0c 6.8 2286 4/1 .1435 .1366 .1872 .307 .292 557.0c 9.0 2285 3/1 .0795 .0742 .1083 .303 .283 560.0c 12.2 2284 2/1 .0419 .0373 .0597 .302 .269 559.0c 17.7 2283
A series specially produced in strong chromas3 4 R 3.4/10.4 .1479 .0846 .0491 .525 .300 635.0 53.5 2325 4.5R 4.0/13.1 .2223 .1203 .0552 .559 .302 628.2 62.8 2299 8.5R 4.8/14.7 .3020 .1759 .0370 .587 .342 606.0 80.8 2300 8.5R 5.0/14.5 .3307 .1980 .0458 .576 .345 604.8 78.6 2301 10 R 5.7/14.6 .4002 .2623 .0458 .565 .370 598.0 82.7 2302 5 YR 6.6/13.9 .4726 .3718 .0474 .530 .417 588.3 86.2 2303 0.5Y 7.7/13.0 .5750 .5335 .0698 .488 .453 581.3 84.3 2304 4.5Y 8.4/13.3 .6468 .6708 .0745 .464 .482 576.7 86.0 2305 9.5Y 8.8/12.2 .6547 .7476 .1150 .432 .493 572.6 80.0 2320 0.5GY 9.2/10.8 .7193 .8326 .1835 .414 .480 571.6 71.8 2306 3 GY 7.5/11.2 .4052 .5079 .0771 .409 .513 568.7 79.5 2307 8 GY 7.1/10.4 .3090 .4515 .1451 .341 .498 558.8 57.5 2308 4.5G 5.5/11.5 .1280 .2491 .1804 .230 .447 512.0 28.0 2309 6 G 2.7/5.6 .0324 .0531 .0469 .245 .401 507.6 21.5 2321 4.5BG 3.3/8.4 .0410 .0778 .1209 .171 .324 491.7 51.1 2310 1.5B 3.1/7.3 .0453 .0695 .1624 .164 .251 485.4 60.2 2311 8.5B 3.0/6.8 .0567 .0672 .1941 .178 .211 480.7 59.3 2322 3 PB 3.1/10.7 .0706 .0689 .3149 .155 .152 476.4 75.2 2312 7 PB 3.5/19.4 .1339 .0777 .5833 .168 .098 466.2 80.1 2313 1 P 2.2/12.9 .0692 .0364 .2058 .222 .117 400.0 64.0 2323 2 P 2.6/14.3 .0985 .0496 .2670 .237 .120 565.2c 65.7 2314 5 P 3.2/14.6 .1430 .0749 .3102 .271 .142 560.8c 62.9 2315 2 RP 3.3/15.3 .1706 .0784 .2107 .371 .171 522.5c 70.0 2316 4.5RP 2.8/9.3 .0996 .0557 .1004 .390 .218 507.0c 54.6 2324 8 RP 3.4/12.1 .1649 .0866 .1013 .467 .245 496.4c 58.0 2317 1 R 3.7/11.8 .1881 .1002 .0821 .508 .270 473.8c 55.4 2318
Glossy surface papers for matching tomato colors4 R5 .1427 .0961 .0599 .478 .322 612.0 46.3 2208* R6 .1192 .0704 .0292 .545 .322 613.2 64.4 2208* YR5 .3350 .2549 .0826 .498 .379 592.6 67.2 2207* YR6 .3231 .2422 .0690 .509 .382 592.8 71.0 2207* N 1/5 .0431 .0439 .0530 .308 .314 473.0 1.2 2209* N 1/6 .0128 .0130 .0161 .305 .311 477.0 2.3 2209*
1 This series was made to be 5/5 on the old value scale in which
R = 25 for
V = 5(
V = √
R ).
* More than one lot of this color has been made (March, 1943).
2 See
Table I for chromas to /14 for Y 9/, and for other high values of 2.5Y, 5Y, 7.5Y.
3 All but seven of the following 26 papers are made from different pigments; seven are mixtures in order to fill up wide hue gaps. This series is particularly useful in disk colorimetry.
4 These papers have semi-gloss surfaces as evidenced by the difference in the Y tristimulus values for the two conditions of viewing, and as a result, the corresponding values of
P e for the R and YR papers differ considerably. If these papers were very glossy, a difference in the Y values as great as 0.04 would be obtained for the two conditions of viewing, with a correspondingly greater difference in
P e . Thus, viewing and illuminating geometry become increasingly critical as surfaces depart from non-specularity, and if the geometry is not known, measurements on glossy chromatic samples are subject to misinterpretation.
5 Specular component included in spectrophotometric measurement.
6 Specular component excluded in spectrophotometric measurement.