ile E.19. SPECTRA.F2NF2PZ. Reference: L.W.Whitlow, SLAC-Report-357, Ph.D. Thesis, Stanford University, March 1990. For details see file HELP.DOCUMENT. File contains 221 data lines of 34 characters each. Plot file for BCDMS data in Figure 5.20 of Reference and for EMC data in Figure 5.21 of Reference. SLAC data for these figures is given in File E.18. Fortran input format: (I2,I3,F7.3,F6.1,1X,3F7.5). BCDMS values of [F_2¢n/F_2¢p]{smeared} = (2*F_2¢d/F_2¢p)-1. I J X Q¢2 F2n/F2p stat 1 2 .070 8.8 .91518 .02863 1 3 .070 10.3 .93024 .04450 1 7 .070 17.0 .87267 .03596 1 8 .070 19.0 .80108 .03578 2 3 .100 10.3 .83766 .02012 2 4 .100 11.8 .86254 .03386 2 5 .100 13.3 .81983 .03636 2 8 .100 19.0 .80162 .02771 2 9 .100 21.5 .83622 .02188 2 10 .100 24.5 .77701 .02303 2 12 .100 32.5 .85564 .03849 2 13 .100 37.5 .82223 .04330 3 4 .140 11.8 .75054 .02419 3 5 .140 13.3 .83353 .02669 3 6 .140 15.0 .78516 .02620 3 7 .140 17.0 .78120 .04503 3 8 .140 19.0 .86533 .05149 3 9 .140 21.5 .77035 .02543 3 10 .140 24.5 .79068 .02670 3 11 .140 28.0 .74508 .02559 3 12 .140 32.5 .74458 .02568 3 13 .140 37.5 .76517 .04675 3 14 .140 43.0 .76023 .04631 3 15 .140 49.5 .82943 .05017 3 16 .140 57.0 .69570 .05673 4 4 .180 11.8 .72973 .02943 4 5 .180 13.3 .73528 .03099 4 6 .180 15.0 .68290 .02967 4 7 .180 17.0 .73366 .03308 4 8 .180 19.0 .79231 .05782 4 9 .180 21.5 .70174 .02670 4 10 .180 24.5 .68859 .02816 4 11 .180 28.0 .69663 .03006 4 12 .180 32.5 .75419 .02206 4 13 .180 37.5 .73005 .02139 4 14 .180 43.0 .71958 .02108 4 15 .180 49.5 .85402 .05710 4 16 .180 57.0 .68862 .03643 4 17 .180 65.5 .73651 .03975 5 4 .225 11.8 .64585 .03070 5 5 .225 13.3 .69479 .03242 5 6 .225 15.0 .67789 .03047 5 7 .225 17.0 .66561 .03309 5 8 .225 19.0 .69977 .03666 5 9 .225 21.5 .69849 .03475 5 10 .225 24.5 .66506 .03432 5 11 .225 28.0 .68962 .02263 5 12 .225 32.5 .61484 .02446 5 13 .225 37.5 .69547 .02131 5 14 .225 43.0 .69460 .02069 5 15 .225 49.5 .68775 .02085 5 16 .225 57.0 .59923 .02283 5 17 .225 65.5 .59630 .03846 5 18 .225 75.0 .65569 .04275 5 19 .225 86.0 .63387 .04545 6 5 .275 13.3 .71601 .04050 6 6 .275 15.0 .61960 .03597 6 7 .275 17.0 .58907 .03774 6 8 .275 19.0 .62767 .04118 6 9 .275 21.5 .57396 .03708 6 10 .275 24.5 .65759 .03185 6 11 .275 28.0 .66308 .02376 6 12 .275 32.5 .64714 .02277 6 13 .275 37.5 .58834 .02083 6 14 .275 43.0 .63579 .02202 6 15 .275 49.5 .64808 .02418 6 16 .275 57.0 .58175 .02296 6 17 .275 65.5 .67797 .02804 6 18 .275 75.0 .55559 .02946 6 19 .275 86.0 .62594 .05045 6 20 .275 99.0 .65771 .06343 6 21 .275 115.5 .53495 .06753 7 5 .350 13.3 .55828 .03809 7 6 .350 15.0 .62618 .03483 7 7 .350 17.0 .51577 .03460 7 8 .350 19.0 .54455 .03721 7 9 .350 21.5 .62629 .03374 7 10 .350 24.5 .57440 .02476 7 11 .350 28.0 .57337 .02734 7 12 .350 32.5 .61176 .02039 7 13 .350 37.5 .55432 .01896 7 14 .350 43.0 .58517 .01816 7 15 .350 49.5 .56783 .01979 7 16 .350 57.0 .54393 .01932 7 17 .350 65.5 .57246 .02204 7 18 .350 75.0 .55880 .02601 7 19 .350 86.0 .55357 .02676 7 20 .350 99.0 .49592 .02884 7 21 .350 115.5 .54660 .05481 7 22 .350 137.5 .47158 .05852 8 5 .450 13.3 .53477 .05592 8 6 .450 15.0 .50919 .04974 8 7 .450 17.0 .58309 .05349 8 8 .450 19.0 .45641 .05424 8 9 .450 21.5 .58984 .05003 8 10 .450 24.5 .49400 .03402 8 11 .450 28.0 .52582 .03826 8 12 .450 32.5 .49827 .02806 8 13 .450 37.5 .50681 .03059 8 14 .450 43.0 .51108 .02489 8 15 .450 49.5 .49272 .02501 8 16 .450 57.0 .52191 .02499 8 17 .450 65.5 .52432 .02846 8 18 .450 75.0 .52552 .03395 8 19 .450 86.0 .47543 .03637 8 20 .450 99.0 .45345 .03785 8 21 .450 115.5 .52347 .03988 8 22 .450 137.5 .48752 .08196 8 23 .450 175.0 .51607 .07730 9 6 .550 15.0 .33288 .06549 9 7 .550 17.0 .38118 .06901 9 8 .550 19.0 .47048 .07602 9 9 .550 21.5 .41293 .06659 9 10 .550 24.5 .29576 .05157 9 11 .550 28.0 .45291 .04589 9 12 .550 32.5 .38383 .03818 9 13 .550 37.5 .35706 .04196 9 14 .550 43.0 .40853 .03349 9 15 .550 49.5 .40316 .03387 9 16 .550 57.0 .41591 .03391 9 17 .550 65.5 .47088 .03729 9 18 .550 75.0 .48767 .04390 9 19 .550 86.0 .36064 .04801 9 20 .550 99.0 .48881 .05617 9 21 .550 115.5 .47804 .05706 9 22 .550 137.5 .33530 .06000 9 23 .550 175.0 .31251 .10890 9 24 .550 230.0 .36393 .14539 10 7 .650 17.0 .35473 .08161 10 8 .650 19.0 .36472 .08750 10 9 .650 21.5 .32017 .08164 10 10 .650 24.5 .42409 .06599 10 11 .650 28.0 .23715 .06565 10 12 .650 32.5 .33440 .04949 10 13 .650 37.5 .38201 .05850 10 14 .650 43.0 .35231 .04491 10 15 .650 49.5 .42093 .04656 10 16 .650 57.0 .41830 .04739 10 17 .650 65.5 .39369 .05175 10 18 .650 75.0 .42573 .05724 10 19 .650 86.0 .29561 .06853 10 20 .650 99.0 .41355 .07600 10 21 .650 115.5 .39400 .08500 10 22 .650 137.5 .36634 .09477 10 23 .650 175.0 .33162 .16710 10 24 .650 230.0 .08219 .18995 11 12 .750 32.5 .31364 .08882 11 13 .750 37.5 .66808 .12349 11 14 .750 43.0 .47506 .06909 11 15 .750 49.5 .57461 .07859 11 16 .750 57.0 .53501 .07921 11 17 .750 65.5 .47465 .08932 11 18 .750 75.0 .45604 .09741 11 19 .750 86.0 .53629 .11694 11 20 .750 99.0 .77174 .13940 11 21 .750 115.5 .61023 .15950 11 22 .750 137.5 .40351 .15271 11 23 .750 175.0 .29976 .28028 11 24 .750 230.0 .60300 .41919 EMC values of [F_2¢n/F_2¢p]{smeared} = 2*[F_2¢d/F_2¢p]-1. I J X Q¢2 F2n/F2p stat syst 1 4 .080 11.5 .70827 .05325 .092 1 5 .080 15.0 .85562 .04540 .079 1 6 .080 20.0 .85447 .03638 .063 1 7 .080 27.0 .87512 .04561 .063 1 8 .080 36.0 .89034 .06401 .061 2 4 .125 11.5 .78535 .14965 .110 2 5 .125 15.0 .88863 .06991 .087 2 6 .125 20.0 .81464 .05832 .068 2 7 .125 27.0 .88027 .04666 .062 2 8 .125 36.0 .90679 .05293 .062 2 9 .125 48.0 .80984 .05888 .058 3 4 .175 11.5 .77084 .11805 .115 3 5 .175 15.0 .72825 .07657 .092 3 6 .175 20.0 .78932 .07385 .087 3 7 .175 27.0 .75722 .06202 .076 3 8 .175 36.0 .90430 .05826 .081 3 9 .175 48.0 .74348 .06366 .083 3 10 .175 65.0 .72492 .07427 .072 4 4 .250 11.5 .58375 .10938 .110 4 5 .250 15.0 .62148 .07418 .090 4 6 .250 20.0 .61253 .06184 .075 4 7 .250 27.0 .65107 .05094 .063 4 8 .250 36.0 .84284 .06715 .063 4 9 .250 48.0 .72629 .05895 .056 4 10 .250 65.0 .70555 .05552 .055 4 11 .250 90.0 .62517 .08109 .052 5 6 .350 20.0 .51145 .07794 .061 5 7 .350 27.0 .59865 .06875 .057 5 8 .350 36.0 .69280 .07104 .057 5 9 .350 48.0 .60846 .07915 .053 5 10 .350 65.0 .57965 .08020 .051 5 11 .350 90.0 .67507 .21892 .054 5 12 .350 125.0 .52126 .13184 .049 6 6 .450 20.0 .34781 .11338 .070 6 7 .450 27.0 .27941 .10161 .062 6 8 .450 36.0 .39052 .07990 .053 6 9 .450 48.0 .61212 .09784 .056 6 10 .450 65.0 .79665 .15416 .058 6 11 .450 90.0 .62690 .11430 .053 6 12 .450 125.0 .54570 .15311 .050 7 7 .550 27.0 .37861 .20928 .083 7 8 .550 36.0 .25126 .12125 .056 7 9 .550 48.0 .71106 .25391 .060 7 10 .550 65.0 .46846 .12675 .048 7 11 .550 90.0 .47751 .15510 .047 7 12 .550 125.0 1.00554 .28749 .064 7 13 .550 170.0 .84724 .45390 .059 8 8 .650 36.0 .46554 .28450 .132 8 9 .650 48.0 .49242 .38744 .096 8 10 .650 65.0 .62886 .24532 .056 8 11 .650 90.0 .29201 .20284 .040 8 12 .650 125.0 .18599 .24786 .037 8 13 .650 170.0 .80052 .67487 .059 End of file SPECTRA.F2NF2PZ. 221 data lines.