CMD2-VFF.txt (2849B)
1 # 43+10+29 = 82 data points 2 # normalization uncertainty, totally correlated: 0.6% for the first 43 points, 0.7% for the next 10 points, 0.8% for the last 29 points 3 # s/GeV |F(s)|^2 sigma_stat(|F(s)|^2) 4 0.37271025 8.10930218 1.14188265 5 0.38502025 9.87674407 0.732981756 6 0.39753025 11.0467811 0.732758902 7 0.41025306 11.2369043 0.727199613 8 0.42313724 12.9516239 0.849630722 9 0.43626025 13.7089047 0.768148309 10 0.44957025 15.7353974 0.838674829 11 0.463202748 19.968897 0.923143143 12 0.476693585 20.9851737 0.742762455 13 0.49072827 24.4107559 0.642082486 14 0.504767621 28.3058299 1.00816909 15 0.518760062 32.6351994 0.844013778 16 0.533250458 35.1077032 1.20411611 17 0.54789604 38.5082889 1.19412874 18 0.562920078 43.0411715 1.15449646 19 0.577873632 44.0823427 1.17128583 20 0.583955789 43.8432489 1.038532 21 0.593069412 44.8627201 1.15478911 22 0.599664384 43.8042379 1.16136091 23 0.605548549 46.1965034 1.31649829 24 0.608665229 43.222606 1.19882534 25 0.611883773 35.9864045 0.648187406 26 0.615032378 33.0494645 0.940039987 27 0.617858882 28.855683 1.02636381 28 0.62425801 31.0064019 1.07303054 29 0.63065834 29.1530565 0.821806436 30 0.640032 28.6461913 0.69643432 31 0.65632682 25.0020369 0.536508838 32 0.6724328 23.555877 0.75402462 33 0.688850201 20.1219088 0.719851019 34 0.70408881 16.4658606 0.686716925 35 0.721208578 13.8891044 0.684674161 36 0.73891216 14.2284816 0.666523542 37 0.75603025 10.9006399 0.447414324 38 0.774118426 10.0134625 0.775690755 39 0.791601678 8.32552977 0.333866422 40 0.810072002 7.70834112 0.288685777 41 0.8281364 6.76438135 0.307272352 42 0.845590594 5.98687257 0.299343629 43 0.865104612 5.68962179 0.359871995 44 0.887721996 5.15983738 0.246815326 45 0.905999386 4.55895097 0.232212679 46 0.92452071 4.29670199 0.226649825 47 0.1369 2.01890156 0.123157394 48 0.1521 1.80756366 0.119827254 49 0.1681 1.94726878 0.136308814 50 0.1849 2.48186341 0.112898952 51 0.2025 2.64855642 0.143423633 52 0.2209 2.78861952 0.141171446 53 0.2304 2.97369536 0.200978098 54 0.25 3.19871984 0.233614371 55 0.2601 3.77685122 0.250980467 56 0.2704 3.47545421 0.211567248 57 0.36 7.82228618 0.324645019 58 0.3969 10.4545553 0.2892863 59 0.4356 14.1467559 0.339564921 60 0.4761 21.2225657 0.417968537 61 0.5184 31.8565797 0.408185105 62 0.5625 41.6732862 0.610668238 63 0.5776 43.0102558 0.819930147 64 0.583696 43.8348403 0.717465708 65 0.5929 43.5710989 0.726184982 66 0.599076 44.9414373 0.519515188 67 0.605284 44.0723705 0.414878796 68 0.6084 42.2518971 0.546287154 69 0.609961 40.3112335 0.520012518 70 0.611524 38.1089183 0.191967205 71 0.613089 34.5889111 0.401877121 72 0.614656 31.7464169 0.347613628 73 0.617796 29.1678289 0.352460437 74 0.6241 29.1402112 0.571240095 75 0.630436 28.8781044 0.449410013 76 0.64 28.2400025 0.369521925 77 0.6561 25.4263972 0.35878183 78 0.6724 22.2835102 0.243939571 79 0.7056 17.0365172 0.195998732 80 0.7744 9.91691214 0.141077411 81 0.8464 6.50147961 0.0894288804 82 0.8836 5.00944749 0.115959433 83 0.9025 4.59104999 0.0991893516 84 0.917764 4.12106848 0.0862549217 85 0.9409 3.81892364 0.0881290071