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Show v. RESULTS A. Analysis of A Events After the corrections listed in Section IV TUn Ai analyzed were vents fitted a in the usual manner. exponential 2.22;usec statistical fluctuations. of this background, A Peierl's with shown in Fig. 3 tamination for and and completion that with origin falls off ver.y ehosen in accordance with the Peierl's he measured mean The statistical A X 2 analysis statistical (uncorrected life error of the errors is ± 8.2 background, within after removal curve, time is at 0.9 150 Table II lists fsec (on the set on the scale It will be mrec). rapidly beyond The point. the con starting time, completion systematic errors) based on time was is 190 mfSec. 1750 measured delay events. £i t indica ted that exponential carried out was procedure when background is present. for mfsec, alone would be Other events. absorption great probability the time-zero effect upon the first negligible a A2 to the Figo 3. in which the time Ai flat a absorption of this distribution mjAsec (Section V-C) shown later and has 240 background plus curve observedjl- is shown in analysis84 time starting The The made, the events from were a fit from worse expected with probability 008. a complete mutually exclusive analysis of the A events. After fitting an data, this absorption pOints a near the time symmetrical curve exponential absorptio curve was a short-lags, respectively. 84R• to the A events subtracted from the data. origin (see Fig. 3) and curve real-lag may be considered curve, which A clear-cut we separation delay The residual as the sum of call time-zeroes and of the two is Peierls, Prec. Roy. Soc. (London) A149, 467 (1935) impossible, |
