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RomanTimes Roman ItalicTimes Roman Bold 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RomanTimes Roman ItalicTimes Roman Bold ItalicTimes Roman 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BoldCourier ObliqueCourier Bold ObliqueTimes RomanTimes Roman ItalicTimes Roman BoldTimes Roman Bold 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?xxxx `KX?xxxgAx6Nh[KXH ?xxx%exh]KX n2```|` `K ?xxxx `KXTn2```|`6X@K@ ?xxxx6X@KXPn2```'|`6Nh[KH ?xxxgAx6Nh[KXX n2```%%|`h]K  ?xxx%exh]KX TR&HHH}H6X@Kh@ R&HHH H6Nh[KhHR&HHHkH `KhB:::7:6Nh[K"H R&HHH H6Nh[KhXR&HHH%Hh]KhB:::%55:h]K" R&HHH%Hh]KhC:::5: `K" R&HHHkH `KhTC:::7:6X@K"@ R&HHH}H6X@KhP Tg/ZZZdZ6X@K@773 ng/ZZZdZ6X@KPg/ZZZ7 dZ6Nh[KH56 oy.]8*::H]\  PCP!< o{,\8*F-\*f9 xCX'#ny.a8*Y_a4  p(AC.nH8!:r 8\  PC,P$2nH:!Y[ :4  p(AC,0a$J,!:1eJ\  PCP ny.]8*::H]\  PCP!<b#I,!FjVeI*f9 xCX"n{,\8*F-\*f9 xCX#<nI7!F  7*f9 xC,X*&<;,F,*f9 xCX%$nI7!F  7*f9 xC,X&nz-]8*j ]9 xIC)a$K,!jeK9 xIC('nz-]8*j ]9 xIC)I8!j͂ 89 xIC,,:-j-t-9 xIC+*nI8!j͂ 89 xIC,,a$M,!YeM4  p(AC-ny.a8*Y_a4  p(AC.:.Y2.4  p(AC/nH:!Y[ :4  p(AC,0:,:,\  PCP1xnH8!:r 8\  PC,P$2g/ZZZdZ `K43png/ZZZdZ `K4g/ZZZ%5dZh]K mg/ZZZ7 dZ6Nh[KX56T>666"66X@K@8=666W66Nh[KH:1++++6Nh[KH98 =666W66Nh[KX:C:::5: `K" R&HHHkH `Kh2vpXkȦk3a8DocumentgDocument Style StyleXX` `  ` a4DocumentgDocument Style Style . a6DocumentgDocument Style Style GX  a5DocumentgDocument Style 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A.  a7DocumentgDocument Style StyleyXX` ` (#` BibliogrphyBibliography:X (# a1Right ParRight-Aligned Paragraph Numbers:`S@ I.  X(# 2֬ + Ϊ u !a2Right ParRight-Aligned Paragraph Numbers C @` A. ` ` (#` a3DocumentgDocument Style Style B b  ?  1.  a3Right ParRight-Aligned Paragraph Numbers L! ` ` @P 1. ` `  (# a4Right ParRight-Aligned Paragraph Numbers Uj` `  @ a. ` (# 28 ǭ_a5Right ParRight-Aligned Paragraph Numbers _o` `  @h(1)  hh#(#h a6Right ParRight-Aligned Paragraph Numbersh` `  hh#@$(a) hh#((# a7Right ParRight-Aligned Paragraph NumberspfJ` `  hh#(@*i) (h-(# a8Right ParRight-Aligned Paragraph NumbersyW"3!` `  hh#(-@p/a) -pp2(#p 2j+6aaa1DocumentgDocument Style StyleXqq   l ^) I. ׃  Doc InitInitialize Document Style  0*0*  I. A. 1. a.(1)(a) i) a) I. 1. A. a.(1)(a) i) a)DocumentgTech InitInitialize Technical Style. k I. A. 1. a.(1)(a) i) a) 1 .1 .1 .1 .1 .1 .1 .1 Technicala5TechnicalTechnical Document Style)WD (1) . 2Oa6TechnicalTechnical Document Style)D (a) . a2TechnicalTechnical Document Style<6  ?  A.   a3TechnicalTechnical Document Style9Wg  2  1.   a4TechnicalTechnical Document Style8bv{ 2  a.   2ζa1TechnicalTechnical Document StyleF!<  ?  I.   a7TechnicalTechnical Document Style(@D i) . a8TechnicalTechnical Document Style(D a) . PleadingHeader for numbered pleading paperP@n   $] X X` hp x (#%'0*,.8135@8: n=data points.  {O  6.2.2 95 percent confidence level. The 95 percent confidence level (two sided) is calculated according to Equation E - 2.  yO* Equation E - 2  yO  where:  {O $xi=sum of all data points.  {OL ($xi)=sum of squares of all data points.  yO C.I.95=95 percent confidence interval estimate of the average mean value.  g/n #dZ6X@K@# Values for t.975   g/  n t.975 n t.975 n t.975  2......... 12.706 7 2.447 12 2.201 3......... 4.303 8 2.365 13 2.179 4........ 3.182 9 2.306 14 2.160 5........ 2.776 10 2.262 15 2.145 6........ 2.571 11 2.228 16 2.131  #]\  PC:HP#  {O># The values in this table are already corrected for n - 1 degrees of freedom. Use n equal to the number of samples as data points.  {O$  6.3 Data analysis and reporting.  {O%  6.3.1 Accuracy (relative). First, calculate the mean reference value (Equation E - 1) of the 14 average volumetric flow rates calculated by the reference method. Second, from the 14 pairs of average volumetric flow rates calculated by the reference method and measurement system volumetric flow rate readings, calculate the mean value (Equation,'0*(( E - 1) of the differences of the 14 paired readings. Calculate the 95 percent confidence interval (Equation E - 2) using the differences of fourteen paired readings. To calculate the values in the second part of this section substitute  {O di for xi and d for x in Equations E - 1 and E - 2 where di equals the difference of each paired reading and d equals the mean value of the fourteen paired differences. Third, report the sum of the absolute mean value of the differences of the fourteen paired readings and the 95 percent confidence interval of the differences of value calculatedin the first part of the section. Divide this total by the mean reference value and report the result as a percentage. This percentage is the relative accuracy.  {Oz  6.3.2 Zero drift (24 hour). From the zero values measured each 24 hours during the field test, calculate the differences between successive readings expressed in volumetric flow rate units. Calculate the mean value of these differences and the confidence interval of these differences using Equations E - 1 and E - 2. Report the sum of the absolute value of the mean difference and the confidence interval as a percentage of the measurement system span. This percentage is the zero drift.  {Od  6.3.3 Calibration drift (24 hour). From the calibration values measured every 24 hours during the field test calculate the differences between: (1) The calibration reading after zero and calibration adjustment, and (2) the calibration reading 24 hours later after zero adjustment but before calibration adjustment. Calculate the mean value of these differences and the confidence interval using Equations E - 1 and E - 2. Report the sum of the absolute value of the mean difference and confidence interval as a percentage of the measurement system span. This percentage is the calibration drift.  {O  6.3.4 Operation period. Other than that clearly specified as required in the operation and maintenance manual, the measurement system shall not require any corrective maintenance, repair, replacement or adjustment during the 168-hour performance and operational test period. If the measurement system operates within the specified performance parameters and does not require corrective maintenance, repair, replacement or adjustment other than as specified above during the 168-hour test period, the operational period will be successfully concluded. Failure of the measurement to meet this requirement shall call for a repetition of the 168-hour test period. Portions of the test, except for the 168-hour field test period, which were satisfactorily completed need not be repeated. Failure to meet any performance specifications shall call for a repetition of the one-week performance test period and that portion of the testing which is related to the failed specification. All maintenance and adjustmentsfter all adjustments.  {O   6.3.5 Orientation sensitivity. In the event the conditions of paragraph 5.1.4 of this appendix are required, the following calculations shall be performed. Calculate the ratio of each measurement system reading divided by the reference pitot tube readings. Graph the ratio vs. angle of deflection on each side of center. Report the points at which the ratio differs by more than 4 percent from unity (1.00). [40 FR 5521, Feb. 6, 1975]