OAR Box 1115 

Prepped by Ryan Dugan 

Document Number: 

84) ll-A-16 

Docket Number: 

A-84-22 

Printed 4/18/2008 10:52:08 AM Sheet 84 of 94 

P.1 
4 

P.2 

fir/-**- -%-h-ii 

STATISTICAL ANALYSIS OF 

VISIBLE EMISSIONS FIELD TESTS 

by 

P. V. Piserchia 

T. D. Hartwell 

J. H. Crowder 

Prepared for 

The U.S. Environnental Protection Agency 

Research Triangle Park, North Carolina 

February 18, 198 2 
P.3 

1.0 INTRODUCTION 

This report presents statistical analyses and data 

summaries for three visible emissions field studies conducted in 1980 and 1981 by Eastern Technical Associates of 

Raleigh, NC. The field studies were carried out at Research 

Triangle Park, NC, Orlando, FL, and Jacksonville, FL under 

the auspices of the U.S. Environmental Protection Agency's 

Division of Stationary Source Enforcement, and full descriptive reports on the tests have been prepared by Del Green 

Associates, Inc. of Foster City, CA [1-3]. 

Each individual test was of six-minute duration and was 

conducted on a plume generated by a smoke generator. Smoke 

type was distributed approximately equally between black and 

white plumes. For each test, multiple visible emissions 

observers, each certified according to EPA Reference Test 

Method 9 (40 CFR Part 60, Appendix A) , viewed the smoke 

plume. A total of 42 different observers participated in 

all. The numbers of tests and individual observations were 

as follows: 

-1-
P.4 

96 

18 

18 

132 

1,124 

360 

180 

1,664 

Table 1. Distribution of Field Tests and Observations by 

Location 

Number Number of 

Location of Tests Obseirvations 

Research Triangle Park, NC (RTP) 

Orlando, FL (FLA I) 

Jacksonville, FL (FLA II) 

The purpose of these field tests was to assess the 

impact of various factors, especially plume opacity pattern 

and smoke type, on the ability of certified visible emissions observers to estimate the time during which a plume's 

opacity is equal to or greater than 20%. That impact is 

assessed in this report through statistical analyses of the 

opacity estimates of the certified visible emissions observers and comparison with instrument opacity readings obtained 

by a reference transmissometer. 

\ 

\ -2-
P.5 

L 

[ 

\ 

2.0 DEFINITIONS 

The following terms are used in this report to describe 

the generated smoke plumes and the opacity observation 

techniques: 

OBSERVER — An EPA certified (Method 9) smoke 

reader who estimates a plume's time 

duration in excess of 20% opacity. 

There were 12 observers participating in 

the RTP field tests, 20 participating in 

the FLA I field tests, and 10 

participating in the FLA II field tests. 

TRANSMISSOMETER — An instrument that photometrically 

measures the opacity of a plume as 

transmittance of light. In this case, 

the transmissometer measures the opacity 

of the smoke plumes generated by the 

smoke generator; the transmissometer 

measurement is considered the reference. 

METHOD — The method of observing and estimating 

time duration. For the FLA I and FLA II 

field tests, the plume's opacity was 

estimated and recorded by the observers 

at 15-second intervals and this method 

is called FREQUENCY. For the RTP field 

study, during any one test, one-half the 

observers used the FREQUENCY method 

\ -3-
P.6 

SMOKE TYPE 

while the other half of the observers 

accumulated the time duration in excess 

of 20% opacity via a stopwatch; this 

method is called STOPWATCH. 

— Denotes color of smoke plume (predominantly black or white) generated for 

each test. 

PLUME RISE TIME — The time in seconds for the opacity of a 

plume to rise from its baseline value to 

its peak value (for an example, see 

Figure 1, RTP plumes). 

RISE .AMOUNT — For the Florida II data (see Figure 1) , 

over the six-minute observation period, 

the plume opacities rose or fell 

(RISE = + or -) by a specified amount 

(AMOUNT = 20%, 30%, 40% opacity). 

— The time (in seconds) during which 

opacity actually exceeded 20% as 

measured by the transmissometer. 

— RTIME is 15 multiplied by the number of 

transmissometer readings taken at 

15-second intervals which are at least 

20% opacity. 

— The time (in seconds) during which 

opacity was observed to exceed 20%. 

RTIME 

OTIME 

\ 

-4-
P.7 

t 

L 

I 

{ 

I 

I 

— For the STOPWATCH method, this is the 

cumulative stopwatch time the plume was 

observed to be at least 20% opacity. 

— For the FREQUENCY method, OTIME is 15 

multiplied by the number of 15-second 

readings observed to be at least 20% 

opacity. 

DIFTM — OTIME-RTIME = the difference between the 

observed time and the actual time in 

excess of 20% opacity. A positive DIFTM 

is an overestimate of the time 

duration >_ 20% opacity and a negative 

DIFTM is an underestimate of the time 

duration ^ 20% opacity. 

RM9 — The average transmissometer opacity 

(measured at 15-second intervals) 

calculated for each six-minute test. 

OM9 — The average observed opacity (observed 

at 15-second intervals) calculated for 

each observer and six-minute test when 

the method is FREQUENCY. 

RSD9 — The standard deviation of the transmissometer opacities (measured at 15-second 

intervals) calculated for each test. 

RSD9 is a measure of plume opacity 

variability. 

\ \ -5-
P.8 

0SD9 — The standard deviation of the observed 

opacities (observed at 15-second intervals) calculated for each observer and 

test when the method is FREQUENCY. 

Other variables which were calculated but not used in 

this report are: 

OTIME25 — The calculated time of observed opacity 

in excess of 25%. This calculation was 

possible for only the FREQUENCY method. 

OTIME30 — The calculated time of observed opacity 

in excess of 30%. This calculation was 

possible for only the FREQUENCY method. 

Corresponding to OTIME25 and OTIME30 the following 

variables were calculated: 

DIFTM25 = OTIME25 - RTIME 

DIFTM30 = OTIME30 - RTIME. 

These final variables (DIFTM25 and DIFTM30) were 

calculated in order to examine the effect on time duration 

estimates of not considering an observed opacity in excess 

of 20%- unless it was observed to be at least 25% (OTIME25) 

or 30% (OTIME30) . This approach did not prove useful 

because it exacerbated differences among the observers; 

however, for completeness, DIFTM25 and DIFTM30 are presented 

graphically in Figures 6-7 and in summary tabular form in 

Appendix B. 

-6-
P.9 

( 

I 

I 

3.0 THE TESTS 

3.1 RTP Field Tests 

The RTP field tests were designed to accommodate 

multiple factors; namely, 

(a) Methods of observation (FREQUENCY or STOPWATCH); 

(b) Plume rise times (fast or intermediate); 

(c) Number of opacity peak cycles (1, 2, or 3) ; and 

(d) Peak widths (time over 20% opacity per peak: 15, 

30, 45, 60, 75 or 90 seconds). 

These different factors produced tests that are 

characterized by rapidly changing plume opacities with 

multiple peaks and very high variation (7.6%-38.1%) in 

opacity within tests as measured by RDS9. 

3.2 Florida I Field Tests 

The Florida I field tests were conducted to assess the 

performance of time duration estimates when plume opacity is 

relatively constant. These nearly constant plumes produced 

tests characterized by extremely low variation (0.5%-1.4%) 

in opacity within tests as measured by RSD9. 

3.3 Florida II Field Tests 

f The Florida II field tests were conducted to assess the 

L 

performance of time duration estimates when plume opacity 

levels slowly rise or fall; consequently, these tests were 

designed to show the observers small changes in plume 

opacity levels over the six-minute observation period. 

\ 

-7-
' •> I. s si 

I 

00 

I 

RAPIDLY CHANGING PLUMES (RTP) 

CONTINUOUS PLUMES (FLA I) 

SLOWLY CHANGING PLUMES (FLA II) 

(each test contained 1 to 3 peaks) 

-OBSERVATION PERIOD OF SIX MINUTESMINUTES 

Figure 1. Typical Plume Opacity Patterns Used in Opacity Method Evaluation Studies 

Tl 

o 
P.11 

F 

r 

L 

I 

[ 

These tests are characterized by moderate variation (4.6%-

12.4%) in opacity within tests (RSD9). 

3.4 Summary of Differences Among the Test Designs 

As stated above, the three field tests (RTP, FLA I, 

FLA II) were not designed to be simple replicates of each 

other. The three field tests, as shown in Figure 1, represent fundamentally different types of change in plume 

opacity levels. In general, plume opacity patterns, within 

field tests were more alike one another than were plume 

opacity patterns taken across field tests. Tables 2-3 and 

Figure 1 summarize the test parameters discussed in 

sections 3.1-3.3. 

-9-
P.12 

Table 2. Test Summaries— 

1/ 

Minimum Mean Maximum 

RTIME (in Seconds) 

Rapidly Changing Plumes (RTP) 15.0 120.0 285.0 

Continuous Plumes (FLA I) 0.0 223.3 360.0 

Slowly Changing Plumes (FLA II) 165.0 305.0 360.0 

RM9 (in % Opacity) 

Rapidly Changing Plumes (RTP) 4.6 19.8 51.6 

Continuous Plumes (FLA I) 9.3 23.4 40.9 

Slowly Changing Plumes (FLA II) 19.8 29.5 42.1 

RSD9 (in % Opacity) 

Rapidly Changing Plumes (RTP) 7.7 21.4 38.1 

Continuous Plumes (FLA I) 0.5 0.9 1.4 

Slowly Changing Plumes (FLA II) 4.6 8.4 12.4 

Number of Tests 96 18 18 

— For each test, one RTIME, RM9, and RDS9 may be computed 

and 

RTIME •= Number of seconds in excess of 20% opacity in 

six minutes as estimated by transmissometer. 

RM9 = Mean opacity as measured by the transmissometer 

for the six minutes (method 9 data reduction); one 

opacity each fifteen seconds (24 opacities in six 

minutes). 

RSD9 = The standard deviation of the opacities measured 

by the transmissometer for the six minutes; one 

opacity each fifteen seconds (24 opacities in six 

minutes). 

-10-
P.13 

Table 3. Distribution of Tests by Smoke Type, Peak Rise 

Time, Number of Peaks, and Peak Width for Rapidly 

Changing (RTP) Plumes 

Smoke 

Type 

Black 

Black 

White 

White 

Plume Rise 

Time 

Fast 

Intermediate 

Fast 

Intermediate 

No. of 

Peaks 

1 

2 

3 

Total 

1 

2 

3 

Total 

1 

2 

3 

Total 

1 

2 

3 

Total 

15 

1 

1 

1 

3 

0 

0 

0 

0 

0 

2 

0 

2 

0 

0 

0 

0 

Peak Width 

30 

0 

0 

1 

1 

3 

1 

0 

4 

3 

0 

2 

5 

3 

4 

5 

12 

45. 

1 

0 

2 

3 

0 

0 

0 

0 

0 

1 

3 

4 

0 

0 

0 

0 

60 

1 

0 

2 

3 

4 

3 

4 

11 

2 

3 

3 

8 

3 

3 

3 

9 

75 

1 

2 

1 

4 

0 

0 

0 

0 

1 

4 

1 

6 

0 

0 

0 

0 

90 

2 

1 

2 

5 

2 

0 

3 

5 

1 

1 

1 

3 

2 

4 

2 

8 

Total 

6 

4 

9 

19 

9 

4 

7 

20 

7 

11 

10 

28 

8 

11 

10 

29 

[ 

[ 

L 

-n-
P.M 

r 

\ 

4.0 FACTORS INFLUENCING ACCURACY AND PRECISION 

Several factors were evaluated to determine their 

effect on the accuracy and precision of estimating time 

duration in excess of 20% opacity. Here, the measures of 

accuracy and precision are, respectively, mean DIFTM (average time bias) and the standard deviation of DIFTM. The 

factors evaluated were method of observation (STOPWATCH and 

FREQUENCY), plume opacity pattern (rapidly changing opacity 

levels, constant opacity levels, and slowly changing opacity 

levels as represented, respectively, by the three field 

tests RTP, FLA I, and FLA II), smoke type (light (WHITE) or 

dark (BLACK)), peak width, number of peaks and peak rise 

time. 

Table 4 presents estimates of the accuracy and precision of estimating.time duration in excess of 20% opacity by 

plume opacity pattern, method and smoke type. From this 

table it is seen that plume opacity patterns (as represented 

by the three field tests) and smoke type (BLACK or WHITE) 

have strong influences upon the accuracy of estimating 

emissions time duration in excess of 20% opacity. In 

addition, plume opacity patterns strongly influence precision. Here, precision (SD (DIFTM)) is seen to vary inversely with the plume opacity variability; the greatest 

precision is for the RTP rapidly changing plumes and the 

least precision for the continuous FLA I plumes. 

-12-
p--*?. f—". ' *~ H * -«••--• 

1/ 2/ 

Table 4. Field Test Summaries by Smoke Type— and Method of Observation— 

Rapidly 

Changing 

(RTP) 

SW 

B W 

Plume Opacity Pattern 

Rapidly 

Changing 

(RTP) 

FREQ 

B W 

Continuous 

(FLA I) 

FREQ 

B W 

Slowly 

Changing 

(FLA II) 

FREQ 

B W 

RTIME MEAN-"7 124 119 124 118 250 197 312 298 

DIFTM MEAN-'--7 0.6 5.0^ 3.4 9.7 -111.0 19.4 -14.3 50.3 

SD (DIFTM) 3,5/ 10.2 14.4 14.1 18.7 133.7 134.2 98.8 58.1 

l 

N 225 329 235 335 180 180 90 90 

1/ 

2/ 

B = Black; W = White. 

— SW = Stopwatch; FREQ = Frequency. 

1' 

4/ 

Time in seconds. 

— Observed Time > 20% Opacity (OTIME) minus Transmissometer Time >_ 20% 

Opacity (RTIMET. 

s/ 

- Standard deviation of DIFTM. 
P.16 

Figure 2 sheds some light on the behavior of the 

Florida I data. The figure suggests that when presented 

with smoke plumes of unchanging opacity, observers are 

hesitant to classify opacity as greater than 20% until it is 

considerably greater than 20%. This does not appear to be 

the case with rapidly changing (RTP) or slowly changing 

plume opacity patterns (FLA II). 

Figures 3-5 present additional measures of accuracy and 

precision. In particular, Figure 3 shows how well observed 

time duration ^20% (OTIME) correlates with actual time 

duration ^20% (RTIME) for RTP data for both the frequency 

and stopwatch methods. Figure 4, on the other hand, shows 

that relative to rapidly changing plume opacity patterns 

(RTP), estimated time duration ^20% opacity (OTIME) is not 

well behaved for constant (FLA I) or slowly changing 

(FLA II) plume opacity patterns. Figures 5-7 present DIFTM, 

DIFTM25 and DIFTM30 plotted against RTIME. It is seen that 

DIFTM25 and DIFTM30 produce serious underestimates of the 

time duration ^20% opacity. 

Finally, Figure 8 presents a plot of classic method 9 

(OM9) test means (computed by field test) against the 

corresponding transmissometer method 9 (RM9) opacity average. It is seen that with respect to classic method 9, the 

observers did well. That is, unlike the time duration 

estimates, method 9 opacity estimates (OM9) for FLA I and 

-14-
r—r- f 

i 

t-r 

ui 

I 

•Proportion 

l . o * 

0.9 

0.8 

0.7 

0.6 

0.5 

0.4 

0.3 

0.2 • 

0.1 * 

0.0 •! 

Symbol 1 - RTP 

2 » FLA I 

3 «* FLA II 

0 5 10 15 20 25 30 35 10 45 50 55 60 65 70 75 

Transmissometer Opacity 

Figure 2. Proportion of Observations Recorded as ^20% Opacity by Observers Plotted Versus Opacity 

(Rounded to the Nearest 5% Opacity): FREQUENCY Data Only 

80 65 90 
330 

300 

270 

240 

210 

180 * 

150 • 

as 

I 

120 

90 

60 

3C 

OTIME 

OTIME - RTIME 

Correlations of OTIME with RTIME 

Black 

White 

S 

.99 

.92 

F 

.98 

.96 

..«-..-•« --.«>---.-«-----a>--a---«-----«--r--a>-a>.--«-aa-.~a>..-._«._...a>___._4_. 

105 12C 135 150 165 180 195 210 225 240 255 270 285 

RTIME 

15 45 6 J 75 9U 

Figure 3. OTIME Plotted Versus RTIMEs Raw RTP FREQUENCY (F) and STOPWATCH (S) Data 

XI 

® 
r—• r 

'.« t 

OTIME 

360 

330 

300 

270 

240 

210 

180 

150 

l 120 

i— 

l 

90 

60 

30 

OTIME » RTIME 

Symbol 1 = RTP 

2 - FLA II 

3 - FLA II 

30 60 90 120 150 180 210 

RTIME 

240 270 300 330 36P 

Figure 4. OTIME Test Means Plotted Versus Test RTIME: FREQUENCY Data Only 
I—'. f--'-* f... •"-

DIFTM 

150 

! 2 

100 

50 

-50 

-100 

•150 

!00 

-t-rSymbol 1 - RTP 

2 = FLA I 

3 •= FLA II 

1 1 1 

1 1 1 

1 1 ,. 1 

1 

1 

1 

1 

1 

1 

1 

1 

1 

1 

1 

1 

1 

1 

1 

3 

1 

1 

1 

3 

1 

3 

3 2 

2 

2 

DIFTM 

--•-

93 120 180 

RTIME 

a.*. . 

15 30 60 75 105 135 150 165 195 210 225 240 255 270 285 300 315 330 

.-4m. 

345 360 

Figure 5. DIFTM Test Means Plotted Versus Test RTIME: FREQUENCY Data Only 
50 

t>IFTH25 

-50 

!2 

!2 

»2 

•*-

I 

! 

1. 

« 

i 

• 

! 

! 

1 

1 

1 

1 

1 

1 

1 

1 

1 1 

1 

1 

•'" 1 

1 'I 

DIFTM25 - 0 

to 

I 

•100 

•150 

-200 

-250 

Symbol 1 = RTP 

2 - FLA I 

3 = FLA II 

-300 

15 30 45 60 75 90 105 120 135 150 165 ^8 ^ 195 210 225 240 255 270 285 300 315 330 34f. 

•-4-

?6P 

Figure 6. DIFTM25 Test Means Plotted Versus Test RTIME: FREQUENCY Data Only 
DIFTM30 

0 

-50 

-100 

•150 

-200 

to 

o 

I -250 

•300 

-350 

2 

*J-? 

DIFTM30 - 0 

-a> . 

0 

Symbol 1 » RTP . 

2 - FLA I 

3 » FLA II 

•-4 -

15 30 4b fO 75 

--•-

90 

.-«. a 

105 120 135 15P 

.......4--..«. . 

165 180 195 

RTIME 

210 225 240 255 270 285 300 315 330 345 

•-4 -

3 6 r> 

Figure 7. DIFTM30 Test Means Plotted Versus Test RTIME: FREQUENCY Data Only 
0M9 

90 

80 

70 

60 

r-> 

I 

50 

40 

30 

20 

10 

0 . 

i 3i ytr i i 

a t 

I l 

3 ^--3 * * 

I 3 ^^ ^ 1 

1 313 3 -a^-"^ t 

1 12 J^\ * 

3 -^-*-l 1 

1 3 JUT 3 1 3 1 

i i ui^ti a 

1 11 U^\ t 2 

1 11 1 1 1 

1 ^-"' 2 111 2 I 2 

X 11 m n Symbol 

II i i \y^u. 2 

1 U-T 2 2 

1 V^-

1 l^- m i 2 

fl 

11 £ 

\ 

0M9 » RM9 

1 = RTP 

2 •** FLA I . 

3 =• FLA I I 

50 

- • -

0 5 10 15 20 25 55 

Figur e 8 . 0M9 Test Means Plotte d Versu s Test RM9: FREQUENCY Data Only 

30 

RM9 

35 40 45 60 
P.24 

FLA II track the transmissometer method 9 (RM9) in a reasonable manner. Here, again, it is seen that the FLA I data 

shows underestimation of the true opacity. 

Factors other than plume opacity pattern and smoke type 

also influence the time duration estimate; however, this 

data base does not suggest that they are nearly as important 

as plume opacity pattern or smoke type. 

In order to assess the impact of these factors, analyses of variance were performed for the RTP data on the 

variable DIFTM. Specifically, analyses were performed 

testing the equality of the average DIFTM (the measure of 

accuracy) across the different levels of these factors. The 

analyses are summarized by method and smoke type in 

Tables 5-6 as the estimated mean DIFTM by factor level. To 

denote statistical significance the following convention is 

followed: NS = no significant differences among the DIFTM 

means, * = the means differ at the 5% significance (95% 

confidence) level, ** = the means differ at the 1% significance (99% confidence) level. 

Table 5. Analysis Summary: Methods 

Methods by Smoke Type 

Black 

Mean 

DIFTM (N) 

White 

Mean 

DIFTM (N) 

STOPWATCH 

FREQUENCY 

Significance 

0.61 (225) 

3.38 (235) 

5.01 (329) 

9.72 (335) 

-22-
r 

Table 6. Analysis Sununary: Other Factors and Method Accuracy (DIFTM) 

i 

tsJ 

U) 

I 

Other Factors by 

Method and Smoke Type 

Plume Rise Time 

Fast 

Intermediate 

Significance 

Number of Peaks/Test 

1 

2 

3 

Significance 

Peak Width/Test 

15 

30 

45 

60 

75 

90 

Significance 

1/ 

STOPWATCH 

Black 

Mean 

DIFTM 

-1.25 

2.51 

NS 

1.67 

-0.19 

0.04 

NS 

4.67 

3.03 

1.72 

2.37 

-1.67 

-3.64 

NS 

(N) 

(114) 

(111) 

( 85) 

( 47) 

( 93) 

( 18) 

( 29) 

( 18) 

( 78) 

( 24) 

( 58) 

White 

Mean 

DIFTM 

1.38 

8.75 

** 

1.99 

4.47 

7.94 

NS 

-4.42 

11.40 

9.46 

3.11 

2.74 

-0.88 

* 

(N) 

(167) 

(162) 

( 86) 

(130) 

(113) 

( 12) 

( 98) 

( 24) 

(101) 

( 35) 

( 59) 

FREQUENCY 

Black 

Mean 

DIFTM 

0.66 

5.95 

NS 

2.17 

3.75 

4.33 

NS 

1.67 

1.00 

0.83 

5.82 

1.25 

3.25 

NS 

(N) 

(114) 

(121) 

( 90) 

( 48) 

( 97) 

( 18) 

( 30) 

( 18) 

( 85) 

( 24) 

( 60) 

White 

Mean 

DIFTM 

0.45 

19.04 

** 

2.33 

8.41 

17.12 

** 

0.00 

14.85 

3.13 

10.10 

0.42 

10.50 

NS 

(N) 

(168) 

(167) 

( 90) 

(132) 

(113) 

( 12) 

(102) 

( 24) 

(101) 

( 36) 

( 60) 

— Peak width = time >_ 20% opacity per peak; tests designed so that for a given 

test the same peak width was used for each peak in the test. 
P.26 

The analysis summaries given in Tables 5, 6 above show 

that: 

(a) For both black and white smoke STOPWATCH is 

more accurate (mean DIFTM closer to zero) 

than FREQUENCY at the 95% confidence level; 

(b) White plumes with fast rise times can be read 

F more accurately than slow rising white plumes 

(99% confidence level); 

(c) There is some suggestion that method accuracy 

may be inversely related to the number of 

peaks per unit time; and 

(d) No conclusion may be drawn concerning peak 

width. 

L 

-24-
P.27 

r 

r 

i 

5.0 CONFIDENCE LIMITS AND STATISTICAL POWER 

5.1 Confidence Limits 

A 95% confidence limit for a standard (e.g., one minute 

in excess of 20% opacity in one hour) is that amount of time 

that an observer must estimate a plume's opacity to be in 

excess of 20% in order to be 95% confident that the standard 

has been exceeded. As an example, in section 5.2 we show 

that in order to be 95% confident that a standard of one 

minute in excess of 20% opacity in one hour has been exceeded, an observer must report an estimated time of 6.8 minutes 

in excess of 20% opacity (5.8 minutes of error allowance 

plus 1 minute for the standard) in one hour. 

Because neither the accuracy nor the precision 

(Figure 3) of the estimated time duration in excess of 20% 

opacity was strongly related to the transmissometer time in 

excess of 20% opacity, we have assumed a simple additive 

statistical model for DIFTM. Specifically, we assume for a 

particular six-mintue test (denoted as i) and particular 

observer (denoted as j) that: 

a) 6-min DIFTM.. = B + T. + 0. + E.., 

where 

B = the average bias of the method of estimating time 

duration, 

T. = the effect, due to the i test condition (assumed 

random from test-to-test), 

-25-
P.28 

r 

r 

r 

aVV 

0. = the effect due to the j observer (assumed to be 

randomly selected from a conceptually infinite 

number of observers), and 

E. . = random error. 

b) The average value (E) of DIFTM (averaged over all 

test conditions and observers) is: 

E(6-min. DIFTM) = B; 

that is, the average value of the difference 

between the observed time and transmissometer time 

• in excess of 20% opacity is simply the average 

bias of the method and must be estimated from the 

data (Table 4). 

c) The variance in DIFTM from the average bias (B) 

is: 

V (6-min DIFTM) = cr^ + CQ + a^, 

where 

2 

aT = the component of variance due to different test 

conditions, 

2 

oQ = the component of variance due to different 

observers, and 

2 

a„ = the component of variance due to random error, 

and the variance components must be estimated from the data 

(Table 7). 

-26-
Table 7. DIFTM Variance Components Due to Differences Among Tests and 

Observers by Plume Opacity Pattern, Smoke Type— and Method of 

2/ Observation— 

Rapidly 

Changing 

(RTP) 

SW 

B W 

Plume Opacity Pattern 

Rapidly 

Changing 

(RTP) 

FREQ 

B W 

Continuous 

(FLA I) 

FREQ 

B W 

Slowly Changing 

(FLA II) 

FREQ 

B W 

IF • *-•

 3 / 

Variation— 

Due To: 

to 

-j 

i 

Tests (oT) 

2 

Observers (o ) 

2 

Error (o ) 

Estimated 5/ Correlation— 

Between Two 

Six-Minute 

DIFTM Observations (p) 

51.2 107.6 

16.3 21.5 

39.4 82.0 

.63 .61 

56.1 205.2 5503.4 8731.9 

25.8 33.1 6003.3 3970.7 

120.4 118.1 7224.1 6398.4 

.40 .67 .61 .66 

3203.3 3187.4 

4329.9 

2937.9 481.3 

.72 

35. 9-1/ 

.87 

1/ 

y 

ii 

5/ 

B = Black; W = White. 

SW = Stopwatch; FREQ = Frequency. 

Time in seconds squared. 

All variance components significant at the 1% (99% confidence) level for among 

observers on Florida II white smoke. 

2 2 2 2 2 

p = (aTM + o0)/(°T + a + °e) - correlation between two six minute DIFTM 

observations by the same observer under the same test conditions. 
P.30 

Assuming that a one-hour observation period is the sum 

of 10 six-minute tests where neither the observer nor the 

test conditions change, then: 

d) The average value (E) of the difference between 

the observed time and transmissometer time in 

excess 20% opacity for a one-hour (one-hour DIFTM) 

observation period is: 

E(1-hour DIFTM) = 10B, 

where 

B = the average bias of the method for six minutes, 

= E (6-min. DIFTM). 

e) The variance of the one-hour DIFTM is: 

V(l-hr. DIFTMJ-i-7 = 10(l+9p) V(6-min. DIFTM), 

where 

— 1-hr. DIFTM = the sum of 10 six-minute DIFTMs for the 

same observer and test conditions 

10 

= 10B + 10 T. + 10 0. + T E. ... i 3 h= 1 in* 

It follows that: 

V(l-hr. DIFTM) = 100 a* + 100 a* + 10 oj* 

= 10(1 + 9p) V(6-min. DIFTM). 

-28-
P.31 

L 

t 

L 

L 

p •*** the correlation between two six-minute 

DIFTMs 

= (aT + 0o)/(aT + aQ-+ aE) . 

Equations (d) and (e) above give, respectively, the 

amount of time bias and the variance about that bias for an 

observer looking at a plume for one hour. The choice of a 

one-hour observation period is chosen as an example. Under 

the same assumptions, the time bias and variance may be 

derived for an arbitrary observation period of W minutes. 

The derivation proceeds as follows: 

f) The average value of the difference between the 

observed and transmissometer time in excess of 20% 

opacity for a W-minute observation period is: 

E(W-rain. DIFTM) = (|)B, 

where B = the time bias in a six-minute observation period, and 

W = the length of the observation period. 

g) The variance in the W-minute DIFTM is: 

V(W-min. DIFTM) = (|) [l+(|-l)p]V(6-min. DIFTM) 

Continuing with the one-hour observation period example, and assuming that the sum of the 10 six-minute tests 

(i.e., the one-hour DIFTM) can be approximated by a normal 

distribution, then the upper 95 percentage point or upper 

confidence limit (UCL) of the one-hour DIFTM distribution is 

given as follows: 

-29-
P.32 

[ 

• th 

r 

h) The Upper 95t h Percentage Point (UCL) of a oneT hour DIFTM is: 

r UCL ="10B + 1.645 yl V(l-hr. DIFTM) 

where 1.645 is the upper 95 percentage point of 

J the normal (0,1) distribution. Under the assumption of normality, percentage points are easily 

calculated by using the mean and variance of the 

normal distribution and the percentage points of 

the normal (0,1) distribution (see, for example: 

Dixon, W. J., and Massey, F. J. Jr., Introduction 

to Statistical Analysis, McGraw-Hill Book Company, 

Inc., Second Edition, 1957). 

The quantity given in (h) has the property that 95% of 

the one-hour DIFTMs will be below it. That is, 95% of the 

errors in the estimated time duration in excess of 20% 

opacity will be below the quantity given by (h) when the 

observation period is one hour. 

In general, the 95 percentage point (UCL) for an 

observation period of W-minutes is given by: 

i) UCL - (^r)B + 1.645 .W V(W-min. DIFTM) . 

+• Vi 

The upper 95 percentage point of the one-hour DIFTM 

distribution can be used to establish a 95% confidence level 

for a standard (S). Suppose the true time in excess of 20% 

opacity is less than the standard S; that is, RTIME < S. 

Now, DIFTM is less than the derived UCL 95% of the time. 

Therefore, one is 95% confident that 

-30-
P.33 

r 

i 

DIFTM < UCL, 

I but DIFTM = OTIME - RTIME; 

T therefore, OTIME - RTIME < UCL, 

but RTIME < S by assumption; 

[ therefore, OTIME - RTIME > OTIME - S, 

[ 

1 

so OTIME - S < UCL. 

Therefore, one is 95% confident that the standard has 

been exceeded if:. 

j) OTIME > S + UCL. 

I So, if the actual time in excess of 20% opacity is less 

than the standard (S), then the observed time in excess of 

I 20% opacity (OTIME) will be less than the standard plus the 

[ 

I 

L 

L 

L 

DIFTM 95 percentage point 95% of the time. 

5.2 Classification of Plumes 

j In order to use the above, one must know (or estimate) 

the six-minute bias (B) and the six-minute variance (V(6-

I min. DIFTM))and correlation (p); however, Tables 4 and 7 

show that these quantities vary by smoke type (BLACK or 

WHITE) and by plume opacity pattern (rapidly changing, 

[' continuous, slowly changing). Therefore, for a particular 

smoke type one must either know the plume opacity pattern 

prior to observation or be able to classify the plume 

r opacity pattern subsequent to observation. 

We have attempted to define a simple method of classiI fying a plume subsequent to observation by use of the 

-31-
P.34 

standard deviaton (0SD9)— of the observed opacities. 

Specifically, the plume opacities were classified as rapidly 

changing, continuous (not changing), or slowly changing if 

the standard deviation (0SD9) of the observed opacities (24 

opacities for each observer for each six-minute test) 

satisfied the inequalities of Table 8. 

Table 8. Plume Classification Rule 

Classify the Plume Opacity Change As: If: 

Rapid 0SD9 > 15% 

Continuous (No Change) 0SD9 < b% 

Slow 5% < 0SD9 < 15% 

The choice of the 0SD9 break points was suggested by a 

visual examination of the data and, therefore, the breakpoints are somewhat arbitrary. 

T7~ 

, 2 4 , 

0SD9 = ±r £ (x. - xP , 

ZJ i=l 1 

x. - the observed opacity for the i interval 

1 (i=l,2,...,24); 

x = the average observed opacity over the six minutes 

(twenty-four 15-second intervals). 

-32-
i 

i 

[ 

[ 

r 

c 

t 

L 

L 

t 

Using the above classification rule, each observer's 

test results were classified into one of the three categories. The results of the classification are given in 

Table 9. Table 10 presents the classification results by 

smoke type. 

Table 9. Classification of Plumes by Opacity Pattern 

Classified Plume 

Actual Plume Rapid Continuous Slow Total 

Rapidly Changing 377 2 191 570 

Opacity (RTP) (66.1%) (<1%) (33.5%) (100.0%) 

Continuous 0 334 26 360 

Opacity (FLA I) (0%) (92.8%) (7.2%) (100.0%) 

Slowly Changing 7 32 141 180 

Opacity (FLA II) (3.8%) (17.8%) (78.3%) (100.0%) 

As is seen from Table 9, it is rare that a plume of 

continuous or slowly changing opacity is classified as a 

plume of rapidly changing opacity (0% and 3.8%, respectively) . If it is assumed that time duration estimates will 

only be used for plumes classified as having rapidly changing opacity (OSD9 > 15%), then the classification rule will: 

a) disallow using the time duration method in 

approximately 1/3 of the cases where the plume 

opacity pattern is actually changing rapidly 

(193/570) and 

b) rarely allow its use when the plume opacity 

pattern is continuous or slowly changing (^15%). 

-33-
P.36 

r 

Table 10. Classification of Plumes into Plume Opacity Patterns— 

on the Basis of Observed Opacity Standard Deviations 

(OSD9) 

Classified Plume Opacity Pattern 

Black Smoke 

1/ 

Actual Plume Opacity Rapid Continuous Slow 

Rapidly Changing 

Opacity (RTP) 

Continuous 

Opacity (FLA I) 

Slowly Changing 

Opacity (FLA II) 

145 

(61.7%) 

0 

(0.0%) 

5 

(5.6%) 

1 

(0.4%) 

176 

(97.8%) 

15 

(16.6%) 

89 

(37.8%) 

4 

(2.2%) 

70 

(77.8%) 

Total 

235 

(100.0%) 

180 

(100.0%) 

90 

(100.0%) 

IJ 

•• 

/ 

• 

Rapidly Changing 

Opacity (RTP) 

Continuous 

Opacity (FLA I) 

Slowly Changing 

Opacity (FLA II) 

White 

232 

(69.2%) 

0 

(0.0%) 

2 

(2.2%) 

Smoke 

1 

(0.3%) 

158 

(87.8%) 

17 

(18.9%) 

102 

(30.5%) 

22 

(12.2%) 

71 

(78.9%) 

335 

(100.0%) 

180 

(100.0%) 

. 90 

(100.0%) 

— Plume Opacity Pattern = Rapidly Changing if OSD9 > 15% Opacity; 

= Continuous if OSD9 < 5% Opacity; and 

= Slowly Changing if 5% < OSD9 < 15% 

Opacity. ~" 

-34-
5.3 Calculation of 95% Confidence Limits 

[ 

[ 

L 

L 

I 

In section 5.1 we discussed, in general, the computation of 95% confidence limits. Section 5.2 gave a rule to 

assist in determining a plume's opacity pattern (rapidly 

changing, continuous, slowly changing) subsequent to observation. This section gives the 95% confidence limits for a 

one-hour DIFTM calculated using formula h) of section 5.1*. 

The limits (in minutes/hour of observation) are summarized 

in Table 11 with Tables 12 and 13, at the end of this 

section, giving 95% confidence limits (and the details 

required for their computation) for both the situation where 

the plume opacity pattern is known and the situation where 

the plume opacity pattern must be classified subsequent to 

observation. 

Table 11. Confidence Limits on One-Hour DIFTM by Method, 

Plume Opacity Pattern, Smoke Type, and Pattern 

Classification 

Method--7 

SW 

F 

F 

F 

Plume 

Opacity 

Pattern 

Rapid 

Rapid 

Continuous 

Slow 

Smoke 

Type 

Black 

White 

Black 

White 

Black 

White 

Black 

White 

Pattern 

2/ Known-7 

2.4 min/hr. 

4.0-

3.2 

5.9 

11.0 

33.9 

21.0 

23.3 

Pattern 

Classified--7 

4/ 

7/ 

5.2 min/hr. 

5.8 

10.9 

33.2 

21.4 

19.6 

— SW =' Stopwatch; F = Frequency. 

-

/ See Table 12. ' 

3/ 

4/ 

See Table 13. 

Plume opacity pattern cannot be classified when the 

stODwatch method is used. 

-35-
P.38 

An example is now given in constructing a 95% confidence limit as given in Table 11 and its use for 

establishing limits, on a one-hour standard. Specifically, 

we assume a white plume classified as rapidly changing 

(0SD9 > 15% opacity), an observation period of one hour and 

a standard of 20% opacity not to be exceeded for more than 

one minute in one hour. 

.Among the 234 observations on white smoke which 

satisfied the 15% opacity standard deviation classification 

rule, it was observed that: 

6-min. DIFTM Mean =8.5 seconds (Table 13), and 

2 

6-min. Variance = 361 seconds (Table 13). 

For the white rapidly changing plumes, a correlation of 

p=0.67 between six-minute DIFTM observations (same observer, 

same test conditions) was estimated (Table 4). Using 

formula (d) of section 5.1 for the one-hour bias and (e) of 

section 5.1 for the one-hour variance, one calculates the 

following: 

One-hour bias = 10B = 10(8.5) = 85.0 seconds. 

One-hour variance = 10(l+9p)V(6-min. DIFTM) 

= 10(l+9(.67))(361) 

2 

= 25378.3 sec . 

Therefore, the 95 percentage point for a one-hour DIFTM, 

from (h), is: 

UCL = 85+1.645 ^(25378.3) 

= 347.0 seconds. 

-36-
P.39 

L 

L 

L 

L 

In minutes, this gives: 

UCL =.347.0/60 = 5.8 minutes/hour of observation. 

Using (j) of section 5.1, one is 95%. confident that the 

one-minute standard has been exceeded if: 

OTIME > S + UCL, 

substituting for S and UCL we have, 

OTIME > 1.0 + 5.8 = 6.8 minutes in 1 hour. 

From the above arguments, it is clear that different 

confidence limits are appropriate for different observation 

times, and these may be calculated using formulas (i) and 

(j) of section 5.1. 

-37-
Table 12. Means, Standard Deviations and 95% Confidence Limits— of DIFTM for One Hour's 

Observation Estimated from Six Minute Tests by Plume Opacity Pattern, Smoke 

2/ 3/ 

Type— and Observation Method— 

Rapidly 

Changing 

(RTP) 

SW 

B W 

Rapidly 

Changing 

(RTP) 

FREQ 

B W 

Continuous 

(FLA I) 

FREQ 

B W 

Slowly 

Changing 

(FLA II) 

FREQ 

B W 

« 

ui 

00 

Mean One Hour-^ DIFTM 

(in seconds/hr.) 

5/ Standard Deviation— of 

One Hour DIFTM (in 

seconds/hr.) 

6.1 50.1 

83.5 116.1 

33.8 97.2 -1110.0 194.0 -143.0 503.0 

. 6 / One Hour 95% ConfidenceLimit for DIFTM (in 

seconds/hr.) 143.5 241.1 

One Hour 95% Confidence 

Limit for DIFTM (in 

min./hr.) 2.4 4.0 

95.7 157.0 

191.3 355.4 

3.2 5.9 

1077.0 1118.0 854.5 545.9 

661.8 2033.1 1262.6 1401.1 

11.0 33.9 21.0 23.3 

J7" 

5/ 

The estimated 95 percentage point for DIFTM; i.e., Probability (DIFTM £ Confidence 

Limit) = .95 and an observed time (OTIME) may be said to exceed a one hour standard 

at the 95% level of confidence if OTIME > STANDARD + 95% DIFTM Confidence Limit. 

B = Black Smoke; W = White Smoke. 

SW = Stopwatch; FREQ = Frequency. 

Estimated One Hour Mean DIFTM = 10 x Six Minute Mean DIFTM (Table 4). 

Standard Deviation of One Hour DIFTM = the standard deviation of a sum of 10 correlated 

six minutes DIFTMs 

6/ 

• V 10 (Six Minute Standard Deviation) (1 + 9p), 

and p is the correlation between six minute DIFTMs given in Table 4. 

Critical Value = One hour DIFTM Mean + 1.645 One Hour DIFTM Standard Deviation. 
I 

U) 

vo 

I 

Table 13. Means, Standard Deviations and 95% Confidence Limits for the Classified Plumes 

by Smoke Type and Classification 

Plume Classification 

1/ 

Six Minutes (time in seconds/6-min.) 

RTIME Mean 

DIFTM Mean 

DIFTM Standard Deviation 

N 

Estimated One Hour (time in sec./hr.) 

17" DIFTM Mean-7 

DIFTM Standard Deviation— 

4/ 

One Hour 95% Confidence Limit— 

In seconds/hr. 

In minutes/hr. 

5/ 

Rapic 

Chanc 

B!> 

157 

5.4 

23.3 

150 

54.0 

157.8 

313.5 

5.2 

Ily 

jing 

W 

128 

8.5 

19.0 

234 

85.0 

159.2 

346.9 

5.8 

Continuous 

B 

254 

-112.2 

134.0 

192 

-1122.0 

1079.7 

654.1 

10.9 

W 

198 

19.5 

131.0 

176 

195.0 

1091.1 

1989.8 

33.2 

Slowly j 

Changing 

B 

183 

1.6 

51.0 

163 

16.0 

441.2 

741.7 

12.4 

W 

190 

30.1 

56.6 

195 

301.0 

531.6 

1175.4 

19.6 

4/ 

Plume Opacity Pattern = Rapidly Changing if OSD9 > 15% Opacity; 

= Continuous if OSD9 < 5% Opacity; and 

= Slowly Changing if 5% _< OSD9 <_ 15% Opacity. 

B = Black Smoke; W = White Smoke. 

One Hour DIFTM Mean = 10 x Six Minute DIFTM Mean. 

One Hour DIFTM Standard Deviation 

• 4 10 (Six Minute Standard Deviation) (1 + 9p)f 

5/ 

and p is the correlation between six minute DIFTMs given in Table 4. 

• 4- V*\ 

The estimated 95 percentage point for a DIFTM classified by OSD9 and equals One Hour 

DIFTM Mean + 1.645 One Hour DIFTM Standard Deviation, i.e., Probability (DIFTM <_ Confidence Limit) = .95 and an observed time (OTIME) may be said to exceed a one hour 

standard at the 95% level of confidence if OTIME > STANDARD + 95% Confidence Limit. 
P.42 

r 

L 

[ 

t 

L 

L 

5.4 Statistical Power 

Upon computing the 95% confidence limits for the 

classified plumes, statistical power was calculated. 

Specifically, what was calculated was the amount of time in 

excess of 20% opacity which could be detected at specific 

levels of probability if the limits of Table 11 are used to 

establish adherence to a time duration standard. These 

power calculations are given in Table 14. As an example in 

the use of Table 14, suppose we have a black plume classified as rapidly changing (OSD9 > 15%) and the standard is S 

seconds per hour. Table 14 says that if the source is 

really generating S + 127.0 seconds per hour in excess of 

20% opacity, then the probability is 0.20 that an observer 

will record a time duration in excess of the 95% confidence 

level (S + 313.5 seconds, Table 11). 

It is seen from Table 14 that the low precision in 

estimating time duration =*_20% opacity for continuous and 

slowly changing plume opacity patterns requires very large 

95% confidence limits and, consequently, provides poor power 

in detecting actual time in excess of 20% opacity. 

-40-
f 

P.43 

Table 14. 

r 

r 

I 

L 

L 

[ 

I 

The .Amounts of Time (in Seconds/Hour) in Excess of 20% 

Opacity Which Can Be Detected at Specific Levels of 

Probability (Statistical Power) Using the Confidence 

Limits of Table 11 

Probability 

Level 

.05 

.10 

.20 

.30 

.40 

.50 

.60 

.70 

.80 

.90 

• 

Plume Opacity Pattern— 

Rapidly Changing 

_£' W 

0 

57.6 

127.0-/ 

177.5 

220.1 

259.5 

298.9 

341.5 

392.0 

461.4 

0 

58.1 

128.2 

179.1 

222.1 

261.9 

301.7 

344.7 

395.7 

465.7 

Continuous 

B 

0 

394.1 

869.1 

1214.6 

1506.1 

1776.1 

2045.9 

2337.5 

2683.0 

3158.0 

W 

0 

398.2 

878.3 

1227.5 

1522.0 

1794.8 

2067.6 

2362.2 

2711.3 

3191.4 

Slowly 

B 

0 

161.0 

355.1 

496.3 

615.4 

725.7 

836.0 

955.1 

1096.3 

1290.4 

Changing 

W 

0 

'194.0 

427.9 

598.0 

741.5 

874.4 

1007.3 

1150.8 

1321.0 

1554.8 

— Plume Opacity Pattern = Rapidly Changing if OSD9 > 15% Opacity; 

= Continuous if OSD9 < 5% Opacity; and 

=• Slowly Changing is 5% <_ OSD9 <_ 15% 

Opacity. 

—' B = Black Smoke; W =•* White Smoke. 

As an example in.the use of this table, suppose the time 

exemption standard is S seconds.in one hour, the smoke is black 

and rapidly changing (OSD9 > 15% Opacity). Then, if the source 

is actually generating S + 127.0 seconds per hour in excess of 

20% opacity the confidence limit of S + 313.5 (Table 11) will be 

exceeded with probability .20. 

2/ 

3/ 

-41-
P.44 

6.0 CONCLUSIONS 

In this report it has been shown that: 

(a) Plume opacity pattern as measured by opacity 

variability (RSD9) and smoke type (black or white) 

are important factors in estimating time duration 

in excess of 20% opacity (Tables 4 and 5). 

(b) Less important factors are method of observation, 

number of plume peaks, and peak width (Table 6). 

(c) Plume opacity patterns can be reasonably typed by 

the observed opacity variability (OSD9), but this 

technique can only be used for the FREQUENCY 

method of observation (Tables 9-10). 

(d) Computed 95% confidence limits for continuous and 

slowly changing plume opacity patterns are large 

due to the poor precision of estimating time 

duration in excess of 20% opacity for these type 

plumes (Table 11-13). 

(e) The large 95% confidence limits for continuous and 

slowly changing plume opacity patterns lead to low 

statistical power (Table 14). 

(f) For continuous plumes, the statistical power is so 

low that it seems unlikely that short excursions 

above 20% opacity could be detected (Table 14). 

-42-
P.45 

(g) For the three plume opacity patterns, classic 

method 9 (0M9) test means correlated well with the 

corresponding transmissometer method 9 (RM9) value 

(Figure 8). 

L 

L -43-
P.46 

REFERENCES 

[1] Intermittent Opacity Method/Field Experiment, Contract 

no. 68-01-5110, Task Order No. 19. Prepared by Del 

Green Associates, Inc., Foster City, CA for USEPA, 

Division of Stationary Source Enforcement, Research 

Triangle Park, NC, 1981. 

[2] Evaluation of Opacity Frequency Method on Continuous 

Plumes, Contract no. 68-01-5110, Task Order No. 26. 

Prepared by Del Green Associates, Inc., Foster City, CA 

for USEPA, Division of Stationary Source Enforcement, 

Research Triangle Park, NC, 1981. 

[3] Evaluation of Opacity Frequency Method on Slowly 

Changing Plumes, Contract no. 68-01-5110, Task Order 

No. 34. Prepared by Del Green Associates, Inc., Foster 

City, CA for USEPA, Division of Stationary Source 

Enforcement, Research Triangle Park, NC, 1981. 

L 

-44-
P.47 

I 

APPENDIX A 

DATA APPENDIX 

L 

1 

A-l 
P.48^ 

r 

NUMBER 

PARTIC 

PEAK 

PEAK-WID 

OTIME 

RTIME 

OM9 

RM9 

RISE AMOUNT 

DEFINITIONS 

Test Number 

Observer Number 

Number of Peaks 

Peak Width 

Estimated Time j>20% Opacity in Seconds 

Transmissometer Time ^20% Opacity in 

Seconds 

Average Observed Opacity (cannot be 

computed for STOPWATCH method) 

Average Transmissometer Opacity 

For the Florida II data, the change in 

opacity over the six minute observation 

period. RISE = + or - depending on the 

opacity increasing or decreasing and 

AMOUNT = 20%, 30%, 40%. 

A-2 
U

a 

J 

a. 

c/i 

t_

o 

o 

> 

>-

u

in 

m 

i i-

—\ V) 

co «* 

«* u. 

»-« u 

a- a 

< ui 

> U J 

a 

a ty> 

ui 

ox 

z: 

a: 

id 

ac 

"••-•

,

~l^^l-"-l^"*~l--h»*--l--l--.oooooooooooo ^ 

HriHHHHvflvfl^ijvo^oooooointnifiLoininK)K)K)ronioininiPinLOLOi0^vOva">i*'O

o^o^cho^o«o^vo>aOvaONi>vOvoinininininint--*^**«'*--**~**-aco'X> 

*\l«t^lO"\l(\IO^^OvO^i)J)^^^^^^K)K)K)IOK)K)OOOOOOIOK)'OIOK)W^O^O^0^^O^fl

HHHHHrtHHHHHH<t'<titvf**at*at»irit^P0

,

'h"^^^irthC*<P"h\OaO ^ 

HHHHHHioininininintt«t>tat«tatat<t'<r«>t<r'\j*\iN(\i(NN(vir4*M'\i(\iNHHHHHH

ininininininooooooooooooiouiininininaoooooLoinioinininintfiioinininin

<»-*«r«*.*.-rr---.^i*-**--*--*-».*.».*.».»*cMwcMrAicMC ^ 

<\JaNC>lC^C\)CSlC^C^rjl%ICJOJC^CNlC^l\it\JCJrH^^^ttHtHt-<rH^—1^— I 

z

U 

: 

C\JOr*inv0OC»r--inoC»NX).---.rr0C0inC> O 

•* <r**OrO«rvOvC\aOvi)inuic\Jc-jc\j^cjojror^c^CNjc\jcginin< r *in*a-fin*K)*r-)*^r*-**~voi*--t*-«w

CMCMCMCMC>JCMCMC\ICMCgCMr\JC\J<MCgC\JCMOJrtiH.-l.- • r-MHrtrlHri H 

tv*

o 

> 

«

I— 

o 

I 

x 

:» 

OL 

I

o 

-

0

< 

o 

0 

c

u 

r 

_

o 

i 

o 

o 

I 

Ul 

UJ 

< t 

a: 

a

u 

_ 

< 

. 

a

o 

: 

O

2 

ID 

< 

J 

o 

LOioioinioioooooooopooooininuiininioinioiiiinininininioiowinioiniPio ^ 

«ttf*at<r*i-(hO'0'0»0'0<(MMro»o<o>f-h-i>-*»'-'- ' i^r^r^h-i--"*--<r«****<r**-"

,

~*^"*--i^*^'^vX

t0*O*O*Or-Jr-)*Ornr0*O*O*OIOM*O*OK-r0t\JC>vlC\ICNJCJf\IK»r ^ 

Ht\iri»in»DHciK)«tinvDHNio*tinvOHW'o*in^H(\)i''*invDH(\iK)*ii-ivDHWK)«ti n 

CM CM CJ CM t M CM K ) K ) r O I O t O K ) < r < t <J .ct s r . + m U ) IT) U'i I O If ) vC vO vD vXJ vjD 0 3 r - h - f ~ N h t - 

H N i'i 4 in vo r— oo tr> ci •-• rj K> •"•• in \o fT-a) H •-« a-» r-< «-H »-1 r l 

co o> *^i rt N K) at ir> vn N co a *' H rj io * ui »o h- cc cr> o H r\i 

H H r l H H H r l H r l H W ( M ( M N C J CM CM l\ l N W I O l<) r l I'lK l K l p j K l K ) K l a t < t * 
U

o 

J 

(r> ooolOl1p^lO^^Klr^^*nK)lOlOoooooo^^^^^^lOlOl^fllOlOoooooolo^•K

ac oooco<~ocOv-ococor*)n*o*OrO.»o'nin' n 

tx. inipinc3cac3cDc-»c>co<-o<x)coooco"--t--*~r~i-~*-^ 

c\ic\»<Mc\jcMCMcMt\ir\iooooooioio*OK>K>K>«-t*< r 

hr-Sv)-*«r**vfooooooio v 9vo 1 j ) v 9 > o > Bo»£iv9va^c\ic\ic\(c\i(\jwvflKB\flvO J 

rvl(M(M(M(M(MHHHHa-(r<HHHHH H K)K)K)IOK)lOHr-lHHHrlK-K*K*

Q. 

VJ 

U 

O 

O 

l»J 

inininininininiPinOOOOOOC . ODOOOOOODOOOOODOOOOOOODDOO

•Hr-l»HK)K>K)K)K)K}aO\i)\OvO\X)vI)ON^C^Cr>C ^ 

r-l l~l r-l »-l r-1 . H •-• aH r~l a-l rH r~t »H r-l 

UJ 

CD 

00 

UJ 

CO 

» •

< 

* 

cc 

U

o 

> 

-X 

J 

U

o 

I— 

J 

0

o 

X 

V) 

. 

o 

•tt 

u. 

II 

u

o 

i 

UJ 

c

a 

o 

<

o 

t 

m 

I I 

or 

o 

o 

o 

«C\Jin^OHNO*hrtM(\lrOC\|cjcOOv-3»DO

x CD<flOOU, n 

HNriri*vtc\|at«»0\flvD\OiflvDa)^ooeoepcoriK)iOriK)nff l 

H H rtr t Hr l , rH rH rH rH rH r-l rHi-

u

-t: 

i 

«

a. 

t 

Oa

U 

. 

ininin.ninin.n.n.n»*->»*->ooooooc:>oo o 

rtHH**<t4't<tvflvOvO'OvOvfl(^P>^'h^O Hrtrtr)rtrt>Ovl)vDvOvO^ 

,

rtHHIOK)IOr*)K)K1 OJCMCMCMC\IC\JK>K>K)K*iK>K > CJCv

f0. 

Vt 

a

o 

c 

tt 

a. 

•*in»i)r-ic\i*oa*in\ocM*o*in*4}"*--oj*oaTin>or>-cM*o.*ui»J3r ^ 

HHHHa-IHHHHWWN(\lNNC\INNWl\IWNNWCVI«WN W 

I 

oc 

ui 

OJ 

z: 

(Mh^CJOOOOC ' C\l(M(\ltM*MlMK)|OIOrOK)K1vt- * ct «t <tvfiniOIPlOinilir»*~

OJ 

o 

N f ) »t in >B t* co j> i'J H w KI 4) in »i) i-- co cr> c-j »-• CM •<) --I ui vn i*- co cr- o rn CM KJ <t in \n r- co a- • • n »-. 

ininintfJiPiPu'iifivOvaOvOijsvijvOvOvjDvuviit^^i--*^ 

•H Ol 

kv^. 
P.51 

".'TiRX^ Jj 

TABLE A-l . RTP STOPWATCH SELECTED VARIABLES BY COLOR & SPEED 

OBS 

11.3 

134 

135 

106 

107 

ICS 

1C9 

110 

111 

112 

113 

114 

NUMBER 

19 

19 

19 

19 

19 

19 

20 

20 

20 

20 

20 

20 

PARTIC 

22 

23 

24 

25 

26 

27 

22 

23 

24 

25 

26 

27 

COLOR= 

PEAK 

1 

3 

3 

3 

3 

3 

T. 

3 

3 

3 

3 

3 

BLACK SPEED 

PEAK_UID 

15 

15 

15 

15 

15 

15 

30 

30 

30 

30 

30 

3C 

O.TIrlE 

35 

53 

5C 

55 

51 

53 

86 

93 

93 

92 

90 

91 

RETIME 

45 

45 

45 

45 

45 

45 

90 

90 

90 

90 

90 

90 

RM9 

10.0417 

10.0417 

10.0417 

10.0417 

10.0417 

10.0417 

14.1250 

14.1250 

14.1250 

14.1250 

14.1250 

14.1250 

L 

L 

L 

[ 

A-5 
ooooo^^•^•^•^^oooooo^•^^^^^oooooo^^•l>•^•^^clooooo^lK)

ooooo%a»avoxovOvaOtnininvnin.n\0vOvo\0vo*"Duii n 

0> OOOi*ai3'a>fl\fla0v0va9CMCMCMCMCMfNJv0'J3\0\0\0vDI*-l^l*-r ^ 

•£ - oooooHHHrtrtHHHHHHHHHrtHHrtooffltococo()o^^^^^^l^l^lnlnlnln*^c

h

u 

a 

•3*«*«T«**O^CJ^t*^O^0^t>^CT'tr»0^<J'0^l7

x

l^i*3C ^ 

CVIC\IC\JC\J<\JCJI*\l<MCMCJOJ*OIOIOK)K-|K>r<r-lrHr^rHr^C\I W 

a. 

o

vt 

r 

o 

-• intn.nini>nooooootn.nininin.noooooooooooooDoooointnin.n.nu j 

vO\Ovo»j**\ococococ»cocoinin.ninintncj*»tT>tTvt^ 

| HHrlHHrtrlVIHHHN(\l(MN(M N rHr^fHrlrHrHr-lr^^rHr-lrin^-lr-lr-lr-lr- 1 

c

m 

O 

O 

o 

cc 

u

a 

i 

o 

ui 

it 

u

a 

i 

ui 

a. 

«/> 

5c; 

C J 

^o^^HK)^HO|na)(^|o^*(^*oKlcoK)lOlnK)owlo<rco<t^cl^lhal^l"o^ln^i)lnl^(^l

l^c^in**--eoi

>

«-i^*ovo"*--^a»cMinr-i*in*^vi)co>a" ^ 

HHrtHHrtHlMrlHHtMlMlMlMlM N HrtrlHrtrlrirt H rHr-lrHrHrHrHrHr H 

-x 

ooo o 

VO SO VJO <a0 

O O O OOOOOOOOOO O OO O OOOOOOOOOOOOO O OOOOOO 

VONO«aD*aO\O>OajI)O-aC*

N O^Cr^C>**a*ri*OK-trO|OKJK7\aOVaOvOvOv 0 

C

I 

J 

a. 

o 

ao 

II 

or 

-

o 

J 

o 

o 

*nr 

It 

UJ 

a 

WrlWrOIO-OrOr-lrllOnnr-lrlrlrlrlWtXJWWWN N 

CO 

Oa. 

o

o 

r 

a. 

<t 

NlO * 

vr-0 &-•* rHI 

I D VD HN M a t 

HrlHrtr t rt 

invOHcMKittinvflHtMio * in>ciH(MKi<tiritOHi\jio< t irnflri(MK)aiin\j

HHHHHri.HHrlHHHHHrtrlrtrlrlrlrlrlrlrlrlrlrlHHrlrlr

I 

U l 

It) 

CQ 

ac 

3 

rHaHrHr-lrHCMCMCMCMCMCMMK)K>K)KlK)aT.*aT<t<**inir'inU1.nU ^ 

(viN*\i(\ipjt\i*\jr\irijC\i(\ii\i'\irjwrvic\i'\i'\ir\icjNNi\irjW( M CM CM CM CM 

C

Vt 

O 

o 

iriiO*-coff>OHiMK)*tinvD*-co'r > «... .-. . . .-, a, 

HrtrtrtrtCjrglM(MCM<MNWPit\IIOK)KlK|K I 

PIK)NrinvD'*

,

IU^OrtrjK)*U,vllN(»(^OrtC\IK)*invfl

to KJ KI io KI KI KI KI vt <» * at <t at at 4 4 » in ui in in ui iri 
u

a 

Ul 

i 

a. 

co 

or 

m 

o 

o 

o 

i: 

ar 

UJ 

x. 

ooK)lOr^K)lOK)^*l^K)loK)^h^|a.^KllOlOlOlo^^^^^hlOlOlOK)lOlOlonlOlOlo^

inincococococococococococo\Cvi)so>o\Ocococ^ 

NNinininiflininooooo>i-vOvovo\oooooo\avOii)

> OtOvOco*o*o o C0COO^0^G^0^C>**0^.^l*--r--.^i*

,

»rtrtrtrtrt,"--r ~ 

•-*

rtriininif)inininooooo(f 

• r-1 K) K) K) K) IO 

CT> o

v

^^vO\OvD«flvOinioininininHHHHHrio^cf'0"Ch^r'o

CM CM CM CM CM CM CM CM CM CM CM rHrtr

»-• ininaOOOOCjOOOOaoOOODOOOC'OCiODDOOOOOOOOOOOOOOOO

aoronnK)nn>t<rvtttatvDvgvg<iiio<tvtctir<tioiOK)K)ioriinininioinu^ 

rHr H CMCMCMCMC M CMCMCMCMCM rHrHrHrHrHr H rt 

I 

CO 

Ul 

-J 

co 

U

Cm 

> 

«x 

OC 

t-r 

-X 

l 

1 -

CJ 

Ul 

_ J • 

Ul 

CO 

C

I 

J 

1 -

<t 

o 

a 

3 

Ul 

2 

t— 

t - l 

II 

U

a 

l 

Ul 

C

a 

O 

_: 

C

< 

o 

O 

II 

C

o 

^ 

o 

tr. 

J 

r -

r

a 

o 

H 

—

3 

: 

U

< 

J 

a. 

<

mi. 

t 

UJ 

a. 

•t co in ro <t 

OOK ) * • 

I rH 

•-r«-rvo\o*o.ntn

rtr-lCMO\jD>a)r~OKjCOCOK)K)*^4trth-CMCOrtCDCDvOO'>OCMK)r--KJinCMTO 

ninin*n\OsDrtioa-r*o*cM«-r*OK}K)K5i

,

^ 

CMCMCMCMC M CMCMCMCMCM r-4 r-t rt w-l r-i r-> 

OOOOOOOO O OOOOO O OO O OOOO O OOOO O OOOOOOOOOOOOO O O

(J^CJ*'*OKJMrQK>KJtr-C^{"^C^O

N vO'»OVaO'X)vO^ 

Kl KJ ro KI KI 

KJKlKlKJKlrtrtrtrtrtrtKlKlKJKJKJK l 

CO 

a

t-

• 

. 

r

1 

H 

•et 

Ul 

«

co 

-J 

i 

l or 

a. 

ar 

Ul 

CD 

z: 

2 

a 

in*x>rtcMK>^in>i)rtcM.tin*^cMarinvoi^cM<rin\D**--cMKjatinvDr--cMK^ 

^0'C)OC->OOCir<HHHrt(\l*\l(\lNC\IKlKlK)K)IOa

rtrtrtrtrtrtrtrtrtrvJCMCMCMrvJCMCMCMCMCMCMCMCM<MCMCMCMCMCMCMCMCMCMCMlMCMCMCvJCMrM 

t * vt <t <t <tinininiflininvU«J)vBvOi£r^Sr-l^

CM CM K) KJ K) K) KJ K l KJ KJ KJ IO IO K l K> KV IO K) fO K l K l K) K> K) IO KJ KJ K) K) K) KJ KJ K) K) IO IO K) K l K) K) Kl K) K 

CO 

I

o 

U 

I 

vOI"--C0'j**. Or t CM KJ*invBl*--CUCl^ClrHCMK|.a t i n v^r-- ^ 

vXJ VD VD \ 0 h- f— I*— h- "*- I

s

- I*— **- I

s

- I*- CO CO 00 00 CO CO CO CO CC CO Ov Ov 0^ Ov 0 - Ov CT» CT

1

 Ov (JV O C> C • C: O C J C« C I 

rtrtrtrtrtrlrtrtrtrtrtrtrtrtrtrlrlrtrtrtrtrtrtrtrtrtrtrtrtrtrlrtrtrtCMCMCMCMCMCMCMCMCMCMCMCMCMCMCM 

L .: 
P.5"L 

TABLE A-l. RTP STOPWATCH SELECTED VARIABLES BY COLOR & SPEED 

OBS 

217 

218 

219 

220 

221 

222 

223 

224 

225 

NUMBER 

39 

39 

39 

39 

40 

40 

40 

40 

40 

PARTIC 

23 

24 

25 

27 

22 

23 

24 

25 

27 

L,DLUK=BL 

PEAK 

ACK 5PtLU= 

PEAK_UID 

30 

30 

30 

30 

60 

60 

60 

60 

60 

0_TIME 

44 

38 

38 

38 

70 

67 

65 

66 

67 

R.TIME 

30 

30 

30 

30 

75 

75 

75 

75 

75 

RM9 

6.29167 

6.29167 

6.29167 

6.29167 

9.08333 

9.08333 

9.08333 

9.08333 

9.08333 

A-8 
IJ

a 

J 

UJ 

o. 

co 

or 

_

o 

J 

C

o 

J 

cn 

cr« 

z : 

or 

lOlOlo^l^^oooooo^^^•^^^^^^•^^f-ooooooK)K)K)lOK)^]^^l

s

•^^^ooo

COCOCOCOlXJOiaOOOCaralraJrHrtrtrtrHrtrHrtrtrHOOOOCaCJKJKJKJKJKJIOvOv O 

ooooooooooo*^"^c^l^l^l^<f**vt*^flnlnlnlnlnlnlOlOK)K)lonrtrtrtrtrtrt^

NcvicvjMNioinioinininr-NNh-NsininininuiiflNNi^NNr^covO M 

OOOOOC\IC\l«Nl\IC\|HrtHHrtHrtHHHrtrtvO\BvB>OvBvflininUlininin*OrllOrlrOK ) 

CMCMCMCMCMCMCMCMCMCMCMCMCMCMOJCMCM<t-<*-<t<ar<ta r CMCMCMCMCMCMKJKJKJKJKJK l 

LninininioooooooininininininininininioinooooaoininininLninoooo o 

**>»r**l

>

--'---.^CMCMCM / CMCMCMOOOOOOCMCgCMCMCMCM*OKJK)KJKJKjr O KJKJKJKlKlrtrtr t 

rtHHrtrtrtHHHrlHrtCvJlMMlMWlM rt r l r l rt rt rt CM CM CM CM CM CM 

Ul 

co 

c

-J 

u 

o 

«-t 

• H 

ar 

U

a 

> 

< 

l 

rCJ 

UJ 

U

-J 

J 

co 

C

I 

J 

a

3 

< 

t— 

. 

o 

< 

CO 

i— 

t ill 

U

a 

l 

U l 

C

a 

O 

U l 

t -

3 

X 

rt 

II 

or 

_

o 

J 

C

o 

J 

r -

C

o 

l 

l-H 

J

3 

C 

U

< 

J 

<

-C 

a. 

t 

UJ 

a. 

vXJ|->-r^vO«^CMCM*IOrtCMO^OO^COaOO^rtO|OOJOrtrtCMKJrtCMrtrt<rKJOrtCM » 

l*~l*--|---r«CO<MCMCMCMCMCMC00^CUCOC0C0.'OKJKJK)KlKJK ^ 

r-l r-i r-t rt r-i r-t CM CM CM CM CM OJ rtrtrtrtrtrtCMCMCMrtCMrt 

in.ninioinooooooooooooininin.nininininin.nininin.ninininini'-Joooo o o

i*»"^**-*^l^M3si)vOvjj\OvDcj^o^ovo^o^cj*vr-a"^r^r^r~ 

CM CM CM CM CM CM KJKJKlKJKjKlCMCMCMCMCMCMKJKJKJKJKJKJKlKJKJKJKJK J 

r i 

t ; 

co 

a. 

ac 

i 

cu 

•4 

or 

a

< 

. 

U

oc 

J 

a; 

cM*oinNOr~cMKj«tin'aOi*~cMKiatix>vDi*--cMKJ*invni*--cMK ^ 

CMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMOJCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMC^ 

CO 

O 

rtrtrtrtrtKJKJ*OKiKjKj.tj-<f .* <r •* tinijnujininuiv J p s /)vijvOvo\oi^r--i--r--r^i*~cxjcoco » 

*-r«-r***-***t'-t<t<»-a*r-«r<t'-r< t •t«*<r«t<t«r<»<t<t<t-«t<t'*a-t«- » <t *t- -*t •» •» <t <t *t <t <t <* <

\D I*- CO 0< t

-

-" r i CM KJ •» i n «J) t - 00 Ov t J rH CM Kl at i n \i) r- CO Uv •" > rt CM KJ •* i n vfa I— CO fl*v •'.-> rt OJ IO <t Ul <J) I

s

- CO 

cMCMCMrviKjKjKjKjKjKJKjKiKiKiii - «t <t •* <r t <t <t<t a?uiujuitnirjinijou')iriuiv0<>0\OvijvUv0vUvOv

CJ CM CM CM CM CM CM CM CJ CM OJ OJ CM CM CM CM CM CM CM CM CJ CM CM CM CM CM Ol CM CJ CM CM CM CJ CM CM CM CM CJ CM CM CM C«| C

L.-_ 
cr> lOlOl^lO*OlOlOlOr^lOr^l^^lrt^^^'^^^oooooo^r-•^^^^^^^^^^^^^^

*E *ocoo(oco'ocooiOriio*o"OrO>ovOvOvDvOvDinininn 

or oo<n*nij*!.nininoccomconcovovo-£vo<ij\oi ^ 

N**-«j«tat«tat*intnioinininrirtrtHHHioioiOririroii\(r*r^tr^. ^ 

i

o 

u 

ui 

o. 

vt 

va>jD*<t*<r<t<-rcjcMCMCMCMCMrtrtrtrtrtrtr--r--r--r--r--

rOMIOIOKJrOCvlOJCMCMCMCJrtrtrtrtrtrtrtrtr-lrtr t 

•JDVOVO-JJVOVOVONO-OMJSOVOKJKIKJ

CMCMCMCMCMCMrOKJKJKJKJKJCMCMCM

or 

o 

ooooooociooocjooooooooooooDoinioininirinooooooonoocju

KJ KJ 00 00 CO CO 00 COCJV ^Ch^C^IPvDvflvOvOvDvO^^rjv'h'hirrllOIOIOPlrlCO S 

•Hr-lrlrHrHr l r

C

o 

J 

co 

CO 

o o . cj-vvo.nr^invoor--rtatoK)rOrti»ortKjoK>«inr^<t<raor--r~-cDun 

lONi-jcocococoisco^Ch^ih^vSvOvOvSvOvSr^r^ 

_j in 

co -x 

u

a 

> 

•X 

oc 

-x 

i 

iCJ 

UJ 

II 

u

a 

i 

ui 

a. 

co 

ui 

U

•X 

-C 

J 

a. 

OOOOOOOOOOOOOOOO O OOOOOOOOOO O OOOOOOOOO O OOOO

*O*OV£V>3V0VOV0VOKJKJKJK1KJKJVO\0VO\0VI)V0KJKJKJKJKJKJV£V ^ 

UJ *-• 

CO X 

3 

X 11 

CJ or 

t— o 

< -J 

3 o 

a o 

o 

it: 

a

u 

•x 

. 

rtrtKJKJKjKJKJKlKjKlKJKJKJKJ KJKJKJKJKirOCMCMOJrMCMCMCMCMCMOJCMCMCMCMCM

CJ 

Q. 

r- or 

a

-x 

. 

lOM3r-iCMKJ«ain'»Dr-ICMKJ<tinvOrtCMKJ<tin'rrtCMKJ«tu*lvJJrtCMK ^ 

I 

CD 

or 

ui 

CO 

3 

X. 

O O rt rt rt rt rt rt C4 CM CM CM CM OJ KJ K> KJ K) IO KJ «*<»- «r -st 4<tir)inininUlinv>0vOvj0v0viJvOi--.-,-

ininuiioinininininininLnininininaninuiinininininuii n 

Nr-r-

co 

CO 

o 

i>'0^ort(\iio*tnvi)r«cocr'Orir^K)atulvi)r-coo

>

cjrt(\iiOvtif ^ 

*-• I * N CO « CO CU CO CO CO CO O) CO ^ Ch 0> 0- ^ Ov 0> 0> ( T 0 ' t ' I' ' •' ' <"• a.? <-.l •' * «--• C t > rH r l r l r-t r-l r-t a-l rH 

OJCMCMCMCMCMCMOJCMCMCMCjCJCMOJCJOvJOJCMCJCvJCMlMfOKjrO'OKJIOIOh J 
ON 

U

a 

J 

a. 

co 

»S 

or 

C

o 

o 

J 

m 

cr 

Z. 

or 

UJ 

z: 

KjKjioroKj.3c3C3oc>o"*--i*--r>.r^*-~*^i^r--i*--r*r~t--r-r--i^t^r--*--Kj 

KiioionnoooooortHrtrtrtrtvDvoiiivDvjjvOvOviivgvgviiviicoaiococo o 

IO«vTJCOCOOOOOOOr^^CJ>(h^*hJ)vDvOvl)vOvOrtrtHrtrtHinini ^ 

inininininininininuiincMCMcMCMCMCMvOvOvOvOvij>ocTvi^ 

•t<T<tat<ttj)>Oviivoo\avOvOvj)\ovOvD^^^^^ch

0 0

ooooini ^ 

rt rt rt rt rt rt ininininUlinCMCMCMCMCMCvlCMCMCMCMCMCMCM

aooooooooooooooooininininininininininininininininirininininioiOL

IOIOr«lrJn*r^lhf>*h^'OrOrlfOiOrOat*»t*<tit

IMCMCVICMCvKMrtrlrlHHrtrtrtHrlrtr

» 

CO 

Id 

C

-J 

O 

U

a 

> 

< 

oc 

*-t 

-X 

l 

C

K 

J 

ui 

1— 

co 

*t 

I

u I 

U

o 

l 

Ul 

a. CO 

Ul 

tlo 

o 

H 

U

-X 

IC 

3 

J 

a. 

rjo(\ittH^voi>-NvO\oinrioiio*OHvt<tinatarvgoNNvO

i

^ 

KJKJ.»OKJCMCOO^O>Ov^O^«*KJKJKJKJKJKJKJrOKJKJKJ^COCO 

tslt^Csltsli>m^rrt't^^r^r-\rir-\r-\r^T-\r^T^r-\r-trtT^r-\--t--\r-tr-trt 

ooooDininininininooooooininininininooooooinininininininioinininini n 

KjKjroKj*o<r<i- •tat*4tro*oiOro*OriririHrtrtrt*h^chc*>r/viT>'ar*tat « & <t <t *t •» *• » <tr

co 

C

X 

J 

II 

or 

o 

JJT 

< CM CM CM CM CM CM CMCMCMCMCMCMKJKjrOKJKJKJKlKJKlKJKJIOKJKJKJKJKJKJCMC

t ; 

1- ' 

Q. 

c

yO 

o 

Q. 

I -

or 

<x 

I 

UJ 

to 

•ct 

o 

o 

or 

c

a. 

-x 

o 

z: 

C

2 

O 

LD 

o 

CM*o<rin\OrtCMKj«-riiovortcMKj<ru-JvortcjKj»tinvOrtcMKi*invDrtcMK)at 

HHHHHHHHHWHHHHrtHriHHHHHHHHHHHrtHHHrtHrtrtC\l(\INN(\jH(\|(\IN

C)*v Ov 0- Ov (^OO O r.i oc. l rtrtrtrtrtrtCMOJOJ CM CMCMK)K)hJI O hi Klata * .t 

inininininvaOvOvjjvOvaOvovijvOvOvxivOvjOvjDviDvOvOvovOvOvOv^ 

rtcMKictuivoi

s

-coir>'--'r

CC Ov CJ r l CM KJ <J- U l vO f— CO 0*v O rH CM KJ <r m \ 0 f - 00 CT- CJ r l CM K) t II I vD N 00 0 ' " rn\ j n vr U ' HI r vu u 

WCVjlOrOlOIOrlpJrOlOIOrO*vtat4-|-vtvtvt»*|tlUliriini ^ 

KlKlKlKJKJKJKJIOKJKJKJKlKJKJKJKJKJKJKlrOKJKJKJKJKJKllOKJIOKlKlrOKlrOKJKJKJKJKJKJKjrO
P.58 

•"'•jf^w 

TABLE A-l . RTP STOPWATCH SELECTED VARIABLES BY COLOR & SPEED 10 

OES 

379 

38C 

381 

382 

38 3 

384 

385 

386 

387 

388 

389 

390 

391 

392 

NUMBER 

7? 

79 

142 

142 

142 

142 

142 

142 

165 

165 

165 

165 

165 

165 

PARTIC 

26 

27 

22 

23 

24 

25 

26 

27 

14 

22 

23 

25 

26 

27 

COLOR=UHITE 

PEAK PE 

2 

2 

2 

2 

2 

2 

2 

2 

2 

2 

2 

ro 

2 

2 

AK_UID 0_TIME 

75 

75 

75 

75 

75 

75 

75 

75 

75 

75 

75 

75 

75 

75 

153 

158 

155 

159 

159 

162 

156 

155 

165 

163 

165 

162 

152 

164 

R_TIME 

150 

150 

150 

150 

150 

150 

15C 

150 

165 

165 

165 

165 

165 

165 

RM9 

26.833 3 

26.833 3 

32.416 7 

32.416 7 

32.416 7 

32.416 7 

32.416 7 

32.416 7 

29.625 0 

29.625 0 

29.625 0 

29.625 0 

29.625 0 

29.625 0 

A-12 
o^ ^^^^^^^^^^^^^^^^^^ooocolOlOlnln^^^^^lOlOlOlOlo^^^^^oc)

z: HHHHrtHHrtHrtHrtrtrtHHHHininininunioKiiOKirtrirtHHioioioiOKivijvovoviiviiin

cc c*^cjvchChChChat<rt<t<t<t<r<t<^<tt<rcMcjcMCMCMi<iior^ 

(\iN(\ic,i\ii\ioooooooooooovOvOvi)vDvOa)con(ov)inLn n 

ovchchCh(hovinininininu-)«t«t<ratar<tcococDcocoojcMc^ 

CMCMCMCMCMCMCMCMCMCMCMO J CMCMCMCM rtrtr

UJ 

o. 

CO 

«6 

or 

_

o 

J 

C

o 

J 

>-

c

m 

o 

ui 

_ j 

CO 

•et 

l-H 

or 

C

> 

J 

id 

ui 

3 L 

Ul 

II 

U

o 

l 

u> 

C

a 

O 

inuj*nininijoin*f>ininininooooooooc>oooc»ooinininininoooooinuiinin

*»N*«vNNr*Ov^*h*h^thl»CDcOCOCO(DvOvDvOvDvOCO » 

HNinvtriicoi*'orjvo^HSO'ochns(\i>oiOvD<rh<tv D 

Nr-ShcoNcor^vijr^ocoo^iJVriino^NvDvoinv ^ 

rt rirtrllMrirtrtrt rtlMrt r l rH rH CM rt r l rt rt 

u

-X 

-C 

i 

o_ 

OOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOO O OO

IOIOlOIOp1IO(r^*h'h^'l<v0vD\llviliCvD\0vOvOvSv0v0v0\ 0 

CO 

C

X 

J 

«

I— 

* 

r

o 

a 

3 

-

co 

Q. 

I -

or 

a

n 

r 

_

o 

j 

u 

o 

o

u 

-X 

r 

a 

< 

CMCMtMCMtMCMCJCMCMCMCMCMKjrOrOKJKJKJ KJ KJ KJ Kl KJKJIOKJKIKJKIKIIOIOCMC

•toiioin>or^<fcjKjijnvijr*-*CMKiinvor--<rcMKiinr--cMKii ^ 

rtCMCMCvlCMCMrtCMCMCMCMCMrtCMCJCvJCMCMrtCMCMCMCMCMCMOJCMCMCMCMCMCMCMCMrMCMCMCM 

I 

<t 

CO 

u

oc 

i 

UJ 

2 

Z-t 

31 

rtHrtrtHrtf\|"vl(\IC\|(\|WiOKllOIOK)K)4 4tvtvrvtv!)vOvOvDNS^Sh O 

r--r--r^.^*---r»**-i*^r'--r*-i*--**»r--r--r--^r--r'-r--r--'--* ^ 

co 

OJ 

o 

iOstuOvfliv-(Dr^oH(\jivovtiriviir^co(rortrjiOatinvor--ooo^ 

CT* Ov Ov fj» OV Ov Ov C J O r i O t ' O C l C I O C I rt rt rt rt rt rt r l rt rt r l N (\| N f j W IN N IN Cvl N K) K) K l K) K) K

'OK)ioioioriio»<tvt**4t4tit<fvt4vfvt<rv'<r<tvtvtvt<t*atvt*vtvtvt«tvtvt * 

L_J 
I

D 

d 

UJ 

O. 

CO 

C

o 

J 

m 

ov 

z: 

or 

ui 

lOlOlOlOK)KlK)K)K1l

>

•^^^^^oooo'Jo^•^^^^oooooo^^^^^^^^^^^

COCOCO*OK)IOK)KJKJr-lrHr4r-lrHr-lininininininvOvO<aOvOvO>* 3 

ininin*0*0*OKJKJKJat-t«t«t-t»tr-ar*l*--**~l^^rH»^r<rtr-IOt3C30CDOM ^ 

<r<tatnnnnnKiooooooK)ioionioiOvt4atvr<roooooortrtrtrtrtrtvDt{iOvti

NNSiiiinininininooooooininininin'inriiOrjioio'Ocoffli-oco » 

r-t r-t r « r-lrlr-lrtt-lrt ra-lrtrtrtrtrtrHrtrtrtrtrtrHrtr-lrtrtCMCMCM

oooooooooininininininooooooininiiiinipopDoooininiPininininini n 

€McgixjKjioro*OKj*^r*-i^i^*^r~KjrorOKjKjKji3oc^ooc ^ 

rl rl rtrtrtrtrtrtrtrtrtrtrt r-t r-i r-

CM 

| r-l rt rt 

CO 

UJ UJ 

-J rIXJ 2 

H invoooh>inr^rOKj.tovo<tinvo*->coo^r*-ovcooocMocMiri<t<trt a 

cM«*m(-oa-rKJKJ<t-«-t ooveo*or^Oro*riioatioNWrt(>ifAjio*ri4-iino\oi<viicoNin N 

| r l rt r l t-t r-t r l rt rt rt r l rtrt H rt r l rt rtrtrt(\

or 

U

a 

> 

-x 

J 

c

i— 

j 

UJ 

II 

I

Q 

d 

I

a 

d 

to 

**: 

ui 

a 

O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O 

v0»4Jv0*OIO*O*OrOKJr0IOKJKjKJKjKJKJKjKjKJKJ0^0V0^^0v>0'JJvJ ^ 

Ul l-H 

CO X 

Q

o 

X 

. 

C

O 

O 

a

I 

. 

Id 

CO 

II 

or 

-

o 

j 

C

o 

J 

U

•X 

-C 

J 

a 

CM CM CM CM CM CM CM CM CM CM CM CM CM CM CM KJKJK

or 

a

< 

. 

ar 

UJ 

CD 

z: 

C

vt 

U 

o 

in»i).^cM.o<rinvoi"

,

-CMKj.tinvi>i

k

--cM.o-tin'JJ**--

CMCMCMCMCMCMCMCMCMCMCMCMCMCJCMCMCMCMCMCMCMCMCMCMCMCMrtrtrtrtrtrtrtrtrtrtrtrtrtr t 

HHHwwi\iNwc\iK)K)W*OK)natvt**vtvtinininuiLnvi)\Ov0vi)v o 

COCOCOCOCOOOCOCCCOCO(00)CO(»ffiCOCOCOCCOOCOCOCOCOI30CO» 

*ifivjof--ooc)*vOrtCMKj<ttnvor^cjja-ortC4Kj<tinvj-)r-aoo ^ 

<t«*«t«***inin.nin.nininirjininvDvfivovjovOvo\Dvjo ^ 
u

o 

i 

a. 

co 

ar 

C

o 

o 

J 

0 3 

co 

Z . 

or 

UJ 

3Z 

Kj.KjiOKjro*o*OKjroroKjr*-r^**-**»r^^-i*~*^i-v-|v-a| ^ 

COCOCOCOCOCOCDCOCOCOCOrtrtrtrtrtrtv0v0«Av£vOvOrtrt 

oooooininiflUJiiOinrjvcjvrjvrjvr^rjVrtHHrtrtHrjvrjvr^^ 

CMCJCMCMCM«t«**«T«ta*l^*^*>--r^*«-r^^t^C^^C^*^ 

CMCMCMCMCM**-r«-r».h-"*»r*-rtrtrtrt 

r^r-lr-tr-ir~lr4r-\r-lrrtTrtTn\rttnm 

rtrtinininininmrtrtrtrtrtrtgavovij 

VO vDajKJKJKJKJKJKJr

rtrtrtrtrtrtCMCMCMOJ

oooooininininininooooooooooooooooooininintnininooooooinuiunin

^^rjv^^*a*<tat<t*trjv*hrjv^^rjvCAic\jivi(\iw 

rtrlrtrtrtrtCMCMCM.CMCMCM rtrirtrtrtrtrtrtrtrtrtrlrlrlrtri 

Ul 

vfloo^rt<trtojrtrt.trtv£cMinooui<ro^voior^voocTNrtr--Lnroi^ 

r-t

rtr^rtKJrtlJ0ininva0COM3COC*0**~O^rHC0KJa*^CMat«tCMI-~^ 

 r-t ri r-i r-i r-t rtrtrtrtrlrtCMCMCMCMCMCM rtrtrt r l 

CO 2 

< rt 

rt II 

or o 

•X UJ 

-> U l 

0 . 

a co 

UJ 

i -

CJ 

ui ui 

-i *-

Ul rt 

CO X 

3 

X II 

CJ oc 

r- O 

< -J 

3 o 

O. CJ 

C

o 

O 

OOOOOCJOOOOOOOOOOOOOOOOOOOCJ O 

*-

o

• 

r 

«

1 

H 

U

-X 

l 

_J 

co 

-X 

a

*x 

ac 

. 

ar 

Ul 

CO 

ac 

2 

Z3 

JlT 

«

-C 

t 

C J 

OOOO O 0 0 0 0 000000000000000000 0 0 0 00000«^OOOCJ0017

nriwnrO*OrjioniOrj(rrjv*hrj>rjvr^»D>^ 

o

KJKJKJKJKJtMCMCMCMCMCM CMCMCMCMCJCMKJKJKJKJKIKI KJKJKlKlKJKJCMCM

c>jiotinvDH(\iio*invDrtNritinvcrt(\iio<tinvflrtc>jK) t 

C

rtrtrtrtrtrtrtrtrtrtrtHrtrtrlrtrtrtrtrtrlHrtrlrtrlrtrtrtrlrtrlrlrlrtrtrtrtrtrtrtrlrtrlrlrlrlrlrtrlH 

J o O O r> r-l rl 

ov o*v o> ov o> 0^ Ov 

rl r-l 

0*v ort OJ CM CM CM OJ Cl K> KJ Kl KJ K) KJ at - t <t <t <t atinUlininininvOvI>\Ov£<v0\X)C0C0

rjNOvOvo-vovo^o^cTvci*vcrvo^cr»tj^c*

s

c-^c)^c*^c*

N Ovcr,

crvci* ^ 

co 

a. 

o 

CO 0> Or-I CM K) <t .n«fil*--m0VOrtCM*0.tinv0.'a-C»0vOrtCMKJ<tiTlvJ^ 

0> CT> C. "••"-» O fl. O Cl O «••> O «"» rt rH rH rl rl rl HHrtrtNC\lt\iriC\jrxirgiNNCvJKlK)IOK)K)K)IO

-t<tinininininininininininuiinininininuiinininir)uiinininini ^ 

in \o fo> & o> 

* -* <r * <t mi n m m 
P.62 

TABLE A-l. RTP STOPWATCH SELECTED VARIABLES BY COLOR & SPEED 14 

OBS 

546 

547 

548 

549 

550 

551 

552 

55 3 

554 

NUMBER 

°9 

99 

100 

100 

IOC 

100 

175 

175 

175 

COLOR=UHITE SPEED=INTE 

PARTIC PEAK PEAK WID 0 TIME 

15 

16 

13 

14 

15 

16 

22 

23 

25 

2 

2 

2 

2 

2 

2 

3 

3 

3 

90 

90 

30 

30 

30 

30 

60 

60 

60 

204 

170 

61 

61 

78 

53 

217 

196 

193 

R_TIME 

195 

195 

60 

60 

60 

60 

195 

195 

195 

RM9 

23.3333 

23.3333 

9.3333 

9.3333 

9.3333 

9.3333 

22.1250 

22.1250 

22.1250 

A-16 
•I 

1 

[ 

f 

[ 

r 

• 

r" • i 

j. 

i 

ir. 

i" 

t 

I 

i. 

[' 

1 1. 

1 L 

i- - [' 

[ 

L 

L 

L 

L 

BS 

1 

2 

3 

4 

5 

6 

7 

8 

9 

10 

11 

12 

13 

14 

15 

16 

17 

18 

19 

23 

21 

22 

23 

24 

25 

26 

27 

23 

29 

30 

31 

32 

33 

34 

35 

36 

37 

38 

39 

4C 

41 

42 

43 

44 

45 

46 

*7 

48 

49 

"0 

- 1 

TABLE 

NUtfBER 

i 

1 

1 

1 

1 

1 

2 

2 

2 

2 

2 

a - * 

3 

3 

3 

T 

3 

3 

4 

A 

4 

4 

A 

A 

c 

c 

5 

c 

5 

c 

6 

6 

6 

ft 

6 

6 

7 

7 

7 

7 

7 

7 

8 

8 

8 

8 

8 

8 

cp 

a 

c 

A-2 . RTP 

PARTIC 

22 

23 

24 

25 

26 

27 

22 

23 

24 

25 

26 

27 

22 

23 

24 

25 

26 

27 

22 

23 

24 

25 

26 

27 

22 

23 

24 

25 

26 

27 

22 

23 

24 

25 

26 

27 

22 

23 

24 

25 

26 

27 

22 

23 

24 

OR 

a*. -»* 

26 

27 

22 

23 

24 

-

FREQUENCY 

. .. . - • - : 

SELECTED VARIABLES BY COLOR & SPEED 

PEAK PEAK_WID 

3 

3 

3 

3 

3 

3 

3 

3 

3 

3 

3 

3 

3 

T 

•w 

3 

3 

3 

3 

2 

2 

2 

2 

2 

2 

3 

3 

3 

3 

3 

3 

3 

3 

3 

3 

3 

3 

a 1 

1 

1 

45 

45 

45 

45 

45 

45-

90 ' 

90 

90 

90 

90 

90 

90 

90 

90 

90 

90 

90 

75 

75 

75 

75 

75 

75 

75 

75 

75 

75 

75 

75 

45 

45 

45 

45 

45 

45 

75 

75 

75 

75 

75 

75 

60 

60 

60 

60 

60 

6? 

15 

15 

15 

ortatu-r M O i 

0_TIME 

45 

45 

45 

45 

45 

45 

270 

270 

270 

270 

270 

270 

240 

225 

225 

225 

240 

225 

225 

225 

225 

225 

225 

225 

150 

150 

150 

150 

150 

150 

135 

135 

165 

135 

135 

135 

75 

60 

75 

75 

75 

75 

195 

210 

195 

195 

195 

195 

15 

15 

15 

A-17 

R_TIME 

45 

45 

45 

45 

45 

45 

270 

270 

270 

270 

270 

270 

240 

240 

240 

240 

240 

240 

225 

225 

225 

225 

225 

225 

150 

150 

150 

150 

150 

150 

135 

135 

135 

135 

135 

135 

75 

75 

75 

75 

75 

75 

195 

195 

195 

195 

195 

195 

15 

15 

• 15 

0M9 

12.5000 

13.9583 

11.4583 

10.C000 

10.8333 

11.8750 

51.2500 

63.7500 

49.3750 

41.4570 

54.1641 

45.0000 

41.4570 

55.0000 

33.3320 

34.7891 

50.0000 

35.6250 

43.7500 

55.4141 

3 0.8320 

35.0000 

48.5391 

36.6641 

25.4141 

39.1250 

17.7070 

23.3320 

27.7C70 

21.8750 

26.8750 

34.5820 

23.3320 

24.3750 

29.3750 

24.5820 

14.1665 

15.4165 

11.8750 

13.9583 

11.8750 

13.1250 

38.5391 

50.000Q 

28.5391 

31.2500 

40.0000 

31.2500 

5.2083 

5.0000 

4.7915 

TTT-'. . 

15 

RM9 

11.2915 

11.2915 

11.2915 

11.2915 

11.2915 

11.2915 

51.6641 

51.6641 

51.6641 

51.6641 

51.6641 

51.6641 

44.7500 

44.7500 

44.7500 

44.7500 

44.750C 

44.7500 

44.3750 

44.3750 

44.3750 

44.3750 

44.3750 

44.3750 

29.0820 

29.0820 

29.082C 

29.0820 

29.0820 

29.0820 

29.3750 

29.3750 

29.3750 

29.3750 

29.3750 

29.3750 

16.6641 

16.6641 

16.6641 

16.6641 

16.6641 

16.6641 

37.0820 

37.082C 

37.0820 

37". 08 2 0 

37.0820 

37.0820 

7.2500 

7.25 3 0 

7.2500 
P.64 

TABLE A-2 . RTP FREQUENCY SELECTED VARIABLES BY COLOR & SPEED 16 

SS 

52 

53 

54 

55 

56 

57 

58 

59 

60 

61 

62 

63 

64 

65 

66 

67 

68 

69 

70 

71 

72 

73 

74 

75 

76 

77 

78 

79 

80 

81 

82 

83 

84 

85 

86 

87 

36 

89 

90 

91 

92 . 

9? 

94 

95 

96 

97 

98 

99 

2 **• 

:i 

~:2 

NUMEER 

9 

9 

a 

13 

10 

10 

10 

10 

10 

11 

11 

11 

11 

11 

1 J 

12 

12 

12 

12 

12 

12 

13 

13 

13 

13 

13 

13 

14 

14 

14 

14 

14 

14 

15 

15 

15 

15 

15 

15 

17 

17 

17 

17 

17 

17 

18 

18 

18 

18* 

18 

18 

PARTIC 

25 

26 

27 

22 

23 

24 

25 

26 

27 

11 

12 

13 

14 

15 

16 

11 

12 

13 

14 

15 

16 

11 

12 

13 

14 

15 

16 

11 

12 

13 

14 

15 

16 

11 

12 

13 

14 

15 

16 

11 

12 

13 

14 

15 

16 

11 

12 

13 

14 

15 

16 

PEAK 

1 

1 

1 

3 

3 

3 

3 

3 

3 

t 

2 

2 . 

2 

2 

2 

2 

3 

3 

3 

3 

3 

3 

2 

o 

aV 

2 

2 

2 

2 

2 

2 

2 

o 

2 

2 

.OR = bLA(-K 

PEAK_WID 

15 

15 

15 

45 

45 

45 

45 

45 

45 

60 

6 3 

60 

60 

6C 

60 

90 

90 

90 

9C 

90 

90 

15 

15 

15 

15 

15 

15 

60 

60 

. 60 

60 

60 

60 

90 

90 

90 

90 

90 

9C 

90 

90 

90 

90 

90 

90 

75 

75 

75 

75 

75 

75 

SPLEaDSr* A! 

0_TIME 

15 

15 

15 

135 

135 

135 

135 

135 

120 

60 

60 

60 

60 

60 

60 

90 

90 

90 

90 

90 

90 

30 

30 

T f-1 

<v •» 

30 

45 

30 

180 

180 

180 

180 

180 

180 

90 

90 

90 

90 

90 

90 

180 

180 

195 

180 

180 

180 

150 

150 

150 

15 0 

150 

195 

R_TIME 

15 

15 

15 

135 

135 

135 

135 

135 

135 

60 

60 

60 

60 

60 

60 

90 

90 

90 

90 

90 

90 

30 

30 

30 

30 

30 

. 30 

180 

180 

180 

180 

180 

180 

90 

90 

90 

90 

90 

90 

180 

180 

180 

180 

180 

180 

150 

150 

150 

150 

150 

150 

CM9 

6.2530 

3.9583 

7.2915 

21.2500 

27.0820 

15.8333 

18.5391 

24.3750 

17.9141 

14.3750 

10.6250 

8.9583 

8.9583 

11.0415 

8.5415 

19.7891 

18.1641 

11.6665 

14.5833 

19.3750 

10.8333 

9.3750 

9.3750 

8.5415 

7.5000 

14.1665 

7.2915 

34.1641 

32.5000 

20.6250 

21.6641 

26.8750 

22.0820 

20.6250 

19.3750 

13.3333 

i2.9165 

18.3320 

11.4583 

33.9570 

36.0391 

32.5000 

25.6250 

39.5820 

32.2891 

29.1641 

31.6641 

30.0000 

23.7500 

31.6250 

33.1250 

. RM9 

7.2500 

7.2500 

7.2500 

24.2070 

24.2070 

24.2070 

24.2070 

24.207C 

24.2070 

10.0833 

10.0833 

10.0833 

10.0833 

10.0833 

10.0833 

16.375C 

16.3750 

16.3750 

16.375C 

16.375C 

16.3750 

6.4165 

6.4165 

6.4165 

6.4165 

6.4165 

6.4165 

32.9570 

32.9570 

32.9570 

32.957C 

32.9570 

32.957C 

16.0000 

16.0000 

16.0000 

16.0000 

16.0000 

16.00C3 

36.8320 

36.8320 

36.8320 

36.832C 

36.8320 

36.8320 

29.7500 

29.7500 

29.7500 

29.7500 

29.7500 

2 9.750? 

A-18 
P.65 

TABLE A-2 . RTP FREQUENCY SELECTED VARIABLES BY COLOR & SPEED 17 

5 8S 

103 

104 

105 

;06 

107 

108 

109 

.10 

111 

.12 

.13 

.14 

NUMBER 

19 

19 

19 

19 

19 

19 

2 0 

20 

20 

20 

20 

20 

PARTI C 

11 

12 

13 

14 

15 

16 

11 

12 

13 

14 

15 

16 • 

PEAK 

3 

3 

3 

3 

3 

3 

3 

3 

3 

3 

3 

3 

-UK*** BLACK 

PEAK_WID 

15 

15 

15 

15 

15 

15 

30 

30 

30 

30 

30 

30 

0_TIME 

45 

45 

60 

45 

45 

45 

120 . 

90 

90 

90 

90 

90 

R_TIME 

45 

45 

45 

45 

45 

45 

90 

90 

90 

90 

90 

• 90 

OM9 

10.8333 

11.4583 

13.1250 

8.5415 

10.2083 

13.5415 

20.2070 

14.1665 

13.7500 

10.2083 

13.1250 

16.0391 

RM9 

10.0415 

10.0415 

10.0415 

10.0415 

10.0415 

10.0415 

14.1250 

14.1250 

14.1250 

14.1250 

14.1250 

14.1250 

[ A-l 9 
CO 

c

m 

o 

U

u 

o 

J 

OL 

CO 1 

. 9 1 

or 

a

O 

d 

C

o 

J 

OV 

JE 

or 

0*> 

a: 

U

o 

l 

z: 

OOOOOOOrtrtrtrtrtrtOOOOOOUJtfJintflintfJOOOOOOintflintflintnOOOOOOK

ooooooot>f«ttvtvtininiiiinininvOvo>ovOvDvi'intnuii^aninHHrtrtrtHooooo

CDCJOf3f3OOv0\0v0v0\0v0fMCMCMCMCMCMM3v^v0vI)v0s0l*--l**-**--r- ^ 

C3t3OC-IC3OC3rHr-lrHr«rHaHrlrlr-«rlr-lrHr-lrHrlrHr-trHC0C0c0C0C0C0*^"^r-r---r ^ 

a-f *$- <t tt a9-at«T0vO**OvOVOv0vO*>O*0**OvO

> i O v o 

CMfNIrMCMCMfMCMCMCMfNICNIfMCMKJKjrOKJKJKJrt 

ooooooooooininintntfJinooooootMC

rtrtrtrtCMOJCMCMOJCMrtrtrtrtrtrtCMCMCMC

oortocoooortrtoooooriaocjK)iriinainoK)rtriooooinoortOKiaoooinio

i^i*»cr»cMC3i/jfMiniri7*cMininin**--ti^ivTJtfJcor-ivoin^ 

CJ|nC0Cttf0CMajfMKJKJC0*^l^fMinaJJUlCMr*C><tr-ir^0vf3OC0KJfMCMI ^ 

CM<XtCMClKJ<£l3rtOininKJKJM30^viJ>tvOKjrv>tfJOVaOCMOCMCMUlrHrtKJr t 

•OHC\iNHOr«covDio<r^«tijiiOvOvDo^r»cor«H(\iainNcbcoiOvt n 

CvlCMCMrtCMfMrtCMCMfMCMCMCMKJKJCMCM'ttCM rtrtrtrtCMrtrtCMrtrtrtrtrtrtrlrtrtrtrtCMrtrtrl 

uiuiuiinuiininooooc->oininininininooooooooooooooooooininintnin

vO<£<i)M3vj)vv>o>vj3cocococDaocoininuiininino^o^o^ch 

rtrtrtrtrtrtrtrtrtrtrtrtrtfMCMCMfMCMCM rtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtr

UJ 

CO 

** 

r-H 

or 

>

-X 

• 

i

a 

d 

r -

I

u 

d 

- J 

U l 

co 

>-

CJ 

U

2 

J 

_» 

I

3 

d 

or 

u 

l2 H 

11 

i

a 

d 

UJ 

a. 

CO 

JC 

«*

o 

t 

_ i 

OJ 

l l 

01 

C

o 

J 

o 

J 

UJ 

z: 

. •—i 

i— 

l 

3 

rt 

o 

o 

1 

JC 

«* 

I d 

J

a. 

C 

•a 

i d 

a. 

oinioooooinoininiJinooooocioiriODODrjininiriinociooinin a in in in in o 

r^rOv0C0fO00in^C0C^viJC»3C^at>tata»-tl

k

--M^ 

CMrtrtrtrtrtrtrtrtrtrtrtrtCMCMCMCMCMCM rtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrt 

O OOO O OOOOOO O 0 0 0 OOOOO O OOOOOOOOOOOOOOOOOOOOO 

vOMJvJJa^v^sO^-aOvOvvOvaOv^vOO^'O^O^O^O^O^KJKJKlKJKJKJvOsOMJviJv ^ 

CM 

CO 

•rf 

KlKJKJKJrOKjrOKJKirOKJ-OlOKlKlKlKlKlKlCMCMCMCMCMCMOJOJCvlCJCMCMCMCMCMCMCMCMKJKJKJKJK

or 

Q

< 

. 

CO 

c

3 

o 

OJ 

o 

C

rtHriHrtHHcviN(\iNt\iNKinK)toioiOat<tatvtvt*inininioininv0v0vfl 

rtCMCMCMCMCJCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMOvJCMCMCMCMOJCMCMCMCMCMCMCMO^ 

rtCMiOatinvoi*~cMKjatuo«aor--cMKjatinvijr^cMro.tujvi)r-CMKj*invi)i^ 

M CM CM CM CJ CM CM CM CJ CM CM CM CM CM CM OJ OJ CJ OJ OJ OJ CM OJ OJ OJ CJ CM (M CM OJ CM OJ CM CM OJ OJ CM Ol CM CM CM C

invo*-a>ca^ortCMio*.nvor''ac-DCj*>ortCMKj.tinvjor~« 

r

rtr^rtrtrtCMCMCMCMCMCMCMCMCMCMKJKJKJKJKJKJKJKJKJKJat<tatat-tat'tatat«tinininUl

H aH r-t r-i m-t r l r-t r i r l r l r l aH r I r4 m-t a H . 1 - I .-a . H . « r- -•• - • a-l - « .. I . . . - I • 
0*v 

U

a 

J 

UJ 

a. 

co 

ar 

o 

o*-

C

CL 

x 

h 

z: 

o 

ooooioioKiioiOKiaooDDoiniiiinininifioooocjoiriinininuiint'Ooor.ioKiKiKiioK

uiinuiinc»oc-ococooocoi*--"*--r--**-r-r--M3vOvOvO'i3 

r-.r- r*i^uiiflininioinoooooovO«0\OviivDvi)oooooo\OvOv0^vOv9cococococo o 

«eoooooov*jarjNC^o>o^"*--"*~r

-

-**-r^r--r-irHrtrtrHrHi*--r^r^ 

HrtHrtioinininirinoooooorjvrjvo'^^'hvOviivOvOvDviiinirininini ^ 

rtr-lrtr-« K l K l K l KJ KJ KJ CMCMCMOJOJf M OJCMCMOJOJO J 

ininooiooinioooortortrtoinKiLoinKiiooortrtOrtioinininioinortrtinortooin

rH\0CDinCCf3v0COincicM.tl*--0*»0>CMM3rOrHM3C O CJV'O 

*h\Oinr>iniOvBOSOK)rtinK}K)COrtMatrtOIOO|Ort\OCOH*vOvOCr'Ort^rt(O^^ W 

r~vocMca^h-rtr~KJinc»o>atinoocrvK)ui«tcMror--cocrvrtOatovDvor^cMarior ^ 

C/Vrlr-lvOKJKJatt^<tCMtfJt^rHKlrHCMI^e»COinUlCOCMUir--^CMOvOvOvO<tini ^ 

r-t r-l K l CJ CM CM KJ IO KJCMCMrtCMK l CMCMCMrtCMCMrtr t 

C

o 

J 

CD 

CO 

UJ 

X 

U 

inUltfJ|f)C30CJOCaoOCDOOOOOC*10000000000CJOOOOOOOOOO O oo

OOOOKJKJKJKJKJKJ<t<»-atat<J-«tvOvOvOvOvOvOat<J-<t<tttK)KJrOIOKllOininUlini ^ 

CM CM CM OJ OJ OJ CM CM CM CM CM CM rtrtrtrtrtrt 

| rt rt rt rt 

Ul 

tu z 

« t rt 

rt II 

or o 

•X UJ 

> Ul 

a. 

a co 

Id 

UJ 

Z. 

i-< inininoooininininoooooocioooocioininoinininooc . inininini r inu i 

i— ooo•^K)^^•t^t•tH^^4t^^r->l)vD\0^l,vOvoa|n(fflrtlnco•tn^)K)<t'r^OvDO^K)v O 

| rt rt rt CMCMCMCMCM CM K1CMCMCMCMC M r-i r-t r-t r-i r-t 

vOvX)criKjv4Jo^h-i*

tfitfiininuiininuiuiuiininin

ui 

co 

>-

U

2 

o 

l 

I

a 

3 

d 

ac 

JC 

CJ 

«* 

o

n 

aa 

-I 

r 

C

o 

-i 

o 

J 

onooorioooocioocjciooo o 

O>0v0'>O*'KJKJKJKJKJKJO"-0vOv0vtJvO v 

O O O O D C O O O O P O D O O O O C l CJ O r i O C ' 

vOvOvOvOvjDvOC^avC^C^C^^KJIOIOlOrOrOvOvOvOvOv O 

Ul 

a. 

JC 

•tj* 

KJ KJ KJ KJ KJ KJ KJ KJ KJ Kl Kl KJ KJ KJ Kl KJ KJ KJ 

CJ 

C

I 

M 

-X 

a

ac 

. 

•ttflvJjr-.CMKJ'itinviJI-.CMK J 

CMCMCMCMCMCMCMCMCMCMrtrt 

•*in\OvilrtCMKJatUlvOrHCMKJatUlvOrtCMK>*tinvOrtOJKlattflvJ-|rtOJK

Ul 

CO 

-X CD 

z: 

ZJ 

OvCho>*hooooociHrtrtrtrirtNrvj(\irvjN(\jioioiOKiK)Ki*tvtvt<tvtinininininin» D 

CMCMCMfM*OKJKJKjrOKJKjKjrOKJKJKJKJKJKJKJKJKjKJKJKjKlK)K>KlKJKJKJKJKJ^JhlK1KJKJK^ 

CO 

CD 

vOI**-CJ3ChOf-HCMKJatUlvOr--COI*hOrtCMKjatlJlvX)r--ajO^OrtCMKjatlj ^ 

«^vDvOM3**a."---r^r*-*"--r--r

>

"l*"-i""-l

k

--coooco 

K-
P.68 

TABLE A-2. RTP FREQUENCY SELECTED VARIAbLES BY COLOR & SPEED 20 

.BS 

.17 

.•18 

?19 

?20 

?21 

•22 

.'23 

'24 

:-25 

:26 

'27 

'28 

.29 

?3C 

•31 

32 

33 

34 

35 

NUMBER 

37 

38 

38 

38 

38 

38 

38 

39 

39 

39 

39 

39 

39 

40 

40 

40 

40 

40 

40 

PARTI C 

26 

11 

12 

13 

14 

15 

26 

11 

12 

13 

14 

15 

26 

11 

12 

13 

14 

15 

26 

PEAK 

1 

2 

2 

2 

2 

2 

2 

.Urv^tJLAtrv 

PEAK_WID 

60 

60 

60 

60 

60 

60 

60 

30 

3-3 

30 

30 

30 

30 

60 

60 

60 

60 

60 

60 

0_TIME 

6C 

180 

135 

135 

150 

135 

135 

30 

45 

45 • 

30 

30 

30-

75 

75 

75 

60 

75 

75 

R_TIME 

60. 

12C 

120 

120 

120 

120 

120 

30 

30 

30 

30 

30 

30 

75 

75 

75 

75 

75 

75 

0M9 

7.2915 

18.9570 

16.8750 

18.9570 

11.6665 

15.2083 

16.4570 

4.5833 

4.7915 

6.6665 

2.7083 

4.7915 

4.5833 

7.7083 

11.0415 

9.7915 

6.2500 

8.9583 

9.1665 

RM9 

10.7915 

15.1250 

15.1250 

15.125C 

15.125C 

15.1250 

15.1250 

6.2915 

6.2915 

6.2915 

6.2915 

6.2915 

6.2915 

9.0833 

9.0833 

9.0833 

9.0833 

9.0833 

9.0833 

A-22 
CM 

u

o 

i 

UJ 

a. 

co 

or 

>

o 

o 

o 

-

CO 

CO 

CO 

u

a 

-X 

i 

' i -

CJ 

U l 

- J 

U l 

CO 

>-

U

2 

o 

l 

U

a 

J 

ar 

u. 

ov 

o

X 

r 

OOOOOOOOOOOOrtrtrtrtrtrtrtrtrtrtrtrtOOOOOOOOOOC*OrtrtrtrtrlrlOO

i^i^"*"-i**«'*--r^oooooo(*vo»Cj'»CJvo^cho^D"vo"vc-vovc^ 

oooooooooooo-o(oco»cocolOK)K)K)K)lOlnlnlOlnlnlIllOK)lOlOK)K)rtrlrlr

CMfMCMCMCMCMiXJinijiininin"*~i*»"*-"-~i*~r^ininuiuitnuir~f^r--"^ 

OOOOOONCvjWWWWrtrtrtrtHrtrtrtrtrtrtrtvOiflvJlvOOvDininininininKlKllOIOKlK ) 

CMCMCMCMCMOJOJOJlMCMOJCJOJCMCMCMCMCMat<tttta t CMCMCMCMCMOJKJKJKJKJKJK J 

0> 

o 

X 

C

< 

O 

llll 

u

a 

i 

Ul 

a. 

co 

I

3 

X 

I 

or 

_

o 

i 

C

o 

J 

I

X 

d 

OOOrtOrtOOOrtUlrtOrtOOinOrtOrtOOrtKJOOKJKJKJOOOrtOOOrtOrtOrtO

innc\ir/iiiio>*\irjOatH<tinatcvioHr-'atin<rinin^riaoiocoo o 

MOK)io*\iKiiococjrto\rtNrtc o 10 * o^a^uI*\l^cocoo^nocJ|ncv|lo«K)NlnlnvOlnr^ln^^

c»(-oiotfjrtinKjooc^r^atcDCj*>ocMinr-rtrOvOvo*ocMCJincMr^ 

•toroooKj*jortr^or--atc-»iocMr^cMKjr~i^«tvijintr~r--r~voi^LnvOioinovoioc^ 

CMCMCMCMCyJrtKJCMCMCMrtCvlCMCMrtCMrtrttfJtfJKJatCMK J KJKJKJKJCMCM<r«tKj«tOJK

inininLOininooonooininLOLOinininininininioooooooiniiiininuiinaooo

r*l*-l^r***»l**CMCMCMCMCMCMOOOOOOCMCMCMCMCMCMKJKJK J Kl KJ KjKlKJKjrOKJKJrtrtrtrtrtrtvO

rtrtrtrtrtrtrtrtrtrtrtrtCMCMOJCM Cl CM rtrtrtrtrtrtCMCMCMCMOJCM 

ininininuJiPooooooooooooininininuiinocjooootfiuiininintfJtncjootfi

NNKI--t*NNWCvJNv\irvimaiO>^^*hCvJNC\|lVJC4 N 

r-i r-t r-t r-t r-l r-i CM CM OJ CM OJ CM rtrtrtrtrtrtCMOJOJCMOJOJ 

JC 

U

< 

l 

a

a 

c 

< 

in in ui in in in o o o o o o o c*> o o o o tf) in in ui in in in in in in in in in in in in in in o o o c» o o 

•

k~i*~r^**-r^"*-vjn<osoVDV|)M3^ovo^o^o^ovr~**--r--rx-r--^ 

rt CM CM CM CM CM CM KJKJKJKJKJKJCMCMtMCMfMOJKlKJKJKJKjrOKJKJrOrOKJK J 

. 

1 

CM 

U

-X 

l 

c

-J 

o 

«t 

t— 

or 

i

CC 

a. 

-X 

d 

cu 

C

Vi 

z 

-0 

X 

D 

CMrO*in>OrtCMIO«tljOvOrtCMKJ.ttfJvj)rtCMIO«ttflvJDrtCMKJ*invOrtCMK ^ 

rtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtCMCMCMCMCMCMCMCMCM 

•tvtat.t.at'tatait-t-tatatvt^^-*

rtrlHrtrtrtlOIOKlKllOK)<t-4t*<rvt 

* 

^inuitf)uitfjuivj3vovijvovi)vor^r--r-r^r--r^cocjowcroocccT

«vr.t«vt*t«l'atvt*«t«at*atttvt*ta»*<r>tatat<ta

v0h-CD0vOrtCMK)atinva0*--0 0 0-vCJrtCMIO*Ulv0r^cJ00^OrHCMKJatU)vj*)r ^ 

rintoiOvtvtvttttvtattvtifiinininininiflinininvDviivi , 

r.. r. . m r- t a- I rv i r. > r- . r • r-> - r- •-.•' . • a- . •- -. - . . 

b."a__J 
CM 

CM 

UJ 

Q. 

CO 

or 

C

o 

o 

J 

c

m 

o 

UJ *-

_i vt 

ai «t 

< u 

• i H 

ar o 

~x td 

> U J 

CL 

Q CO 

Ov K)IOrJOOOOOOOOOOODtnininininin00

0 0 OOrlrtrtrtrtrtrlrtrtrtrtrtrtr

x coaico*v-'^NNr^N*\i(MNwc\i<viiOvO*vCj»Bvj)ininini ^ 

or oooininiointoiocoiowcDcocovBvDvOvflvOsD^Nr ^ 

i^r^***«t.et«*aT*vtininininintfJrtrtrtrtrtrt*OKJKjKjKJKj^^c ^ 

*^M3vO*at«tatat.tCMCMCMCMCMCMrtrtrtrtrtrtl^*--l*~l*~*---l*--v ^ 

•OlOIOIOKJKJWCMCMCMCMCMrtrtrtrtrtrtrtrtrtrtrtrtCMCMCMCMCMfMKJKJKjrOKJrOCM W 

OV KJOOOOOrtOOOOOOOrtOtfJOOtfJKJrtOrtOOrtOOrtOOOOOOrtOOO

x Kjc3oini^**»o^f3i*~r--cMCMCvir^'tovor*-ovi)KJ-tcM*or--<»- o 

o vOinui*\iin*JoooDioKjiOi7irtOrtO(j>()iBrtcortao\oinincooinioOan^H o 

OfM**-art^CMI*-tfJfMl^*OKJa3Cn0^inO>C>JtfJrtOO ^ 

f*> to ro KJ co in o> \oini*~roooin(TCMCMCMvocMincMi*^ovincMr^rtrtvocvioinco*ort*t*^o ^ 

-tlO"trO-tCMCMCMCMCMCMCMrtrtrtrtrtrtCMrtCMCMOJOJKJOJKjKlKlrt.tt-tKlatKJKJC

Ul 

I

X 

- KJKJKJCOCOCOOOC O 

oooocjoinuitfiininuioooooooooo

a*tv r*v r*a rra n . r*a a n .rs a n aa^ a n a n .—. -.a. ——. rrs a n a n n i 

oooooooooooooooooooooooooooinuitfiininuioooooooooooo

CO0^0^0>0^0>0^\0>a0*a0<Avjav00v(^0^0*>0>0^KJror0KJKJKJ(J3C 0 

r l 

UJ 

ooooooooooooooooooooooooooointfjintfitnooooootfiootncjir

KJK>KJCOC»CJOCOCJ3C»cr^O^O<0^^vOvi)»J3»j3vj 3 

CJ 

UJ 

CO 

o 

UJ •-• 

r- 3 

•1 I 

J- II 

u or 

z o 

ui 

a. 

O O «J CJ CJ O C l O CJ CJ o O O O O O O O O Cv O €.. o O O O O O O O CJ O O O O O O O O C l O 

KJKJKJvOvO<J3»j0va0vj0KjrOKJKJKJKJviJvOvOvOvOvOKlrOKlKJKlK)vOv0vj3v ^ 

U

a 

l 

ar 

a. 

C

ac 

tM 

U

-x 

l 

Om 

-1 

u 

o 

J

< 

c 

CJ 

ar 

•ot 

a. 

00 

C

3 

X 

O 

CO 

rtrtrtKJKJKjrOKJrOIOKirOrOKJKJ KJKJKJKJKjrOCMCMCMCMCMCMCMCMCMCMCMCMCMC

ui\or--cMio-tinvo*

,

--Cvi*o<fijovjii^cMKj«tinvor-cMro*u ^ 

fMCMCMCMCMCMCMCMCJCMCMCMCMCMCMCJCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMW CM 

O CJ C-l r l rt rt r I rt r-i CM CM CM CJ CM CM r ) KJ Kj KJ KJ KJ at * <t at 

ui ui tfj in tfi in in tr> in ui UJ in in ui ui ui ui ui ui ui in in UJ u> ui 

a-»-tinininuiuiinMiMivOvOvOvDr^r--

tn in ui ui in in ui u> u> ui ui in u in ui u

I^CDO^<3rHCMrO-ttfJvnt--COOVCJrtCMIO«ttfJvDr-COCl

h

vCJrlCMK J 

CJ0a0C00*'0'v0^CJ>0*0>0v0"

,

0

,

'0>OOOO O c» o C.i OOrtrtrtr t 

invXJi---coavoricMro'tinvj-)r

rlrlrtrtr(CMCMOJCMOICMCMOJ
KJ 

CM 

I

o 

d 

UJ 

a. 

co 

or 

C

o 

o 

J 

CO 

Ov 

0*

OC 

m€ 

-

o 

CO 

UJ 

a-l 

CD 

«*. 

l -l 

or 

«t 

U

o 

> 

l 

C

tJ 

UJ 

a_l 

Id 

co 

C

V 

J 

I

2 

d 

=J 

CS 

Id 

t -

co 

«l 

u. 

II 

U

a 

l 

Ul 

a. 

co 

ui 

i -

•—i 

3 

X 

II 

ar 

_

o 

J 

o 

o 

or 

Ul 

lz H 

rK

a 

O 

l 

J

3 

C 

<t 

J

a 

u 

C 

«t 

KiKiKiroroKjooooooinintfiinintfJinintnini n ui rtrtrtrtririoo o ooooooooort

lOlOlOlOlOlooooooortrtrtrtrtrt^B>c)vi)ooovtwfvt^tvtt^^^^^^^lnlnlnl^lnt

(aOcgcocococooooooocr<ovo^o^ovovvOvo\OvOv£\ortrtrtrtrtrt 

inininininininininiotxiijONracijricvjcvivOvOvOifivOv^ 

<tvt*at(t>tviiv9vg\avoiOvO\Ovi)iOvDvorjV'h^^iiv ^ 

rt rt rt rt rt r l tflUlinUlUlUlCMOJCMCMCMOJCMCMC

KJKJin.nKJKlOOrtrtOraaOtflOtflKJKJIOOinKJOrtOOrtOOOOrtOOOOrHtflrtOinO

cOCOvDviia)cONN^tO|flOOvlia\OCOIOK)avOCOinChin N 

C>tfJ(aOrtOtfJOOOKJr<f3CMOtfJrttfJiaOUlCOOOUlvOtfJCMKlCMCOvOI^KJOOrOUlCMr--tf)rtC ^ 

rM^rtO^CM^ini*-a|JO*tOrtinCMO^CMvOattfltfli^vOOV-OC ^ 

inKjuicMuiKiati^tfjovo*o*^«or~vo*^vOat^inrHininvj3K)iorttior ^ 

CM rt CM CM CJ CM r l rtrtrtrt\OUll*-~Ul<vOUl*OKlKJ

noooooooooooooooooinininLoinLOinininininininininininininininini

*oiororo*oroovo>o>o>ovcj*vKJrororoKjroat<t<tt-t<tc-9ooro 

CM(MC\J(MCg(\lrlHHHHHHHHHH

ooopooooooooooooooininininininoinoininooinoioiouioininininko

rlrlK)rbrlrlaiOia>0>^r^K»rlrllOIOIOvt<ttvt*t4C)COCJCOC O 

•0(MK)CM(MrlHHHHHrlrlHHHrlr

•-1 1 ooc>oooininininininu<*

|

ooooinininLninin<*'C}*Ji-io D 

Kjroiorororo«t«*.*«t*«*MKjioKirOKjrtrtrtrtrtrto*<ovONO\o^ o 

-itfiuiinininuiuitfiuiuitfJin

nvt*itvtvt.t*tv»«t't<t<tN

, . 

CM 

I 

I

-X 

d 

c

-J 

o 

CM CM fM CM CM CM CMCMCMCMCMCMrOrOKJKlKJKJKirOKlKJKJKJrOKJKJKJKJKJC

or 

o

a 

r 

id 

co 

x. 

_> 

C

z 

l 

CD 

o 

cMKj<tui\or~cMKj»tinvoi~cMKj«tinvor^cMKiatir)vaor~cMKj*invor ~ 

CMCMCMCMCMCMCMCJCMCMCMCMCMCMCMCMCMCMCMCMi*MCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMrtrtrtrtrtCM

ON ChO'^CrO'OtlOOnortrtrtrtHHNC.WriJCvlWIOKlKlKlKlKlv t <t <t «t <J- atvOvOvXlvOvOvO

IC>inuiin«OvOvOvOvOvDvDvOvD\OvOvOvOvOvOuivOvilvOvOvaO\OvD\l)vOvOv£vOv ^ in ui 

cjjo>cjricM*o*tfJvoi^(JO^OricM*Oatinvor--cocrcjrtCMKj-tinvor*c»r ^ 

Kiiottttt-tttttijOininiTiioinifiiiOininvBNOvOvOvOvDvOvOvOv ^ 

HI K- K l rr* aa > K l •*— rr-. rr- N-\ rr- w- an ara *. a.a .. . .. . 
P.72 

TABLE A-2 . RTP FREQUENCY SELECTED VARIABLES BY COLOR & SPEED 24 

)ES 

'89 

.90 

591 

J92 

'93 

i94 

')95 

:.96 

)97 

•98 

:99 

*00 

•01 

•02 

'03 

NUMBER 

70 

70 

70 

142 

142 

142 

142 

142 

142 

165 

165 

165 

165 

165 

165 

PARTIC 

15 

16 

24 

11 

12 

13 

14 

15 

16 

11 

12 

13 

15 

16 

24 

PEAK 

2 

2 

2 

2 

2 

2 

2 

2 

2 

2 

ro 

2 

2 

2 

2 

„UK=Wr*U1t 

PEAK_WID 

75 

75 

75 

75 

75 

75 

75 

75 

75 

75 

75 

75 

75 

75 

75 

*jr*LtU--rA, 

0_TIME 

165 

150 

150 

150 

150 

150 

150 

150 

150 

165 

165 

165 

165 

165 

165 

R_TIME 

150 

15 0 

150 

150 

150 

150 

150 

150 

150 

165 

165 

165 

165 

165 

165 

0M9 

17.7070 

14.3750 

15.8333 

42.1641 

41.8320 

35.4141 

44.2C70 

37.0000 

31.0391 

27.2891 

32.7070 

15.6250 

16.6641 

19.1641 

18.1250 

RM9 

26.8320 

26.8320 

26.832C 

32.4141 

32.4141 

32.4141 

32.4141 

32.4141 

32.4141 

29.6250 

29.6250 

29.6250 

29.6250 

29.6250 

29.6250 

A-2 6 
in 

CM 

I

o 

d 

UJ 

a. 

co 

ar 

C

o 

o 

J 

OJ 

Oi 

z: 

or 

Oi 

U

o 

l 

SL. 

tflintflintfJIJlrtrtrtrtrtrtrtrtrtrtrtrtOOOOOOOOOUlintflinUlUlrOKJKJKJKJKJUjininUl 

HHHHrtH^^^^*hcrirjVi^*ro<(r^inintoininiiiNNNrtrtr t 

oi^^ov^oifOriniOrirtrinioioniONN w 

NvNNiNjNCioooooQoooooovOvovBvOvjjvjjioooaiininininininiOK ) 

^^^^^chininininiiiinvt<ttvtt<tcococoooooco(NPjc\ i 

CMCMOJOJOJOJOJOJCMCMCMO J CM CM CM rtrtrtrtrtrt 

inioinKinortooortrtrtOrtortOK)OinininioooooinoioinoortOioKiioioinK)in

vDHvOcoiDin"pooin*ricr'^<\i*pint*»rio\flvDit) n 

r-l*rHtfJOCMKJtfJCDf^CDC0C0r0KJr

>

-rlinrJin\0MJ«0(ar--C ^ 

oitfjo^«ti>-M-iincMin*ocMr-"*-rooKJoio^cor^vi3vortinKjcMv-or^ 

CMrOI*~rt'-«<3*OvO|-~0^r->OV<t'OvOOv--~COtfJCOsOrtC^OVa ^ 

rtrl r-l rtCMCMrtrtrtrtCMCMrtrtrtrt r l CMOJCM rt rt rt rt rt r l rt rt r

intninuiinuiinininuiuiinoooooooooooooooinuiinuiininooooooininini

Nr-l*>*~rar-r>n^^0i0>*^C0c0OC0v0C0v0v0v0

,

lJv0vD'D O 

CO 

Id 

-J 

OJ 

U

a 

> 

< 

ac 

t-t 

< 

J 

i -

CJ 

ui 

Ul 

1 -

I

rt 

2 

I 

t

a 

d 

UJ 

C

a 

O 

Ul 

inintfiinooinininoo,>ooooooinoooinooinotninuitfiinino.ninotfjtfioootf}in

i^or--ovoov^ojij*irtwavrtcn(jDrtcn^vOvOvor'-< ^ 

r l rt rHCMrHCMrtrHCM—I—ICMrHr H r l CM (M rlrtrtrlrtrtrlrtrtr

fuJ H 

co x 

3 

>- II 

u ar 

z o 

ui -J 

3 O 

o o 

Id 

ar 

u 

J

< 

C 

Id 

Q. 

JC 

o 

OOOOOCiOOOOOOOOPOODOOOOOOOOOOOOOOOOCiDOuClOCIOOO

nrinioion^o^^^^^vflso^vOvDvOvOvDvOvOvOvovovOi ^ 

CMCMCMCMCMfMCMOJCJCvJCMCMKJKJKJKJKJKJ KIKIKJKJKJKJKJKJKJKJ

r*CMrOin«JJ«trtCMKJUlv"trtCvJKJUllO«trtCMKlUlv"atrtCMinrtCMKl-ttf)vOrtCMKl^l ^ 

. 

1 

CM 

I

•X 

d 

. J 

CD 

•

•X 

— 

or 

o

o. 

-X 

r 

Ul 

CO 

z: 

C

3 

O 

cu 

o 

rtrtrt rtrtnCMCMCMCMCMOjKllOKlK)KlKlv-| <t •t<t'ttvOvi)vflr--r

,

-r"-r--r--r*COCOaOCCCOCO^OiO

i*-r--r

>

-r~r"-r>-r

i

-r--r~r'-r~i''-r"-r*-t^r"-r~r--r--r~r-r~r-r~r--

atinM3l^(JOC^OrtCMKl*Ul»iJ**-COC)^OrtCMKl4tin'£**-cn^cirtCMr O 

rjOODCiOrtrtrtrtrtrtrtrtrtrtNNWN(\|N(virv.NrJK)K)IOK)IOK)IOiOKllOvtat 4 

-•> Jt- a-T ,••> .-r ^f .H- H- .H -T ••• .-T • -• ."•- -•• a> -• . . a J a . . • . t 

i 
P.74 

TABLE A-2. RTP FREQUENCY SELECTED VARIABLES BY COLOR & SPEED 26 

OBS 

455 

45b 

457 

458 

<+59 

460 

461 

*62 

463 

464 

+ 6 5 

466 

*67 

468 

*69 

+ 7 0 

+ 7 1 

+ 7 2 

*73 

•74 

+ 7 5 

•76 

• 7 7 

+ 7 8 

• 7 9 

• 8 0 

• 8 1 

•82 

• 83 

• 84 

'85 

•86 

•87 

•88 

89 

90 

91 

92 

93 

94 

95 

96 

97 

98 

99 

01 

02 

03 

04 

fl c. 

NUMBER 

81 

81 

81 

81 

81 

81 

82 

82 

82 

82 

82 

82 

83 

83 

33 

83 

83 

83 

84 

84 

e4 

8-+ 

84 

84 

85 

85 

85 

85 

85 

85 

86 

86 

86 

86 

86 

. 86 

87 

87 

87 

87 

87 

87 

68 

88 

88 

88 

88 

8 8 

89 

89 

5 9 

PARTI C 

11 

12 

13 

14 

15 

16 

11 

12 

13 

14 

15 

16 

11 

12 

13 

14 

15 

16 

11 

12 

13 

14 

15 

16 

11 

12 

13 

14 

15 

16 

22 

23 

24 

25 

26 

27 

22 

23 

24 

25 

26 

27 

22 

23 

24 

25 

26 

27 

22 

23 

24 

PEAK PEAK_WID 

2 

'2 

2 

2 

2 

2 

2 

2 

2 

2 

2 

2 

2 

2 

2 

2 

2 

2 

3 

3 

3 

3 

3 

3 

-c 

3 

3 

60 

60 

60 

60 

60 

6C 

30 

30 

30 

30 

30 

30 

30 

30 

30 

30 

3C 

30 

30 

30 

30 

30 

30 

30 

90 

90 

90 

90 

90 

90 

60 

60 

63 

60 

60 

60 

60 

60 

60 

60 

6 3 

6 0 

60 

63 

60 

60 

63 

60 

30 

3? 

3-? 

SPEED=INTE 

0_TIME 

165 

135 

150 

150 

135 

135 

45 

30 

30 

3 0' 

45 

39 

105 

90 

75 

75 

105 

75 

45 

45 

30 

30 

60 

30 

120 

120 

120 

120 

120 

105 

135 

135 

150 

150 

165 

180 

75 

75 

75 

75 

x90 

90 

225 

210 

255 

24C 

270 

270 

150 

15 3 

165 

R.TIME 

120 

12C 

120 

120 

120 

120 

30 

30 

30 

30 

30 

30 

75 

75 

75 

75 

75 

75 

30 

30 

30 

30 

30 

30 

105 

105 

105 

105 

105 

105 

120 

120 

120 

120 

120 

120 

75 

75 

75 

75 

75 

75 

195 

195 

195 

195 

195 

195 

90 

90 

90 

0M9 

21.2500 

20.2073 

13.1250 

16.2500 

14.5833 

13.7500 

6.4583 

5.0000 

6.0415 

5.6250 

6.3415 

5.8333 

14.5833 

17.2891 

10.0000 

10.6250 

13.3333 

9.1665 

9.7915 

8.1250 

6.8750 

7.0833 

9.3750 

7.2915 

20.8320 

21.6641 

14.1665 

14.1665 

16.4570 

11.0415 

18.5391 

20.2070 

17.2891 

22.2891 

27.2891 

21.6641 

16.2500 

9.7915 

11.8750 

13.7500 

18.9570 

18.1250 

37.0820 

26.4570 

25.8320 

25.2070 

41.8750 

30.6250 

20.6250 

18.3323 

16 . 2 5 C 0 

RM9 

17.4570 

17.4570 

17.4570 

17.4570 

17.4570 

17.4570 

5.3333 

5.3333 

5.3333 

5.3333 

5.3333 

5.3333 

10.0415 

10.0415 

10.0415 

10.0415 

10.0415 

10.0415 

5.375C 

5.3750 

5.3750 

5.3750 

5.3750 

5.3750 

13.4165 

13.4165 

13.4165 

13.4165 

13.4165 

13.4165 

18.0000 

18.0000 

18.0000 

18.0000 

18.0000 

18.0000 

10.1665 

10.1665 

10.1665 

10.1665 

10.1665 

10.1665 

23.6641 

23.6641 

23.6641 

23.6641 

23.6641 

23.6641 

14.2083 

14.2083 

14.2083 

A-28 
rCM 

U

O 

l 

U l 

Q . 

co 

or 

C

o 

o 

J 

CD 

CO 

0 > 

z: 

or 

.OKjKjKjKjKjroKjKjKjKjKiKjKjKjininuiinininuiinininuJuirtrtrtrtrtrtininuiinuiu ^ 

<X)COCO(O(Ola*ICOCOCOCOCOC0CDCOCOHHHHHHvOvIlvJ]\Ov0vS^(^ 

C3CJr-->CDC3CDOCDOinintflinininOVOVOV^OvOirtrlr-lrtr4rtcn 

cMCMCMOjojojcMOjoj«t<rtattt*^r-~r-r^r--r^ij*vc^^o^^crcMojc ^ 

•t«-J-*CvJCMCVICMCVICVI ininininintfJrtrtrtrtrtrtvJJvJJMDvOviJvOKJKJK

rtrtrtr-lrtrtKlKJKlKJKlKJ rtrtrtrtrlrtCMCMOJOJOJOJ 

Ld 

OJ 2 

« * rt 

rt I I 

or o 

< id 

> ui 

a. 

a co 

ui 

rU

o 

l Ul 

_J IUl rt 

CO X 

0*1 

*E 

U

o 

l 

or 

ui 

X. 

KJrtOinKJOOOrHrOOinKJtfJKJUlKJ-tflintflKlrttfJOKJUlOOOOOOOOOKJKJintflOKl

ioc^*J*nooo*tniiivoiOvOcorti»rtxflrtK)^rt(-iiortininw N 

iocnovooinoortfor^vjjinvoinovUJtj*!voa-rK>*Qa^orocj ^ 

tOf*-tfJrtCMCMOCDO^COCD>vOatv^^CMC^CMrHCDCOCJr--C^ 

inoiCM«t«tvX)tf)incMinvijvj-)vxvovocMKJojoirtinvo^inKitc»«tr--uiojc ^ 

rlrHCMrlrtrlrlrlCM r-i fi r-t rtrtrlrtrtrtrtrtKlK)(M(MWK) rtrtr

aoooooootiininininininoooDooooooooooooooininLninininoooooo

^c>*io^Cj^tj^crvoiovo^t«t't<r*t^o^c^ovrj ^ 

rtrtrtrtrtrtCMCMCMCMCMCM rtrtrtrtrtrlrtrtrtrtrtrH 

otfjtfitfiininininootfiotfjou»ouiinotfitfiinotfjininoooooinouiuiinininotfiootfi

NvOChoo\onrioOvDtviitvo^o>cio^oKiior\jioioioinooo^corj*» t <r«t <t vOvomin

rtrtrt rtrtrtrtrtrt r-t r-i rlrtrHrtrlrlrlrtKJKJKJCMOJKJ rlrlrlrtr

JC 

O OOOOO O OOOO O OOOOOOOOOOOOOOOOOOOOOOOOOOOOOOO

KJiOIOIOIOIOi()rOK)lOlOIOiOlOIO^"hC^^'hCjivCi\OvOvDvD\O^C^ 

a

o 

3 

u 

. 

a

I— 

. 

r 

CM 

I 

C

•X 

D 

•tt 

I I 

ar 

o 

o 

-j 

o 

Id 

a. 

CJ 

ar 

•4 

a. 

a: 

Id 

ca 

c

3 

X 

o 

CO 

KJKJK1IOKJKJK1K1KJCMCMCMCMCMC M CMOJCMCMCMCMKJKJKJKJKJK J KJKjrOK

IJlvDr-l\lrltlOvO|v-C\|iOttinvDNvNK)tinvOr^WIO*invONC\IKl* ^ 

CMCMCMCMCMCMCMOlCMCMCMCMfMCMCMCMCMCMCMCMCMCMCMCMCMCMOJCMCMCMCMCMOJOJOJOJOJOJCMCMOJOJO

OlCj*lOvC»OOOOOrtrtrtrtrtrtCMOJOJOJCMCM*OK)KlKlK)rO-t»t- * ^- at4tUlUlininintfl-l)vOvOvX)

COTOaOCJvo^O^OiOvOiOiO^OiO^O^'OiOvOiOiO^OvO^OvOiOvOiO^OiO^OiO^O^O^OiOvOi^CrvO ^ 

vO 

i-D 

r~ctjovcjricMio<tinvor~ooc^cjrHCMio<tin\o*--cooiiar^cM*o-tinvor ^ 

ClOCIrtrtrHrlr-lrtrtrtr-lrtCMCMCMCMCvJOJOJCMCMCMKJKJKJKJKJKJKlKJKJKJatat^atat'-t'tt 
0 0 

CM 

i

o 

d 

a. 

co 

C

o 

o 

ac 

J 

00 

ov 

z: 

or 

0*i 

o 

X 

OCDOOOOKJKJKJKJKJKJO O 

CVICMCMCMCMCMKJKJKJrOKjr0.ni n 

KjKjioroKjKjKjioroiororocMc M 

rOrOrOrOKJKjKjrOKJKJKJKJrtr H 

............. . 

KJKlrOKJrOrOOvOvO*iOilTiOVCMC M 

CM CM OJ OJ OJ OJ CMCM 

oorirtooaouicnooort o 

r-rvsttoiMroviitnininotc j 

uiovOvouicor--vor-cMr--invoiri 

•tcMrtvocMinrHvocovjjcocMrtrr i ui cr> uj vO at 

CM CM rt rt CM CM 

vO vD I D vO r l t K) 

rt CM CM 

CO 

-

u 

1 

«

m 

t 

o

M 

r 

« t 

U

o 

> 

l 

i -

CJ 

UJ 

_ l 

UJ 

CO 

>-

CJ 

U

2 

l 

U

O 

3 

l 

ar 

u 

Id 

I

rt 

2 

i— 

I 

i

a 

d 

U l 

a. 

CO 

I d 

t— 

l-H 

3 

X 

II 

ar 

_

o 

J 

o 

o 

ar 

U l 

»

H 

X 

-

r

Q 

o 

n 

J

3 

C 

U

-X 

l 

J

a 

C 

«C 

U l 

OL 

H uiinuiinininoooocjoini n 

-* 0 i Oi 0*v Ov Ov Oi M*J M3 vO vO sO M3 0*i O

v 

|t-lrtrtrtr-lr t «H —« 

Ov«tCM00C\JCMM3vOr-M3r*OiCM«

tfJOtflCDtfltfJOOtfJOtfJOtfJO 

t 

rtCMCMrtCMCM CMCM 

OOOOOOOOOOOOO O 

OiOiOiOiOiO«KJKJKJKJKJKJvOv O 

CM 

I 

«t 

Id 

- I 

ru 

«t 

or 

a

< 

. 

or 

ui 

ca 

V

2 

3 

x 

J 

(!) 

CMCMCMCMCMCMCMCMCMCMCMCMKJKJ 

CMro<j-tfivDh-CMro<ruiMjf-rti n 

CMCMCMCMCMCMCMCMCMCMCMCMrtrt 

OiOioiOiOvovcjr->cDCJCj«r»inu ) 

O' 0> tMMMT ' <*l n CJ o o o N rrtrtrtrtrtrtrlrt 

f-COO>CJrlCM*Oattflvijr«-COO. O 

inininvOvOviivDviivDvOvOvDioi*-
P.77 

cn 

CM 

I

F 

 ar 

-

o 

j 

o 

o BLES BY 

« t 

l-H CTE

D VA R 

i d 

_ A-3. FL

A 1 SE 

j TABL E 

r '• 

i '• 

r : 

ir* 

L. v. 

= BLAC

K -

ar 

o 

R M 9 

0*i 

U

o 

X 

l 

lX H 

h1 

ar 

Id 

1— 

r-t 

X 

» 

C

O 

J 

l-t 

Ia. 

•X 

ac OfiS NU MBE R 

'• 

uiuiinintfitfitfitfjtfjintfjtfiuitfjuiuiuiintf j 

r-r-r>-r

>

-r--r--r'-r--r--r'--r--r--r»-r'-r--r»r--r-»r~ 

COOOCOCOCOCOCOCOCJOCOCOCOCOOOOOOOCOCOOO 

OOOOOCDOOOOOOOOOOOO O 

•»t*4t*atat*»tvtt4t<ttvt<t<t<tv t 

ClOKJOOOOOOOOOOOOKlrHCJ O 

tflCM00i

-

-CMCM*»-CMCMinC>OCMtfJr-KJ0iCMin 

CMCOininiOKJtflOOKJCMOOKlCMOKJKJOOl* -

vOui^rjvaocoatocovointfiKivjDcMcoooc o 

O^KJCOOC3rt*^OCDCM"*--KJCDOinrtr--v O 

rOCMrtrtCMCMOJOJOJOJanrtKlKJOJrtCMrlC M 

CiOOOOOOOOOOOCIOPDOCIC l 

t

aOsOvO^'OvDvD>JJia9vOvOvOvOvflvj-|vOvOvOvO 

KJKjKJKJKjrOKlKJKJKjrOKJKJKJKJKJKJKJK J 

C»OtfJtfJOtfJOCDtfltfJOOOOOOtfJO O 

vOvOo^sOinvOvococovocoiOvaivOcrvvtcovO 

KJKJrtCvJKJCMKJKlfMfMKJrtKJKlK J KJrtK J 

r^CMKJattf'MJ*^0001OrtCMKl<ttfl\0l*--000 v 

• 

rtCJ»ci*inv0*--CD0iOrtCMKJ«tini0r--00lTv 

..,__._. _ v. _ .^ -

ininuitfitfitfiinininininininuiuiuiintfitfiinincMCMCM

**~CMCMCMCMCMCMCMCMCMCMOJOJOJOJOJOJCMCMCMCM00

*OvOvAvOiA,OvC|vOvjJvOil)\OvllvOvDvOvOvOvDvOv

ooooooooooo o oooooooootfiuiinin

•tKJKJKJKJKJKJKJKJKJKJKJKJKJKJKJKJKJKJKJKJKJKJK

OOOKlinnOOrtrtOrtKlOCIrlKlrtOOorjOKIK

intfiocortCMini^ovato^cor--r~o^oooitfjooinoKi

r*cMuio<rcor^tf)K)rttfivooooKioKjr--ininr--cJKj

COvOCMCMinincC*tU10iCMrt|---OJ|-~0**-OKJOJCMKJin

HiiOvoiniOi^vOHioh-H(rwor.Hc»jvo^HvOvtc\iir!

OJrtrtrtrtrtrtCMCMrtOJKJrtCMCMCMrtr t CMrtCMCM

• 

O O O O CJ O O CD O tti O CJ O CD O CD O O O O O CJ CJ C

NDv0i«l\OvOvOvO\OaOvDvJ*vOvOvOvD\OvOvDvOvi)vDvl]Val\i

KJrOKjrOKJKJKJKJKJKlKlKJKJKJKJKlKJKJKJKJKJKJKJ

otfiootfitfiuiooritfiooooootfiotfiooomo

Kl(OlT>Ol«tOvOl\0<i)rH*tv O vO vD vO C> attflvOvO O 

Kl rt rt rt KJ KJ CM KJ KJ KJKJK J rt IO rt KJ KJ 

ciHWKiatin-o^roChC'HwiovtinvDNco^ciHNKia

OrtWiO*iiliDN«*hOrtNK)tini(|StOPOrlNlO*

CM CM CM CM CJ CM CM CM CM CM KJ KJ KJ !•) K) l«J K» K) h ; Kl «t *t - t <
I D 

KJ 

0*1 

oc 

X 

ooooooooouitfjtfitfjintfiuiuiintfjintfiininmuitfiinintfjooooooooo

C\lv\innt\IIVINrvJNvJJ>Ov0v0vD\CvOvOvJlvDvOv0vJ]v0vOvD ^ 

vCC0(OC0COCOc0C0(Ov0>OvI)v0v0vjlv0vOv0v0\0v0>jlvDv O 

noOOOOCjOOrlrlrlrlrlHrlrlrlrlrtrtrlHHHHHHHOOOOOOOOOOOO

inininintfiinininintfiintfjtfjijointfjintfJintfJtntfjtninuiinintfjtfjoooooooo

KJKJKJrOrOKJKJKJhJrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtCMOJOJOJOJOJOJOJCMCMCMCMOJ

or 

C

o 

o 

J 

c

m 

o 

0 1 

o 

x 

OrtrtOrOOOrtrtKlKJOOOOOinKJKJOKJOOKJOOO'orOKJOOKJOUlUJOOKjraOO

op<tNONOvt^ioioinoinoinrtioflCh"Ooovi]oooo-oKiohioortvoor«iooo

fjiovBcoocotfivj3KjtfjKicMor--cjr--ovK}inincDcJinin o m ooocooincoo.t\ooinaouiocM

oinvOuiwii)c\iHin<t(SvOoi/)oco^ri(h^Nor»vto-vjuiin N 

incovOatin^rtChoovoinininiTvinvOj»-cococoinoKi 

rtCMCMCMrtrtrtrHrt r-t r l rtrt 

ritfjvjocMr^tficMovjjr--r--rt<rojvo<trto

«

m 

t 

U

o 

> 

-x 

ac 

t-t 

l 

CO 

ooooooooooooooo o 

vO iaO vO vO vO vO vO vO MJ 

KJKlKJKjKJrOrOKJK J 

O O O O CD CJ O 

C

-C 

J 

_

-X 

J 

CO 

11 

or 

.

o 

j 

C

o 

J 

o o o cioouitfjuitfjtntfJinuitfiinuiu

uitfitfitfitfJuiintfiuitfitfju

OJCMCMCMCMCVJOJOJOJCMOjO

Ul 

O O OOO O OO O 

VaO 1 0 l O VD <t O f H 

K J K J K J CM K J CM 

O o O O tfl O O c . 

rt vO 

C> O O O CJ CJ O 

• t 

CM 

O CJ O O O O Cl O O O O O O tfl o o o 

tfl oo ro KJ Oi vo 

r-l rH KJ rt KJ 

r

o 

- CM KJ <r in io hI 

or 

«t 

Q. 

00 Oi CJ rt CM KJ «t 

rt rt CM 

iriior-ooovorHCMKj»t in«4Ji*--cDOvortCMro«ttf)\or-coov 

rt r-i ri rt rt CM 

OrtCM

CD 

-X 

CD 

z: 

3 

KlKJrOKJrOrOKjKlKJata-»«t-t<l«t'tat«t«tatat-ta- » * * * < t t < t 

r

tfiinuiuiuiuiintfiininintfiuiininirin

l rH r l r l r l r l r-l r l r l r l r l rt 

CO 

CU 

o 

CM K J a t 

tfi in UJ tn tn u 

uivOhcoov*-ir-i(\jiovtii)voscoiT<t. Htvirovtin 

UiU>vOvOvOvi3viDvj0vX)vJDvX)vXir^r-r--r-r--r--

io rr- rco ov CJ r-i CM ft *t u» vn r— co ov o r-t 

^^»vO(ococo^eDcococpo^ff>'^
Ov 

z: 

or 

Nl--'*-*v-*--r-*»*~'»NNS|v-*~N|v-r~r«c\icvNWwcviCvjc\iN(\iw w 

inintfitfiinininuJininintfiinininuitfiincococoaocooocococoixjoococococococoooc o 

oioio^o^o^ovovo^o^o^oioio^o^oi^oioiininintfjininininintfiintfiintf ^ 

•tatttt*ttt»t*>t4tt*vtttrjvi^^^'r^^^'^ijvrjvfj ^ 

OJOJCMCMOJOJOJOJOJOJOJCMCMOJOJOJCMOJrtrtr t rtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtCMCM

or 

(

o 

-J 

o 

>

J 

-

CD 

01 

z: 

o 

IOOOIOOrtOrtOrtaOniOininK)OK)inODOCI|nrtC]OOOCjOK)r)aOO|f|0|nKIK)K)i

"OCDOKJOO^CDOvr^atCMCMCvlCOr-lvJ}KJUJ(OrHinOO(3vO-tintfJCMCJO|- ^ 

cocDC3rO(^roocoinvO(X)ooh*jin<rrHiorMincj^r~ o 

-tCDOini*«KJ'^Oi*OvOCMr

tfj<3CDcotnininri-oivo*-DoijOattfJ*tcort<t'-~a}ocDinatioco 

>

-KJrtKJOtfJCOr40><i>tflOr>>CJvnrtO ^ 

rtrlCMrtrHCMrtrtOJrtOJOJOJrtrtrtrtrlrt ri r-t r-i ri rtrlrtCMrt rt 

C

Vt 

D 

U

o 

> 

•x 

ac 

•X 

J 

ui 

co 

id 

X 

CJ o co oooooo o oc->ooooooinintfjtfiuiuiuiin.ninuJinui.ntn.ntfiuiu ) in cjorao

M3t£'a0!a0

k

aO*aD\Ov0vJ}M3M3MJiOM3

>

aQMJ\DM3CJ ^ 

rOtOa^rOrOniOrOa^rirOKJrOlOIOrOrOKJrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrt . KJKJKJKI

JC 

-

< 

u 

J 

CD 

II 

or 

_

o 

j 

C

o 

J 

id 

z: 

\

o 

0 

Ot3000tfltflOOOOOOOOOtfJOOOOOOOOtflCJOOOOOOOOOtfitflOOOtfltfl

vOvOoOiOOiUlvjDOJvJjvjDvX l m M3CM CMr t tfl \0K J rtvOKJvO 

KlrtKJrtCMKJrtKJKjK l CM rt rt KJ ri 

«t 

-J 

U. 

r

I 

o 

«t 

ar 

«t 

a. 

KltlOvOhCO(^OrtPlrlatiil\C|vaCO^OrtrvJIOvtiilvONcoO>l)HWIOvtinvDr ^ 

rtrtrtrtrtrtrtrtrtrtlM rt rt rt rt rt rt rtrt rt r l (M rt 

•

m 

* 

or 

Ul 

CO i*~r*-r--r~r-* ~*^**»i*--**--**-r~"*~r*-r--r~i*^r--coouooooc

, D 

co Kj.«t*n-iJ"*-ooo^c>rtCM*oatinvo"*^vjoo>cjrHCMiotin<aO*---coc^ 

QJ C> c:> C J C l O C l I::I rt rt r H r-l rt r l rt r l rt rt CM CM CM OJ CJ OJ OJ OJ OJ OJ K J KJ KJ KJ KJ K l KJ KJ K l KJ < t <t - t -Ct * t <

O rtrtrtrtrtrtrtrtrtrtilrtrtrtrtrlrlrlrtrtrtrlr
TABLE A-3. FLA 1 SELECTED VARIABLES BY COLOR 32 

OBS 

154 

155 

156 

157 

158 

159 

160 

161 

162 

163 

164 

165 

166 

167 

168 

169 

17? 

171 

172 

173 

174 

175 

176 

177 

178 

179 

180' 

NUMBER 

19 

19 

19 

19 

19 

19 

19 

20 

20 

20 

20 

20 

20 

20 

20 

20 

20 

20 

20 

20 

20 

20 

20 

20 

20 

20 

20 

PARTIC 

14 

15 

16 

17 

18 

19 

20 

1 

2 

3 

4 

5 

6 

7 

8 

9 

10 

11 

12 

13 

14 

15 

16 

17 

18 

19 

20 

• COLOR=BLACK 

O.TIME 

360 

360 

15 

345 

0 

330 

300 

0 

0 

0 

0 

0 

0 

0 

0 

0 

0 

0 

0 

. 0 

0 

0 

0 

0 

0 

0 

0 

R_TIME 

363 

360 

360 

360 

363 

360 

360 

0 

0 

. 

n 

0 

0 

0 

0 

0 

0 

0 

0 

0 

0 

0 

0 

0 

0 

0 

0 

0M9 

• 24.7891 

24.3750 

15.0000 

19.7891 

9.3750 

19.5820 

20.8320 

3.7500 

5.000C 

5.0000 

0.0000 

4.1665 

3.7500 

4.3750 

7.2915 

3.3333 

4.3750 

4.3750 

5.0000 

7.5000 

6.8750 

3.7500 

4.3750 

5.4165 

0.0000 

5.4165 

4.5833 

RM9 

25.082 

25.082 

25.082 

25.082 

25.082 

25.082 . 

25.082 

9.500 

9.500 

9.500 

9.500 

9.500 

9.500 

9.500 

9.500 

9.500 

9.500 

9.500 

9.500 

9.500 

9.500 

9.500 

9.500 

9.500 

9.530 

9.530 

9.500 

A-34 
KJ 

KJ 

CC 

C

O 

O 

J 

J -

CD 

CO 

I d 

CO 

or 

>

-x 

 UJ 

I— 

Q rt 

Ul X 

1- 3 

CJ II 

id or 

- j o 

WrOKlKJWKJKjKJKllOrOKlKJrOKJMKlKJrOKJOOCJOOOOOOOOOOOOOOOOOrtrtrt

cococococococot*ocococo(J3cococococococoooi--***--r--r'-r^ 

civ oooooooooooooooooooooaoooooooooooooooooococococxjoooo

x ^*^*^h-i<.i/^r^r-»r>.ri-r--r~r--r^i^r^r^|i-*

-

~ r ~ 

ar ••...•........•••••••••••,••••.•••••..••••

uitfiuiinuiinuiuitfiuiuiuiuiinininuiuiuiinc^crvij-vcrvc^cj^cj*vcj^c ^ 

otaroinMinrttfjtfjrtOrtocDOKjotfiOrtOKjKiotfjooKjinortrtoooroinuicjrtou

rtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrHrtrt'rtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtniOKJKlKJKJi^ 

CMocortK>rt<rrtvj3,totoJr-'-ocor^rto^r^ajcoinrHooK>rio-<t atcMuicjcovOriint CMiflo

oi caincJ-tc»tvOO^vOrtuivocooinotfittfiKjtfioor~rjNOan(jooiortvOTO 

x uiNNU)UJinHNHCft'--\oinh-'N^to|vainrjVNr>ioNcir^uir^in<rHinrioN 

o .••.•••..•.•.•.•...........•...••••••...•.

t^vor-i^o^KJo^r-«t"^*ovi)o^cMKjcMvjOr^c-ococor~ 

r l rt 1-Ir t rtrtlMrtrtCvJrtrtrtrirtrtrt rHrtrHrHCMrtrlKJCMrHOJOJrtrHr t OJrtCMrHC

l-H OOOOOOOOOOOOOOOOOOOO O OOOOOOO O 

ar 

i

z

d 

: 

OCJOOOCDOOOOOOOO

•tatat-t-t«t<r«t«tat-t<|-«t<t>t-t'tat . at«t\OM3vf

CMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMtMKJKJ

t/1 

C

O 

J 

in o 

CM 

in 

in ooinoi n «"> c> ooooo o cioininotfiinociooootfi-- _ ._ 

rooo tHtmiOvDioroin r- CM CM troo-vvoMO-vvOvoin-tvOvo 

CM CMCMrtKJKJ rt CM OJ OJ rt KJ ._-..... _ 

CJ O C l O CJ tfl O O tfJ CJ CJ i n 

CM • * vOK)v£ ) c

KJCMCMKJK J rH KJrtK J 

- 

K

KJ 

<

I 

t 

UJ 

a - l 

CO 

f-

*x 

f : 

r ' 

l -

u 

l 

I— rtCMKl-JtinvOr-COOiCJrtCMKI* 

OC r-t ri ri ri r-i 

0. 

-X 

rtrtrlrtrt

tfivoi---coo^ortoiKj*inior--cooiortCMro«ttfi\or^coo< 

 (\| riririr-irir-irirtrir i 

O rt CM- K

CM 

or 

Id 

CO 

C

Vt 

3 

X 

J 

o 

CMOlCMCMCMCMCMOjCMCMOJCMCMOJCMCMCMOJOJOJKlK

rt CM ro .3- ui vo r- 00 01 *-"J «-*i CM KJ t in \o r*. co cr< o ri CM ro «t in vo r- oc 0*1 c> ri CM KJ -t in \o Is 00 01 CI ri C

00 00 00 00 00 CO 00 00 OP ON 0 i 0 i Oi 0> Ov ffi Ov Oi Ov «"> «n r.v o o o o c:> c i o r l r i r-l n r l n H r-l —t r-t CM CM CM C

rtrtrlrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtCMCMCMCMCMOJCMOJOJOJOJOJCJOJOjOJOJOJCMCMCMCMOJOJOJOjCMOJOJOJOJCM 
ro 

^^(^'^rJ^(^ovc^(^rJ>Hr-lHHr-lHHHHHr^HHr^HHHHHH^^^^-^^^r--rv•^^s

rtrtrtrtrtrtrtrtrtininininintfJintfltfltfltfltfJtflintfltflinintfltfJOOOOOOOOOOOOOOOOOOOO.HrH 

0*i •*JCOCOlJjl-JlD(OCDCDiT>^^^r^^'^'ha^O ^ 

X "*-r~r^r>r~r-l*~h-r^CMCMCMCMCMCMCvlCMCMCMCMCMCMCMCMCMCMCMCMOJ*«t«t* 

or ........................................

(\lc\i(vicvjt\ic\iN(vj(\itttvttt<r>tvtttittttvrvt<t<t>tcoco*ococ ^ 

•OKJKjrOKJIOKjrOKJr^rtr-lrtrtrtrtrtrHrtrHrtrtrtrtrtrtrtrtrtrOKJKlKJKJKjrOrOrOKlKjrOKj

or 

C

o 

o 

J 

CD 

O^I*~**--CJOCMO|i--r^vOinM3iOrtKJCMKJKJCOvJjCMlTi*^COr^O

rtOOOOOOOOtflOtfltfltflKJOKJKJKlinOrtOKltflOinOUlOrHOOOrtOrtOrtrtOrtOrtOOOOrtOo 

^ 

rjv roooooc-ooinortCMrtrtatKjcocDKjovococDooatinvjjOatoaoocotfjvjjr ^ 

z: in**-r.ooiooat(v]o^iiiiratocoooio(\iHor-r - ojoi---rtainor--oor-artcoojoj.too4.t

o •••••...••....••.••••••••••• • 

Ki^ooooi*nr^inr--inr*-ortor>-cMKjin<trv--oicMOrtco ^ 

•vtrO-4-CVJCMrtCMrOCM rtrtrtrtrtrtrtrtrtrttMrtrt rt KJCvlKJKJKJKJKJKJKJtfJKJat

CO 

Id 

CD 

<t 

l-H 

ar 

> 

< 

oooooooo o 

«OvDajla0a0aO(OVlJv D 

KJIOKJtOIOKJKJKJr O 

OOOOCJOOOOOOOOOOO O OOO O OOOOOOOOOOO

iDvIJvOvDvDvfivOvOvOvOvCJvO

KJKiKjKjrorororOKjrOKJK

Id 

CJ 

Id 

U l 

CO 

II 

cc 

ao l 

C

o 

J 

OOOOOtflOOOOOOO O 

vDiaOvOvOOCOvOvOvO 

KJKJKJKJrocMKjroro 

O Cl Cl u"; Cl O Ul CJ O C l O C> O I 

in i*- in «t MJ ro 

rt rt KJ KJ 

O CD O O O CD O Ci Cl CTi Ci O 

vDvj-lvOvOvDvOaOvDvOvOvOvO

KjKJKJKJKJKJKJKJKJKJKJK

_

•X 

J 

K

ix. 

J 

I 

-X 

O

•x 

ac 

L 

coiOajt-*niOi*~'»JONCJrtirMro«tin»i)i*--c»c^or^cj*o<ttfJiD(^ 

rtrtrtrtrtrtrlrtCM rir-tr-ir-iririririr-lrHS. r-i ri ri 

Id 

CO 

4 

CO 

3 

X rorororonrOrf)roiOvtt<ttttttvt*tvt*vtt**<t«tttinuiinininifiinifiinint f 

CO 

CD 

o 

CMKJ«tiniOI*--COtl^OrtCMrO<ttfliOr>-cxiOiCJrtCMKJ<rin<aDr^c«C ^ 

io-oi/)rirOrirOrO*t»r*<tvttttvtvtif , if, if l ( nu)iOiriininui<j)v O 

CMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMOJCMCMCMOJOJOJOJOJOJOJOJOJCMCMCMOJOJOJ 
in 

ro 

C

o 

o 

ac 

J 

>-

CD 

co 

Id 

OJ 

-X 

oc 

-X 

0*i 

O

oc 

X 

i 

o 

X 

rtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtinintfjtfJin-ihtfiinuiuiinintfiuiuiintfiuiuiinooo o

•t«t«t«t«tatat-t.t.t>t>t't«t't«*«tatrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtr--r--r-r--r

rHrlrHrtrlrHrlrHrHrHrHrtrtrtrHrtrtrtO^CTvOl^C^tTvCT'OiC ^ 

t*at»tttt*vtt*vtttt**t(\INC\IN(\IC\INW(\INCvl(vj W 

rJKiroiorororoioiOrOrOrjriioioionio^^trcr ^ 

CMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCM CMCMCMCM

rOOOOOOrtrtOrtOOOinrHOrtOtflOOtfltflKlrtOtflUlKJUOOtflKJtflrOOrOrtrtO

KJinOtfJininiTVONO^CJinOrtON|*~ONinrtOOrtrtKJ-ltOvi)rt(JOOCDOsOKJr t 

IO**«C3CMCMi>COCO>*3iJ30CMOO>KJinKJi>-ONoOitONKJrtinrtOVOtf ^ 

rococivorHKjNi*«tnM3CDrtori<o^ococMintfJini*--roa<r-ovr--cMr--cMOr-iou ^ 

COM30|n*OlTii>ON*

,

»M30cOO*r-IM3iOM3l*~CM**-* 0 

rtCMrtCMrtrtKJrtCMCMOJOJrtOJOJOJrt ri ri ririr-tr-trtrtrtritsAri r-i ri rtCMCM<tC

Id 

X 

UJ 

OOOOOOOOOOOOOOOOOOOOO O 

\ 0 \ 0 M3 tj*) XQ \Q \Q \Q %J) \Q \Q \Q ^D *0 *G s£) aJ) a". 

KJKJKJIOKJKJKjrOKJKJKJKJKJKJKJKJKJr O 

OOO O OOOOOOOO O OOOOOOOO

vOvflafivDv

'KlKJKlKJK

Q rt 

td X 

r- 3 

O II 

Id or 

-1 o 

Id 

t-t

X 

 CD tfl tfJ tfJ O C l CD O O O O Cl O O C.J O CD tfJ O O CTi tf) CJ O 

CO 

C

o 

J 

I 

Kjtni---vj)rtoovoinvi)vovi)vx)rjivt)vovor i 

rtCM KJCMrtKJrtKJrOKJK J KJKJKJr t 

o C 

ri K) 

CM 

O O I I Cl t l o o o o o o m Cl O C 

CM <tOiM J Ul (MvOr-vOv

r i CM ro rt CMKjCMr

a-l 

u 

. 

KJ 

I 

I

-X 

d 

C

-I 

D 

«-t 

CJ 

or 

0

•X 

. 

or 

id 

CD 

a : 

C

2 

3 

O 

tn 

o 

KJatin«Xr^00l)>CJrHCMrO.ttfJs0r^COCj*vCDrHCMKj'«tinv0,^ « 

rlriririrtriririririCs J rtrirlrlrtrlrlrlrtr-ICM rt rt 

>JlifiyDvOvOvOvOvavDvOvO\OvOvJJvD\OvO<J)<SajcOCOCOCO a 

rOatin*aDI*--TO<J*vc»rtCMKj«ttf>ivDr>-COl*hCJrtCMKJa*.n«I)l*"- « 

00 00 CO 00 00 00 CO 0*v 0 i Ov (J* 0*> Ol 01 Ol Ov Ov «•> <-> «-• CJ - I Ll> C €•• O CT> rt r l r l r l r l r l r l r l rH r l CM CM Oj OJ OJ 

CMCMOJCMCMOJOJOJOJCMCMCMCMOJOJOJOJrOKlrOKlKJKjrOrOKJKJrOKJKJrOKlrOKlKlKjrOKJIOrOKJKJl
vO 

KJ 

or 

C

o 

o 

o 

D 

CO 

CC 

l-

< 

H 

or 

> 

< 

Oi 

ec 

X 

r-"i*~"*~**-r^r--i^tfjtfjinintfJuiinintfJtfJinininintfitfiuiuiuitf i 

^^a*1^0^^a|VvDvllvDvOvDvOvDvO\DaOvDvOvOvOv0vOaOvO\Oa

tfitfitfiuiintfJtfiojojojojojojojojojojojojojojojojojojojoj 

Q 

f>- fa. f»..f>. r~r-hcococococococooocococo<Bcocooocococococ o 

NC4Nr,|iJ(VJ(VJrtrtrtHrtrtrtrtrtrtrtrtrtrtrtrtrtrtrtr l 

in 

Oi 

U

o 

x 

l 

X 

OCJrlOrtOrlOC--iCDrtrlC J 

oincrvrvivtiv-atanoSatvtinoocMMjio^vti r 

oscoioHovONtooHvoixioincorocoiriiOvijcoiTvincvicvjrv j 

OCDl^eO«*CMrtror^l*--tJ*VM3rtinCMi**-OI*-fMinrt.^.- ^ 

OCJrlrHrlOrHr- l 

Ov Oi Ol 13 0*1 at 

OOO O 

o ui tfi ui 

in r-i 0*1 o o in -t •tror-h - vOcoNHrjvHoivOri<tcr< t vo o in co 

•OCMrtCMIO*OCMrtC\JrtrtrtrtCMfMrtKJrtCMCvlKJrtrtrtCMCMr t 

ociooor.iooooooooo'-iooociODOoncii- i 

sOvjOvaOvOMaliaOvOOvi*rvOiO-viTiOvC**v(TiCriOv(TiO^Oi0iOiO^OiiO i 

ro KJ ro ro to ro ro 

Ul 

I

o 

d 

CJ 

Id 

Id 

CO 

3

X 

 I 

II 

ar i 

o I 

-J | IO KJ CM CM IO KJ KJ KJ 

O I 

CJ 

oootficjoin , inotfjincjtficjcjo—icDcic-icitfjcDCJinotf i 

vOvDfi-COvDvOt'^^aONinniOC , ^aoOvOvOvDvtOiinHvOO i 

K l KJ <VI CM IO KJ KJ KJrtCMrtCMKJKJCMKlKJrOrOKJK l rt KJ KJ r l 

r

I 

o 

«t 

Id 

C

-i 

D 

< 

4 in vo ror 

«* 

a. 

I X 

I d 

DO 

C

3 

X 

O 

CO 

o 

oo Ov CJ 

rt rt CM 

r l (M K) *t U) vl) l>- OOffvOrtWrOvtlOv O r- oc cr> o 

r-t ri r-t Cst 

0*lCJ10*l0l0i0vlTlOOOOOOOOOOOOOOOOOOO O 

•tuivijrv-.coo

v

c>rtCMro*invjjrvv.ooo^ortcMro«tui\of--coov o 

KiiOKjiOKjiotatvttvtvtttvtvtinifiinininiiiininininvt i 

KJ Kl KJ K) Kl Kl Kl KJ fO KJ Ki KJ M K) KJ Kl Kl KJ KJ K) K> KJ Kj K) KJ K) KJ 
or 

C

o 

J 

( J 

CO 

Ul 

-J 

ID 

«i 

O

rt 

C 

> 

•a 

CJ 

I d 

r -

I

o 

d 

co 

CM 

«a 

_ l 

-

u 

I 

t 

tu 

oa

X 

. 

tjv 

U

o 

x 

l 

2 . 

C

u 

-c 

D 

II 

or 

o 

or 

<c 

<

x 

o 

3 

a. 

t 

U l 

to 

OOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOrHrHrHrHrHrta

in ui uitfi ui tfJintfJtfitfJCMCMCMCMcMCMCMCMojojoooooooo o otfjuiinuiininuitfiuii n o> 01 0vo> 

OJOJOJCMCMCMCMCMCMCMOOCOOOOOOOOOOOCOCOCOOOOOOOOOOOCMOJOJOJOJOJOJOJOIOJCOCOCOaOO

^0^0^1JlJ•^l|v^)^l)^|)^l|llJooooooOOOOOOOOOOOOOOHrtrlr^rlrtrlrtrlrt^^r

vo«iJ'aO*i)MJ*i)vovOMJM3inininintfitfjintfjtfitfjMjvOvjjvxjMj»j3 

CMCMcM<MCMCMCMCMCMCMCMCMCMCMCMCM<MCMCMCMOJCMCMCMCMCMCMCMOJCMat<t-t<tat'-J-'tata ^ 

(J.

rtuiinovcjcjocM-tr--a;oi->tovovinujuJCMr--Mj<MccicMUiov(r-toiuir^i^ 

tflOOrtOOOOrtOrOrtrHrtrtOOOOOtflOKJOOrtrHrtrtOOOrloOrtOOOrtOOrOOrtOrtrHrHO 

 CMCMOOinooiOvOinincOvOCDoOCMCMCMajtfJv"cuo(J3CMCOiOviJIOr^tfJinKJK ^ 

l^rtrtCMr»intf1KJvjJat^CMvJjr~CMvOrHvOOtrHO|---inrHCMUlrtOCOtj*ltl>U) W 

vtCOIOr^(ON(\ICOvIJHrlWHatr-OK)|l)CvJvDstrr(\l(POUNCO*vUrt « 

rtCMrttfJKJ|OKJCMCMatrtCMCM-tOjrOCMrtCMCMrtOJrt^OjrOOJOJOjKJOjrOCMr--Kl't'tKJinatrtOJrt-at 

uooouaoocjooouooouijooiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiooaaoooQaoooo

vo vu vo vo vovUv£vOvUijir^*^**-*

, >

r^*i'**'*--r*>**-covUav<Qto<uco v 

KJKiKirorOKjKirorOKjcMCMCMCMCMCMOicMcMCMCMCMojojojojojojojojroKJKjrororoK) 

uamcoaooucioouooiiiuiiiiiiouuioooiiiuioiiiiiicia.., . 

KlvUhvOv4Jaiflv£vU\UO'vtW\UK)vtr*vUNvtOvuiOv[ir)**OUIHv i 

KJ KJ ro KJ ro KJ ro KJ CM «~I r«) ro ro CM n CM CM CM — - - — ~ --

OUICDOODOOUIUIOOUU

_ _ 'JJ vl) vO VU vfl vjj u> Ol H Ml 

KJ K l K) IO K) IM M) K) K) IM KJ KJ K) fl K) KJ K) rt CM CM KJ 

- J I— rlCMrO->tU)vj3r

,

-C-aJOVCDriCMKJa»ij*Jvj-)r^CDO>OrtCMK)atU)vOr^O T 

OOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOO

CM CM CM CM CM CM CM CM CM CM KJ KJ K) KJ KJ KJ rO KJ KJ KJ fl KJ KJ KJ JO KJ K) KJ PJ l»J * at - t f at - t «t t at • * CM CM CM CM 

l-H •Ta>-f T T T + +T |||l|||||| T • ••••>••••••••>•> • • •> I r • i 

or 

UJ 

tu 

(I

VI 

3 

X 

) 

o 

OOOOOOOOO O OJCMCMCMOJOJOJOJOJOJKJKlrOKJKlrOKJrOrOKl-tatv

rH tvj KJ - t Ul VO (-. c«J IJi O rt CM KJ T III \U r- <JU Ui O rt I , K ) <T II I H I M D ll ' O rt (M H t II I vO I - OJ II I o rt 

CMCMCMCMCMCMCMCMOJtMrOrOKJKJKJKJKjrjKJKJ * tt 

CM KJ -t 

<T <»" * 
Oi 

o

X 

r 

OOOOOOOOOOOOOOOOOOOOrtrtrtrtrtrtrtrtrlrloOOOOOOOO O 

K!!?i?lIllv?I!ll^'l['l[ll!

10CI<:,OOOOC,oo0

'

( ,

'

l ,

•

|

'

,

 «T<enoiOiOiLrvcMCMCMCMCMCMCMCMCMCM 

l^tnl^l^.nl^^^I!-!^

0000000000,

* '

r1MM

"^^'^"**JrOKjroroKji ^ 

KjrororoiororOroKjKJininujtfJtninintfjtfjtfjtfjtfJinuiuitfJtfitfjuJtfJKjrorOKjKiKjr ^ 

rn^I^.*j.C,.

M

^^rL!^***

,

" '

! r

"*-*-***- * 

KJrOrOKjrorOrOrOKJfOCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCJCMCMCMrOKJK)KJKJKjroKJKJK J 

oo 

X 

or 

C

o 

J 

CJ 

,n^^

0

*°*^^"

, N

^ -

1 0

* *

t

-

,

-

1 0

^ *

0ini

'

,

IIIO(f(vjC)f,*N|v i torv J 

^n^S^^^^r[\V.^l?^^^^^

ui

^^

m

^°^^^^

n

^^'0°-<=>'^r-,c,c,^lna) 

r»n(ro^in|v, r i lNW(rWHN ^^^^ H ^ wwow ^ NJ0 ^ ^ nflOKj ^ N N ^ ^ 

°_£**-*TM«^«W^^inr--*l*--rtrOUICOl^inr - **»*•«= OJMJrtOvOOKJoCJ-CfUJKJUlOUir-rta t 

rtCMrt*CMCMCMCMCMrorOCMrtCMCMCMCMrtOjrOCMKJ<M<tCMrOKjCMK)tTMK,CM-tKj°M 

>-

CO 

CO 

UJ 

CJ O O O O O O O O o tfJ U) UJ UJ Ul U) Ul U) Ul Ul O t-l O O O <= O O O CD U l UJ Ul Ul Ul U) U) U) U) in 

|jj ; os.vji*****viiinnui l nininoi«i 1 ii»)HHHHHHH H 

KjroKjroroiororOKjrocMCMCMCMCMCMCMOjojojojCMCMojojojojojoJojKjrororororoKjKiroK j 

t

< 

o 

or 

i d 

U) 

CO 

CM 

« i 

—I 

l i . 

t 

I 

U J 

C

JC 

J 

CD 

II 

or 

-

o 

J 

u 

o 

H r^ _ . ° . ° , ° , ^ "J ° ""' ***

 U

' ° * " ° " " '

 U

' " ' *" "

 U 1

 ° " ' " ° "> " CJ O O Ul CJ O O <_ «_, cj O 

. J S -

<

'S^^'-

3

^ *

, 4

- -

H

- -

,00

<«f~

0

«

>

 vf-HOUvO^vOalvJJvUalvJJvO^^l^SSvllvJJ^ S 

IM K) KJ KJ KJ KJ KJ KJ KJ KJ K) rt K) CM CM KJ CM fl KJ CM KJ rt KJ KJ K) KJ CM r j ro £ K) CM K) IO KJ f, KJ KJ Kj 

CJ 

j

r-t 

- •

H

^ »

<

>*W)iai^(jjoiortcMr)* l nvijrv.oa^ortCMiOatuivor--ajoior t 

5 "• *-*• -< 

C

3 

2 

a 

J 

X 

OCJOOOOOOOCDCDCDOOCDCD O 

(MCMCMOJCMCMCMCMCMCM****** * < t t V t 

CD CD CD O OOOOOOCDOOOOOOOOOOO O _ 

***** * * < t * K ) K ) K ) K | K ) I O K l K l I O K ) 

I d 

CD 

U l 

C*J 

»-< T 1>«. T a).aj.a).a).^a>. | 

••••••••••••••• t ^ » + + 

nr 

Ui 

CD 

3 

x 

u)uitfitfiuitfiinintf)invOvj 3 vov^^ v0v0 vXvOvj3r*--r--(--r--i*--r-r -

CO 

OJ 

o 

HNio<tUliONcO*rOHCVJK)*invflr-couiOrtNK)*in>JlhCOirOrtrviri * 

uJUJuiuouJUJinuiujiov-aijvi,^^^^^^^^,..^^^^; : 
P.87 

i 

; 

I 

i 

i 

_ j ; 

J | ; 

t • 

CC 

Y CCLC 

: j -. O RUBLES J 

•

> 

a BL

E A-4 . F L

A 2 SE LECTED 

<t 

rr ; 

i ; 

! v_ _ 

Ul 

r-

• H 

3 

X 

II 

or 

o COL 

Oi 

cr

X 

. 

cn 

C

X 

J 

LU 

1— 

r-t 

X 

1 

IX 

0 1 

JL. 

rt. 

M 

N

T PAR T IC c_ 

C

3 

J 

<

X 

t 

Ul 

u

r-t 

VI 

r 

or 

i d 

CO 

l/

3 

J 

CD 

O 

0> Oi Oi Oi 0*1 0» Oi CJi Oi Oi I

s

- (— 

aooocoajcocoooaocoaoo o 

r^r*r--r»"r--r»-r>-r«-i«-r--r--r~ 

rjiovOity*iOiOiO-iO>OVlTitfJi n 

OOOOOOrtOOOrt o 

CMCMCMr-OJOJ*OCMr~OiC -

OOKJKJtfiKJCOvOCDrOCJCOC D 

OU)CO*-IOO\000)(M(M|> -

CMOOxOCOCMvOUltfJUJCMC M 

CMKJCMKJCMCMCMCMKJCMKJK J 

UJ UJ Ul U) UJ UJ UJ U) UJ UJ UJ U l 

vO vo vO vjj vJ3 vO vO vl) vQ vU m |T) 

OCJUJOOUJUIUJOOO O 

r~vUU)vDvOaO**vOOVUv O 

CM KJ CM K) KJ CM K) KJ Kl K l K) KJ 

rtCMKJ*tf)vUr-a>rjlOrtCM 

rt 

OOOOOOOOOOO O 

CM IM CM CM CM CM CM CM CM CM KJ KJ 

• ••••••••• I • 

IMIilMMMI'dviMrvOO

rtlMKI.ttf)vJjr*-COUiOrtCM 

O 

O O O O CD O 

r- r- r- r- r- rCD O O O CD O 

r- r- r- c- r- r~ 

in ui in in ui ui 

CM CM CM CM CM CM 

r-t O rl ri O O 

* r- * * o o 

vo m H vo o in 

vO * Ov rt tfl 1— 

vO r-l CM * CM KJ 

K l KJ KJ CM K) CM 

tf) Ul UJ Ul U) UJ 

tfi u) i n i n tfi U J 

CM CM CM CM CM CM 

O CJ o tf) o U) 

vo vii Mj m vo ui 

KJ KJ KJ CM KJ CM 

ro * in vD r» co 

O O O CD O O 

KJ KJ KJ KJ KJ KJ 

• 1 • • • 1 

CM IM CM CM CM CM 

ro * ui vo f- oo 

CD O O O CD O 

o o 

r- ro o 

i - rin in 

CM CM 

rt O 

* CM 

vO KJ 

rt KJ 

* KJ 

KJ KJ 

U) i n 

in in 

CM OJ 

CJ o 

vl) vO 

KJ ro 

(Jl o 

r l 

o O 

K) Kl 

1 • 

CM OJ 

Oi O 

O r-t 

C

O 

M 

ro 

ro 

in 

CM 

i

o 

n 

CM 

r l 

CO 

CM 

U) 

C

tfl 

M 

v

o 

O 

Kl 

r l 

K

O 

) 

K

• 

J 

r l 

r l 

OOOOOO O 

CM CM CM CM OJ OJ OJ 

K) KJ Kl KJ K) Kl ro 

K» ro Kl ro ro ro KJ 

in in m i n in m in 

OJ OJ OJ OJ OJ CM CM 

O O r l O rt O O 

O (— O- CM 0 - CD CM 

tfl O Kl CO U0 tfl KJ 

OJ 1*- if) U l OJ 1— CO 

r i r>- ro rri CM ro in 

K) OJ KJ KJ K) KJ OJ 

ui UJ in u> ui UJ in 

UJ u> ui in ui u> ui 

CM CM CM CM CM CM CM 

o o o o o o ui 

vl) KJ vQ MJ MJ v/J * 

KJ KJ K) K l KJ K) K) 

CM Kl * tf) vll r- CO 

OOOOOO O 

K J K J ro ro K J K J ro 

• ••••"» • • 

KJ KJ fl K) K) KJ •<> 

CM ft * UJ MJ r— CO 

r l rt r l rt rt rt rt 

C

O 

M 

KJ 

ro 

C

tfl 

M 

r l 

01 

K) 

K

m 

J 

K l 

UJ 

i n 

CM 

V

o 

O 

KJ 

i n 

K

o 

l 

K

• 

J 

CJI 

rH 

CM Ov 0 < 0 v 

K) ro io ro 

KJ O O O 

tfl vD lO vO 

CM KJ Kl KJ 

O CD O O 

r> in r— rtf) CM O o 

Oi rt CM l*~ 

KJ oo o r-

* KJ * rO 

u i c j o o 

i n vO vj) vS 

CM KJ KJ KJ 

CJ o CD O 

MJ vO \C vJJ 

KJ KJ KJ KJ 

O rt CM K) 

OOO

rt 

O 

KJ -at * * 

• T • • 

K J -er * * 

o rt CM K) 

CM CM OJ OJ 

0 i 

ro 

vi

o 

) 

K) 

CD 

CM 

Kl 

K) 

KJ 

U) 

vl

O 

) 

ro 

CJ 

VJJ 

* 

O 

* 

fl 

• 

C

* 

* 

M 

cr aro ro 

O O 

vO vO 

KJ KJ 

O O 

CM CM 

KJ CO 

KJ O 

ct) CM 

* * 

O o 

vU vC 

Kl KJ 

O O 

vi) MJ 

KJ KJ 

in vo 

O O 

* * 

• •> 

* * 

U) vl) 

CM CM 

0v rjv tJ

1

 o i oooo

Kjrororooooo

ooooininintfitfi

vDVUvQvOOOOO

KjrOKJKJKjrOrOKJrO

OOOOrtOOOrt

r- CM o r-•* o r— tfi o

inroinuirtoo*—f

tiocMcrviTvinr^coi

*K)*<rrOKiKiinroc

rtUlrt00r-CMCMvOKlvUU)lf)"--K) 

000000000 

vOVUvUvOvOVUvOvDvaO

Kl ro Kl KJ K l K) K) Kl K

OvJOCDOCJCJOOv

vOvOvOvaCVJJvOVaOvjJvJ

K) fl KJ KJ'KJ K) KJ Kl K

M)irvortiMK)*inv

rt 

OOOOOOOOO

* * * * CM (M CM CM C

•j-Tt-Tiiii

* * * * U) Ul U l U) U

r- CO Ui O rt CM K) * tf

CM CM CM ro ro K J ro ro r
or 

C

O 

J 

C J 

to 

CO 

CD 

l—

•X 

l 

l i 

I

> 

t 

C J 

U l 

CO 

CM 

<

* 

t 

Id 

- J 

C O 

CT> 

o

X 

r 

aC

x 

J 

OOOOOOOOOOOOOOOOOOOOrHrtrtrtrtrtrtrHrtrtOOOOOOOOO O 

oooooooooo^^^^•>^^^^^cfo^c^ff•(^o•i^ov|^o>lnlnlnln^nlnlnlnll)l n 

oooooooooOll^lnlnllllnulln'l)lnlncococococococOl»coco•^r-•^^^^r--^^- ^ 

intfJinininintfjtfjtfitfjov^o-o^o^ii^O'Oio^o^cMCMCMCMeMCMCMcMCMCMc-oooc o 

ooooooooool^v|^(^(^l^l^l^llvl7v»^^.^^(v^•^^^.^^^f.^^^^^^^^ • 

rOrOrOrOIOIOlOrOrorOCMCMCMOvlCMCMCMCMCMCMCMOJCMCMCMOJCMCMCMCMJOKJKJKirOKjrOK ^ 

OOrtrtOrtOOOrtOOoOOrtOOOOrtOOOrtOOOOOrtrtrtOrtrtOOrt O 

r-- o •«- o- in 01 in CM o * o oj oj o r- ^ r- r- eg ui * in UJ U I en UJ r- r- r- r- ov u- o- oj t o^ o ui * rinOrtrOCMKJCMKJOrtUJrOrOOu-)rttfJOOOCMvOCMrv»CMKjr^Otf)U10KlKlKJKJrtK10(i-vO O 

Cr>U)C*itflvjJOvOCOa3*CMrOrOCJOlOl*CMCDrHvOrHOOvDCDC-JCMOiOVC ^ 

COtMI*~OOinra)UlincDCD\UCOCOUJCOr

>

-vOCJr--KlrHCOvOCJralrHU)(nr o 

rOrOKJKJIOK)rOtM*UJ*IOKJU)KJCMKlKJKJtfJrOCMCJ*rOK>KJO)rO***KJviltKl'*KJ*i n 

l-l oooo o o o c j o o CJ o o o o g i li) ii) u i ii) ill ill II I II I ill U) u) III in U) II I ui ill Ul ui o o • u o o o CJ u o 

vo vu VLI'.VO vt)vu<i)vO'aOvUHHHHHHHHHHU)uiiiiininiiiu)ininuivU'j)vou)vUvOvovjjsu.j ) 

KJ K) KJ KJ K) KJ KJ K) KJ K) KJ KJ KJ Kl KJ KJ KJ K) KJ KJ CM CvJ CM CM CM OJ OJ CM CJ Cvl KJ Kl KJ Kl IO Kl Kl KJ KJ fl 

UJ rI - I 

r-l CJ 

3 

I 

•I 

or CJ 

CJ rt 

C

o 

J 

or 

<« 

•a

X 

o 

3 

2 

tx. 

. 

OUUOOvJUOOOCOOOUlIIDUOaillUOllllllvJOOlllUQOOvJOOOUlJ O 

vjjvjJvO.OvOviJvOvX>vOvOvO'OvOvOvO*vCvO\OvXJrtOr--r t 

K) K) KJ KJ KJ K) K) KJ K) K) KJ KJ K) K) KJ K) K) ft ft fl ft f I CM KJ KJ KJ KJ K) KJ KJ r«) Kl K) K) K) IO Kl K) K) Kl' 

rtCMK)*invoi-

,

-acovortcMro*tf)v!-r--cocivortCMK)*invor"-cocr 

rt r l r l • rt 

OOOOOOOOOOOOO O CD oooooooooooooooooooooooo o 

CM CM CMCMCM CM CM CMCM CM ******************* * KJKJKJKJKJKJKJKlriK ) 

rt • • * • • • I • • • • • • •••••••••••• J 

L

'.JC 

J 

I C 

O

3 

X 

J 

CJ 

vjjvjjv i ( < 4jvuvxivjyvijvauvjjr-r^i-~p-r^i^r-r--i^r^ w 

rt CM K| t- u) vo r-- O) CJ-v o rt CM K) * UJ MJ r-- co o> O rt CM KJ t u) oi r~ a< Qi O rt CM K) * U) vi) r- JO Ui 

******** * uiujuiinujuii n in u)U)vOvovoiOv"KOvjjvOvovor

>

-r^r^r^r

v

- r

>

--i--rv-r-r -
P.89 

APPENDIX B 

DATA SUMMARIES: MEANS AND SAMPLE SIZES 

r L 

L 

L 

L 

B-l 
P.90 

DEFINITIONS 

SPEED 

PEAK 

PEAK-WID 

PARTIC 

RISE AMOUNT 

OTIME 

0TIME25 

0TIME30 

RTIME 

DIFTM 

DIFTM25 

DIFTM30 

OM9 

RM9 

DIFM9 

Fast (FAST) or intermediate (INTER) 

Plume Rise Time 

The number of Peaks Per Test 

The Peak Width for Each Peak 

The Observer Number Assigned (observer 

numbers unique within the three Field 

Tests) 

For the Florida II data, the change in 

opacity over the six-mihute observation 

period. RISE = + or - depending on the 

opacity increasing or decreasing and 

AMOUNT » 20%, 30%, 40% 

The Observed Time :>20% Opacity 

The Observed Time >_25% Opacity 

The Observed Time >_30% Opacity 

The Transmissometer Time >_20% Opacity 

OTIME-RTIME 

0TIME25-RTIME 

0TIME30-RTIME 

The Observed Average Opacity 

The Transmissometer Average Opacity 

OM9-RM9 

B-2 
P.91 

TABLE B-l. MEANS ANO SAMPLE SIZES CN) FOR SEVERAL VARIABLES BY 

PEAK WIDTHS & PARTICIPANTS: BLACK RTP STOPWATCH DATA 

-

L 

r 

L 

[ 

L 

L 

[ 

SPEEO 

FAST 

INTE 

PEAK 

1 

2 

•** 

Va 

-

PEAK_WID 

15 

30 

45 

6C 

75 

90 

PARTIC 

11 

12 

13 

14 

15 

16 

22 

23 

24 

25 

26 

27 

OVERALL 

N 

114 

111 

N 

85 

47 

93 

.._ 

N 

18 

29 

18 

78 

24 

58 

N 

20 

20 

20 

20 

20 

20 

19 

16 

19 

19 

13 

19 

N 

225 

DIFTM25i/ DIFTH3 

. • 

• 

0IFTM25 CIFTM30 

• • 

• . 

• • 

.. .._ _ 

DIFTM25 DIFTM3C 

..—_.. 

DIFTM25 DIFTM30 

OIFTM25 0IFTM3C 

. . 

DIFTM 

-1.2 5 

2.5 1 

DIFTM 

1.6 7 

-0.1 9 

0.0 4 

-- — -

DIFTM 

4.6 7 

3.0 3 

1.7 2 

2.3 7 

-1.6 7 

- -3.6 4 

DIFTM 

0.6 5 

-3.6 0 

5.0 0 

-9.6 5 

0.6 0 

2.9 0 

-2.6 8 

5.5 6 

2.3 7 

2.6 8 

1.4 6 

3 . 4 7 

DIFTM 

0.6 1 

— Calculation could not be made for STOPWATCH data. 

B-3 

RTIME 

126.3 2 

121.0 8 

RTIME 

61.2 4 

123.8 3 

180.8 1 

RTIME 

30.0 0 

54.8 3 

105.0 0 

126.9 2 

150.CO 

177.9 3 

RTIME 

145.5 0 

141.7 5 

141.7 5 

141.7 5 

141.7 5 

141.7 5 

104.2 1 

90.0 0 

104.2 1 

104.2 1 

107.3 1 

104.2 1 

RTIME 

123.7 3 

DlFH^y 

. 

. 

DIFM9 

. 

. 

. 

- -• • 

DIFM9 

DIF 'M9 

DIFMS 

• 

RM9 

24.6 5 

.16.86 

RM9 

10.7 2 

20.6 2 

30.1 2 

... _ ... 

RM9 

7.9 0 

8.5 2 

21.6 2 

19.4 7 

29.9 7 

28.7 0 

RM9 

24.6 4 

24.3 1 

24.3 1 

24.3 1 

24.3 1 

24.3 1 

16.7 2 

15.6 9 

16.7 2 

16.7 2 

18.1 3 

16.7 2 

RM9 

20.8 0 

. 
P.92 

r 

TABLE B-2. MEANS AND SAMPLE SIZES <N) FOR SEVERAL VARIABLES BY 

PEAK WIDTHS & PARTICIPANTS: WHITE RTP STOPWATCH OATA 

r 

SPEED 

FAST 

INTE 

PEAK 

1 

2 

3 

PEAK„WID 

15 

30 

45 

60 

75 

90 

PARTIC 

11 

12 

13 

14 

15 

16 

22 

23 

24 

25 

26 

27 

OVERALL 

N 

167 

162 

N 

86 

130 

113 

N 

12 

98 

24 

ICI 

35 

59 

N 

29 

29 

30 

38 

30 

30 

27 

27 

15 

27 

21 

26 

N 

329 

DIFTM25-i/ 

. 

• 

DIFTM25 

. 

• 

. 

0IFTH25 

DIFTM25 

•_,- _ . 

DIFTM25 

. 

DIFTM3 0-'' 

. 

. 

DIFTM30 

• 

. 

. 

DIFTM30 

DIFTM30 

.. . 

OIFTM30 

• 

DIFTM 

1.3 8 

8.7 5 

DIFTM 

1.9 9 

4.4 7 

7.9 4 

DIFTM 

-4.4 2 

11.4 0 

9.4 6 

3.1 1 

2.7 4 

-0.8 8 

DIFTM 

5.3 1 

5.5 5 

1.7 7 

6.4 5 

11.eo 

-2.9 0 

4.7 0 

2.8 9 

4.8 7 

0.2 6 

6.1 4 

13.6 5 

DIFTM 

5.0 1 

RTIME 

121.8 9 

•115.74 

RTIME 

59.1 3 

123.0 0 

159.5 6 

RTIME 

37.5 0 

65.6 6 

123.7 5 

131.8 8 

154.7 1 

178.2 2 

RTIME 

116.3 8 

116.3 8 

114.5 0 

119.6 1 

114.5 0 

114.5 0 

123.8 9 

123.8 9 

112.0 0 

123.8 9 

125.7 1 

121.1 5 

RTIME 

118.8 6 

DIFMS-y 

. 

• 

DIFM9 

• 

. 

. 

0IFM9 

DIF •M9 

DIFM9 

. 

RM9 

23.4 1 

15.2 7 

RM9 

10.0 8 

20.3 0 

25.4 7 

RM9 

8.2 1 

10.3 3 

23.7 9 

20.6 9 

30.1 1 

26.4 1 

RM9 

18.9 0 

18.9 0 

18.5 8 

19.3 7 

18.5 8 

18.5 8 

20.0 4 

20.0 4 

18.9 2 

20.0 4 

21.5 6 

19.9 6 

RM9 

19.4 0 

— Calculation could not be made for STOPWATCH data. 

B-4 
TABLE B-3. MEANS AND SAMPLE SIZES (N) FOR SEVERAL VARIABLES BY 

PEAK WIDTHS & PARTICIPANTS: BLACK RTP FREQUENCY DATA 

SPEED 

FAST 

INTE 

PEAK 

1 

ro 

3 

N 

114 

121 

N 

90 

48 

97 

DIFTM25 

-0.9 2 

-14.0 1 

DIFTM25 

-5.3 3 

-10.0 0 

-8.6 6 

DIFTM30 

-4.7 4 

-36.2 0 

DIFTM30 

-14.1 7 

-22.1 9 

-26.6 0 

DIFTM 

0.6 6 

5.9 5 

DIFTM 

2.1 7 

3.7 5 

4.3 3 

RTIME 

126.3 2 

121.1 2 

RTIME 

61.0 0 

123.7 5 

181.7 0 

DIFM9 

-1.3 7 

-1.6 5 

DIFM9 

-1.1 4 

-0.8 0 

-2.2 1 

RM9 

24.6 5 

16.8 3 

RM9 

10.6 3 

20.5 0 

29.9 6 

PEAK K_WID 

15 

30 

45 

60 

75 

90 

N 

18 

3C 

18 

85 

24 

63 

DIFTM25 

0.0 0 

-6.5 0 

0.0 0 

-11.6 5 

-0.6 3 

-10.0 0 

„.. _ _..._ . .. . 

DIFTM3C 

-5. 0 0 

-15.5 0 

-3.3 3 

-28.7 6 

-3.1 3 

-29.7 5 

. 

DIFTM 

1.6 7 

1.0 0 

0.8 3 

5.8 2 

1.2 5 

3.2 5 

— 

RTIME 

30.0 0 

54.0 0 

105.0 0 

124.7 6 

150.0 0 

180.0 0 

•. . 

DIFM9 

0.7 9 

-0.6 0 

-1.6 9 

-1.7 2 

-2.2 6 

-2.0 3 

— -

RM9 

7.9 0 

8.4 4 

21.6 2 

19.0 7 

29.9 7 

28.7 0 

[ 

; 

[ 

| 

1 

L 

\\ I 

[ 

1 

L 

L 

[ 

PARTIC 

11 

12 

13 

14 

15 

16 

22 

23 

24 

25 

26 

27 

OVERALL 

N 

19 

19 

19 

19 

19 

14 

20 

20 

20 

20 

26 

20 

N 

235 

DIFTM25 

5.5 3 

0.0 0 

1.5 8 

-17.3 7 

-8.6 8 

2.1 4 

-13.5 0 

-10.5 0 

-3.7 5 

-12.0 0 

-5.7 7 

-26.2 5 

- - - -

DIFTM25 

-7.6 6 

DIFTM30 

-6.3 2 

-10.2 6 

-15.7 9 

- 3 3.1 6 

-28.4 2 

-5.3 6 

-21.0 0 

-17.2 5 

-28.5 0 

-27.0 0 

-11.5 4 

-44.2 5 

DIFTM30 

-20.9 4 

BDIFTM 

13.4 2 

6.3 2 

11.0 5 

-1.5 8 

6.3 2 

12.8 6 

-8.2 5 

-1.5 0 

3.7 5 

1.5 0 

5.1 9 

-5.2 5 

DIFTM 

3.3 8 

-5 

RTIME 

100.2 6 

104.2 1 

104.2 1 

104.2 1 

104.2 1 

116.7 9 

141.7 5 

141.7 5 

141.7 5 

141.7 5 

131.5 4 

141.7 5 

RTIME 

123.6 4 

DIFM9 

1.5 7 

0.9 1 

-1.0 5 

-4.4 2 

-0.5 2 

-0.9 8 

-2.1 7 

2.6 3 

-5.3 8 

-4.1 2 

0.1 8 

-5.0 0 

DIFM9 

-1.5 2 

RM9 

16.3 7 

16.7 2 

16.7 2 

16.7 2 

16.7 2 

19.0 3 

24.3 1 

24.3 1 

24.3 1 

24.3 1 

21.8 5 

24.3 1 

RM9 

20.6 3 
P.94 

r 

TABLE E-4. MEANS AND SAMPLE SIZES <N> FOR SEVERAL VARIABLES BY 

SPEED 

FAST 

INTE 

PEAK 

1 

2 

3 

PEAK_WID 

15 

30 

45 

60 

75 

90 

PARTIC 

11 

12 

13 

14 

15 

16 

22 

23 

24 

25 

26 

27 

OVERALL 

PEAK WIDTHS & PARTICIPANTS: 

N 

1 6 8 

1 6 7 

N 

90 

1 3 2 

1 1 3 

N 

12 

102 

24 

1 0 1 

3 6 

6 ? 

N 

27 

26 

25 

17 

27 

25 

30 

30 

38 

30 

30 

30 

N 

335 

DIFTM25 

-1.3 4 

-5.0 3 

DIFTH25 

-5.5 0 

-4.5 5 

0.2 7 

DIFTM25 

0.0 0 

-2.0 6 

-0.6 3 

-1.1 9 

-0.8 3 

-11.5 0 

0IFTM25 

-3.3 3 

0.5 8 

-23.4 0 

-7.9 4 

1.6 7 

-19.2 0 

4.0 0 

-0.5 0 

4.3 4 

-13.0 0 

2.5 0 

7.0 0 

DIFTM25 

-3.1 8 

DIFTM33 

-2.6 8 

-28.0 2 

DIFTM30 

-12.1 7 

-17.5 0 

-15.2 7 

DIFTM30 

0.0 0 

-15.1 5 

-1.8 8 

-13.8 1 

-3.7 5 

-33.5 0 

DIFTH3C 

-10.5 6 

-4.0 4 

-40.2 0 

-15.0 0 

-19.4 4 

-39.0 0 

-7.0 0 

-7.5 0 

-15.7 9 

-22.0 0 

-4.0 0 

-5.5 0 

DIFTM30 

-15.3 1 

WHITE RTP FREQUENCY DATA 

DIFTM 

0.4 5 

19.0 4 

DIFTM 

2.3 3 

8.4 1 

17.1 2 

DIFTM 

COO 

14.8 5 

3.1 3 

10.1 0 

0.4 2 

10.5 0 

DIFTM 

10.0 0 

8.0 8 

3.0 0 

1.7 6 

14.4 4 

0.0 0 

9.0 0 

8.5 0 

13.0 3 

3.5 0 

14.5 0 

24.0 0 

DIFTM 

9.7 2 

RTIME 

121.6 1 

113.3 5 

RTIME 

60.0 0 

122.0 5 

157.9 6 

RTIME 

37.5 0 

66.1 8 

123.7 5 

129.5 0 

152.5 0 

177. 0 0 

RTIME 

123.8 9 

121.1 5 

118.8 0 

109.4 1 

123.8 9 

118.8 C 

114.5 0 

114.5 0 

119.6 1 

114.5 0 

114.5 0 

114.5 0 

RTIME 

117.4 9 

DIFM9 

2.1 1 

0.7 1 

DIFM9 

1.1 1 

0.1 1 

3.1 6 

DIFM9 

2.0 7 

1.6 8 

3.2 1 

2.4 4 

-1.9 4 

0.3 7 

DIFM9 

3.7 4 

4.0 4 

-3.4 9 

3.2 5 

-3.1 2 

-3.4 0 

4.2 2 

1.2 3 

1.6 5 

0.6 1 

5.5 2 

1.8 9 

DIFM9 

1.4 1 

RM9 

23.3 9 

15.0 0 

RM9 

10.2 1 

20.1 3 

25.3 0 

RM9 

8.2 1 

10.3 6 

23.7 9 

20.4 2 

29.8 4 

26.1 9 

RM9 

20.0 4 

19.9 6 

19.8 5 

18.6 8 

20.0 4 

19.8 5 

18.5 8 

18.5 8 

19.3 7 

18.5 8 

18.5 8 

18.5 8 

RM9 

19.2 1 

•J 

B-6 
:.-. 

rn 

... 

>-

OD 

IVJ U l -

m 

I 

i-

< 

i 

I

> 

< 

X 

Ov o

X 

c 

OV 

intninininininintfjtfJininintfJinininininin 

inininintntfJintnininintnininmininininin • •••••••••••••••••• • 

CMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMC M 

OUlrt»tHU.haOHrtrjlOa)*eJ«tr*)OiKJ|i-

4*Mrtv£OajrOrOCO*CMrtvOr--Oi*0|-aatfJtf)0 0 

OirtCMin^CMOiKJOiOOKJrtinrtvO*OvOCOO i I rt r-l rt I rt I | | | rt I I i rt rl rl t I 

llll I II I 

*0v 

in i

. 

n C

• 

M 

tn r» ac ri 

Urn • 

tl Oi o l 

< < oc i - Ul -X > a ui 

t/j rt 

ooo o 

ooo o o 

o oooooooo o o o o o o o c ooo o 

ooooooooooooooooooo o 

ininintfJininintfJinininininininininininin 

CMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMC M 

•r

X 

t 

I-

ac 

in CM 

. 

or «•* 

o a U. rt 

oc 

t-t o Z J UJ X 

ISJ CJ 

rt < CO J CD Q, «• X I -

-X z w •u

« 

. 

O rt z o CO oc 

•x a. 

i

u 

m 

I 

n 

u. 

»-• K

o 

a 

J u. 

r-l i

a 

n CM 

x 

r» r- r» 

ID VJJ I D 

io r» 

ro vo 

l—ooKjKjr>or»r-r-

•/joonrOvDavoiOij ) 

o o o o 

vO vO vO O t o 

CM m tu CM m 

rt rt rt CM I 

lll l 

OvOtfJOCOKJrtO ou cn I - CM o r- KJ I I I CM I 

I 

«-i tH o in o 

rO IO KJ IT rt 

CM rt CM I rt 

( II I 

r- o o 

vOD O 

KJ l*-» f- O » 

KJ vO MJ O VO 

ro ro 

io ro 

o r- o o o O MJ O O O 

O O l*» o o vo 

vj}inocov0>j*)ovDO*o*ooinrtooooinvj)-

C

rt*tfJ***tfJOitfJCMOiin00MJtfJtfJtfJtfJKJ* M CM CM CM CM CM CM rt CM CM I C

M rt rl CM CM CM tM CM IM 

I I I I I I I I I I I I I I I I I I I 

roKjioKjoroioorwrooor * 

•oroioroororoovorooov o 

vO 

o r- I

s

- ro o 

avDvon o 

UJ 

cococoKjororoortroinortinrtovOvocotf ) 

r-0*v**KJKJrtO!rtl-a*intf) | * tfJ CM * 0*1 rt 

rtrtCMCMCMCMCMICMrtlCMrt rt CM CM CM rt CM 

I I I I I I I II II I I I I I I 

O1OVOVO1OVOVOVOVO1O1OVO1O1O1O1O1OVO1O1O 1 

o 

O 

a ri 

I 

K

a 

J ac U

rt 

. 

l-l 

o 

in C

• 

M r» CM C

1 

M 

in CM 

It

tX 

. 

I-I 

o 

i

o 

• 

n r-00 

»-

I 

« 

CJ CO 

CD <t 

o

-X 

OC 

. 

rtlTMKJ*tf»vOr^00OVC»rtCMKJ*tfJV0l

K

-t-OOicj 

riririrlririririririCs l 

U

ac 

l 

o 

> 
-.

1 

J 

-.'.-

rf 

' X 

>• CD CO u» «

m 

J 

t 

»-i <

J 

> 

< 

oc 

 < 

oc 1-

UJ « I > o U l 

tyj f t 

ac ~x o o u_ •—i oc 

mm. C J Z -J w u. UJ U IM trt r-l VJ X 

3 

UJ Q

J 

. • • 

X 1-

< z CO -X 

a, 

a •-• Z CJ < rt a— CO DC z «< < Q. UJ 

X 

. 

•4J 

1 U

CO 

l 

C

J 

D 

•« 1 -

OV O

oc 

X 

i 

U

Q 

t-l 

u. 

X 

l 

a: I H 1 - oc ac i - u. 

1-4 K

o 

a 

J 

a. I - u. 

r-4 C J i n CM i

X - U L 

r-4 

1-

u 

kC 

a 

4 

1-

ac « t a. 

intntfJintfJinintntninininintnintntfjtfJtnin 

CMCMCMCMCMCMCMCMCMCMCMCMCMCMtMCMCMCMCMCM 

CMCVJCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCMCM 

CMCMCMCMCMCMCMCMCMCMCMCMNCMCMCMCMatMCMCM 

0V00v0«TCVJinr-OrtCMr0O|»-rtCMCM4jvvJJI

,

« * 

Cj-vajCOvO*tfjr*-KJaOKJtfJvJ}OtfJtfJlOrt*rtO i 

CMM3MJOrtrOKJrtCMCrvOin*CO*vOinrtKJC M 

I II II II llll I 

r» r-

vO vO vo va Ov ov 

r- **- I

s

- . r» i*- r- r» 

vD vO vD VO vO vD VD 

vO v0 M9 vD V0 vD vD 

Gv Of* G*V OV OA Qv Ov 

r- l*» r- r» 

MB vD vO <aO 

vD vO vO VO 

Oi ffi Oi CJv 

r- i*» 

vO vO MJ VO Ov Ov 

r- r» 

vO vD 

vfl vO 

ffi rjv 

r*- r» r» 

vO vO vO 

vO vD vO 

Ov Ol Oi 

rOi^oior^Mi--ior-oiooioKjor-oi«-roi > 

KJvOOKJvOKJVaOKJVOOKJOKJKJOvOOMJKJv O ro vo in co rt ro »-i oo Hinv-oooroiovoi n HIO H 

r-vOrtCMKJrtlCM0OrvllTi<M\O UJ rt I t»i I 

I I I I I rt I rt rt I I 

Kjoi^r^oMr^or^*oioi^**-oi>oioro»*-r>- ' 

KJOvZ>vOOrOvDOM3KjrOvi)vOOvOOKJK>vX>v O 

roin-Dvoorovoinr-iiocovOrtOvoincorovOvo 

*Kj*r~oi**o*cMoo*r~rtoieovooin * 

ri ri ri I I rt I rt rt I I I t ri ri ri ri t rt 

I II III I I I I I 

or-ijoorOa^rv-i^oo*or>i

,

-**--KJri-r

,

-ooK j 

OvDrOOrOIOvOvOOorOvOvOvOrOvOvOOOK J 

uivOivoinoorovDrtoin<sivovOM)KjvjDu)tfjOKj r- oo •-» r- in rt in «-4 KJ KJ r-irt**cMKjrto u I I rt I I rt Ir t I I ri ri ri ri I I 

I II II I 

OvgiO!OiOV0V0iOvOVOvUvOvovO!O!OiO!OiO!U i 

rtCMKj*invoi^oooiort<Mro*invor*»cooio 

rirlririririrlrirtrifyi 

in 

0v CM X • OC (VJ CM Ov * ac in u. • 

rt o Q I UJ vO X • 

ll sO 

t- Oi OC 4-1 X CM I- * u. • 

ll Oi 

c. rl O CM KJ 0*1 X • I- ro u. CJ 

rt ri a I in CM CM ac * l- • ix * 

II in u • 

co U

oc 

< 

l >• 

o 
P.97 

TABLE E-7 . MEANS AND SAMPLE SIZES <i\) FOR SEVERAL VARIABLES BY 

RISE* AMCUNT. AND PARTICIPANTS: BLACK FLORIDA II DATA 

1 

rRISE 

• 

• 

• 

-

-

-

AMCUNT 

20 

30 

40 

20 

30 

40 

N 

20 

20 

20 

10 

10 

10 

DIFTM25 

-106.5 C 

-45.7 5 

12.0 0 

-166.5 C 

-82.5 0 

-30.0 0 

DIFTM30 

-172.5 0 

-105.7 5 

-36.0 0 

-216.0 0 

-132.0 0 

-93.0 0 

DIFTM 

-58.5 0 

•12.0 0 

5 0.2 5 

-88.5 0 

-25.5 0 

25.5 0 

RTIME 

360.0 0 

315.0 0 

285.0 0 

360.0 0 

270.0 0 

255.0 0 

DIFM9 

0.2 4 

0.6 1 

2.2 2 

-2.0 4 

-0.2 9 

1.3 5 

RM9 

29. 0 

31. 1 

34. 8 

27. 7 

25. 0 

24. 5 

i-JSt 

PARTIC 

1 

2 

3 

4 

5 

6 

7 

8 

9 

IC 

OVERALL 

N 

9 

9 

9 

9 

9 

9 

9 

9 

9 

9-

N 

90 

0IFTM25 

-185.0 0 

-35.0 0 

-23C.0 0 

25.0 0 

-18.3 3 

-21.6 7 

-1.6 7 

-118.3 3 

-36.6 7 

0.0 0 

DIFTM25 

-62.1 7 

DIFTM30 

-213.3 3 

-108.3 3 

-248.3 3 

-26.6 7 

-100.0 0 

-90.0 0 

-88.3 3 

-200.0 0 

-93.3 3 

-20.0 0 

DIFTM30 

-118.8 3 

DIFTM 

-91.6 7 

0.0 0 

-175.0 0 

41.6 7 

31.6 7 

25.0 0 

28.3 3 

-23.3 3 

6.6 7 

13.3 3 

DIFTM 

-14.3 3 

RTIME 

311.6 7 

311.6 7 

311.6 7 

311.6 7 

311.6 7 

311.6 7 

311.6 7 

•311.6 7 

311.6 7 

311.6 7 

RTIME 

311.6 7 

DIFM9 

-6.4 4 

-0.9 8 

-11.6 5 

17.1 2 

0.8 2 

2.9 5 

0.5 7 

-4.8 5 

0.4 3 

7.7 7 

DIFM9 

0.5 7 

RM9 

29.7 1 

29.7 1 

29.7 1 

29.7 1 

29.7 1 

29.7 1 

29.7 1 

29.7 1 

29.7 1 

29.7 1 

RM9 

29.7 1 

B-9 
P.98 

"

E

* -—-*-*-*^r**»-(J--**>~ -aa>V--.-:=rr. U. '. • .•vJf>^J-vaajer..a>-_|.-

1

 . ^ 

TAELE E-8. MEANS AND SAMPLE SIZES CN) FOR SEVERAL VARIABLES BY 

RISE* AMCUNT. ANO PARTICIPANTS: WHITE FLORIDA I I DATA 

ISE 

• 

• 

4> 

-

-

-

AMCUNT 

20 

30 

40 

20 

30 

40 

N 

20 

20 

20 

10 

10 

10 

DIFTM2E 

36*.7E 

26.25 

5.25 

-13 . 50 

58.5C 

27.00 

DIFTM30 

-22.50 

-14.25 

-27.00 

-69.00 

-9.00 

-7.50 

DIFTM 

79.50 

50.25 

33.00 

0.00 

84.00 

43.50 

RTIME 

262.50 

307.50 

307.50 

360.00 

255.00 

315.00 

DIFM9 

6.84 

7.46 

6.37 

5.83 

5.69 

10.21 

RM9 

25.I- i 

31.60 

31.66 

30.50 

25.7 i 

29.96 

PARTIC N DIFTM25 DIFTM30 DIFTM RTIME DIFM9 RM9 

1 9 13.3 3 -18.3 3 46.6 7 298.3 3 6.4 9 29.2 2 

2 9 40.00 -8.3 3 55.00 298.33 5.50 29.22 

3 9 3.3 3 -30.0 0 36.6 7 298.3 3 3.8 1 29.2 2 

4 9 43.3 3 3.3 3 56.6 7 298.3 3 16.2 4 29.2 2 

5 9 33.3 3 -16.6 7 60.0 0 298.3 3 7.3 1 29.2 2 

6 9 -21.6 7 -96.6 7 36.6 7 298.3 3 1.5 4 29.2 2 

7 9 46.6 7 0.0 0 60.OC 298.3 3 6.3 3 29.2 2 

8 9 -15.0 0 -116.6 7 40.CC 298.3 3 -0.2 6 29.2 2 

9 9 55.0 0 43.3 3 56.6 7 298.3 3 9.1 1 29.2 2 

10 9 33.3 3 3.3 3 55.0 0 298.3 3 14.0 2 . 29.2 2 

1 

1 

I 

[' 

I 

L 

L 

[ 

L 

OVERALL 

N 

9: 

DIFTM25 

23.17 

DIFTM3C 

-23.67 

B-10 

DIFTM 

50.33 

RTIME 

298.33 

DIFM9 

7.01 

RM9 

29.22