%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 10 0 R 11 0 R 12 0 R 13 0 R 14 0 R 86 0 R 87 0 R 88 0 R 89 0 R 90 0 R 91 0 R 92 0 R 169 0 R 170 0 R 171 0 R 172 0 R 173 0 R 174 0 R 175 0 R 252 0 R 253 0 R 254 0 R 255 0 R 256 0 R 257 0 R 258 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
1650-G Figure 16. Comparison of four pines - panel f - histograms 17June2013
Adobe Illustrator CS5.1
2013-06-21T10:31:27-06:00
2014-12-02T10:33:33-07:00
2014-12-02T10:33:33-07:00
256
180
JPEG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uuid:9E3E5C9A8C81DB118734DB58FDDE4BA7
xmp.did:FB7290858FDAE211AAD6C3B78F30D316
uuid:972fbdaa-8786-4c76-92f7-018b22a75131
proof:pdf
uuid:7ca93f54-0e49-134d-b477-bd25863c1549
xmp.did:FD7F11740720681188C69B0B894C90B6
uuid:9E3E5C9A8C81DB118734DB58FDDE4BA7
proof:pdf
saved
xmp.iid:FD7F1174072068118C14B5856C1CC362
2013-03-21T12:44:32-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:FD7F11740720681188C69B0B894C90B6
2013-04-02T18:05:21-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:FB7290858FDAE211AAD6C3B78F30D316
2013-06-21T10:31:24-06:00
Adobe Illustrator CS5.1
/
Basic RGB
1
False
False
11.000000
8.499993
Inches
Helvetica-BoldOblique
Helvetica
Bold Oblique
TrueType
Version 1.3 (Hewlett-Packard)
False
helr66w.ttf
Helvetica-Bold
Helvetica
Bold
TrueType
Version 1.3 (Hewlett-Packard)
False
helr65w.ttf
Helvetica
Helvetica
Regular
TrueType
Version 1.3 (Hewlett-Packard)
False
helr45w.ttf
TimesNewRomanPS-ItalicMT
Times New Roman
Italic
Open Type
Version 5.20
False
timesi.ttf
TimesNewRomanPSMT
Times New Roman
Regular
Open Type
Version 5.20
False
times.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.003099
0.003099
0.003099
0.003099
Black
CMYK
PROCESS
75.020999
67.968297
67.022198
90.164000
RGB Red
CMYK
PROCESS
0.003099
99.398798
100.000000
0.003099
RGB Yellow
CMYK
PROCESS
6.198198
0.003099
96.514797
0.003099
RGB Green
CMYK
PROCESS
62.764901
0.003099
100.000000
0.003099
RGB Cyan
CMYK
PROCESS
51.793700
0.003099
12.539899
0.003099
RGB Blue
CMYK
PROCESS
88.366503
76.916099
0.003099
0.003099
RGB Magenta
CMYK
PROCESS
26.990199
81.640297
0.003099
0.003099
R=193 G=39 B=45
CMYK
PROCESS
16.961896
97.897297
92.724502
6.744498
R=237 G=28 B=36
CMYK
PROCESS
0.445598
99.142402
97.323602
0.094599
R=241 G=90 B=36
CMYK
PROCESS
0.003099
79.803199
96.874899
0.012201
R=247 G=147 B=30
CMYK
PROCESS
0.036597
50.066400
98.565602
0.003099
R=251 G=176 B=59
CMYK
PROCESS
0.021398
34.848601
87.130499
0.003099
R=252 G=238 B=33
CMYK
PROCESS
4.513597
0.003099
93.188399
0.003099
R=217 G=224 B=33
CMYK
PROCESS
18.896800
0.039703
98.232996
0.003099
R=140 G=198 B=63
CMYK
PROCESS
50.109100
0.137299
99.038702
0.003099
R=57 G=181 B=74
CMYK
PROCESS
74.615097
0.003099
99.703997
0.009203
R=0 G=146 B=69
CMYK
PROCESS
86.385900
17.578399
100.000000
3.823900
R=0 G=104 B=55
CMYK
PROCESS
90.218997
33.475196
98.763996
26.065499
R=34 G=181 B=115
CMYK
PROCESS
76.195902
0.003099
74.978298
0.003099
R=0 G=169 B=157
CMYK
PROCESS
78.441995
9.085202
45.755696
0.027502
R=41 G=171 B=226
CMYK
PROCESS
69.720000
14.846998
0.003099
0.003099
R=0 G=113 B=188
CMYK
PROCESS
87.536401
52.645099
0.003099
0.003099
R=46 G=49 B=146
CMYK
PROCESS
99.130201
96.548402
3.494298
0.500500
R=27 G=20 B=100
CMYK
PROCESS
100.000000
100.000000
26.251602
24.524301
R=102 G=45 B=145
CMYK
PROCESS
74.520499
98.516798
0.940001
0.228900
R=147 G=39 B=143
CMYK
PROCESS
49.558198
99.191302
1.370299
0.109899
R=158 G=0 B=93
CMYK
PROCESS
34.891301
100.000000
37.204504
10.815603
R=212 G=20 B=90
CMYK
PROCESS
11.844099
100.000000
49.249995
0.872803
R=237 G=30 B=121
CMYK
PROCESS
0.003099
97.000098
20.495903
0.003099
R=199 G=178 B=153
CMYK
PROCESS
22.854996
27.426600
39.942002
0.003099
R=153 G=134 B=117
CMYK
PROCESS
39.844400
42.853403
52.529198
6.808603
R=115 G=99 B=87
CMYK
PROCESS
50.398999
53.136498
60.897201
23.593497
R=83 G=71 B=65
CMYK
PROCESS
57.598197
60.415000
63.738501
41.934800
R=198 G=156 B=109
CMYK
PROCESS
22.671902
38.394701
63.668299
1.181000
R=166 G=124 B=82
CMYK
PROCESS
31.595302
49.182904
73.931497
9.890902
R=140 G=98 B=57
CMYK
PROCESS
36.234099
57.402897
84.057403
22.613901
R=117 G=76 B=36
CMYK
PROCESS
39.169896
64.104700
93.441701
35.580999
R=96 G=56 B=19
CMYK
PROCESS
41.538095
69.994700
97.024500
49.155402
R=66 G=33 B=11
CMYK
PROCESS
47.794300
73.476797
83.712500
68.157500
Grays
1
R=0 G=0 B=0
CMYK
PROCESS
75.020999
67.968297
67.022198
90.164000
R=26 G=26 B=26
CMYK
PROCESS
72.576499
66.600996
65.191102
78.161299
R=51 G=51 B=51
CMYK
PROCESS
69.481999
63.180000
62.151498
58.361202
R=77 G=77 B=77
CMYK
PROCESS
65.377301
57.988900
56.878000
36.661303
R=102 G=102 B=102
CMYK
PROCESS
59.728402
51.235199
50.771302
20.132798
R=128 G=128 B=128
CMYK
PROCESS
51.647198
43.149501
43.149501
7.547098
R=153 G=153 B=153
CMYK
PROCESS
42.636800
34.787500
35.315502
0.985700
R=179 G=179 B=179
CMYK
PROCESS
30.679798
24.246597
24.765402
0.003099
R=204 G=204 B=204
CMYK
PROCESS
19.366801
15.005702
15.533698
0.003099
R=230 G=230 B=230
CMYK
PROCESS
8.459598
6.131101
6.576598
0.003099
R=242 G=242 B=242
CMYK
PROCESS
3.704900
2.508599
2.508599
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
16 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 263 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
260 0 obj
<>stream
HW[o~_1N;P >(Te媱$w%GΐCrY;<\xtOoߝO;>>}zܝ]^7;(+IJo'- ~۽wf4/'t'΄g|0ub?aA4 nǤŐ{`?agN~z7]WO_ zvN_h!IK9yn)S