%PDF-1.5
%
1 0 obj
<>/OCGs[16 0 R 17 0 R 18 0 R 19 0 R 20 0 R 21 0 R 22 0 R 23 0 R 24 0 R 25 0 R 26 0 R 27 0 R 28 0 R 29 0 R 30 0 R 31 0 R 32 0 R 33 0 R 34 0 R 35 0 R 36 0 R 37 0 R 38 0 R 39 0 R 40 0 R 41 0 R 42 0 R 43 0 R 44 0 R 45 0 R 46 0 R 47 0 R 48 0 R 49 0 R 50 0 R 51 0 R 52 0 R 53 0 R 54 0 R 55 0 R 56 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
sir20165005_plate14
Adobe Illustrator CS6 (Windows)
2016-02-25T08:29:39-05:00
2016-02-25T08:29:40-06:00
2016-02-25T08:29:40-06:00
188
256
JPEG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xmp.did:569E48D2CBDBE511A1C5F42DD3C437BF
uuid:72db94ef-7a76-4db6-a8ea-24bf1a1805eb
uuid:870EE5471DD0DC11A8B38836014643EC
proof:pdf
uuid:16083412-b3b8-47ba-8b2d-6cf4cf73a58f
xmp.did:F0DB02F372DAE511B652B104DCF8FFDF
uuid:870EE5471DD0DC11A8B38836014643EC
proof:pdf
saved
xmp.iid:3284905A10A5DD11BCEDDF4EA84AB829
2008-10-28T09:49:14-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:569E48D2CBDBE511A1C5F42DD3C437BF
2016-02-25T08:29:35-06:00
Adobe Illustrator CS6 (Windows)
/
1
False
True
23.000000
30.000000
Inches
ESRIDefaultMarker
ESRI Default Marker
Regular
TrueType
Version 1.0; 1999; initial release
False
esri_2.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
TimesNewRomanPSMT
Times New Roman
Regular
Open Type
Version 5.22
False
times.ttf
TimesNewRomanPS-ItalicMT
Times New Roman
Italic
Open Type
Version 5.22
False
timesi.ttf
TimesNewRomanPS-BoldMT
Times New Roman
Bold
Open Type
Version 5.22
False
timesbd.ttf
Univers-CondensedLight
Univers 47 Condensed Light
Regular
Open Type
001.002
False
Univers-CondensedLight.otf
Univers-Condensed
Univers 57 Condensed
Regular
Open Type
001.003
False
Univers-Condensed.otf
Univers-CondensedOblique
Univers 57 Condensed
Oblique
Open Type
001.003
False
Univers-CondensedOblique.otf
Univers-CondensedBold
Univers 67 Condensed
Bold
Open Type
001.002
False
Univers-CondensedBold.otf
ESRITelecom
ESRI Telecom
Regular
TrueType
Version 8.0.1; 1999; initial release
False
ESRI Telecom Regular.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
Section 508 blue - C=100 M=60
CMYK
PROCESS
100.000000
60.000004
0.000000
0.000000
Section 508 3-color palette 1
1
C=56 M=34 Y=40 K=3
CMYK
PROCESS
55.529099
34.430504
39.597202
3.094500
C=89 M=44 Y=50 K=21
CMYK
PROCESS
89.000000
44.000000
50.000000
20.999998
C=43 M=15 Y=20 K=0
CMYK
PROCESS
42.999996
14.999998
19.999998
0.000000
Section 508 3-color palette 2
1
C=34 M=52 Y=66 K=12 1
CMYK
PROCESS
34.424400
52.275902
65.841202
12.307900
C=38 M=32 Y=12 K=0
CMYK
PROCESS
37.512802
32.275902
12.381202
0.003099
C=32 M=93 Y=67 K=29
CMYK
PROCESS
31.531202
93.206696
66.753601
29.291201
Section 508 5-color palette 1
1
C=30 M=50 Y=56 K=7
CMYK
PROCESS
30.000002
50.000000
56.000000
6.999999
C=39 M=70 Y=83 K=35
CMYK
PROCESS
39.000000
70.000000
83.000000
35.000004
C=17 M=15 Y=28 K=0
CMYK
PROCESS
16.507196
14.685297
28.253603
0.003099
C=56 M=39 Y=73 K=17
CMYK
PROCESS
56.072300
38.535099
72.829803
17.071802
C=44 M=37 Y=22 K=0
CMYK
PROCESS
43.936802
37.369301
21.899700
0.183100
Section 508 5-color palette 2
1
C=30 M=50 Y=56 K=7 1
CMYK
PROCESS
30.000002
50.000000
56.000000
6.999999
C=39 M=70 Y=83 K=35 1
CMYK
PROCESS
39.000000
70.000000
83.000000
35.000004
C=17 M=15 Y=28 K=0 1
CMYK
PROCESS
16.507196
14.685297
28.253603
0.003099
C=56 M=39 Y=73 K=17 1
CMYK
PROCESS
56.072300
38.535099
72.829803
17.071802
C=44 M=37 Y=22 K=0 1
CMYK
PROCESS
43.936802
37.369301
21.899700
0.183100
Section 508 10-color palette
1
C=26 M=60 Y=68 K=9
CMYK
PROCESS
25.882399
60.000004
67.843094
8.627499
C=36 M=81 Y=93 K=48
CMYK
PROCESS
35.686302
80.784294
93.333298
47.843098
C=6 M=39 Y=73 K=0
CMYK
PROCESS
5.882401
38.823498
72.548996
0.000000
C=2 M=7 Y=42 K=0
CMYK
PROCESS
1.999998
6.999999
41.999996
0.000000
C=59 M=42 Y=74 K=24
CMYK
PROCESS
59.075302
42.062996
74.044403
23.782700
C=26 M=11 Y=40 K=0
CMYK
PROCESS
25.561899
10.614199
39.737499
0.003099
C=48 M=28 Y=65 K=4
CMYK
PROCESS
47.724106
27.728701
65.102600
4.037499
C=86 M=83 Y=4 K=0
CMYK
PROCESS
86.312698
83.144897
4.214501
0.308198
C=54 M=51 Y=19 K=1
CMYK
PROCESS
54.119198
50.930000
18.915098
0.765997
C=45 M=85 Y=72 K=60
CMYK
PROCESS
45.000000
85.000000
72.000000
60.000004
Section 508 10-shade grayscale
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
Colors for stratigraphic ages of sed. and meta. rocks
1
007
PROCESS
100.000000
CMYK
0.000000
0.000000
70.000000
0.000000
001
PROCESS
100.000000
CMYK
0.000000
0.000000
13.000000
0.000000
0A6
PROCESS
100.000000
CMYK
0.000000
8.000000
60.000004
0.000000
005
PROCESS
100.000000
CMYK
0.000000
0.000000
50.000000
0.000000
003
PROCESS
100.000000
CMYK
0.000000
0.000000
30.000002
0.000000
037
PROCESS
100.000000
CMYK
0.000000
30.000002
70.000000
0.000000
0A3
PROCESS
100.000000
CMYK
0.000000
8.000000
30.000002
0.000000
A4X
PROCESS
100.000000
CMYK
8.000000
40.000000
100.000000
0.000000
A37
PROCESS
100.000000
CMYK
8.000000
30.000002
70.000000
0.000000
026
PROCESS
100.000000
CMYK
0.000000
20.000000
60.000004
0.000000
014
PROCESS
100.000000
CMYK
0.000000
13.000000
40.000000
0.000000
A25
PROCESS
100.000000
CMYK
8.000000
20.000000
50.000000
0.000000
024
PROCESS
100.000000
CMYK
0.000000
20.000000
40.000000
0.000000
507
PROCESS
100.000000
CMYK
50.000000
0.000000
70.000000
0.000000
104
PROCESS
100.000000
CMYK
13.000000
0.000000
40.000000
0.000000
517
PROCESS
100.000000
CMYK
50.000000
13.000000
70.000000
0.000000
415
PROCESS
100.000000
CMYK
40.000000
13.000000
50.000000
0.000000
406
PROCESS
100.000000
CMYK
40.000000
0.000000
60.000004
0.000000
305
PROCESS
100.000000
CMYK
30.000002
0.000000
50.000000
0.000000
604
PROCESS
100.000000
CMYK
60.000004
0.000000
40.000000
0.000000
202
PROCESS
100.000000
CMYK
20.000000
0.000000
20.000000
0.000000
705
PROCESS
100.000000
CMYK
70.000000
0.000000
50.000000
0.000000
504
PROCESS
100.000000
CMYK
50.000000
0.000000
40.000000
0.000000
303
PROCESS
100.000000
CMYK
30.000002
0.000000
30.000002
0.000000
602
PROCESS
100.000000
CMYK
60.000004
0.000000
20.000000
0.000000
20A
PROCESS
100.000000
CMYK
20.000000
0.000000
8.000000
0.000000
6A3
PROCESS
100.000000
CMYK
60.000004
8.000000
30.000002
0.000000
402
PROCESS
100.000000
CMYK
40.000000
0.000000
20.000000
0.000000
301
PROCESS
100.000000
CMYK
30.000002
0.000000
13.000000
0.000000
600
PROCESS
100.000000
CMYK
60.000004
0.000000
0.000000
0.000000
300
PROCESS
100.000000
CMYK
30.000002
0.000000
0.000000
0.000000
701
PROCESS
100.000000
CMYK
70.000000
0.000000
13.000000
0.000000
501
PROCESS
100.000000
CMYK
50.000000
0.000000
13.000000
0.000000
40A
PROCESS
100.000000
CMYK
40.000000
0.000000
8.000000
0.000000
620
PROCESS
100.000000
CMYK
60.000004
20.000000
0.000000
0.000000
4A0
PROCESS
100.000000
CMYK
40.000000
8.000000
0.000000
0.000000
72A
PROCESS
100.000000
CMYK
70.000000
20.000000
8.000000
0.000000
61A
PROCESS
100.000000
CMYK
60.000004
13.000000
8.000000
0.000000
510
PROCESS
100.000000
CMYK
50.000000
13.000000
0.000000
0.000000
431
PROCESS
100.000000
CMYK
40.000000
30.000002
13.000000
0.000000
21A
PROCESS
100.000000
CMYK
20.000000
13.000000
8.000000
0.000000
531
PROCESS
100.000000
CMYK
50.000000
30.000002
13.000000
0.000000
42A
PROCESS
100.000000
CMYK
40.000000
20.000000
8.000000
0.000000
32A
PROCESS
100.000000
CMYK
30.000002
20.000000
8.000000
0.000000
540
PROCESS
100.000000
CMYK
50.000000
40.000000
0.000000
0.000000
220
PROCESS
100.000000
CMYK
20.000000
20.000000
0.000000
0.000000
650
PROCESS
100.000000
CMYK
60.000004
50.000000
0.000000
0.000000
440
PROCESS
100.000000
CMYK
40.000000
40.000000
0.000000
0.000000
330
PROCESS
100.000000
CMYK
30.000002
30.000002
0.000000
0.000000
350
PROCESS
100.000000
CMYK
30.000002
50.000000
0.000000
0.000000
A20
PROCESS
100.000000
CMYK
8.000000
20.000000
0.000000
0.000000
460
PROCESS
100.000000
CMYK
40.000000
60.000004
0.000000
0.000000
34A
PROCESS
100.000000
CMYK
30.000002
40.000000
8.000000
0.000000
230
PROCESS
100.000000
CMYK
20.000000
30.000002
0.000000
0.000000
051
PROCESS
100.000000
CMYK
0.000000
50.000000
13.000000
0.000000
02A
PROCESS
100.000000
CMYK
0.000000
20.000000
8.000000
0.000000
A51
PROCESS
100.000000
CMYK
8.000000
50.000000
13.000000
0.000000
041
PROCESS
100.000000
CMYK
0.000000
40.000000
13.000000
0.000000
031
PROCESS
100.000000
CMYK
0.000000
30.000002
13.000000
0.000000
054
PROCESS
100.000000
CMYK
0.000000
50.000000
40.000000
0.000000
022
PROCESS
100.000000
CMYK
0.000000
20.000000
20.000000
0.000000
A54
PROCESS
100.000000
CMYK
8.000000
50.000000
40.000000
0.000000
043
PROCESS
100.000000
CMYK
0.000000
40.000000
30.000002
0.000000
A33
PROCESS
100.000000
CMYK
8.000000
30.000002
30.000002
0.000000
446
PROCESS
100.000000
CMYK
40.000000
40.000000
60.000004
0.000000
A11
PROCESS
100.000000
CMYK
8.000000
13.000000
13.000000
0.000000
455
PROCESS
100.000000
CMYK
40.000000
50.000000
50.000000
0.000000
344
PROCESS
100.000000
CMYK
30.000002
40.000000
40.000000
0.000000
233
PROCESS
100.000000
CMYK
20.000000
30.000002
30.000002
0.000000
122
PROCESS
100.000000
CMYK
13.000000
20.000000
20.000000
0.000000
121
PROCESS
100.000000
CMYK
13.000000
20.000000
13.000000
0.000000
A12
PROCESS
100.000000
CMYK
8.000000
13.000000
20.000000
0.000000
457
PROCESS
100.000000
CMYK
40.000000
50.000000
70.000000
0.000000
346
PROCESS
100.000000
CMYK
30.000002
40.000000
60.000004
0.000000
235
PROCESS
100.000000
CMYK
20.000000
30.000002
50.000000
0.000000
124
PROCESS
100.000000
CMYK
13.000000
20.000000
40.000000
0.000000
A13
PROCESS
100.000000
CMYK
8.000000
13.000000
30.000002
0.000000
1A3
PROCESS
100.000000
CMYK
13.000000
8.000000
30.000002
0.000000
537
PROCESS
100.000000
CMYK
50.000000
30.000002
70.000000
0.000000
436
PROCESS
100.000000
CMYK
40.000000
30.000002
60.000004
0.000000
326
PROCESS
100.000000
CMYK
30.000002
20.000000
60.000004
0.000000
324
PROCESS
100.000000
CMYK
30.000002
20.000000
40.000000
0.000000
214
PROCESS
100.000000
CMYK
20.000000
13.000000
40.000000
0.000000
1AA
PROCESS
100.000000
CMYK
13.000000
8.000000
8.000000
0.000000
533
PROCESS
100.000000
CMYK
50.000000
30.000002
30.000002
0.000000
433
PROCESS
100.000000
CMYK
40.000000
30.000002
30.000002
0.000000
422
PROCESS
100.000000
CMYK
40.000000
20.000000
20.000000
0.000000
322
PROCESS
100.000000
CMYK
30.000002
20.000000
20.000000
0.000000
211
PROCESS
100.000000
CMYK
20.000000
13.000000
13.000000
0.000000
Colors for volcanic and plutonic rocks
1
010
PROCESS
100.000000
CMYK
0.000000
13.000000
0.000000
0.000000
030
PROCESS
100.000000
CMYK
0.000000
30.000002
0.000000
0.000000
050
PROCESS
100.000000
CMYK
0.000000
50.000000
0.000000
0.000000
070
PROCESS
100.000000
CMYK
0.000000
70.000000
0.000000
0.000000
0X0
PROCESS
100.000000
CMYK
0.000000
100.000000
0.000000
0.000000
057
PROCESS
100.000000
CMYK
0.000000
50.000000
70.000000
0.000000
07X
PROCESS
100.000000
CMYK
0.000000
70.000000
100.000000
0.000000
036
PROCESS
100.000000
CMYK
0.000000
30.000002
60.000004
0.000000
047
PROCESS
100.000000
CMYK
0.000000
40.000000
70.000000
0.000000
05X
PROCESS
100.000000
CMYK
0.000000
50.000000
100.000000
0.000000
A60
PROCESS
100.000000
CMYK
8.000000
60.000004
0.000000
0.000000
270
PROCESS
100.000000
CMYK
20.000000
70.000000
0.000000
0.000000
3X0
PROCESS
100.000000
CMYK
30.000002
100.000000
0.000000
0.000000
150
PROCESS
100.000000
CMYK
13.000000
50.000000
0.000000
0.000000
370
PROCESS
100.000000
CMYK
30.000002
70.000000
0.000000
0.000000
5X0
PROCESS
100.000000
CMYK
50.000000
100.000000
0.000000
0.000000
033
PROCESS
100.000000
CMYK
0.000000
30.000002
30.000002
0.000000
055
PROCESS
100.000000
CMYK
0.000000
50.000000
50.000000
0.000000
077
PROCESS
100.000000
CMYK
0.000000
70.000000
70.000000
0.000000
0XX
PROCESS
100.000000
CMYK
0.000000
100.000000
100.000000
0.000000
Color ramp 1
1
C=93 M=60 Y=23 K=37
CMYK
PROCESS
93.000000
60.000004
23.000002
37.000000
C=75 M=44 Y=9 K=17
CMYK
PROCESS
75.000000
44.000000
8.999997
17.000002
C=52 M=19 Y=4 K=11
CMYK
PROCESS
52.000000
19.000000
4.000002
11.000002
C=33 M=9 Y=3 K=6
CMYK
PROCESS
33.000000
8.999997
2.999997
6.000000
C=19 M=4 Y=2 K=2
CMYK
PROCESS
19.000000
4.000002
1.999998
1.999998
Color ramp 2
1
C=41 M=90 Y=91 K=62
CMYK
PROCESS
40.999996
90.000000
91.000000
62.000000
C=28 M=68 Y=70 K=42
CMYK
PROCESS
27.999996
68.000000
70.000000
41.999996
C=21 M=55 Y=57 K=22
CMYK
PROCESS
20.999998
55.000000
57.000000
22.000004
C=14 M=33 Y=34 K=9
CMYK
PROCESS
13.999998
33.000000
34.000004
8.999997
C=7 M=15 Y=18 K=5
CMYK
PROCESS
6.999999
14.999998
18.000000
5.000001
Color ramp 3
1
C=83 M=42 Y=100 K=45
CMYK
PROCESS
82.891602
42.282700
100.000000
44.907295
C=83 M=28 Y=100 K=18
CMYK
PROCESS
82.842796
28.293301
100.000000
18.000000
C=65 M=14 Y=76 K=2
CMYK
PROCESS
65.000000
13.644600
76.000000
1.999998
C=42 M=2 Y=44 K=0
CMYK
PROCESS
41.999996
2.206498
44.000000
0.003099
C=24 M=1 Y=25 K=0
CMYK
PROCESS
24.000000
1.052898
25.000000
0.003099
Color ramp 4
1
C=20 M=100 Y=100 K=14
CMYK
PROCESS
19.999998
100.000000
100.000000
13.999998
C=14 M=87 Y=67 K=6
CMYK
PROCESS
13.999998
87.000000
66.999992
6.000000
C=10 M=64 Y=38 K=4
CMYK
PROCESS
10.000002
64.000000
38.000000
4.000002
C=7 M=43 Y=27 K=2
CMYK
PROCESS
6.999999
42.999996
26.999998
1.999998
C=4 M=25 Y=18 K=1
CMYK
PROCESS
4.000002
25.000000
18.000000
0.999999
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
58 0 obj
<>/Resources<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 64 0 R/TrimBox[0.0 0.0 1656.0 2160.0]/Type/Page>>
endobj
59 0 obj
<>stream
HWK$
ܿS2[[
# ^}$UYccS~/?+p8ZiG9\!mkxo_/lE7zr.eh烅8OZca$k5k#'rאUicݑ:ҚDװWO_bц7ŗY(6U+ۆUi&'7㶢ߗC3q{An1 ET W_M>eUtOE40Κ]ڹmPHV=<Ǘ0N/t@:t
Oke4Q ۟<JG|;MMsK'F
}M"DaJ[8pn~?nFmC
gc? `Vͱ[xyb?9
ڱ ze-Ϝ\لvpNz
u
ّUDyTtռu|`aoAp`4Ka4;*֠&Xac4bbZAٴ4}:~g'r̡\ mw+FU!o'pmLO|RJN|x$E6ߒkK8mr
]LK1&=2>4&ĺ $҄ [`xa}fAy+r㆕Y"^^d4M6_n`S{HnꋮZ