%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R 930 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2019 Bond Package 1-pager Overview
2019-01-15T17:06:55-06:00
2019-01-15T17:06:55-06:00
2019-01-15T16:20:46-05:00
Adobe Illustrator CC 23.0 (Windows)
256
232
JPEG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=
uuid:05e76856-be61-4431-8b8f-77e476d7e25c
xmp.did:2a4b9d9d-be31-0e48-be66-041f3ea9ec7b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:93799d1a-c100-4052-bb28-09190b9d47f8
xmp.did:d185efb2-5885-f246-8081-50c7584d5cc8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:bdbcf058-53db-db4a-b2b3-e5bfa4d6af80
2018-12-17T17:33:59-06:00
Adobe Illustrator CC 23.0 (Windows)
/
saved
xmp.iid:2a4b9d9d-be31-0e48-be66-041f3ea9ec7b
2019-01-15T16:20:44-06:00
Adobe Illustrator CC 23.0 (Windows)
/
EmbedByReference
S:\Communications\Bond\Bond 2019\Meeting 7\PASA-transparent.png
0
0
S:\Communications\Bond\Bond 2019\Meeting 7\PASA-transparent.png
0
0
Print
False
True
1
8.500000
11.000000
Inches
Gibson-SemiBold
Gibson
SemiBold
Open Type
Version 1.37
False
24355
FreightSansProBook-Regular
FreightSans Pro
Book
Open Type
Version 3.002
False
10954
Gibson-Regular
Gibson
Regular
Open Type
Version 1.37
False
24354
MuseoSlab-900
Museo Slab
900
Open Type
Version 1.000
False
2036
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE Process Blue C
PANTONE Cool Gray 2 C
PANTONE 485 C
PANTONE 361 C
PANTONE 360 C
PANTONE 3005 C
PANTONE 294 C
PANTONE 2925 C
PANTONE 1235 C
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
PANTONE Process Blue C
SPOT
100.000000
LAB
47.450981
-33
-53
PANTONE 360 C
SPOT
100.000000
LAB
70.588234
-43
49
PANTONE 294 C
SPOT
100.000000
LAB
18.823530
4
-43
PANTONE 1235 C
SPOT
100.000000
LAB
80.784317
21
79
PANTONE Cool Gray 2 C
SPOT
100.000000
LAB
83.529411
0
1
PANTONE 485 C
SPOT
100.000000
LAB
49.803921
69
55
PANTONE 361 C
SPOT
100.000000
LAB
63.137257
-51
53
PANTONE 2925 C
SPOT
100.000000
LAB
59.607841
-17
-45
PANTONE 3005 C
SPOT
100.000000
LAB
43.921570
-21
-58
PANTONE 295 C
SPOT
100.000000
LAB
14.901960
-2
-34
PANTONE 7420 C
SPOT
100.000000
LAB
36.470589
52
15
PANTONE 350 C
SPOT
100.000000
LAB
30.980392
-20
12
PANTONE 286 C
SPOT
100.000000
LAB
23.137255
18
-68
PANTONE 186 C
SPOT
100.000000
LAB
44.705883
68
40
PANTONE 165 C
SPOT
100.000000
LAB
64.705879
59
68
PANTONE 4525 C
SPOT
100.000000
LAB
74.901962
0
28
Grays
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 943 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 1368 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
944 0 obj
<>stream
HW[o[7~ׯC"^kbwk"(R*)H~!%+q`X!93|s;ǥ:Q/h6VMڧz;8se|S^:!Ʃxp5%Vwp~m#c1kԙ5ڲؒ,~٤qpcƎɤ.0=OPGJn!