%PDF-1.6
%
1 0 obj
<>/OCGs[14 0 R 15 0 R 16 0 R 17 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
CADSTEMIRecognition-Referring-2027-011426
2026-01-14T12:00:26-06:00
2026-01-14T12:00:26-06:00
2026-01-14T12:00:26-05:00
Adobe Illustrator 28.7 (Windows)
256
228
JPEG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=
uuid:611a6f69-0d0a-48b9-88b5-66dd36375b3a
xmp.did:8c1e32be-1023-5646-8a16-5eaf665d542d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:05586c3d-38dc-4744-b4f0-9f3ae6d3bbb1
xmp.did:5c6ad74f-78c0-af40-a93c-ec163c2b9e50
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:682c2fc1-9189-4fa3-9e39-f8a297522e9d
2020-10-14T11:53:14-05:00
Adobe Illustrator 24.2 (Macintosh)
/
saved
xmp.iid:8c1e32be-1023-5646-8a16-5eaf665d542d
2026-01-14T12:00:24-06:00
Adobe Illustrator 28.7 (Windows)
/
Print
Adobe Illustrator
False
True
1
11.000000
8.500000
Inches
LubDubCondensed-Bold
Lub Dub
Condensed Bold
Open Type
Version 1.10
False
LubDubCond-Bold.ttf
LubDubLight
Lub Dub
Light
Open Type
Version 1.10
False
LubDubLight.ttf
LubDubBold-Italic
Lub Dub
Bold Italic
Open Type
Version 1.10
False
LubDubBold-Italic.ttf
LubDubCondensed
Lub Dub
Condensed
Open Type
Version 1.10
False
LubDubCond.ttf
LubDubMedium
Lub Dub
Medium
Open Type
Version 1.10
False
LubDubMedium.ttf
LubDubHeavy
Lub Dub
Heavy
Open Type
Version 1.10
False
LubDubHeavy.ttf
LubDubBold
Lub Dub
Bold
Open Type
Version 1.10
False
LubDubBold.ttf
Cyan
Magenta
Yellow
Black
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
AHA Red-CMYK-17 100 100 0
PROCESS
100.000000
CMYK
17.000000
100.000000
100.000000
0.000000
AHA Red-CMYK-17 100 100 2
SPOT
100.000000
CMYK
17.000000
100.000000
100.000000
0.000000
C=0 M=20 Y=90 K=0
PROCESS
100.000000
CMYK
0.000000
20.000000
89.999998
0.000000
C=0 M=23 Y=78 K=18
PROCESS
100.000000
CMYK
0.000000
23.000000
77.999997
18.000001
AHA Red-CMYK-17 100 100 3
PROCESS
100.000000
CMYK
17.000000
100.000000
100.000000
0.000000
C=67 M=58 Y=47 K=24
PROCESS
100.000000
CMYK
66.666669
57.647061
47.450981
24.313726
C=57 M=0 Y=32 K=0
PROCESS
100.000000
CMYK
57.421875
0.000000
32.031250
0.000000
C=0 M=20 Y=90 K=0 1
PROCESS
100.000000
CMYK
0.000000
20.000000
89.999998
0.000000
GWTG STROKE PANTONE 631 C
PROCESS
100.000000
CMYK
68.465704
9.741359
18.356602
0.000000
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 17.00
endstream
endobj
3 0 obj
<>
endobj
19 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 75 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page/PieceInfo<>>>
endobj
20 0 obj
<>stream
HWݎ,9
N䖳B XVbvK|vHKŎ|۟w?|_^~{K!^rW_$%Ȋ'埶loG
b&
Jw`
uN,
&L2ڝkyk;bfWѡU\5 -k)x7AgyE232$f[;^-
ߠAGƨv:9wOqV'T/ZpK4|ߴyJAhwˈlݐX`"i8u8Uz!Y !G\Œ#
'0O8R]ѼO;u +!D81Ts(1rLx$; ܑ@`H M&&In
f@yWQ$Pz(ų:L>UvI>> r|` GRGكX^T~lP5C&3Ug3νxp#b0],<̌`&Oҧ3 _ 2W[GّԷFg#q}52ȅ-7k[Vk8T@[l!jiGvt=R[}k$gԢ7JVKQ*$GG9W"'b>s|>GWpje"E{'ߊuF~ARzz 1'n]k_kjjeƹR]z-=48j`W6$r9.8`TEq5ƢvEe";C
,Hf qD&ͽoD+&Jή0z@%-f
|bWGRqI7]yE6%0zNQ |