%PDF-1.7
%
1 0 obj
<>/OCGs[14 0 R 15 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
04-C-Major
2020-04-12T00:29:44-05:00
2020-04-12T00:29:44-05:00
2020-04-12T00:29:44-05:00
Adobe Illustrator 24.0 (Windows)
188
256
JPEG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uuid:333cba56-5d39-4822-9368-b37caf1e7c6e
xmp.did:54bb7f60-5d93-4142-8ef0-3a5ba6649806
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:80fb80c9-3210-4fb7-8200-e8d11f6ef212
xmp.did:d7bc7dca-7bad-5646-9644-17491fe650b9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:dae92e6a-de17-9045-8560-85369aaef1a7
2019-11-07T14:35:06-06:00
Adobe Illustrator CC 23.1 (Windows)
/
saved
xmp.iid:54bb7f60-5d93-4142-8ef0-3a5ba6649806
2020-04-12T00:29:38-05:00
Adobe Illustrator 24.0 (Windows)
/
Print
Adobe Illustrator
False
False
1
8.500000
11.000000
Inches
Cabin-MediumItalic
Cabin
Medium Italic
TrueType
Version 1.005
False
Cabin-MediumItalic.ttf
CenturyOldStyleStd-Bold
Century Old Style Std
Bold
Open Type
Version 2.031;PS 002.000;hotconv 1.0.50;makeotf.lib2.0.16970
False
CenturyOldStyleStd-Bold.otf
FranklinGothic-Heavy
Franklin Gothic Heavy
Regular
Open Type
Version 2.00
False
FRAHV.TTF
FranklinGothic-HeavyItalic
Franklin Gothic Heavy
Italic
Open Type
Version 2.00
False
FRAHVIT.TTF
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Bold.otf
MyriadPro-BoldIt
Myriad Pro
Bold Italic
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-BoldIt.otf
MyriadPro-SemiboldSemiCn
Myriad Pro
Semibold SemiCondensed
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-SemiboldSemiCn.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Semibold.otf
MyriadPro-BoldCond
Myriad Pro
Bold Condensed
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-BoldCond.otf
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
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
Guitar
1
C=89 M=60 Y=40 K=21 1
CMYK
PROCESS
88.799876
60.363162
39.832148
20.657663
C=75 M=68 Y=67 K=90
CMYK
PROCESS
74.972147
67.919427
67.049664
90.145719
C=13 M=98 Y=97 K=3 1
CMYK
PROCESS
12.915236
98.483253
96.881056
3.176928
C=55 M=98 Y=4 K=0 1
CMYK
PROCESS
54.732585
98.278779
4.095521
0.222782
C=6 M=0 Y=90 K=0 1
CMYK
PROCESS
5.612268
0.000000
90.255588
0.000000
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
17 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 23 0 R/TrimBox[9.0 9.0 621.0 801.0]/Type/Page>>
endobj
18 0 obj
<>stream
HW[o~_A9&inSQ
y?3vWז6QH.9o3qzDOSD %Qbj~j(^4?]+擀
'0Ǵc3hh䁕4d7M^(¼VKi9֤I\ultg|lI|NMs\7%!U~}@&]>
; b>N(m̭іIF\&˘낓a!:hcwTa}`=~-No|+^|1T^o5-ᾴ&hUVDh]Ca*^O{IvG |cr$4vr4"5fowߘHqhtAjzjʺXEY`7yN(=鳀
c==vwLC
LI8IjZ,>6of's
bg^]