%PDF-1.6
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Lydian 18 Merlot
2020-10-22T10:49:24-07:00
2020-10-22T10:49:24-07:00
2020-10-22T10:49:24-07:00
Adobe Illustrator 24.3 (Macintosh)
196
256
JPEG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uuid:32fc89cd-be36-ac4e-8a1a-4d6d6d1ef6d2
xmp.did:d81e9779-4f26-48a2-8857-fa16332ca847
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:fc75e2fc-ff3f-0341-b8cd-dee70b29a6a5
xmp.did:a7a4cfc3-bf8e-41dc-a882-d63aa0054f04
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:4e7ab440-ef16-4206-a1b5-17021c0cded9
2020-09-16T16:38:04-07:00
Adobe Illustrator 24.0 (Macintosh)
/
saved
xmp.iid:d81e9779-4f26-48a2-8857-fa16332ca847
2020-10-22T10:49:22-07:00
Adobe Illustrator 24.3 (Macintosh)
/
Print
Adobe Illustrator
True
True
1
8.500000
11.000000
Inches
HoeflerText-Regular
Hoefler Text
Regular
TrueType
14.0d1e2
False
Hoefler Text.ttc
PenumbraSansStd-Regular
Penumbra Sans Std
Regular
Open Type
OTF 1.018;PS 001.002;Core 1.0.31;makeotf.lib1.4.1585
False
PenumbraSansStd-Regular.otf
KohinoorTelugu-Light
Kohinoor Telugu
Light
Open Type
14.0d1e3
False
KohinoorTelugu.ttc
KohinoorTelugu-Semibold
Kohinoor Telugu
Semibold
Open Type
14.0d1e3
False
KohinoorTelugu.ttc
Palatino-Bold
Palatino
Bold
TrueType
15.0d2e2
False
Palatino.ttc
HelveticaNeue-Bold
Helvetica Neue
Bold
TrueType
15.0d1e1
False
HelveticaNeue.ttc
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
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 23 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
11 0 obj
<>stream
HW[OH}{Kd\lynU{Ҹ8vqs)V<`9erꌎBzy~FFitې>ّ%Rł&