%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 6 0 R 7 0 R 8 0 R 9 0 R 10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2018 pops concert flyer 11x17
Adobe Illustrator CC 22.0 (Macintosh)
2018-04-05T09:39:09-04:00
2018-04-05T09:39:09-04:00
2018-04-05T09:39:09-04:00
180
256
JPEG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==
xmp.did:5e37d74c-1c3a-416e-bd52-570573ebd69b
uuid:507fa636-a738-0d4f-8437-1273e534e5d1
proof:pdf
uuid:16F35176C603E2118F4A95E09CC59264
uuid:fd232bf3-8178-ec43-a0d4-3ffd76acb326
xmp.did:05f2fbf5-47dc-4185-933f-2063ee078ac0
uuid:16F35176C603E2118F4A95E09CC59264
proof:pdf
saved
xmp.iid:0A801174072068118083F8BEFAE19D63
2013-09-24T14:34:26-04:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:5e37d74c-1c3a-416e-bd52-570573ebd69b
2018-04-05T09:39:03-04:00
Adobe Illustrator CC 22.0 (Macintosh)
/
EmbedByReference
/Users/bkmkelly/Documents/Kathy/24" mac/Kathy/2014-15 Band/DEWITT BANDS LOGOS/dewitt-logo-with-panther---opposite.png
0
0
/Users/bkmkelly/Documents/Kathy/24" mac/Kathy/2014-15 Band/DEWITT BANDS LOGOS/dewitt-logo-with-panther---opposite.png
0
0
Print
1
True
False
11.000000
17.000000
Inches
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
C=1 M=4 Y=44 K=0 1
CMYK
PROCESS
1.176500
3.529400
43.529400
0.000000
PANTONE 300 C
SPOT
100.000000
LAB
35.686275
-10
-62
PANTONE 3015 C
SPOT
100.000000
LAB
35.686275
-22
-45
PANTONE 2728 C
SPOT
100.000000
LAB
32.549019
18
-68
PANTONE 2726 C
SPOT
100.000000
LAB
41.960785
18
-60
Print Color Group
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000000
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000000
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000000
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000000
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000000
5.000000
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000000
0.000000
10.000000
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000000
10.000000
5.000000
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000000
10.000000
0.000000
PANTONE 286 C
SPOT
100.000000
LAB
23.137255
18
-68
Grayscale
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 20 0 R/TrimBox[33.0 33.0 825.0 1257.0]/Type/Page>>
endobj
13 0 obj
<>stream
H|ͮ%G)N+k @!/x+~$$}%ߩ>ՙQ7r~xqն\Fןʕ5]~}WzEZ{-νre=?ݧԟr|ruR~~~{u럯7{!{F_<~vpw뎳~:Mq{(_w|ҨxeV>m^+ݚvvO߄\WWgqCZ*2 Ah^c݇-|o`Љ@ w]
gkӺ)uXTc PB)Ak1-Fں8*uMGH
.w5! DLX J|VM@'(Zxs+P$zQJqp.of"(D n]-{e,rS!eq/̞95^
xܫ1
zObtpp0}h5ffusO4-dٵ P5mf!kSU MB^.J*!P(XSWwS1cy -t-rAYBa*-lhTg!]YMRvnK2d(RI[J
,I9c{H0tTɾX)gɻwW~gx)?MON)_jԚ>j-Fye=CXO,P/w$b NC,j#u%g+{IdETL&&,Y|/r1|qTa.MewYbbȃǨ