%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
directionstosmirkusCAMP
2015-03-26T13:21:23-04:00
2015-03-26T13:21:23-04:00
2015-03-26T13:21:23-04:00
Adobe Illustrator CC (Macintosh)
196
256
JPEG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uuid:0ce22c40-5ac3-1a42-b2c3-8622921005f7
xmp.did:6ff04ed6-0695-4fd9-bb64-2cfff0b411e6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:13c63445-15f9-6641-bed0-6996e84cb154
xmp.did:0d1b0991-a9f3-4b1f-9b2d-f686bfafcbe7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0d1b0991-a9f3-4b1f-9b2d-f686bfafcbe7
2015-03-23T19:52:45-04:00
Adobe Illustrator CC (Macintosh)
/
saved
xmp.iid:6ff04ed6-0695-4fd9-bb64-2cfff0b411e6
2015-03-26T13:21:12-04:00
Adobe Illustrator CC (Macintosh)
/
EmbedByReference
/Users/Keilani/Downloads/Smirkus_Logos/JPEG (hi-res CMYK for print)/Smirkus_Horiz_CMYK.jpg
xmp.did:0080117407206811822AB774ECA7FF5B
xmp.iid:72486BDA07206811822AB774ECA7FF5B
EmbedByReference
/Users/Keilani/Downloads/Smirkus_Logos/JPEG (hi-res CMYK for print)/ClownMoon_A_2014_CMYK.jpg
xmp.did:C097277507206811822AC67389B0E321
xmp.iid:C197277507206811822AC67389B0E321
EmbedByReference
/Users/Keilani/Downloads/Smirkus_Logos/JPEG (hi-res CMYK for print)/Smirkus_Horiz_CMYK.jpg
xmp.did:0080117407206811822AB774ECA7FF5B
xmp.iid:72486BDA07206811822AB774ECA7FF5B
EmbedByReference
/Users/Keilani/Downloads/Smirkus_Logos/JPEG (hi-res CMYK for print)/ClownMoon_A_2014_CMYK.jpg
xmp.did:C097277507206811822AC67389B0E321
xmp.iid:C197277507206811822AC67389B0E321
/Users/Keilani/Downloads/Smirkus_Logos/JPEG (hi-res CMYK for print)/Smirkus_Horiz_CMYK.jpg
xmp.did:0080117407206811822AB774ECA7FF5B
xmp.iid:72486BDA07206811822AB774ECA7FF5B
/Users/Keilani/Downloads/Smirkus_Logos/JPEG (hi-res CMYK for print)/ClownMoon_A_2014_CMYK.jpg
xmp.did:C097277507206811822AC67389B0E321
xmp.iid:C197277507206811822AC67389B0E321
/Users/Keilani/Downloads/Smirkus_Logos/JPEG (hi-res CMYK for print)/Smirkus_Horiz_CMYK.jpg
xmp.did:0080117407206811822AB774ECA7FF5B
xmp.iid:72486BDA07206811822AB774ECA7FF5B
/Users/Keilani/Downloads/Smirkus_Logos/JPEG (hi-res CMYK for print)/ClownMoon_A_2014_CMYK.jpg
xmp.did:C097277507206811822AC67389B0E321
xmp.iid:C197277507206811822AC67389B0E321
Print
False
False
1
8.500000
11.000000
Inches
CoopFlaired
Coop Flaired
Regular
Type 1
001.000
False
CoopFla; Coop Flaired
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
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Bold.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
Adobe PDF library 11.00
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 17 0 R/TrimBox[9.0 9.0 621.0 801.0]/Type/Page>>
endobj
12 0 obj
<>stream
HWrF}WEB 2o%SDjk (iYKeϙ>ЎoT[CSh.}ȜR|1Q^ ?:+,o
ݥɸ$OٷEnqj
iIEY|/,#-H=^mݲ_.Jxe21NDZxK_Gyl՚CWólªwP1L{1ȺOX`Ug0TjG~]mƽwl ۓ:-HR Ev5,|*#;c/Ŗ|sd}
Ov
wYMՔw5,1SXusy_9˸^x) E"unS^>phg~ԕJ=!ݚ^{o1dw xmL$WJ7-A:2ixg5h z:_C enn4lTVܙB(f\X\"dE'qm*3oZ
?\+ss췽_;`t
mcMa>-M5TʚkuBLA}o5L_G&˛3Z"0僞ЄO-ppb)#M5ߌo瘌tfvȐ^@W#\Nij뮲
lE2EćI6_g 3I8%~&W1͖_"y.iǬ,s;P?D"1Wv"Hм02).VQk ^hwG0ܿR-qVW] +
=]*qqM%/]QИo
_Duއ0l&z)NM9pPѾ'iEm5pbbdb0#N81b"CIuȵI*AjIpEѲ c"}|05|