%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R 12 0 R 13 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Recycling Poster
2024-03-11T18:10:53-06:00
2024-03-11T18:10:53-06:00
2024-03-11T18:10:53-06:00
Adobe Illustrator 28.2 (Macintosh)
256
120
JPEG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=
uuid:08e2fba3-05c5-1141-9e11-806c33ff5bb3
xmp.did:e556707c-ff77-4467-acdd-10ab1235b3e0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:b5d434b0-d46a-f443-b081-48c4701d45fb
xmp.did:2f231bb1-9b42-4ffa-b693-428ff72ff8ee
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:1d0136ad-1fdc-4250-9cca-8873914c4f40
2017-01-20T14:26:09-07:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:e556707c-ff77-4467-acdd-10ab1235b3e0
2024-03-11T18:10:50-06:00
Adobe Illustrator 28.2 (Macintosh)
/
EmbedByReference
/Users/cmittels/Documents/Casidy New Files/Sustainability Committee/Recycling Poster/Haub-School.png
EmbedByReference
/Users/cmittels/Documents/Casidy New Files/Sustainability Committee/Recycling Poster/Haub-School.png
EmbedByReference
/Users/cmittels/Documents/Casidy New Files/Sustainability Committee/Recycling Poster/Haub-School.png
/Users/cmittels/Documents/Casidy New Files/Sustainability Committee/Recycling Poster/Haub-School.png
/Users/cmittels/Documents/Casidy New Files/Sustainability Committee/Recycling Poster/Haub-School.png
/Users/cmittels/Documents/Casidy New Files/Sustainability Committee/Recycling Poster/Haub-School.png
Print
Adobe Illustrator
False
True
1
11.000000
16.989819
Inches
Gotham-Light
Gotham
Light
Open Type
Version 2.201 Pro
False
Gotham Light-830a.otf
Gotham-LightItalic
Gotham
Light Italic
Open Type
Version 2.201 Pro
False
Gotham Light Italic-75a2.otf
Gotham-Book
Gotham
Book
Open Type
Version 2.201 Pro
False
Gotham Book-a513.otf
Gotham-Medium
Gotham
Medium
Open Type
Version 2.201 Pro
False
Gotham Medium-16fb.otf
Gotham-MediumItalic
Gotham
Medium Italic
Open Type
Version 2.201 Pro
False
Gotham Medium Italic-0c1e.otf
Gotham-Bold
Gotham
Bold
Open Type
Version 2.201 Pro
False
Gotham Bold-40b1.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
UW Colors
1
C=13 M=0 Y=100 K=33 1
CMYK
PROCESS
13.000000
0.000000
100.000000
33.000000
C=0 M=3 Y=100 K=64 1
CMYK
PROCESS
0.000000
3.000000
100.000000
64.000000
C=0 M=97 Y=100 K=50 1
CMYK
PROCESS
0.000000
97.000000
100.000000
50.000000
C=98 M=80 Y=37 K=26 1
CMYK
PROCESS
98.000000
80.000000
37.000000
26.000000
C=0 M=24 Y=94 K=0 1
CMYK
PROCESS
0.000000
24.000000
94.000000
0.000000
C=53 M=72 Y=77 K=57 1
CMYK
PROCESS
53.000000
72.000000
77.000000
57.000000
C=0 M=91 Y=81 K=22 1
CMYK
PROCESS
0.000000
91.000000
81.000000
22.000000
Adobe PDF library 17.00
21.0.0
endstream
endobj
3 0 obj
<>
endobj
15 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 21 0 R/TrimBox[0.0 0.0 792.0 1223.27]/Type/Page>>
endobj
16 0 obj
<>stream
HˎE
ec9A
<02j;Y{^
A}YdN=v*>]ͻ}G{>/k;6ڳ?.q1?)'z4P0иVeir±ǥug)%ͷYﷴ/+B9j*[+h3[#WSAQgc䧽ʩs^v^VS~=R|?~Y1/[,GpYu}yXz>99#DzFF~-o}%"
T.yy\RLGWNs,qr}9ee|1jyNye瞄IoiTuQ>?w,s>%o~ïq@Mp@9R6&uR#]\1|B BVX,D!H͎ HU} tD]8bE*="cIP!R+6S"Yz JNN#hD6zx-tU0^RpGNYKHb[%@*S:"ʼ C~|݉6XX
#
e7"