%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
boys_backtoschool_checklist_playpennies
2016-08-10T18:19:24-05:00
2016-08-10T18:19:24-05:00
2016-08-10T18:19:24-05:00
Adobe Illustrator CC 2015 (Macintosh)
256
176
JPEG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uuid:48f73c55-bf37-6040-a38c-c683dc8adaa9
xmp.did:affb9aba-fb92-4a28-97a0-bb65519d1b22
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:8f29b248-af47-48fb-b263-6a51e96de155
xmp.did:8f29b248-af47-48fb-b263-6a51e96de155
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:58a4e248-8dd0-4733-a015-44edf4a80ff6
2016-08-10T17:31:04-05:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:affb9aba-fb92-4a28-97a0-bb65519d1b22
2016-08-10T18:19:22-05:00
Adobe Illustrator CC 2015 (Macintosh)
/
EmbedByReference
/Users/rachelblunden/Documents/UPFEAT/playpennies/logo/playpennies-logo-fin2.png
0
0
EmbedByReference
/Users/rachelblunden/Documents/UPFEAT/playpennies/logo/playpennies-logo-fin2.png
0
0
/Users/rachelblunden/Documents/UPFEAT/playpennies/logo/playpennies-logo-fin2.png
0
0
/Users/rachelblunden/Documents/UPFEAT/playpennies/logo/playpennies-logo-fin2.png
0
0
Print
False
True
1
595.280000
841.890000
Pixels
Bariol-Bold
Bariol
Bold
TrueType
Version 001.001
False
bariol_bold-webfont.ttf
Museo-500
Museo
500
Open Type
2.002
False
Museo500-Regular.otf
MuseoSansRounded-900
Museo Sans Rounded
900
Open Type
Version 1.016
False
exljbris - MuseoSansRounded-900.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
69.531250
67.187500
63.671875
73.828125
CMYK Red
CMYK
PROCESS
0.390625
98.828125
96.875000
0.000000
CMYK Yellow
CMYK
PROCESS
3.906250
0.000000
92.968750
0.000000
CMYK Green
CMYK
PROCESS
82.421875
6.640625
95.312500
0.390625
CMYK Cyan
CMYK
PROCESS
69.140625
14.062500
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
98.828125
96.093750
3.515625
0.390625
CMYK Magenta
CMYK
PROCESS
0.781250
98.437500
0.390625
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
17.578125
100.000000
90.625000
7.812500
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
89.453125
84.375000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
79.687500
93.750000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
49.218750
98.046875
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
34.765625
84.375000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.468750
0.000000
89.453125
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.531250
0.000000
98.046875
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
49.609375
0.390625
98.437500
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
74.218750
0.000000
99.218750
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.937500
16.406250
100.000000
3.125000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
89.843750
33.203125
97.265625
25.781250
C=75 M=0 Y=75 K=0
CMYK
PROCESS
74.609375
0.000000
74.609375
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
78.515625
10.546875
44.921875
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.921875
15.234375
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.375000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
98.828125
92.578125
5.859375
0.390625
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
30.078125
21.484375
C=75 M=100 Y=0 K=0
CMYK
PROCESS
74.218750
98.046875
0.781250
0.390625
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
98.828125
1.562500
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.937500
100.000000
35.156250
8.984375
C=10 M=100 Y=50 K=0
CMYK
PROCESS
9.375000
99.218750
48.437500
0.390625
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.140625
20.312500
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
24.609375
39.843750
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.062500
44.140625
48.828125
6.250000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
51.171875
50.781250
61.328125
22.656250
C=55 M=60 Y=65 K=40
CMYK
PROCESS
54.687500
59.765625
64.453125
39.843750
C=25 M=40 Y=65 K=0
CMYK
PROCESS
23.437500
39.062500
63.671875
1.562500
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.468750
49.609375
74.609375
9.375000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.937500
59.765625
80.078125
23.437500
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.062500
64.062500
88.281250
35.156250
C=40 M=70 Y=100 K=50
CMYK
PROCESS
41.796875
69.140625
97.265625
48.828125
C=50 M=70 Y=80 K=70
CMYK
PROCESS
51.562500
69.921875
78.906250
68.750000
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
69.531250
67.187500
63.671875
73.828125
C=0 M=0 Y=0 K=90
CMYK
PROCESS
67.578125
61.718750
57.812500
45.312500
C=0 M=0 Y=0 K=80
CMYK
PROCESS
63.671875
55.468750
52.343750
27.343750
C=0 M=0 Y=0 K=70
CMYK
PROCESS
58.203125
49.218750
46.093750
14.843750
C=0 M=0 Y=0 K=60
CMYK
PROCESS
51.953125
42.578125
40.625000
6.250000
C=0 M=0 Y=0 K=50
CMYK
PROCESS
44.921875
35.937500
34.765625
1.171875
C=0 M=0 Y=0 K=40
CMYK
PROCESS
35.937500
28.125000
26.953125
0.000000
C=0 M=0 Y=0 K=30
CMYK
PROCESS
26.171875
19.921875
19.531250
0.000000
C=0 M=0 Y=0 K=20
CMYK
PROCESS
16.796875
12.109375
12.500000
0.000000
C=0 M=0 Y=0 K=10
CMYK
PROCESS
8.203125
5.859375
5.859375
0.000000
C=0 M=0 Y=0 K=5
CMYK
PROCESS
3.906250
2.343750
2.734375
0.000000
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.390625
98.828125
96.875000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
74.218750
98.437500
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
1.562500
8.593750
96.484375
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
83.593750
9.375000
99.218750
0.781250
C=100 M=90 Y=0 K=0
CMYK
PROCESS
99.218750
87.109375
3.125000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
59.375000
89.453125
0.000000
0.000000
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 17 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
11 0 obj
<>stream
HW]o7}_h~vnM4YUKd$7_)iY0 ;s/y.~EWPd%#!RwX5]CQxm.)o>!}
PHPAt-wkfB:b 2E[(I0f,PصD8l>8x;() Csh+,DnofݼJBz.h8K5(34ׂe?4=v=
yn
ytΐ,DKQ6@\+$$N