%PDF-1.5
%âãÏÓ
1 0 obj
<>/OCGs[11 0 R 117 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2016-2017 Cooper Elementary Brag Sheet-White
2016-11-29T10:47:16-06:00
2016-11-29T10:47:16-06:00
2016-11-29T10:45:07-06:00
Adobe Illustrator CC 2015.3 (Macintosh)
256
236
JPEG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uuid:b5f5223c-632b-2141-b9aa-08f67fc33316
xmp.did:3f83aeeb-b16c-48bc-b3e3-e5f8c95fc169
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:34c0d690-c298-48fc-b854-1bfef66a1e93
xmp.did:34c0d690-c298-48fc-b854-1bfef66a1e93
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:8cd543e0-0af7-4958-9dba-f4ff858e2c32
2016-08-15T10:20:31-05:00
Adobe Illustrator CC 2015.3 (Macintosh)
/
saved
xmp.iid:3f83aeeb-b16c-48bc-b3e3-e5f8c95fc169
2016-11-29T10:45:07-06:00
Adobe Illustrator CC 2015.3 (Macintosh)
/
EmbedByReference
/Users/elliotta/Desktop/Communcations/Logos and Items/Logos/District /GISD Logo (Thick Lines).eps
xmp.did:04801174072068118083F9A223876FDB
xmp.iid:04801174072068118083F9A223876FDB
/Users/elliotta/Desktop/Communcations/Logos and Items/Logos/District /GISD Logo (Thick Lines).eps
xmp.did:04801174072068118083F9A223876FDB
xmp.iid:04801174072068118083F9A223876FDB
Print
False
True
1
8.500000
11.000000
Inches
HelveticaNeue-Italic
Helvetica Neue
Italic
TrueType
10.0d36e1
False
HelveticaNeue.dfont
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
PTSans-Narrow
PT Sans Narrow
Regular
TrueType
10.0d1e1
False
PTSans.ttc
PTSans-NarrowBold
PT Sans Narrow
Bold
TrueType
10.0d1e1
False
PTSans.ttc
TitilliumWeb-Regular
Titillium Web
Regular
Open Type
Version 1.001;PS 57.000;hotconv 1.0.70;makeotf.lib2.5.55311
False
TitilliumWeb-Regular.ttf
BanglaMN-Bold
Bangla MN
Bold
TrueType
10.0d1e2
False
Bangla MN.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
PANTONE 3025 C
SPOT
100.000000
LAB
28.627451
-21
-30
PANTONE 7467 C
SPOT
100.000000
LAB
56.470589
-59
-24
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
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 147 0 R/TrimBox[18.0 18.0 630.0 810.0]/Type/Page>>
endobj
119 0 obj
<>stream
H‰”WÛnÛH}×WæeÅED³›÷`0€-_âÉÅYKIâÁ‚i‰kŠtHÊžì×奄P”dáDdw³ªNÝNw]ÍéèýÜ£“Ó9M¾M