%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R 13 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Pregnancy_Poster-Sp
2017-07-27T15:24-04:00
2017-07-27T15:24-04:00
2017-07-27T15:24-04:00
Adobe Illustrator CC 2017 (Macintosh)
256
184
JPEG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uuid:fd90acdf-0769-8547-88e0-ecd6d77a5fc7
xmp.did:f5c3dbfd-f36b-4ab2-9a19-652df0b5df6c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:b526ff32-8447-c24b-8063-ed14c0be784e
xmp.did:8F08EC67112068118083882D472A6253
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:06801174072068118083B75ACA6F2173
2015-03-18T16:32:01-04:00
Adobe Illustrator CS5
/
saved
xmp.iid:f5c3dbfd-f36b-4ab2-9a19-652df0b5df6c
2017-07-27T15:23:55-04:00
Adobe Illustrator CC 2017 (Macintosh)
/
Print
False
False
1
11.000000
8.500000
Inches
Arial-Black
Arial Black
Regular
Open Type
Version 5.00.1x
False
Arial Black.ttf
HelveticaNeue-Roman
Helvetica Neue
55 Roman
Type 1
001.102
False
HelveNeuRom; HelveticaNeue Roman
HelveticaNeue-Heavy
Helvetica Neue
85 Heavy
Type 1
001.002
False
HelveNeuHea; HelveticaNeue Heavy
HelveticaNeue-Medium
Helvetica Neue
Medium
TrueType
12.0d0e2
False
HelveticaNeue.dfont
HelveticaNeue-Bold
Helvetica Neue
Bold
TrueType
12.0d0e2
False
HelveticaNeue.dfont
HelveticaNeueLTStd-Md
Helvetica Neue LT Std
65 Medium
Open Type
OTF 1.029;PS 001.002;Core 1.0.33;makeotf.lib1.4.1585
False
HelveticaNeueLTStd Md.otf
HelveticaNeueLTStd-Blk
Helvetica Neue LT Std
95 Black
Open Type
OTF 1.029;PS 001.004;Core 1.0.33;makeotf.lib1.4.1585
False
HelveticaNeueLTStd Blk.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
14.843800
100.000000
89.843800
9.765600
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
89.843800
84.765600
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
79.687500
94.921900
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
34.765600
84.765600
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
4.687500
0.000000
89.843800
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.921900
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
84.765600
9.765600
100.000000
9.765600
C=90 M=30 Y=95 K=30
CMYK
PROCESS
89.843800
29.687500
94.921900
29.687500
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
79.687500
9.765600
44.921900
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.921900
14.843800
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.765600
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.921900
4.687500
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
34.765600
100.000000
34.765600
9.765600
C=10 M=100 Y=50 K=0
CMYK
PROCESS
9.765600
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.921900
19.921900
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.843800
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.843800
44.921900
50.000000
4.687500
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
59.765600
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
54.687500
59.765600
64.843800
39.843800
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.843800
64.843800
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
29.687500
50.000000
75.000000
9.765600
C=35 M=60 Y=80 K=25
CMYK
PROCESS
34.765600
59.765600
79.687500
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.843800
64.843800
89.843800
34.765600
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.843800
69.921900
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.921900
79.687500
69.921900
C=0 M=50 Y=20 K=0 1
CMYK
PROCESS
0.000000
50.000000
19.921900
0.000000
Scroll.color1
SPOT
100.000000
CMYK
100.000000
0.000000
50.000000
0.000000
C=30 M=35 Y=85 K=0 1
CMYK
PROCESS
30.000000
35.000000
85.000000
0.000000
C=15 M=71 Y=92 K=3 1
CMYK
PROCESS
15.277300
70.870500
92.016500
3.164700
C=51 M=100 Y=85 K=0 1
CMYK
PROCESS
51.000000
100.000000
85.000000
0.000000
C=100 M=75 Y=0 K=20 1
CMYK
PROCESS
100.000000
75.000000
0.000000
20.000000
DashCircle1.4.color1
SPOT
100.000000
CMYK
0.000000
5.000000
100.000000
12.000000
DashCircle1.5.color1
SPOT
100.000000
CMYK
0.000000
55.000001
100.000000
12.000000
C=11 M=67 Y=71 K=0 1
CMYK
PROCESS
11.000000
67.000000
71.000000
0.000000
C=0 M=45 Y=100 K=0 1
CMYK
PROCESS
0.000000
45.000000
100.000000
0.000000
C=100 M=50 Y=0 K=0 1
CMYK
PROCESS
100.000000
50.000000
0.000000
0.000000
C=0 M=10 Y=20 K=0 1
CMYK
PROCESS
0.000000
10.000000
20.000000
0.000000
Twitter blue - 55acee
PROCESS
100.000000
CMYK
59.453726
19.946593
0.000000
0.000000
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
89.843800
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.687500
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.921900
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.765600
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
39.843800
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.687500
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.921900
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.765600
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.687500
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
9.765600
94.921900
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.765600
9.765600
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
89.843800
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
59.765600
89.843800
0.000000
0.000000
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
15 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 23 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
16 0 obj
<>stream
HWr8}g!.ͱ]عYٙxk
h E*4 R,g" }v{~ug,I,SIDLk(.Fb/F
~I6dx~ $j2Bx7hCIpC<
Ec,y0K8lUJb
ț:lV_ȈdV°\ߣHd\A9ڰ)QUn\˗ ńg~=| -nH%.n"21