%PDF-1.5
%âãÏÓ
1 0 obj
<>/OCGs[9 0 R 266 0 R 523 0 R 780 0 R 1037 0 R 1294 0 R 1551 0 R 1808 0 R 2065 0 R 2322 0 R 2578 0 R 2834 0 R 3090 0 R 3346 0 R 3602 0 R 3858 0 R 4114 0 R 4370 0 R 4626 0 R 4882 0 R 5138 0 R 5394 0 R 5650 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Graphic-Abortion-Sesotho
2019-12-02T14:29:41+02:00
2019-12-02T14:29:41+02:00
2018-06-28T17:07:58+02:00
Adobe Illustrator CS5
256
184
JPEG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uuid:5eed9f79-c88e-224f-8048-950f1bebe6ef
xmp.did:09C4C452E82268118C14DC4E15A6A9B5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:08C4C452E82268118C14DC4E15A6A9B5
xmp.did:08C4C452E82268118C14DC4E15A6A9B5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F77F1174072068118083A92EA100F750
2011-04-15T09:56:44+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:F97F1174072068118083A92EA100F750
2011-04-15T11:07:55+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:FA7F1174072068118083F98FF426795F
2011-05-12T15:27:07+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:FA7F1174072068118083D301247CFB9A
2015-11-18T13:48:48+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:09801174072068118C14ADF375E4D1F4
2016-04-20T15:49:10+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:5EBC51A9BE2068118C14B02BBA62C2CF
2016-08-01T14:53:16+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:51CCBFD2EE2268118C148E72855EA880
2017-02-14T09:42:19+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:55CCBFD2EE2268118C148E72855EA880
2017-02-14T15:46:32+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:56CCBFD2EE2268118C148E72855EA880
2017-02-14T15:54:14+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:57CCBFD2EE2268118C148E72855EA880
2017-02-14T15:56:11+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:58CCBFD2EE2268118C148E72855EA880
2017-02-14T16:45:07+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:0E3983ADE82368118C148E72855EA880
2017-02-16T09:51:21+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:E62720F73B2468118C1486BE836C29AC
2018-03-12T12:18:26+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:E72720F73B2468118C1486BE836C29AC
2018-03-12T13:59:10+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:E82720F73B2468118C1486BE836C29AC
2018-03-12T14:00:40+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:77198F68BC2268118C1486806A7773E6
2018-03-28T17:43:31+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:05C4C452E82268118C14DC4E15A6A9B5
2018-06-28T17:06:36+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:06C4C452E82268118C14DC4E15A6A9B5
2018-06-28T17:06:45+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:07C4C452E82268118C14DC4E15A6A9B5
2018-06-28T17:07:09+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:08C4C452E82268118C14DC4E15A6A9B5
2018-06-28T17:07:46+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:09C4C452E82268118C14DC4E15A6A9B5
2018-06-28T17:07:55+02:00
Adobe Illustrator CS5
/
EmbedByReference
/Users/johnm/Documents/Artwork/ZX-Abortion/Logo-GHS.psd
Print
True
True
1
154.913542
127.573264
Millimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
MyriadPro-BlackCond
Myriad Pro
Black Condensed
Open Type
Version 2.006;PS 002.000;Core 1.0.38;makeotf.lib1.6.6565
False
MyriadPro-BlackCond.otf
MyriadPro-SemiboldCond
Myriad Pro
Semibold Condensed
Open Type
Version 2.006;PS 002.000;Core 1.0.38;makeotf.lib1.6.6565
False
MyriadPro-SemiboldCond.otf
DINCondensed-Bold
DIN Condensed
Bold
TrueType
9.0d1e1
False
DIN Condensed Bold.ttf
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Global Malt
PROCESS
100.000000
CMYK
32.549999
44.309998
53.730000
19.610001
HKS 82 Z
SPOT
100.000000
CMYK
10.000000
75.000000
90.000000
5.000000
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 5700 0 R/TrimBox[0.0 0.0 439.125 361.625]/Type/Page>>
endobj
5652 0 obj
<>stream
H‰tW˪,ÇÜÏWôLßÊÌzn%a/Œ1FÀ`Ë ÉF68ïˆÈê™9#tçDWwUV>"#¿ýåûãÛŸ¿/Çw?|ÜÊéGÑ?ß¾ýñÇrüôßQuš·#º¿ÿùûí·ß°t=¸^¸¿½ñ·ã_zç'neÜêÛ~-Çÿ¾ýõõÜ÷sû?Ï=Ÿ—³”z”³ÙÀ¿£óßâ°ò·Ãd¯>×Ù«÷Ã{=—q<~•ñøßõÃÎÒÖñÐ2j¥á·¶ÃÏv\W|üñ\i3°b¶ŽÀóøijØQÏ–ÆTü9ðÒ†/ µ:V&¶l§…¿¶lgëq<°q™hÖÁ[=úeac;}µcžp'V¢âÏæ![̳Ãf‡-°±š¦oF†¦nçs>ÿåv/2 o[o‰ñ»`!_¾ûéÍõ6¶¶¥Íð/ ö^8ÊÏ…s/§#À·¦Ÿ¸®g©³€y[kˆÓÊ'ì5æLʘTÝ/ô¸÷ho«k„Ññ÷zöµ'<=gNlŸâ#àŠîe÷y tœÎ—]
Ǔ蛈^Ú‘âð