%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
prywatnosc_druk_krzywe
2013-12-30T15:53:56+01:00
2013-12-30T15:53:56+01:00
2013-12-30T15:53:56+01:00
Adobe Illustrator CS6 (Macintosh)
188
256
JPEG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uuid:4dc79a09-7b3e-c44d-9ab9-23c808bd0546
xmp.did:1F7156F4B320681183D1F505EBC41895
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:1E7156F4B320681183D1F505EBC41895
xmp.did:1E7156F4B320681183D1F505EBC41895
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:FF7F11740720681183D1F505EBC41895
2013-12-30T14:50:20+01:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:1F7156F4B320681183D1F505EBC41895
2013-12-30T15:53:54+01:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/joannatarkowska/Library/Containers/com.apple.mail/Data/Library/Mail Downloads/mac.jpeg
Print
False
False
1
570.000694
776.999946
Millimeters
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
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 10.01
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 13 0 R/TrimBox[0.0 0.0 1615.75 2202.52]/Type/Page>>
endobj
8 0 obj
<>stream
HWˎ$Wz$W~ɪX4L&_}5luma߾ZSb{s{ԽYs~>
byK!=*/]}}ݙ?~ ƴ>ۖbloo/m?/'aw2M'wa@~/uyzgX߷e_f{_n١Bkbuu{YFW3.{S`ŽTl5HB:3@^f^@75ct X/5B`Ƿo١L:ilG^?J:?P|=M\.=M!~$@hpHfj_`9;Vse/%Lo_;t1Z
pFf>5ȪyVŃt<>8U"t" `!8O8 e$KhN\ h&|&{c`kޑ`TՏ-{OXS7 q%.<(lR pkqAP)IƕB4Ѓ/Ě-G5Z-o6Z45ZZOMC'|"VұȆ`?"y`'@V"CG0
Ud
@"oi]x4䱀i=0T