%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Refill_Canon_Universal_SK
Adobe Illustrator CS6 (Windows)
2013-11-21T09:54:51+03:00
2013-11-21T09:54:51+02:00
2013-11-21T09:54:51+02:00
256
200
JPEG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xmp.did:0F4DE8EE7C52E311ADABDCC955704DC1
uuid:1289528b-dcb6-45b2-951d-10d0e1bc08e4
uuid:704870D1B1E2E011A558A9D83C8A60B2
proof:pdf
uuid:141d6b21-f3d1-43ac-9ce3-58b54a26929a
xmp.did:0D4DE8EE7C52E311ADABDCC955704DC1
uuid:704870D1B1E2E011A558A9D83C8A60B2
proof:pdf
saved
xmp.iid:0C6913876F40E211B100AC9255A9F853
2012-12-07T15:10:52+02:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:0F4DE8EE7C52E311ADABDCC955704DC1
2013-11-21T09:54:45+02:00
Adobe Illustrator CS6 (Windows)
/
Basic CMYK
1
True
False
209.999929
296.999959
Millimeters
Cyan
Magenta
Yellow
Black
Группа образцов по умолчанию
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
Grayscale
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 595.275 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
HWˊ$WdNW@ gQjA=r3I4ap77ǿ?}wϷp%c{9oO>φ[eH}/-16-Þk¸`-Žź`g\Tmktٔ F=|^zǡ-m.oqO@e6
sqOo~Sͼ`gΙ^#ƸI!6o .JBʎ^1P.(5xqi[â+a;rhR8(q[ˬo>d'MGƸD-9cqJfD{{yŎx1)C9?dn(r,s2Ww{{=jffwKfb \/q/;%S