%PDF-1.5
%
1 0 obj
<>/OCGs[31 0 R 98 0 R]>>/Type/Catalog>>
endobj
139 0 obj
<>stream
application/pdf
comparisons_more_least
Adobe Illustrator CS3
2009-12-04T05:48:59+02:00
2010-02-18T11:20:01+08:00
2010-02-18T11:20:01+08:00
176
256
JPEG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uuid:6DDC555190E0DE11B630B7E5FB1C2CB9
uuid:090a9121-370e-448f-9b7e-275839f35dd0
uuid:b944b42d-8dca-4831-8653-2c6c2baa9a40
uuid:493CBA8F14DDDE118949C07E5BAAC170
Print
1
True
False
209.999994
297.000002
Millimeters
ComicSansMS-Bold
Comic Sans MS
Bold
Open Type
Version 2.10
False
comicbd.TTF
ArialNarrow-Bold
Arial
Narrow
Open Type
Version 2.40
False
ARIALNB.TTF
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
Blanc
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Noir
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Rouge CMJN
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Jaune CMJN
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Vert CMJN
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Cyan CMJN
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Bleu CMJN
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Magenta CMJN
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 J=90 N=10
CMYK
PROCESS
14.999998
100.000000
90.000004
10.000002
C=0 M=90 J=85 N=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 J=95 N=0
CMYK
PROCESS
0.000000
80.000001
94.999999
0.000000
C=0 M=50 J=100 N=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 J=85 N=0
CMYK
PROCESS
0.000000
35.000002
84.999996
0.000000
C=5 M=0 J=90 N=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 J=100 N=0
CMYK
PROCESS
19.999999
0.000000
100.000000
0.000000
C=50 M=0 J=100 N=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 J=100 N=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 J=100 N=10
CMYK
PROCESS
84.999996
10.000002
100.000000
10.000002
C=90 M=30 J=95 N=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
C=75 M=0 J=75 N=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 J=45 N=0
CMYK
PROCESS
80.000001
10.000002
44.999999
0.000000
C=70 M=15 J=0 N=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 J=0 N=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 J=5 N=0
CMYK
PROCESS
100.000000
94.999999
5.000001
0.000000
C=100 M=100 J=25 N=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 J=0 N=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 J=0 N=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 J=35 N=10
CMYK
PROCESS
35.000002
100.000000
35.000002
10.000002
C=10 M=100 J=50 N=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 J=20 N=0
CMYK
PROCESS
0.000000
94.999999
19.999999
0.000000
C=25 M=25 J=40 N=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 J=50 N=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 J=60 N=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 J=65 N=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 J=65 N=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 J=75 N=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 J=80 N=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 J=90 N=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 J=100 N=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 J=80 N=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
Groupe de couleurs d'impression
1
C=0 M=30 J=70 N=0
CMYK
PROCESS
0.000000
30.000001
69.999999
0.000000
C=5 M=70 J=90 N=0
CMYK
PROCESS
5.000001
69.999999
90.000004
0.000000
C=5 M=90 J=75 N=0
CMYK
PROCESS
5.000001
90.000004
75.000000
0.000000
C=30 M=0 J=95 N=0
CMYK
PROCESS
30.000001
0.000000
94.999999
0.000000
C=60 M=5 J=95 N=0
CMYK
PROCESS
60.000002
5.000001
94.999999
0.000000
C=30 M=0 J=10 N=0
CMYK
PROCESS
30.000001
0.000000
10.000002
0.000000
C=60 M=10 J=5 N=0
CMYK
PROCESS
60.000002
10.000002
5.000001
0.000000
C=80 M=5 J=10 N=0
CMYK
PROCESS
80.000001
5.000001
10.000002
0.000000
Niveaux de gris
1
N=100
GRAY
PROCESS
255
N=90
GRAY
PROCESS
229
N=80
GRAY
PROCESS
203
N=70
GRAY
PROCESS
178
N=60
GRAY
PROCESS
152
N=50
GRAY
PROCESS
127
N=40
GRAY
PROCESS
101
N=30
GRAY
PROCESS
76
N=20
GRAY
PROCESS
50
N=10
GRAY
PROCESS
25
N=5
GRAY
PROCESS
12
Adobe PDF library 8.00
endstream
endobj
2 0 obj
<>
endobj
31 0 obj
<>
endobj
98 0 obj
<>
endobj
99 0 obj
[/View/Design]
endobj
100 0 obj
<>>>
endobj
32 0 obj
[/View/Design]
endobj
33 0 obj
<>>>
endobj
97 0 obj
[98 0 R]
endobj
5 0 obj
<>/ArtBox[14.6572 6.51855 584.08 833.892]/Group 132 0 R/MediaBox[0.0 0.0 595.276 841.89]/Thumb 138 0 R/TrimBox[0.0 0.0 595.276 841.89]/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/ExtGState<>>>/Type/Page/LastModified(D:20100218111959+08'00')>>
endobj
131 0 obj
<>stream
HW[s[~?3xm cq;ֲ$q39'EE&Ϸs($K3Y 뷋??S_>33}ʞt.*mj{8WFu_z~sZyR!C\7C:dCN&j5yX=5&!$M%V:6
z{# :R]0TXl4T
UFAݢ{WNz=N3ӷ|sUY"ĻflmֻGRB:ܙrZĬR`9j(?Dܦ?0W%>k
Գ˳ݎ9yKZ/~}7oF]lQt9B
E
ЃHzUFMWv6