%PDF-1.4
%
1 0 obj
<>
endobj
226 0 obj
<>stream
application/pdf
verte_1e_part_chap3
Adobe Illustrator CS3
2009-02-08T10:47:04+02:00
2009-02-08T10:47:04+01:00
2009-02-08T10:47:04+01:00
188
256
JPEG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:15A906CBC1F5DD1185CFE3476298713F
uuid:e0002578-296e-4dbf-8485-616b602d5da0
uuid:14A906CBC1F5DD1185CFE3476298713F
uuid:13A906CBC1F5DD1185CFE3476298713F
Print
1
True
False
209.999994
297.000002
Millimeters
Georgia-Bold
Georgia
Bold
Open Type
Version 2.10
False
georgiab.TTF
Calibri-BoldItalic
Calibri
Bold Italic
Open Type
Version 1.02
False
CALIBRIZ.TTF
Georgia
Georgia
Regular
Open Type
Version 2.12
False
georgia.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
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
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
35.000002
100.000000
35.000002
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
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
Print Color Group
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000001
69.999999
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
69.999999
90.000004
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000004
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000001
0.000000
94.999999
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000002
5.000001
94.999999
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000001
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000002
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000001
5.000001
10.000002
0.000000
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 8.00
endstream
endobj
2 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/MC1<>/ProcSet[/PDF/Text]/ExtGState<>>>/AIType/HiddenLayer>>/MC2<>/MC3<>/ProcSet[/PDF/Text]/ExtGState<>>>/AIType/HiddenLayer>>/MC4<>/MC5<>/MC6<>/ProcSet[/PDF/Text]/ExtGState<>>>/AIType/HiddenLayer>>/MC7<>/MC8<>/ProcSet[/PDF/Text]/ExtGState<>>>/AIType/HiddenLayer>>>>/ExtGState<>>>/Type/Page>>
endobj
221 0 obj
<>stream
HWKwVWSMZ59qTí}J!a{!]||q=vF3ΛYJ84l˘6խEt_2DCf5 ph0 aM(uCI\
\ƥplua)c gt;)gԾ~[wBv$O]X2!-cAA0)*([ww@ )@ҍ)24/#1,ZBG9
/.36s4+"`V{QTgu7JR!9C2$9Lbj9AQ\9#8ړ*>u=Bh3w\J! ;ʝ
8]ە%=z)S.\b6͉gn
'@Tw",J63Kv%ӽͺ.-<Y dZ0"