%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
20191109 Parlement Agenda
2019-11-07T14:25:08+01:00
2019-11-07T14:25:08+01:00
2019-11-07T14:25:05+01:00
Adobe Illustrator CS6 (Macintosh)
256
144
JPEG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uuid:df2d80f2-6863-a54c-b6d4-759a5adf88a2
xmp.did:0180117407206811822A8245206B4EDC
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:802f040a-3df0-2048-b750-be5a41225f8e
xmp.did:F97F117407206811822AF48995B4CF9D
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F97F117407206811822AF48995B4CF9D
2019-09-02T19:26:18+02:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0180117407206811822A8245206B4EDC
2019-11-07T14:24:59+01:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
True
1
21.000165
29.699996
Centimeters
Arial-Black
Arial Black
Regular
Open Type
Version 5.00.1x
False
Arial Black.ttf
Futura-CondensedMedium
Futura
Condensed Medium
TrueType
11.0d2e1
False
Futura.ttc
IntegralCF-Regular
Integral CF
Regular
Open Type
Version 1.100;PS 001.100;hotconv 1.0.88;makeotf.lib2.5.64775
False
IntegralCF-Regular.otf
IntegralCF-DemiBold
Integral CF
Demi Bold
Open Type
Version 1.100;PS 001.100;hotconv 1.0.88;makeotf.lib2.5.64775
False
IntegralCF-DemiBold.otf
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
C=100 M=75 Y=30 K=14 1
CMYK
PROCESS
100.000000
75.390602
29.687500
13.671899
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
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 16 0 R/TrimBox[8.50389 8.50391 603.784 850.394]/Type/Page>>
endobj
12 0 obj
<>stream
HKdG+u'3#K{Xy%,FH >9yZBBbF7q~t|[:f\蹜eϷ?#U1>tOQIc>WǗכ>LKSǽ ]bǗ=<+pq\mbW9k9G֯g9ZQ|,#$'D&z?Z;{:(vxinƙWƙaDFfΗ8W% v=:ksM)kFl%9tcٱNюձAA;wV)Xl-تuug;"gZe[;k/FrVhE|AnE[MM',EWT,Vg=#Mk5vΫptA%"u?\}ZqޚyԥF.G6F?plv%'80_!pg@%/OcL&x>8=W]d( W*iH{p
AL%76L.ZI\CM`.~κL+dWݦsh`c?`Prc6Q.TXH̩:"`c*Va49ʗ[]!OfL0tB:M6IKQTfn]fH{VUt]hrwe(6D/_0:K+=!
Y7per>f2Qr~!}ڦ9\g:Xױ?N,IM(1JMۃM'
ײR d8G_MZi6i-rz#{^W8 QDٛ"fe'MEfGr x8 [̀b$BgR,Q<}rVI4zatS?@-ëjKmpze*;$;v;7EN2ҘeRjY͡+^W RgH9qB!PVځS}DwxIād}ϳ-Wɬ/5G;4*tYx[;ı2BRy"q$dQ:Xo-c%he%
,3֡B^<1va}=~ǧ'u/߫؎ rk|uD0`yw?t-!⬢٩0&F3f:Tg