%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 10 0 R 11 0 R 12 0 R 13 0 R 14 0 R 15 0 R 16 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
plateforme-fpe-cgvu
Conseils de visionnages et grille de sélection de films pour enfants
Films pour enfants et 3-6-9-12
3 ans
6 ans
9 ans
12 ans
films pour enfants
2020-01-09T15:54:42+09:00
2020-01-09T15:54:42+09:00
2020-01-09T15:54:42+10:00
Adobe Illustrator CC 23.1 (Windows)
256
180
JPEG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uuid:ac30c6d5-07d3-44e2-8e2c-4fd94d046e0a
xmp.did:83823c4b-819b-a642-83ee-42d134b00ae3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:356af1bb-c88f-47be-8370-896a9517deca
xmp.did:7ae10202-f838-b34b-ab78-8334b9b8d193
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:4e5b8421-59c9-4f79-a515-cb976fb42a71
2019-04-17T10:38:43+09:00
Adobe Illustrator CC 22.1 (Macintosh)
/
saved
xmp.iid:83823c4b-819b-a642-83ee-42d134b00ae3
2020-01-09T14:17:14+09:00
Adobe Illustrator CC 23.1 (Windows)
/
EmbedByReference
\\THYME-PC\Dropbox (AOKIstudio)\OLI_CRI\films-pour-enfants.com\01-EDU-UP-PLATEFORME\Serge Tisseron\logo.png
adobe:docid:photoshop:67440000-81a0-8847-a77c-6f9f1427ffb6
xmp.iid:b00bfae7-2405-a346-b3d9-1bbae977506b
EmbedByReference
\\THYME-PC\Dropbox (AOKIstudio)\OLI_CRI\films-pour-enfants.com\01-EDU-UP-PLATEFORME\Serge Tisseron\logo.png
adobe:docid:photoshop:67440000-81a0-8847-a77c-6f9f1427ffb6
xmp.iid:b00bfae7-2405-a346-b3d9-1bbae977506b
\\THYME-PC\Dropbox (AOKIstudio)\OLI_CRI\films-pour-enfants.com\01-EDU-UP-PLATEFORME\Serge Tisseron\logo.png
adobe:docid:photoshop:67440000-81a0-8847-a77c-6f9f1427ffb6
xmp.iid:b00bfae7-2405-a346-b3d9-1bbae977506b
\\THYME-PC\Dropbox (AOKIstudio)\OLI_CRI\films-pour-enfants.com\01-EDU-UP-PLATEFORME\Serge Tisseron\logo.png
adobe:docid:photoshop:67440000-81a0-8847-a77c-6f9f1427ffb6
xmp.iid:b00bfae7-2405-a346-b3d9-1bbae977506b
Print
False
True
1
210.001002
297.001536
Millimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Bold.otf
Omnes-Regular
Omnes
Regular
Open Type
Version 1.002
False
7986
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
15.000000
100.000000
90.000000
10.000000
C=0 M=90 J=85 N=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 J=95 N=0
CMYK
PROCESS
0.000000
80.000000
95.000000
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
35.000000
85.000000
0.000000
C=5 M=0 J=90 N=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 J=100 N=0
CMYK
PROCESS
20.000000
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
85.000000
10.000000
100.000000
10.000000
C=90 M=30 J=95 N=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
80.000000
10.000000
45.000000
0.000000
C=70 M=15 J=0 N=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 J=0 N=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 J=5 N=0
CMYK
PROCESS
100.000000
95.000000
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 J=50 N=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 J=20 N=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 J=40 N=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 J=50 N=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 J=60 N=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 J=65 N=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 J=65 N=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 J=75 N=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 J=80 N=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 J=90 N=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 J=100 N=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 J=80 N=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Gris
1
C=0 M=0 J=0 N=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 J=0 N=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999400
C=0 M=0 J=0 N=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 J=0 N=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 J=0 N=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
C=0 M=0 J=0 N=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 J=0 N=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999400
C=0 M=0 J=0 N=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 J=0 N=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 J=0 N=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 J=0 N=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
Couleurs vives
1
C=0 M=100 J=100 N=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 J=100 N=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 J=95 N=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 J=100 N=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 J=0 N=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 J=0 N=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
3 ans, 6 ans, 9 ans, 12 ans, films pour enfants
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 29 0 R/TrimBox[0.0 0.0 595.278 841.894]/Type/Page>>
endobj
18 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 33 0 R/TrimBox[0.0 0.0 595.278 841.894]/Type/Page>>
endobj
30 0 obj
<>stream
HWr}W*¾$OZ;COT
gMh]AњJRv${%?ׯYY8 \8ԛ~'<~uxns0
OODZH̍v0E!{QYSa$u3BO90e~0/YE/OEn2'yxA{ߞnt
>"KyQ(cS8'G' {hkQ-ݑMЏQw|KJ8ufyp)9%/an!8K0aH=?_9;*y}Ļ0;sCM0_b;x>Q6Rc
tH3rwvmG
|P<_2sT8r ~@ٙH/;琚EN;YdmށpP҉u(QWp -pCqߪiJWp"b",/;q|`s|kN.qt)b40+Jh/Qs! cV8_!7^{n 5 0{@Y܄Z
u *k
^,2syKÉaW8q
zm/t;uV=02 tnT+;>J5֍`&~yMaoK߂|RsU/]Q\9ig~G&^ cq>:[|w@Ukp62#k%<8Aqԫ:)nگ
F,SJ
'++[Gʂ
=T+ tŐ]csbee5(VBJ@@hDO2 zch00@^ RkDY$ _C7)ʨ4H, eX?5uu%iEîȨOh
Rr ȤyӥKׇs'i-zHT]q5s?ȡV gPFPe{eb2p ЀT_R_G9Q&+)(Qc({QbI Q(fz=#Emy8Q/LY5ŘUܠaS'?|:9)*g3Qu;!wT$UN~PX^?5aeq՛Osml)RSFyO8AE>rx=pI-;G5S,AG'>\mAcTD-Ik_\q,L!ud89:V[_Ϛ[̭ɖCC.L_5M/r&9L!jjC3tڨAA )5]L<_)M&(čȔB{r BWh2뚢AEk#+hX"]k|
z%onD
5t\7~@%lD!Q[blZ29tnn%;/!p&ӻ4efbQ _ğ*l
cGSd)$x0E8}G;`<I>Oc<ʁ<'$5gYV81hRI/0\ꙹcͣar81Z
Îc.c v}J75'f_W
yqX ^lyNsx^h+j#2W^*B9ÃT-Jzf=gІ'GKʭ%Ueh,Ec=ωѼْ<\ 4zg*uwrgo|菉5d3sѮf Ke@k6澛]Hۚ^$i,њ$adP3DvzGaj?iT Bzt=ha,`zs5:ȑC{%=@u);;gP|lƛZRCU$ŀz-˙A٢k{ /:`HI
GXҀFٌ'T"*YNa+
qZ5X4D] Cv
/ /uɨ͖OjT `QBDHl
OxX3Qc؝8QTm>\r71w:f6Ugf
&XB6^(+릣pݴY2o;_Js
/eIw]!mu_< WU O}Qt0w!<EkN+"CUZ9xC]#yǹ