%PDF-1.3
%
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
54 0 obj
<>/Font<>>>/Fields[]>>
endobj
2 0 obj
<>stream
application/pdf
Document d'inscription 2019-2020 FR FINAL
2019-08-14T13:26:19-04:00
2019-08-14T13:26:19-04:00
2019-08-14T13:17:11-04:00
Adobe Illustrator CC 23.0 (Macintosh)
256
148
JPEG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uuid:d8b74116-6d40-2d40-9229-baa9fd6de014
xmp.did:9564653e-de6e-4447-b643-bbcc4b7a854b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:d72f5299-42d6-594c-a874-3a8d0fd6943d
xmp.did:fc07c1a7-a3b9-4022-bc66-b295dbcb351e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:6ff3a3dd-7d9f-47c3-a6bf-f46cba646855
2019-08-07T15:35:25-04:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:9564653e-de6e-4447-b643-bbcc4b7a854b
2019-08-14T13:16:57-04:00
Adobe Illustrator CC 23.0 (Macintosh)
/
EmbedByReference
/Users/tabasko10/Desktop/*TRANSFERT/materiel reçu/Cueillette du partage.jpg
0
0
EmbedByReference
/Users/tabasko10/Desktop/*TRANSFERT/materiel reçu/Grande finale.jpg
xmp.did:9b30e7e8-fe01-4f69-a3c6-57926942290b
xmp.iid:9b30e7e8-fe01-4f69-a3c6-57926942290b
EmbedByReference
/Users/tabasko10/Desktop/*TRANSFERT/materiel reçu/Projet éducatif.jpg
xmp.did:2689f5b5-fdf5-430e-b441-6cd6d4656aa2
xmp.iid:2689f5b5-fdf5-430e-b441-6cd6d4656aa2
EmbedByReference
/Users/tabasko10/Desktop/*TRANSFERT/materiel reçu/Outils pédagogiques.jpg
xmp.did:9f0e231c-49c8-054f-b06f-4c24cc8a9a3a
xmp.iid:9f0e231c-49c8-054f-b06f-4c24cc8a9a3a
/Users/tabasko10/Desktop/*TRANSFERT/materiel reçu/Cueillette du partage.jpg
0
0
/Users/tabasko10/Desktop/*TRANSFERT/materiel reçu/Grande finale.jpg
xmp.did:9b30e7e8-fe01-4f69-a3c6-57926942290b
xmp.iid:9b30e7e8-fe01-4f69-a3c6-57926942290b
/Users/tabasko10/Desktop/*TRANSFERT/materiel reçu/Projet éducatif.jpg
xmp.did:2689f5b5-fdf5-430e-b441-6cd6d4656aa2
xmp.iid:2689f5b5-fdf5-430e-b441-6cd6d4656aa2
/Users/tabasko10/Desktop/*TRANSFERT/materiel reçu/Outils pédagogiques.jpg
xmp.did:9f0e231c-49c8-054f-b06f-4c24cc8a9a3a
xmp.iid:9f0e231c-49c8-054f-b06f-4c24cc8a9a3a
Print
True
True
1
8.500000
11.000000
Inches
Amaranth-Bold
Amaranth
Bold
TrueType
Version 1.001
False
Amaranth-Bold.ttf
AvantGardeITCbyBT-Medium
Avant Garde BT
Medium
TrueType
spoyal2tt v1.25
False
AvantGardeITCbyBT-Medium
AvantGardeITCbyBT-Demi
Avant Garde BT
Demi
TrueType
spoyal2tt v1.25
False
AvantGardeITCbyBT-Demi
AvantGardeITCbyBT-DemiOblique
Avant Garde BT
Demi Oblique
TrueType
spoyal2tt v1.25
False
AvantGardeITCbyBT-DemiOblique
Poppins-Regular
Poppins
Regular
Open Type
Version 3.010;PS 1.000;hotconv 16.6.54;makeotf.lib2.5.65590
False
Poppins-Regular.ttf
Poppins-SemiBold
Poppins
SemiBold
Open Type
Version 3.010;PS 1.000;hotconv 16.6.54;makeotf.lib2.5.65590
False
Poppins-SemiBold.ttf
Poppins-SemiBoldItalic
Poppins
SemiBold Italic
Open Type
Version 3.010;PS 1.000;hotconv 16.6.54;makeotf.lib2.5.65590
False
Poppins-SemiBoldItalic.ttf
Poppins-Bold
Poppins
Bold
Open Type
Version 3.010;PS 1.000;hotconv 16.6.54;makeotf.lib2.5.65590
False
Poppins-Bold.ttf
Poppins-BoldItalic
Poppins
Bold Italic
Open Type
Version 3.010;PS 1.000;hotconv 16.6.54;makeotf.lib2.5.65590
False
Poppins-BoldItalic.ttf
GoodDog
GoodDog
Regular
Open Type
Version 1.000
False
GoodDog.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
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
R=35 G=31 B=32
PROCESS
100.000000
CMYK
69.820702
67.446399
63.860530
73.943692
R=245 G=241 B=232
PROCESS
100.000000
CMYK
2.737468
3.201343
7.330434
0.000000
C=56 M=30 Y=100 K=10 1
CMYK
PROCESS
56.470591
30.196080
99.607843
10.196079
C=44 M=16 Y=95 K=0 1
CMYK
PROCESS
43.529412
16.078432
94.509804
0.392157
C=64 M=58 Y=46 K=22 1
CMYK
PROCESS
63.529414
58.039218
45.882353
21.960784
C=100 M=57 Y=0 K=40
PROCESS
100.000000
CMYK
100.000000
56.999999
0.000000
40.000001
C=60 M=18 Y=0 K=0
PROCESS
100.000000
CMYK
60.000002
18.000001
0.000000
0.000000
C=50 M=20 Y=20 K=0 1
CMYK
PROCESS
50.000000
20.000000
19.607843
0.000000
C=0 M=25 Y=100 K=0 1
CMYK
PROCESS
0.000000
25.000000
100.000000
0.000000
C=0 M=0 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
0.000000
100.000000
0.000000
C=78 M=0 Y=60 K=0
PROCESS
100.000000
CMYK
77.999997
0.000000
60.000002
0.000000
C=100 M=80 Y=26 K=10
PROCESS
100.000000
CMYK
100.000000
79.799998
26.100001
10.200000
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
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
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
1726241156
Poppins
OpenType - TT
1726241156
--
0
Poppins-BoldItalic
3.010
397008283
GoodDog
OpenType - PS
397008283
--
0
GoodDog
1.000
2314683042
Poppins
OpenType - TT
2314683042
--
0
Poppins-Bold
3.010
4142761543
Amaranth
OpenType - TT
4142761543
--
0
Amaranth-Bold
1.001
770646896
Poppins
OpenType - TT
770646896
--
0
Poppins-Regular
3.010
1806233751
Avant Garde BT
TrueType
1806233751
Bitstream
0
AvantGardeITCbyBT-Medium
2
2431780644
Avant Garde BT
TrueType
2431780644
Bitstream
0
AvantGardeITCbyBT-Demi
2
4118258479
Avant Garde BT
TrueType
4118258479
Bitstream
0
AvantGardeITCbyBT-DemiOblique
2
3334345751
Poppins
OpenType - TT
3334345751
--
0
Poppins-SemiBold
3.010
3932178267
Poppins
OpenType - TT
3932178267
--
0
Poppins-SemiBoldItalic
3.010
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
7 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
55 0 obj
[56 0 R 58 0 R 59 0 R 67 0 R]
endobj
21 0 obj
<>stream
HtWK$
)/-%>@U?xP@AL`0Ѯ֯6_+~w_>~^Ưyܖ_Nǰ{yY=~|̼e{ܱp34l;Sy{LJvz8"m)mLEai}wb_p1}m>Dܽ_.m|_1*ݍzjɶ>&WoH }-s[c#gp\_o\r30fygn8\:·`ϸCNx~hp#:|1O@?6 b{mND~6ng~K{g|7Nz}߰ݳ