%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
afiche prescolar
2020-09-22T18:29:03-03:00
2020-09-22T18:29:03-03:00
2020-09-22T18:29:03-03:00
Adobe Illustrator CC 2017 (Macintosh)
200
256
JPEG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uuid:05693dfe-63ea-e245-a2b9-00bb6cf60e65
xmp.did:72d0d94f-72ce-4b35-ae5f-86d49a2f6fb7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:fe63558a-0da8-394b-966e-8b48c1e697ba
xmp.did:5bb5a1ae-97c0-4917-bc8c-f44da566afc8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:7402cc03-9f28-42e1-96df-2162a8b3037b
2019-03-02T20:26:31-03:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:72d0d94f-72ce-4b35-ae5f-86d49a2f6fb7
2020-09-22T18:28:45-03:00
Adobe Illustrator CC 2017 (Macintosh)
/
EmbedByReference
/Users/cristigirl/Desktop/EDUCOM LAB/2019/afiches salas/afcihes todos/preescolar/ella.psd
xmp.did:d1916b39-5ca0-4711-b448-43601ba19715
xmp.iid:d1916b39-5ca0-4711-b448-43601ba19715
EmbedByReference
/Users/cristigirl/Desktop/EDUCOM LAB/2019/afiches salas/afcihes todos/preescolar/el.psd
xmp.did:75632a74-d7d6-415f-b1bf-ebbf6d411d74
xmp.iid:75632a74-d7d6-415f-b1bf-ebbf6d411d74
EmbedByReference
/Users/cristigirl/Desktop/EDUCOM LAB/2019/afiches salas/afcihes todos/preescolar/reloj.psd
xmp.did:c0e94a3e-6dd2-47e9-a836-c0ebea812855
xmp.iid:c0e94a3e-6dd2-47e9-a836-c0ebea812855
EmbedByReference
/Users/cristigirl/Desktop/EDUCOM LAB/2019/afiches salas/afcihes todos/preescolar/reloj central.psd
adobe:docid:photoshop:1f2f461d-8bd1-117c-a4a2-f3356f7a837f
xmp.iid:f3c1798f-4911-4b71-af29-14218c87642d
/Users/cristigirl/Desktop/EDUCOM LAB/2019/afiches salas/afcihes todos/preescolar/ella.psd
xmp.did:d1916b39-5ca0-4711-b448-43601ba19715
xmp.iid:d1916b39-5ca0-4711-b448-43601ba19715
/Users/cristigirl/Desktop/EDUCOM LAB/2019/afiches salas/afcihes todos/preescolar/el.psd
xmp.did:75632a74-d7d6-415f-b1bf-ebbf6d411d74
xmp.iid:75632a74-d7d6-415f-b1bf-ebbf6d411d74
/Users/cristigirl/Desktop/EDUCOM LAB/2019/afiches salas/afcihes todos/preescolar/reloj.psd
xmp.did:c0e94a3e-6dd2-47e9-a836-c0ebea812855
xmp.iid:c0e94a3e-6dd2-47e9-a836-c0ebea812855
/Users/cristigirl/Desktop/EDUCOM LAB/2019/afiches salas/afcihes todos/preescolar/reloj central.psd
adobe:docid:photoshop:1f2f461d-8bd1-117c-a4a2-f3356f7a837f
xmp.iid:f3c1798f-4911-4b71-af29-14218c87642d
Print
False
True
1
570.000000
1120.000000
Millimeters
Brizel
Brizel
Regular
TrueType
Version 001.000
False
Brizel.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
Blanco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Negro
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Rojo CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Amarillo CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Verde CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Cian CMYK
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Azul CMYK
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Magenta CMYK
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
PANTONE 1797 EC
PROCESS
100.000000
CMYK
7.241932
95.864803
79.058516
1.028458
PANTONE 1797 EC 2
PROCESS
100.000000
CMYK
7.241932
95.864803
79.058516
1.028458
C=87 M=46 Y=36 K=22 1
CMYK
PROCESS
86.846721
45.789272
35.709161
22.275120
C=70 M=0 Y=33 K=0 1
CMYK
PROCESS
70.012969
0.000000
32.907605
0.000000
Grises
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
Brillantes
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
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 19 0 R/TrimBox[8.50389 8.50389 1624.25 3183.31]/Type/Page>>
endobj
9 0 obj
<>stream
Hˎ$IEF7Fbbis#*QP/#f1ߖ-,÷ᧇ$vjk+u9^[dKz
?25[S^אZ\~|8CXk,Coh!q`}m-y1u_?~'הr]Zk*htP2R_-d{;ϵtdkOXK c1/xg=Ծܵ(K,R^x!}5^Ue/]JXSC#pjOIW1b-~j]c3|Bj[MJ'