%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R 41 0 R 74 0 R 111 0 R 148 0 R 185 0 R 222 0 R 259 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
INFO 3 SEMANA 1
2020-10-13T20:11:33-05:00
2020-10-13T20:11:33-05:00
2020-10-08T23:29:01-05:00
Adobe Illustrator 24.0 (Macintosh)
256
192
JPEG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uuid:5e7bea1f-15ee-3449-88c5-9d0bb0482066
xmp.did:ec6521ec-49e4-4072-a1c3-339e318a0ad0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:a8163596-96b6-4f49-9c30-6e6e20b43fa0
xmp.did:3779b08d-8c54-4fc3-9290-4e8ba7c30406
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:b78991ee-b14d-472f-bafc-b071d536b0ba
2020-09-14T17:11:37-05:00
Adobe Illustrator 24.0 (Macintosh)
/
saved
xmp.iid:ec6521ec-49e4-4072-a1c3-339e318a0ad0
2020-10-08T23:28:59-05:00
Adobe Illustrator 24.0 (Macintosh)
/
EmbedByReference
/Volumes/Disco Ext./ARTES/MATERIAL LEARNING/IMAGEN PROYECTO MIMI-03 (1).png
0
0
EmbedByReference
/Volumes/Disco Ext./ARTES/MATERIAL LEARNING/LOGO 2020-01.png
0
0
/Volumes/Disco Ext./ARTES/MATERIAL LEARNING/IMAGEN PROYECTO MIMI-03 (1).png
0
0
/Volumes/Disco Ext./ARTES/MATERIAL LEARNING/LOGO 2020-01.png
0
0
Print
Adobe Illustrator
False
True
1
27.940000
21.590000
Centimeters
MollenPersonalUse-Regular
Mollen Personal Use
Regular
Open Type
Version 1.000
False
Mollen Personal Use-Regular.otf
MollenPersonalUse-Bold
Mollen Personal Use
Bold
Open Type
Version 1.000
False
Mollen Personal Use-Bold.otf
Cyan
Magenta
Yellow
Black
Grupo de muestras por defecto
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
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
9 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 270 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
261 0 obj
<>stream
HWm7wOcWS(!s@Qgv69){gn@k=]zr'սy,IMdp6o~Vhc2ڒ3YeSߟyNKgFɊu٫٪U3qi²x:&&mT1^լ-0:c˲yxi
B' l'dHg:e;7sM睱.㊭.N^.a*}/"dvaaAdD7 Iya!fa,?;I~fNζʦ6&[fp}{&߬810e~T?nhyZ-OCݧ,߂-Xa؛Aww:ͣ/wlkzӞitw `ɗ6n IQ/}t3/HҘytlX_zG$wqHKt=l51']v_.zW]$G74gX^@g'>̈́
QVD!]_=0HItXa00Ǝ0=kyMԎDE=䨽/@[WaFJ} !#LI an!%mӍ>v0G=f+LbL-0HSIt$uJ-#߭IzNʽ4D
^lE\sCpِ:Xp1ݡoJekvBw:t??~l:|Ó
QUCƠ9F쫖ثm֛L^d<-hϿ-vh,ALORo\xYmM͗j֮MQc:46 1T[a993Uq7nY{"ŬjGT#F˵z~x/n9|e˽TZS,$S)9EGŷSx\O_ u8[ԇj
llbhu9{aU.