%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
CIRCULO DE QUINTAS base
2022-11-08T16:44:23-03:00
2022-11-08T16:44:23-03:00
2022-11-08T16:44:23-02:00
Adobe Illustrator 24.1 (Windows)
256
180
JPEG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uuid:df085063-8227-4058-930e-995ef3305d47
xmp.did:a9a7d814-359c-e845-a2e2-6163b63d7de1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:31045021-2d07-4392-bd21-5961887cbe3f
xmp.did:75584933-bcd6-d146-8a0a-4993a5de0637
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:54010784-c1b2-2041-a724-3dcf0b261f9b
2022-11-07T11:13:33-03:00
Adobe Illustrator 24.1 (Windows)
/
saved
xmp.iid:a9a7d814-359c-e845-a2e2-6163b63d7de1
2022-11-08T16:44:21-03:00
Adobe Illustrator 24.1 (Windows)
/
EmbedByReference
E:\BLOG MAYA\LA RONDA\matecito-removebg-preview.png
0
0
E:\BLOG MAYA\LA RONDA\matecito-removebg-preview.png
0
0
Print
Adobe Illustrator
False
True
1
420.000000
297.000000
Millimeters
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
HKS 88 Z
PROCESS
100.000000
CMYK
40.000001
0.000000
0.000000
100.000000
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
7 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 13 0 R/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
8 0 obj
<>stream
HW]e9
|88yxB>#HpU9
VK_$c?}k~GVesݮg=zϮ>/ǿjOŲ]+TiigMy+m\rS9HuzqmQեb5q_-\sFTjԲK%UYyKnX[lEV?jqoi6lu8:5W$y64LN+64.R
`p{v&)!pm]ǟ;5|mMHuc[әҰYihR2-ҎhiU[\ ؔ^
ï/i*J*|F1