%PDF-1.6
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
abstraccion geometrica en la argentina
2022-02-10T11:05:33-03:00
2022-02-10T11:05:33-03:00
2022-02-10T11:05:33-03:00
Adobe Illustrator 25.4 (Macintosh)
256
176
JPEG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uuid:e8195c63-1a1a-4c48-b85c-8b16c35887af
xmp.did:bb137c39-8397-408e-a5e0-7596f28a4b59
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:d7e6ef38-7e4b-450c-918d-141a0e44ef88
xmp.did:d7e6ef38-7e4b-450c-918d-141a0e44ef88
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:d15183ab-afd5-453c-a457-fde0853b8e12
2022-02-10T09:11:04-03:00
Adobe Illustrator 25.4 (Macintosh)
/
saved
xmp.iid:bb137c39-8397-408e-a5e0-7596f28a4b59
2022-02-10T11:05:29-03:00
Adobe Illustrator 25.4 (Macintosh)
/
EmbedByReference
/Users/imac/Downloads/barzon.jpeg
0
0
Print
Adobe Illustrator
False
False
1
1199.890000
808.276000
Points
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 16.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[0.0 0.0 1199.89 808.276]/Type/Page>>
endobj
6 0 obj
<>stream
H9
P>xR,