%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Menú C.E.I.P PLAYA HONDA - Menú Sin Pescado
2023-01-07T15:20:41Z
2023-01-07T15:20:41Z
2023-01-07T15:20:41+01:00
Adobe Illustrator CS6 (Windows)
256
140
JPEG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uuid:e6a9df12-28ac-497d-a487-1ba684253040
xmp.did:FF72FA3F9E8EED11AF49A3E150AF7391
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:c2eb4354-be49-4a86-a191-c2b25d8fa9b2
xmp.did:79E21F7F8C6EE611AD7E84D4888BD16F
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:4BB63C144A47E611B7BE8634659A972B
2016-07-12T11:23:23+01:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:FF72FA3F9E8EED11AF49A3E150AF7391
2023-01-07T15:20:37Z
Adobe Illustrator CS6 (Windows)
/
Print
AIRobin
False
False
1
841.890625
595.275391
Pixels
Campton-ExtraBold
Campton ExtraBold
ExtraBold
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Campton-Bold
Campton Bold
Bold
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Campton-Book
Campton Book
Book
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Campton-Black
Campton Black
Black
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Black 0
PROCESS
100.000000
CMYK
83.953598
83.007599
72.973198
79.998497
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 841.891 595.275]/Type/Page>>
endobj
13 0 obj
<>stream
HW]
߯8DDJ*~Q3C@4#!9]ÇѮҮ᷻qg{|z;vOl>yugUq[ϩx`c;f\qg
_O/O.txw4S>nx{!߶xP^|Oy_R-~OϿ^?>+/vA}mFoDmka_`$8^GZ
~i5p 7\5B-nwZ>6vA}qjŠM[vcnm_nFO;([W"(&-C{ONL\+n(G7oujKύpO/
9${4pm z^t;mt k'r--B'P8]gPcܜZ~E;\Jl"JPBQI]{xYHwUdX(䗆Q-u^4GGRq0^~ׂxŔhQr(%ַkC@m+\ 19D߆.}z`v"Z'f]9t$&Nas@F=l9]'q)Oyf`\sm@.윳I/!<vHt
҆?@}T@,Lt._[9[.d`k`-)t|Y'柨cP!?;@z
ap0@"Y=˶W`B
(ٕwxCIQ2e9z(DeuB1qt2sߓ&hp e)eck~u5qϣ>\DBք&