%PDF-1.6
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Cartel_02
2023-05-04T09:37:01+02:00
2023-05-04T09:37:01+02:00
2023-05-04T09:37:01+02:00
Adobe Illustrator 27.5 (Windows)
236
256
JPEG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=
uuid:2acbff1e-51db-40be-a4da-d2deb072b61d
xmp.did:43934808-0592-8e4a-94ab-306da2675294
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:12e0e435-200f-42db-a096-0b77a92e1164
xmp.did:fa603cf3-d262-a549-a940-692e455dcc8e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:76c3ff9b-2dfe-694b-b552-a45a6b1f41a7
2023-04-21T13:02:20+02:00
Adobe Illustrator 27.4 (Windows)
/
saved
xmp.iid:43934808-0592-8e4a-94ab-306da2675294
2023-05-04T09:36:30+02:00
Adobe Illustrator 27.5 (Windows)
/
EmbedByReference
C:\Users\publi\Nextcloud\Diario\CCHS\Pablo Toribio Pérez_ILC\Originales\Jardines de Sabatini2010.jpg
adobe:docid:photoshop:b26f63d7-c267-11df-a752-d77088117370
uuid:C4B8C55F8BF6E41190A9A3225936F5D3
C:\Users\publi\Nextcloud\Diario\CCHS\Pablo Toribio Pérez_ILC\Originales\Jardines de Sabatini2010.jpg
adobe:docid:photoshop:b26f63d7-c267-11df-a752-d77088117370
uuid:C4B8C55F8BF6E41190A9A3225936F5D3
Print
Adobe Illustrator
True
True
1
420.000000
297.000000
Millimeters
GillSansNova
Gill Sans Nova
Regular
Open Type
Version 1.02
False
GillSansNova.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-It.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Semibold.otf
ACaslonPro-Regular
Adobe Caslon Pro
Regular
Open Type
Version 2.059;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
ACaslonPro-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE 360 CV
PANTONE 107 C
PANTONE 300 CV
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
PANTONE 300 CV
SPOT
100.000000
LAB
46.094452
-4
-53
PANTONE 360 CV
SPOT
100.000000
LAB
71.483932
-48
43
PANTONE 2945 C
SPOT
100.000000
CMYK
100.000000
52.156866
1.960784
12.156863
PANTONE 7544 C
SPOT
100.000000
CMYK
32.941177
14.117648
10.980392
30.980393
PANTONE 107 C
SPOT
100.000000
CMYK
3.529412
7.450981
89.019608
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 17.00
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 25 0 R/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
13 0 obj
<>stream
HWۊ%|?_Q?0JI˫gYc1
3"T3=e`Jkdϟ?}N=~~mTfm~m?Œ%mKǗݿ?Ŀ߿´"mֽT6M<yɻTS[cVc߇ORa{/kOiƪ6Ä^2|6K'NoKl92[G0mz>m^Z/#_6۶/?=j{>?g!q|c2/r|2-7n#0m=}{вzI{}
[913[8LT>2dpI o?v(rX,ϳ5fi9ũT >%_(рxĦ9~ojf|㱧جv1|$lE`{l8y$!LS#9Dؙ{[C!Ji# +IO^ז@1D8.czcSR2O &+֪$#(q[cTOdg%HP¦#,sFmك.WOib)ڈF]m
֢mFT,+k ";2g6,
WQl8y*~`JAk8/Ȁ74Jֻ/fi%tbUq2-ÒkNӂ'@.\,tUxĉ`VKkk81d=: 5|EC_"dGd&*p|^\Wl`P-_J
.-Gz`,-$VAct
f
lA.:@.(3JVd
9.30ejG+|1E,E`L5F!r\9p3>5"PJe"h<<|Q-2.ܞ=짘-s;2uG oS;oh3iPLΔ
4Jh@>7J=\EDD@lڹ(#qd6>nqi-.h3M.$7:;~41T#+Af*[GR+3$4K |laPc^Yؘ6W\5n`
Q'x<~=kB9sdt"QBPBAsDdO.4)fCٌ.sFVRz4J[bA#;J+
-b30-*EUq`4b" p^776%aŽ_`duAjwQ9;e}xtJ]R5|%"4:Hmdn;yI8}`0LE9D7: 45+8!v`tO2t\=eA/)1hj^oyKY{0p
.ov<'3-XX64Dc>5&FAe?YJReMMBrTլPjʷjH
N?
iD3xC:UnqiWJYC01\L.$ЅU,ְ;GQ>,T>dK0<3yw+>9