%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Poster_kino_mayo
2017-05-05T09:01:57-05:00
2017-05-05T09:01:57-05:00
2017-05-05T09:01:57-05:00
Adobe Illustrator CC 2017 (Macintosh)
256
164
JPEG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uuid:137c34bf-2ff5-624c-9b0e-00bde1169ff0
xmp.did:a5a95fe1-3f72-4cdc-9a6f-e24b1ea456de
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:dc1c0e02-1046-fa4b-ac80-2e309a7976fb
xmp.did:3dd3e006-8598-457e-a91f-3944231c4b0c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:73806322-ae81-48d8-a020-fe47fbb84ce5
2016-10-28T00:12:09-05:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:a5a95fe1-3f72-4cdc-9a6f-e24b1ea456de
2017-05-05T09:01:53-05:00
Adobe Illustrator CC 2017 (Macintosh)
/
EmbedByReference
/Users/ginafuentes/Downloads/fwdcienciaenelkino/Emblemas DCI_BLANCO DCI.png
/Users/ginafuentes/Downloads/fwdcienciaenelkino/Emblemas DCI_BLANCO DCI.png
Print
False
True
1
431.800000
279.400000
Millimeters
AvenirNextLTPro-MediumCn
Avenir Next LT Pro
Medium Condensed
Open Type
Version 1.100;PS 001.001;hotconv 1.0.38
False
AvenirNextLTPro-MediumCn.otf
AvenirNextLTPro-MediumIt
Avenir Next LT Pro
Medium Italic
Open Type
Version 1.100;PS 001.001;hotconv 1.0.38
False
AvenirNextLTPro-MediumIt.otf
AvenirNextLTPro-Bold
Avenir Next LT Pro
Bold
Open Type
Version 1.200;PS 001.002;hotconv 1.0.38
False
AvenirNextLTPro-Bold.otf
AvenirNextLTPro-BoldCn
Avenir Next LT Pro
Bold Condensed
Open Type
Version 1.100;PS 001.001;hotconv 1.0.38
False
AvenirNextLTPro-BoldCn.otf
Mongoose-Regular
Mongoose-Regular
☞
TrueType
Version 001.000;com.myfonts.easy.kostic.mongoose.regular.wfkit2.version.4Av6
False
Mongoose-Regular.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
Blanco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Negro
CMYK
PROCESS
74.322116
64.818794
62.902266
81.350422
Rojo CMYK
CMYK
PROCESS
0.164797
99.639887
97.677577
0.198367
Amarillo CMYK
CMYK
PROCESS
4.565499
0.000000
88.839549
0.000000
Verde CMYK
CMYK
PROCESS
83.865106
11.551079
96.234071
1.098650
Cian CMYK
CMYK
PROCESS
75.078964
21.606775
0.000000
0.000000
Azul CMYK
CMYK
PROCESS
99.676508
96.578926
8.780041
1.150530
Magenta CMYK
CMYK
PROCESS
0.894179
97.143507
3.903257
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
17.553978
100.000000
90.420383
7.598992
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.363165
89.907682
84.991223
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
79.781795
94.103909
0.131228
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.189212
50.154877
97.351032
0.021363
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
34.808880
85.064465
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.456626
0.000000
88.696116
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.809261
0.402838
94.689858
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
49.954984
0.000000
99.499500
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
74.648660
0.000000
99.523914
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.235369
16.952772
100.000000
3.451591
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.200651
32.886243
95.910579
26.120391
C=75 M=0 Y=75 K=0
CMYK
PROCESS
74.850076
0.000000
74.715799
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
78.350496
11.047532
44.946975
0.454719
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.851220
16.040283
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.798962
49.610132
0.180056
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
93.249404
9.741359
1.074235
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
98.461890
30.008391
22.821392
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.484854
99.328601
2.273594
0.399786
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.444800
99.597156
0.845350
0.296025
C=35 M=100 Y=35 K=10
CMYK
PROCESS
27.719536
98.379487
28.940260
17.746241
C=10 M=100 Y=50 K=0
CMYK
PROCESS
8.752575
99.697870
47.953001
1.727321
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.534218
19.330128
0.057984
C=25 M=25 Y=40 K=0
CMYK
PROCESS
21.658655
23.318836
37.930876
4.409857
C=40 M=45 Y=50 K=5
CMYK
PROCESS
31.247422
39.758906
43.887997
18.728922
C=50 M=50 Y=60 K=25
CMYK
PROCESS
42.447546
44.901195
55.465013
34.482336
C=55 M=60 Y=65 K=40
CMYK
PROCESS
44.449529
53.401995
57.854581
50.447851
C=25 M=40 Y=65 K=0
CMYK
PROCESS
19.330128
37.305257
62.914473
7.415884
C=30 M=50 Y=75 K=10
CMYK
PROCESS
24.979018
47.583732
73.299760
16.253909
C=35 M=60 Y=80 K=25
CMYK
PROCESS
30.688944
57.747763
77.944607
29.459065
C=40 M=65 Y=90 K=35
CMYK
PROCESS
34.055084
62.438387
86.538488
40.946057
C=40 M=70 Y=100 K=50
CMYK
PROCESS
37.537193
67.849237
96.505684
52.590215
C=50 M=70 Y=80 K=70
CMYK
PROCESS
46.845195
68.346679
78.060573
71.624321
Grises
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
74.322116
64.818794
62.902266
81.350422
C=0 M=0 Y=0 K=90
CMYK
PROCESS
66.363007
56.612492
55.111009
60.073239
C=0 M=0 Y=0 K=80
CMYK
PROCESS
59.374374
49.262226
48.883802
41.831082
C=0 M=0 Y=0 K=70
CMYK
PROCESS
53.151751
43.393606
42.590982
27.988097
C=0 M=0 Y=0 K=60
CMYK
PROCESS
47.129014
36.878002
36.878002
17.471579
C=0 M=0 Y=0 K=50
CMYK
PROCESS
39.743647
30.792704
32.007322
10.006866
C=0 M=0 Y=0 K=40
CMYK
PROCESS
32.889295
24.802013
25.769433
4.580758
C=0 M=0 Y=0 K=30
CMYK
PROCESS
25.510031
18.750286
19.794002
1.629663
C=0 M=0 Y=0 K=20
CMYK
PROCESS
17.184709
12.042420
13.305867
0.131228
C=0 M=0 Y=0 K=10
CMYK
PROCESS
8.395513
5.801480
6.839094
0.000000
C=0 M=0 Y=0 K=5
CMYK
PROCESS
4.190127
3.164721
3.668269
0.000000
Brillantes
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.164797
99.639887
97.677577
0.198367
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.830091
74.599826
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
2.270542
9.124894
91.705191
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
83.471423
10.138094
100.000000
0.781262
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
87.862968
7.571527
0.552377
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.225832
89.401078
0.000000
0.082399
Adobe PDF library 15.00
21.0.0
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 24 0 R/TrimBox[0.0 0.0 1224.0 792.0]/Type/Page>>
endobj
13 0 obj
<>stream
H\n%
fg 0 $^Xr0 ` oﰮfo_ӗ~O?|MWߣۧ~˟/V#=gi_+<{M[