%PDF-1.3
%âãÏÓ
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
77 0 obj
<>/Font<>>>/Fields[]>>
endobj
2 0 obj
<>stream
application/pdf
WBV Press Release
2022-11-15T17:32:46-03:00
2022-11-15T17:32:46-03:00
2022-11-15T17:30:38-03:00
Adobe Illustrator 27.0 (Macintosh)
240
256
JPEG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uuid:7f74c701-a8d8-fb4b-9a54-e41956e9ece4
xmp.did:bf1a36a6-113c-4410-9716-e24cf90f808f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:da0de4fb-04a6-3d4f-9125-c12b237d71f4
xmp.did:7ecf2566-8885-4d78-a924-308d756283e7
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:37ca844a-8b01-43a8-bf9c-74c73176e21e
2022-11-10T17:34:08-03:00
Adobe Illustrator 27.0 (Macintosh)
/
saved
xmp.iid:bf1a36a6-113c-4410-9716-e24cf90f808f
2022-11-15T17:30:29-03:00
Adobe Illustrator 27.0 (Macintosh)
/
EmbedByReference
/Users/lucianaduarte/Downloads/Photos/Award.jpg
0
0
EmbedByReference
/Users/lucianaduarte/Downloads/Photos/Alejandro Vigil _ Elena Catena.jpg
0
0
EmbedByReference
/Users/lucianaduarte/Downloads/Didu y Tina 02.jpg
xmp.did:c46cc47c-a4dd-e342-82fe-a2de851c3956
xmp.iid:c46cc47c-a4dd-e342-82fe-a2de851c3956
EmbedByReference
/Users/lucianaduarte/Downloads/Photos/Toast.jpg
0
0
EmbedByReference
/Users/lucianaduarte/Downloads/Photos/Tina Baston.jpg
0
0
EmbedByReference
/var/folders/zv/m9cfd19d7gsddbdvv1vjxwy00000gn/T/TemporaryItems/NSIRD_Illustrator_RymIet/AI_27_0/HxLNCv.tif
EmbedByReference
/Users/lucianaduarte/Downloads/Photos/Winemakers.JPG
0
0
EmbedByReference
/Users/lucianaduarte/Downloads/Photos/Welcome at Catena Zapata with Laura, Elena _ Alejandro.jpg
xmp.did:fa6d23d8-0def-b546-8759-ac0a72a4b58d
xmp.iid:fa6d23d8-0def-b546-8759-ac0a72a4b58d
EmbedByReference
/Users/lucianaduarte/Downloads/Photos/Toast.jpg
0
0
EmbedByReference
/Users/lucianaduarte/Downloads/Photos/Tina Baston.jpg
0
0
EmbedByReference
/Users/lucianaduarte/Downloads/Photos/Tina Baston _ DiduÌ Russo.jpg
0
0
EmbedByReference
/Users/lucianaduarte/Downloads/Photos/MariÌa Laura Ortiz _ Laura Catena.jpg
xmp.did:6c84ae19-e123-c542-837c-e126462283bf
xmp.iid:6c84ae19-e123-c542-837c-e126462283bf
EmbedByReference
/Users/lucianaduarte/Downloads/Photos/Llamas.jpg
0
0
EmbedByReference
/Users/lucianaduarte/Downloads/Photos/La PiraÌmide.jpg
0
0
EmbedByReference
/Users/lucianaduarte/Downloads/Photos/Catena Zapata Team.jpg
xmp.did:f0851c38-4aa0-cb47-afdc-1d9c543d45f5
xmp.iid:f0851c38-4aa0-cb47-afdc-1d9c543d45f5
EmbedByReference
/Users/lucianaduarte/Downloads/Photos/Award.jpg
0
0
EmbedByReference
/Users/lucianaduarte/Downloads/Photos/AngeÌlica Restaurant.jpg
0
0
EmbedByReference
/Users/lucianaduarte/Downloads/Photos/Andrew Reed _ Elena Catena.jpg
xmp.did:bb01b879-0b9e-9c42-8e75-f0ec1c49b3df
xmp.iid:bb01b879-0b9e-9c42-8e75-f0ec1c49b3df
EmbedByReference
/Users/lucianaduarte/Downloads/Photos/Alejandro Vigil _ Elena Catena.jpg
0
0
EmbedByReference
/Users/lucianaduarte/Downloads/Photos/Winemakers.JPG
0
0
EmbedByReference
/Users/lucianaduarte/Downloads/Photos/MariÌa Laura Ortiz _ Laura Catena.jpg
xmp.did:6c84ae19-e123-c542-837c-e126462283bf
xmp.iid:6c84ae19-e123-c542-837c-e126462283bf
EmbedByReference
/Users/lucianaduarte/Downloads/Photos/Llamas.jpg
0
0
EmbedByReference
/Users/lucianaduarte/Downloads/Photos/La PiraÌmide.jpg
0
0
/var/folders/zv/m9cfd19d7gsddbdvv1vjxwy00000gn/T/TemporaryItems/NSIRD_Illustrator_RymIet/AI_27_0/HxLNCv.tif
Print
Adobe Illustrator
True
True
1
686.434635
841.889832
Points
StempelGaramond-BoldOsF
Stempel Garamond Oldstyle Figur
Bold
Open Type
001.000
False
StempelGaramond-BoldOsF.otf
Quasimoda-Regular
Quasimoda
Regular
Open Type
Version 3.000;hotconv 1.0.109;makeotfexe 2.5.65596
False
.34095.otf
Quasimoda-Italic
Quasimoda
Italic
Open Type
Version 3.000;hotconv 1.0.109;makeotfexe 2.5.65596
False
.34096.otf
Quasimoda-SemiBold
Quasimoda
SemiBold
Open Type
Version 3.000;hotconv 1.0.109;makeotfexe 2.5.65596
False
.34099.otf
Quasimoda-Bold
Quasimoda
Bold
Open Type
Version 3.000;hotconv 1.0.109;makeotfexe 2.5.65596
False
.34101.otf
Quasimoda-ExtraBold
Quasimoda
ExtraBold
Open Type
Version 3.000;hotconv 1.0.109;makeotfexe 2.5.65596
False
.34104.otf
TrajanPro3-Semibold
Trajan Pro 3
Semibold
Open Type
Version 1.013;PS 1.000;hotconv 1.0.79;makeotf.lib2.5.61930
False
.15669.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
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
Grays
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
Brights
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 16.07
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 686.435 841.89]/Type/Page>>
endobj
8 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 686.435 841.89]/Type/Page>>
endobj
12 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[0.0 0.0 686.435 841.89]/Type/Page>>
endobj
42 0 obj
<>stream
HTI1¼÷+ü<¹;ó8"<