%PDF-1.6
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
FOOD COMPUTING
2021-11-22T11:27:32+01:00
2021-11-22T11:27:32+01:00
2021-11-22T11:27:32+02:00
Adobe Illustrator 26.0 (Windows)
184
256
JPEG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:b25347bf-918e-4800-8c4f-1cc86bad02e7
xmp.did:47692047-f6e7-634c-bee6-609f51fdb9f8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:a569c9c9-54b8-0c4a-bee1-ec4b35c0b3a8
xmp.did:a569c9c9-54b8-0c4a-bee1-ec4b35c0b3a8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:8cb2a817-a5fc-aa44-9e4f-01728b446ded
2021-11-02T11:58:17+01:00
Adobe Illustrator 25.4 (Windows)
/
saved
xmp.iid:47692047-f6e7-634c-bee6-609f51fdb9f8
2021-11-22T11:27:29+01:00
Adobe Illustrator 26.0 (Windows)
/
EmbedByReference
C:\Users\macm\Desktop\Recursos\justificacion proyectos\food computing.jpg
xmp.did:1BFB1D1E3F8411EBA0E5BF6904D014BB
xmp.iid:1BFB1D1D3F8411EBA0E5BF6904D014BB
C:\Users\macm\Desktop\Recursos\justificacion proyectos\food computing.jpg
xmp.did:1BFB1D1E3F8411EBA0E5BF6904D014BB
xmp.iid:1BFB1D1D3F8411EBA0E5BF6904D014BB
Print
Adobe Illustrator
False
True
1
209.999994
297.000024
Millimeters
Calibri
Calibri
Regular
Open Type
Version 6.23
False
calibri.ttf
Calibri-Bold
Calibri
Bold
Open Type
Version 6.23
False
calibrib.ttf
NeueHaasDisplay-RomanItalic
Neue Haas Grotesk Display Pro
56 Roman Italic
TrueType
Version 1.000;PS 001.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
NeueHaasDisplayRomanItalic.ttf
NeueHaasDisplay-Light
Neue Haas Grotesk Display Pro
45 Light
TrueType
Version 1.000;PS 001.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
NeueHaasDisplayLight.ttf
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
C=0 M=65 Y=89 K=0
PROCESS
100.000000
CMYK
0.000000
64.809638
89.361405
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 16.03
False
PDF/X-4
PDF/X-4
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
7 0 obj
<>stream
HЄWkoЗ§>ПЅЖKё§EЅ(Аk'й:вЂ0ФqЂGeшпясs8фф$Д;CочЙw'FтдyЂНІТВЫђЧЇяШ§є8}љ-#я?aчёхйе#гзј{sдXIЌЗTsAЃJH"eЬ0jУЇѓ0ђkPШТGТ!3|*/(тlkrsєyOAЙ№јєуS:Eіщќ|3jUnГФЉKTKMdЧЈ2G4хPАу{m\Ј Xџс(ТЭФЉРwY9<ЛvpЬsXaxwЗo'иBvEм8Ф-AЄ aZ,%Чёi|~VTУЫIQ)}n'нхsЯвХhJ'qд&яBТ$eяRШ/|Ъ<ФXdЌЦа
2aФ~Ы]zМ$5^'йtи"ЉBm
Цєynb5М)вmPЪсу!aBц(1&BѕZљ6Шi1HG$R%ыb-ІтYиg!О3оыђtщМ-p_Щd!.&аQЊbK)W ОГИhVФSЋcPslћyњщOЁ-*Њ5ГTHЁуHЏ7ЎCбDѓГЬDМЇЇ 8]