%PDF-1.6
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
AF FICHA A4 CAFE NТК1 DON GABINO DE PAVENCUL
2020-10-28T10:25:20+01:00
2020-10-28T10:25:20+01:00
2020-10-28T10:25:20+01:00
Adobe Illustrator 24.3 (Macintosh)
184
256
JPEG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uuid:4b4113b0-6af1-4d45-b3eb-06146773935f
xmp.did:f16aad18-c609-4a5b-9f06-d4398169b512
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:3c39572a-68c6-8b43-ab05-86b515f28f9e
xmp.did:6bfe0066-806a-4143-8f45-2ea234af6618
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:0180117407206811822AA606D7641EA1
2016-07-27T19:07:13+02:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:f16aad18-c609-4a5b-9f06-d4398169b512
2020-10-28T10:25:07+01:00
Adobe Illustrator 24.3 (Macintosh)
/
EmbedByReference
/Volumes/DISCO 3/TRABAJOS/LA FACTORIA DEL CAFE/_TRABAJOS EN CURSO/CAFEЬ NТК1 MEЬXICO. DON GABINO DE PAVENCUL/AF FICHA A4 CAFE NТК1 DON GABINO DE PAVENCUL/CODIGO QR DON GABINO DE PAVENCUL.png
0
0
EmbedByReference
/Volumes/DISCO 3/TRABAJOS/LA FACTORIA DEL CAFE/_TRABAJOS EN CURSO/CAFEЬ NТК1 MEЬXICO. FINCA DON GABINO/IMAGENES Y VIDEO/IMG_20201003_081155331_HDR.jpg
EmbedByReference
/Volumes/DISCO 3/TRABAJOS/LA FACTORIA DEL CAFE/_TRABAJOS EN CURSO/CAFEЬ NТК1 MEЬXICO. FINCA DON GABINO/IMAGENES Y VIDEO/IMG_20201003_094741890.jpg
EmbedByReference
/Volumes/DISCO 3/TRABAJOS/LA FACTORIA DEL CAFE/_TRABAJOS EN CURSO/CAFEЬ NТК1 MEЬXICO. FINCA DON GABINO/IMAGENES Y VIDEO/Gabino en sus cafetales 2.jpg
EmbedByReference
/Volumes/DISCO 3/TRABAJOS/LA FACTORIA DEL CAFE/_TRABAJOS EN CURSO/CAFEЬ NТК1 MEЬXICO. FINCA DON GABINO/MAPA/MAPA DON GABINO DE PAVENCUL.jpg
/Volumes/DISCO 3/TRABAJOS/LA FACTORIA DEL CAFE/_TRABAJOS EN CURSO/CAFEЬ NТК1 MEЬXICO. DON GABINO DE PAVENCUL/AF FICHA A4 CAFE NТК1 DON GABINO DE PAVENCUL/CODIGO QR DON GABINO DE PAVENCUL.png
0
0
/Volumes/DISCO 3/TRABAJOS/LA FACTORIA DEL CAFE/_TRABAJOS EN CURSO/CAFEЬ NТК1 MEЬXICO. FINCA DON GABINO/IMAGENES Y VIDEO/IMG_20201003_081155331_HDR.jpg
/Volumes/DISCO 3/TRABAJOS/LA FACTORIA DEL CAFE/_TRABAJOS EN CURSO/CAFEЬ NТК1 MEЬXICO. FINCA DON GABINO/IMAGENES Y VIDEO/IMG_20201003_094741890.jpg
/Volumes/DISCO 3/TRABAJOS/LA FACTORIA DEL CAFE/_TRABAJOS EN CURSO/CAFEЬ NТК1 MEЬXICO. FINCA DON GABINO/IMAGENES Y VIDEO/Gabino en sus cafetales 2.jpg
/Volumes/DISCO 3/TRABAJOS/LA FACTORIA DEL CAFE/_TRABAJOS EN CURSO/CAFEЬ NТК1 MEЬXICO. FINCA DON GABINO/MAPA/MAPA DON GABINO DE PAVENCUL.jpg
Print
Adobe Illustrator
True
True
1
210.000250
297.000119
Millimeters
Sabon-Roman
Sabon
Roman
Type 1
001.000
False
SabonRom; Sabon Bitmapped Fonts
Sabon-BoldItalic
Sabon
Bold Italic
Type 1
001.000
False
SabonBolIta; Sabon Bitmapped Fonts
Sabon-Bold
Sabon
Bold
Type 1
001.000
False
SabonBol; Sabon Bitmapped Fonts
Sabon-Italic
Sabon
Italic
Type 1
001.000
False
SabonIta; Sabon Bitmapped Fonts
Cyan
Magenta
Yellow
Black
Grupo de muestras por defecto
0
Blanco
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Negro
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=100 1
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
PANTONE 131 C
PROCESS
100.000000
CMYK
18.457299
46.070001
97.802699
1.821900
C=0 M=0 Y=0 K=85
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
85.000002
C=18 M=100 Y=85 K=9
PROCESS
100.000000
CMYK
17.578125
100.000000
84.765625
8.593750
C=7 M=84 Y=38 K=0
PROCESS
100.000000
CMYK
7.421875
83.593750
37.500000
0.000000
C=38 M=23 Y=66 K=1
PROCESS
100.000000
CMYK
38.281250
23.046875
66.406250
0.781250
C=51 M=41 Y=95 K=20
PROCESS
100.000000
CMYK
51.171875
40.625000
95.312500
20.312500
C=41 M=42 Y=95 K=14
PROCESS
100.000000
CMYK
41.015625
42.187500
94.531250
14.453125
C=32 M=73 Y=88 K=31
PROCESS
100.000000
CMYK
32.421875
73.437500
88.281250
31.250000
C=7 M=20 Y=86 K=0
PROCESS
100.000000
CMYK
7.031250
19.921875
85.546875
0.000000
C=46 M=46 Y=94 K=23
PROCESS
100.000000
CMYK
46.093750
46.093750
94.140625
22.656250
C=5 M=19 Y=84 K=0
PROCESS
100.000000
CMYK
5.078125
18.750000
83.593750
0.000000
C=36 M=65 Y=91 K=30
PROCESS
100.000000
CMYK
35.937500
64.843750
91.015625
30.078125
C=51 M=64 Y=75 K=54
PROCESS
100.000000
CMYK
50.781250
63.671875
75.000000
53.906250
C=3 M=5 Y=38 K=0
PROCESS
100.000000
CMYK
3.125000
5.468750
37.890625
0.000000
C=2 M=2 Y=17 K=0
PROCESS
100.000000
CMYK
1.953125
2.343750
16.796875
0.000000
C=27 M=49 Y=93 K=8
PROCESS
100.000000
CMYK
26.953125
49.218750
92.578125
7.812500
C=42 M=65 Y=91 K=43
PROCESS
100.000000
CMYK
42.187500
64.843750
90.625000
43.359375
C=30 M=56 Y=92 K=15
PROCESS
100.000000
CMYK
30.468750
56.250000
92.187500
15.234375
C=47 M=70 Y=80 K=61
PROCESS
100.000000
CMYK
46.875000
69.921875
79.687500
60.546875
C=32 M=73 Y=89 K=30
PROCESS
100.000000
CMYK
32.421875
72.656250
89.062500
30.468750
C=17 M=13 Y=19 K=0
PROCESS
100.000000
CMYK
16.796875
12.890625
18.750000
0.000000
C=75 M=68 Y=67 K=90
PROCESS
100.000000
CMYK
74.609375
67.578125
66.796875
89.843750
C=8 M=71 Y=98 K=0
PROCESS
100.000000
CMYK
8.203125
70.703125
98.046875
0.390625
C=72 M=64 Y=64 K=69
PROCESS
100.000000
CMYK
72.265625
64.453125
63.671875
69.140625
C=18 M=31 Y=65 K=0
PROCESS
100.000000
CMYK
18.359375
31.250000
65.234375
0.390625
C=41 M=66 Y=90 K=44
PROCESS
100.000000
CMYK
41.406250
66.406250
90.234375
43.750000
C=29 M=55 Y=94 K=13
PROCESS
100.000000
CMYK
29.296875
55.468750
93.750000
12.890625
C=36 M=66 Y=92 K=31
PROCESS
100.000000
CMYK
35.937500
65.625000
92.187500
31.250000
C=22 M=34 Y=67 K=1
PROCESS
100.000000
CMYK
21.875000
33.984375
66.796875
0.781250
C=59 M=60 Y=70 K=53
PROCESS
100.000000
CMYK
58.984375
59.765625
70.312500
53.125000
C=72 M=66 Y=65 K=76
PROCESS
100.000000
CMYK
71.875000
66.015625
64.843750
75.781250
C=71 M=65 Y=64 K=70
PROCESS
100.000000
CMYK
70.703125
64.843750
63.671875
69.921875
C=45 M=66 Y=86 K=51
PROCESS
100.000000
CMYK
45.312500
66.015625
85.937500
51.171875
C=60 M=64 Y=73 K=69
PROCESS
100.000000
CMYK
60.156250
64.062500
73.437500
69.140625
C=33 M=73 Y=88 K=33
PROCESS
100.000000
CMYK
33.203125
73.437500
88.281250
32.812500
C=46 M=65 Y=83 K=50
PROCESS
100.000000
CMYK
46.093750
64.843750
82.812500
50.390625
C=30 M=54 Y=94 K=13
PROCESS
100.000000
CMYK
30.078125
54.296875
93.750000
12.890625
C=35 M=73 Y=88 K=38
PROCESS
100.000000
CMYK
35.156250
73.437500
88.281250
37.500000
C=60 M=59 Y=65 K=46
PROCESS
100.000000
CMYK
59.765625
59.375000
65.234375
46.093750
C=7 M=20 Y=84 K=0
PROCESS
100.000000
CMYK
7.421875
19.531250
84.375000
0.000000
C=71 M=63 Y=66 K=69
PROCESS
100.000000
CMYK
71.093750
63.281250
65.625000
69.140625
C=9 M=3 Y=93 K=0
PROCESS
100.000000
CMYK
8.593750
2.734375
93.359375
0.000000
C=10 M=100 Y=76 K=2
PROCESS
100.000000
CMYK
10.156250
100.000000
76.171875
1.562500
C=36 M=38 Y=94 K=8
PROCESS
100.000000
CMYK
35.937500
37.890625
94.140625
8.203125
C=5 M=19 Y=83 K=0
PROCESS
100.000000
CMYK
5.078125
18.750000
82.812500
0.000000
C=70 M=66 Y=63 K=70
PROCESS
100.000000
CMYK
69.531250
66.406250
63.281250
69.921875
C=83 M=47 Y=63 K=35
PROCESS
100.000000
CMYK
83.203125
46.875000
62.500000
34.765625
C=43 M=13 Y=25 K=0
PROCESS
100.000000
CMYK
42.968750
13.281250
24.609375
0.000000
C=77 M=33 Y=44 K=7
PROCESS
100.000000
CMYK
77.343750
32.812500
44.140625
6.640625
C=30 M=87 Y=86 K=31
PROCESS
100.000000
CMYK
29.687500
87.109375
85.546875
30.859375
C=6 M=38 Y=75 K=0
PROCESS
100.000000
CMYK
5.859375
37.890625
75.390625
0.000000
C=82 M=52 Y=15 K=1
PROCESS
100.000000
CMYK
82.031250
52.343750
15.234375
0.781250
C=57 M=4 Y=11 K=0
PROCESS
100.000000
CMYK
57.031250
4.296875
10.937500
0.000000
C=18 M=100 Y=83 K=9
PROCESS
100.000000
CMYK
18.359375
100.000000
83.203125
8.984375
C=82 M=36 Y=78 K=25
PROCESS
100.000000
CMYK
81.640625
35.937500
78.125000
25.390625
C=56 M=37 Y=95 K=18
PROCESS
100.000000
CMYK
55.859375
37.109375
95.312500
18.359375
C=43 M=27 Y=70 K=3
PROCESS
100.000000
CMYK
42.578125
26.562500
69.921875
3.125000
C=63 M=52 Y=94 K=50
PROCESS
100.000000
CMYK
62.500000
51.562500
93.750000
50.390625
C=49 M=51 Y=94 K=32
PROCESS
100.000000
CMYK
49.218750
50.781250
94.140625
32.031250
C=30 M=55 Y=93 K=14
PROCESS
100.000000
CMYK
30.078125
55.468750
93.359375
13.671875
C=79 M=70 Y=55 K=61
PROCESS
100.000000
CMYK
79.296875
70.312500
55.078125
61.328125
C=25 M=14 Y=39 K=0
PROCESS
100.000000
CMYK
25.000000
14.453125
39.062500
0.000000
C=10 M=37 Y=94 K=0
PROCESS
100.000000
CMYK
10.156250
37.109375
94.140625
0.000000
C=82 M=36 Y=79 K=25
PROCESS
100.000000
CMYK
81.640625
35.546875
78.906250
25.390625
C=84 M=49 Y=85 K=64
PROCESS
100.000000
CMYK
83.916986
49.225605
85.418475
64.187074
Adobe PDF library 15.00
False
PDF/X-4
PDF/X-4
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
7 0 obj
<>stream
HlWKЎe9ПUм
мгvкщДч&LH, дU §KDDњ|^UЉЄWз>ўф'22\YЧЋЭc.ќ5яЏп>~љг_Ыызџ}WyљђУbМfЏќїџќј_іјќќОПџ§ѕoјчд<чoўхпЪыџљјNхПп>~U§Њ/§А^ћЋжЃЗ9^_ОiнЗЗ9І&ООобЪсkbЊЅ>vИ-ыaухG]Vы+Аshщ{}љРUЃчо2{k;Zi8ДњQЪдіУТЅУpЖЏ#ДНБьeэАХЁ5жЫтАйєе+л:КхDітМх]Л[;zБзР*јўбдyЃEм{іжЧйНсGЛююq,;-ыыXѓiЙs>NЧWЏyyэgа2*XНА-ЎИ}§лU&.њё1pє/;ъ3_N,\?aЙfЎy№№зfс\мйј;`!Њ^aБ ьцЩЪЯЅЏpЃd1ЯQ$) ўИТjБ8Gд1Ъ8k0 ВСсО2дpiХdЏ-ZАфГђ2і7ц=х6Т"ќ>ЈѕМjv#ФнЖжузщI%мцщ%Ё§шcBDБgNіхnё}ОљёЉ<[ы Нq2ПЪг№Ѕz(cчozWЛjГЖ{D{|-щоYюк9&CШE!4гEлшЏгP№Ћ`OјФЪz;r;0ФљVGш8ёjGхы*gя7њЬгЩbXiЈЁЎhёfфg$fС$мoМ
X7`8|Г$pЋM\+{QIoVЏ
>ІS№\=ѕ}u-яЫ'јйязrГР\|(`ГхА'<кЧхАаLхЂн<ac pc?PЇШ
LSTАt B&Qфї мqhлшyЃhfFЗгCz
с*vљмQеўIGжќъ12
'ЪЕѕѕЗvЅУц+W(ќйњIЧa ч` 7рејy