%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Cão_Adulto_PT
2019-01-03T13:18:18Z
2019-01-03T13:18:18Z
2019-01-03T13:18:18+01:00
Adobe Illustrator CC 23.0 (Windows)
256
200
JPEG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uuid:8e389ee5-a00a-4846-b93d-e22337903dc1
xmp.did:77a47d09-f1f0-2b4f-8129-3b1f96872c4c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:5cb00349-cde3-2e4e-bea9-f9b12d8b114f
xmp.did:5cb00349-cde3-2e4e-bea9-f9b12d8b114f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:ae349e9e-bd29-9948-9325-32f714e85ad3
2017-05-26T14:45:44+01:00
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:77a47d09-f1f0-2b4f-8129-3b1f96872c4c
2019-01-03T13:18:08Z
Adobe Illustrator CC 23.0 (Windows)
/
EmbedByReference
Z:\MKT\Maxipet\DESIGN\MATERIAL SUPERPREMIUM\Embalagens happyOne Mediterraneum\Final\Imagens Trabalhadas\Alimentos\Sardinha_baixa resolução.png
EmbedByReference
Z:\MKT\Maxipet\DESIGN\MATERIAL SUPERPREMIUM\Embalagens happyOne Mediterraneum\Final\Imagens Trabalhadas\Alimentos\Azeite-2_baixa-resolução.png
EmbedByReference
Z:\MKT\Maxipet\DESIGN\MATERIAL SUPERPREMIUM\Embalagens happyOne Mediterraneum\Final\Imagens Trabalhadas\Alimentos\Groselhas_baixa resolução.png
EmbedByReference
Z:\MKT\Maxipet\DESIGN\MATERIAL SUPERPREMIUM\Embalagens happyOne Mediterraneum\Final\Imagens Trabalhadas\Alimentos\Romã 2_baixa resolução.png
EmbedByReference
Z:\MKT\Maxipet\DESIGN\MATERIAL SUPERPREMIUM\Embalagens happyOne Mediterraneum\Final\Imagens Trabalhadas\Alimentos\Carne_baixa resolução.png
EmbedByReference
Z:\MKT\Maxipet\DESIGN\MATERIAL SUPERPREMIUM\Embalagens happyOne Mediterraneum\Final\Imagens Trabalhadas\Alimentos\ovo_baixa resolução.png
EmbedByReference
\\192.168.1.5\Maxipet\MKT\Maxipet\DESIGN\MATERIAL SUPERPREMIUM\Embalagens happyOne Mediterraneum\Final\Mock Up\FINAL_happyOne_mediterraneum\Baixa Resolução\MockUp-Super Premium_Adulto_3kg_br.png
EmbedByReference
\\192.168.1.5\Maxipet\MKT\Maxipet\DESIGN\MATERIAL SUPERPREMIUM\Embalagens happyOne Mediterraneum\Final\Mock Up\FINAL_happyOne_mediterraneum\Baixa Resolução\MockUp-Super Premium_Adulto_12kg_br.png
EmbedByReference
\\192.168.1.5\Maxipet\MKT\Maxipet\DESIGN\MATERIAL SUPERPREMIUM\Embalagens happyOne Mediterraneum\Final\Imagens Trabalhadas\mar escuro_baixa resolução.png
Z:\MKT\Maxipet\DESIGN\MATERIAL SUPERPREMIUM\Embalagens happyOne Mediterraneum\Final\Imagens Trabalhadas\Alimentos\Sardinha_baixa resolução.png
Z:\MKT\Maxipet\DESIGN\MATERIAL SUPERPREMIUM\Embalagens happyOne Mediterraneum\Final\Imagens Trabalhadas\Alimentos\Azeite-2_baixa-resolução.png
Z:\MKT\Maxipet\DESIGN\MATERIAL SUPERPREMIUM\Embalagens happyOne Mediterraneum\Final\Imagens Trabalhadas\Alimentos\Groselhas_baixa resolução.png
Z:\MKT\Maxipet\DESIGN\MATERIAL SUPERPREMIUM\Embalagens happyOne Mediterraneum\Final\Imagens Trabalhadas\Alimentos\Romã 2_baixa resolução.png
Z:\MKT\Maxipet\DESIGN\MATERIAL SUPERPREMIUM\Embalagens happyOne Mediterraneum\Final\Imagens Trabalhadas\Alimentos\Carne_baixa resolução.png
Z:\MKT\Maxipet\DESIGN\MATERIAL SUPERPREMIUM\Embalagens happyOne Mediterraneum\Final\Imagens Trabalhadas\Alimentos\ovo_baixa resolução.png
\\192.168.1.5\Maxipet\MKT\Maxipet\DESIGN\MATERIAL SUPERPREMIUM\Embalagens happyOne Mediterraneum\Final\Mock Up\FINAL_happyOne_mediterraneum\Baixa Resolução\MockUp-Super Premium_Adulto_3kg_br.png
\\192.168.1.5\Maxipet\MKT\Maxipet\DESIGN\MATERIAL SUPERPREMIUM\Embalagens happyOne Mediterraneum\Final\Mock Up\FINAL_happyOne_mediterraneum\Baixa Resolução\MockUp-Super Premium_Adulto_12kg_br.png
\\192.168.1.5\Maxipet\MKT\Maxipet\DESIGN\MATERIAL SUPERPREMIUM\Embalagens happyOne Mediterraneum\Final\Imagens Trabalhadas\mar escuro_baixa resolução.png
Print
False
True
1
297.000083
210.001556
Millimeters
BebasNeueBold
Bebas Neue
Bold
Open Type
Version 1.300
False
BebasNeue Bold.otf
Flama
Flama
Regular
Open Type
001.000
False
Flama.otf
Flama-LightItalic
Flama
Light Italic
Open Type
Version 3.000
False
Flama-LightItalic.otf
FlamaLight
FlamaLight
Regular
Open Type
001.000
False
FlamaLight.otf
MuseoSans-500
Museo Sans
500
Open Type
1.000
False
MuseoSans.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE 871 C
ANPA 744-6 AdPro
PANTONE 8644 C
Grupo de amostras padrão
0
Branco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Preto
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Vermelho CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Amarelo CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Verde CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Ciano 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
ANPA 743-8 AdPro
SPOT
100.000000
LAB
89.019608
-21
50
PANTONE 871 C
SPOT
100.000000
LAB
50.196079
2
24
ANPA 744-6 AdPro
SPOT
100.000000
LAB
96.078430
2
41
PANTONE 8644 C
SPOT
100.000000
LAB
59.607841
3
55
PANTONE 7463 C
SPOT
100.000000
LAB
15.686300
-6
-24
Cinzas
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
Luzes
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 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
6 0 obj
<>stream
HKdG+ngFB2H
ÂwNVuU3o>"N8xtO%]^_9?_`|uΘϗ.?6}>>~)yo_~o~?_r:k