%PDF-1.5
%
1 0 obj
<>/OCGs[16 0 R 11 0 R 12 0 R 17 0 R 18 0 R 19 0 R 13 0 R 14 0 R 15 0 R 20 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
PACE Subprodutos animais e Produtos Derivados
2014-10-08T10:54:44+01:00
2014-10-08T10:54:44+01:00
2014-10-08T10:54:44+01:00
Adobe Illustrator CS6 (Windows)
188
256
JPEG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uuid:caf973f6-2288-4cb9-a70d-f6bd8656c952
xmp.did:1B36491FD14EE411869CC8CA1324B20C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:5a0b447b-607a-4332-a7b0-4f3cb47712f8
xmp.did:566C8B94A0E5E3118007D0BF10454CBA
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:A7BDB6DB9547E311B69394E7C6AF347F
2013-11-07T10:17:51Z
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:1B36491FD14EE411869CC8CA1324B20C
2014-10-08T10:54:40+01:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\ricardo.vieira\Documents\Documents\Folhetos Editaveis\Controlo Cadeia Alimentar\PACE Subprodutos animais e Produtos Derivados\imagens\diario.png
EmbedByReference
C:\Users\ricardo.vieira\Documents\Documents\Folhetos Editaveis\Controlo Cadeia Alimentar\PACE Subprodutos animais e Produtos Derivados\imagens\pessoas.png
EmbedByReference
C:\Users\ricardo.vieira\Documents\Documents\Folhetos Editaveis\Controlo Cadeia Alimentar\PACE Subprodutos animais e Produtos Derivados\imagens\jornal.png
EmbedByReference
C:\Users\ricardo.vieira\Documents\Documents\Folhetos Editaveis\Controlo Cadeia Alimentar\PACE Subprodutos animais e Produtos Derivados\imagens\relogio.png
EmbedByReference
C:\Users\ricardo.vieira\Documents\Documents\Folhetos Editaveis\Controlo Cadeia Alimentar\PACE Subprodutos animais e Produtos Derivados\imagens\controlos internos.png
EmbedByReference
C:\Users\ricardo.vieira\Documents\Documents\Folhetos Editaveis\Controlo Cadeia Alimentar\PACE Subprodutos animais e Produtos Derivados\imagens\check list.png
EmbedByReference
C:\Users\ricardo.vieira\Documents\Documents\Folhetos Editaveis\Controlo Cadeia Alimentar\PACE Subprodutos animais e Produtos Derivados\imagens\6.jpg
EmbedByReference
C:\Users\ricardo.vieira\Documents\Documents\Folhetos Editaveis\Controlo Cadeia Alimentar\PACE Subprodutos animais e Produtos Derivados\imagens\9.png
EmbedByReference
C:\Users\ricardo.vieira\Documents\Documents\Folhetos Editaveis\Controlo Cadeia Alimentar\PACE Subprodutos animais e Produtos Derivados\imagens\8.png
EmbedByReference
C:\Users\ricardo.vieira\Documents\Documents\Folhetos Editaveis\Controlo Cadeia Alimentar\PACE Subprodutos animais e Produtos Derivados\imagens\7.png
EmbedByReference
C:\Users\ricardo.vieira\Documents\Documents\Folhetos Editaveis\Controlo Cadeia Alimentar\PACE Subprodutos animais e Produtos Derivados\imagens\7.png
EmbedByReference
C:\Users\ricardo.vieira\Documents\Documents\Folhetos Editaveis\Controlo Cadeia Alimentar\PACE Subprodutos animais e Produtos Derivados\imagens\5.png
EmbedByReference
C:\Users\ricardo.vieira\Documents\Documents\Folhetos Editaveis\Controlo Cadeia Alimentar\PACE Subprodutos animais e Produtos Derivados\imagens\4.jpg
EmbedByReference
C:\Users\ricardo.vieira\Documents\Documents\Folhetos Editaveis\Controlo Cadeia Alimentar\PACE Subprodutos animais e Produtos Derivados\imagens\3.png
EmbedByReference
C:\Users\ricardo.vieira\Documents\Documents\Folhetos Editaveis\Controlo Cadeia Alimentar\PACE Subprodutos animais e Produtos Derivados\imagens\2.png
EmbedByReference
C:\Users\ricardo.vieira\Documents\Documents\Folhetos Editaveis\Controlo Cadeia Alimentar\PACE Subprodutos animais e Produtos Derivados\imagens\1.png
Print
False
True
1
296.999959
210.001652
Millimeters
FranklinGothic-Demi
Franklin Gothic Demi
Regular
Open Type
Version 2.00
False
FRADM.TTF
Myriad-Bold
Myriad
Bold
Type 1
001.001
False
wmb_____.pfb; wmb_____.pfm
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MYRIADPRO-REGULAR.OTF
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MYRIADPRO-SEMIBOLD.OTF
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MYRIADPRO-BOLD.OTF
Futura2-Normal
Futura2 Normal
Normal
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MYRIADPRO-REGULAR.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
14.843798
100.000000
89.843798
9.375000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
89.843798
84.375000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
79.687500
94.921899
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
34.375000
84.375000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
4.687500
0.000000
89.843798
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.921899
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
84.375000
9.375000
100.000000
9.375000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
89.843798
29.687500
94.921899
29.687500
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
79.687500
9.375000
44.921899
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.921899
14.843798
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.375000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.921899
4.687500
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
34.375000
100.000000
34.375000
9.375000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
9.375000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.921899
19.921899
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.843798
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.843798
44.921899
50.000000
4.687500
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
59.375000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
54.687500
59.375000
64.843798
39.843798
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.843798
64.843798
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
29.687500
50.000000
75.000000
9.375000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
34.375000
59.375000
79.687500
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.843798
64.843798
89.843798
34.375000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.843798
69.921899
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.921899
79.687500
69.921899
PANTONE Cool Gray 1 C
SPOT
100.000000
LAB
86.666695
0
1
R=60 G=60 B=60
PROCESS
100.000000
CMYK
68.224597
61.522800
60.503501
50.334901
R=0 G=70 B=130
PROCESS
100.000000
CMYK
100.000000
80.828601
22.665800
6.698700
R=255 G=245 B=0
PROCESS
100.000000
CMYK
4.416000
0.000000
92.922902
0.000000
R=230 G=30 B=30
PROCESS
100.000000
CMYK
3.430200
99.093598
100.000000
0.314300
R=0 G=0 B=0
PROCESS
100.000000
CMYK
75.020999
67.968297
67.022198
90.164000
R=255 G=170 B=0
PROCESS
100.000000
CMYK
0.000000
38.058999
100.000000
0.000000
R=130 G=180 B=70
PROCESS
100.000000
CMYK
55.156797
9.378200
97.454798
0.100700
R=0 G=100 B=50
PROCESS
100.000000
CMYK
90.411198
34.634900
100.000000
28.751001
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
89.843798
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.687500
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.921899
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.375000
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
39.843798
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.687500
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.921899
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.375000
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.687500
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
9.375000
94.921899
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.375000
9.375000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
89.843798
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
59.375000
89.843798
0.000000
0.000000
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
22 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 80 0 R/TrimBox[2.83459 2.83459 844.724 598.115]/Type/Page>>
endobj
23 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 140 0 R/TrimBox[2.83459 2.83459 844.724 598.115]/Type/Page>>
endobj
81 0 obj
<>stream
HWr6W`INs$L,[*iZnZJU>A[m;S3~.=ggok9[|8$P͍c5Xݸ[:]f⍖+zEߕ{ذZ9g`:I7fs!<4.dȹFs_+WW+4?blÝ%'Pu8Pnx-ASZik@b1U/5zp45@,G^I*tKZXp2XSn%j@*'kи)5;Bo+ FN` >=0d۠=2BeѨN#Rs]iSSb
cJ8N@"TG\|z.`Kf#WD.`:~]gx1}J 7\A(M\F8=Bh{BJt,'@ykV?]gߔO+Bb3_G՞
d^KkvxQbdW/JOS|x_0+Mi9qStVn]ݲvq} _JSئټ[WžEw/L2ЖC{jZ|__`%Ke_a&/ϺϏC/B*#_L'*>Zo=c&jX|QJSaBxg8{KFvx@ؑDžaFbnq-rަy^`ʼn^^Z7 rhiABV3A 5AxdF3(hhwVُ^+LsG:v8J!xdF{pO #0B##{@2G6&BlHԐ1#ZMv_8"Y
E"=G @) ʯkDA0ˡH;j4PwGMԟ)v¼!Llo[/ .:zA u>ꦸ,m]D),
CLaPgv`[]Q_vv`Pj`RgKnq(,RZi#;aa$
*O߲6G,Ic<G
ihmۃYa^'m{MyޒJҗP۳.vwfzTHKM#a.}g>n!`c7)۱mYXbPqYi\q:Z9v)Qn>ҫTΛBת'7C,gLstt<xU]ai+n&.:I9Qmr ړ:cs8qRd+51z?Sfܲdm=:tP'Zg~L#hq2A8D8BGvӤ!,A6
vY:A".JI!:!-,9]u=MK愖ք;ZlH?n+wиBy{J6¥Ω_Snq EAJb7MB8Oز :qO$Dk<
d<d[ľ>
{NTT"Gȅ'QvCs6~qPM >b6n>uFXG00ӎa3S7jS{bQRg()AD2 '<#æ|~;p/$,"XܶcG բ5<rڴ%#=P\,ET2OHxb?Њa@RTwZRni=y>{RbdXñ)v1)ۇdfi-_^AcC +F=j00ؚ_K;Y/_/%9S6 ^"/ħmf^Rc\,(=([VW ֠g)1I}ߎ1o.ݻ}^F9j8)OnG_n Rx> 0zsGȔ6Qî$9OSL2!YJEDy${)Nl'Lɼ;cL