%PDF-1.6
%
1 0 obj
<>/OCGs[8 0 R 9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Factsheet - Legume companion crops
2023-02-28T13:52:39+01:00
2023-02-28T13:52:39+01:00
2023-02-28T13:52:39+02:00
Adobe Illustrator 27.2 (Windows)
172
256
JPEG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uuid:682560df-4a1d-4b48-9481-d758441933cb
xmp.did:9137b67a-354a-4a41-bd67-56d002db9a35
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:2d63ae74-1b18-3c4b-9191-0524e1fecfc3
xmp.did:8dd8c1e8-1480-7f42-81f5-38715591ea28
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:52a93d95-981c-1b47-89d5-d11acdfa1ccd
2023-02-28T12:36:31+01:00
Adobe Illustrator 27.2 (Windows)
/
saved
xmp.iid:9137b67a-354a-4a41-bd67-56d002db9a35
2023-02-28T13:52:32+01:00
Adobe Illustrator 27.2 (Windows)
/
EmbedByReference
logo.FarmDemo_RGB.vertical.png
EmbedByReference
logo-IPM-desicions-square-RGB_v0100.png
EmbedByReference
IPMworks logo 10.png
EmbedByReference
EU_No_IPMWorks_Logo_horizontal.png
logo.FarmDemo_RGB.vertical.png
logo-IPM-desicions-square-RGB_v0100.png
IPMworks logo 10.png
EU_No_IPMWorks_Logo_horizontal.png
Print
Adobe Illustrator
False
True
1
21.000000
29.700000
Centimeters
Montserrat-Bold
Montserrat
Bold
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
37466
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
6846
Montserrat-Regular
Montserrat
Regular
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
16353
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
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 17.00
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 25 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page/PieceInfo<>>>
endobj
12 0 obj
<>stream
HWMeIݿ_q3BȈN+0`,D\4T07Ή^TH{*3#D߽?}q+ݞ\OrjYxҳ J;\cnԈzS*}`o=mS OյSV8)~ َz>9kw"Yw|oȆ\
Sӊߊ]7ꂿwro-w/߄+1ݷF[ZдJYkЁF(̵6\K܀4'^};sw?<>z2Vlt78_70Mtnq1Sԝ2ܽWf+^xU g葎ѥgC:cGĪ
XUQZ~NhnG;Gb#H##2nDP{?ж}^tUᅶjDl0/ݣ3Zuꦾ"?q2.n>Kz7|7naq\\/PJIB'N]:2TfL
oލ)Rӿs2Ufb5w۹XD#eT8LbϳDJcwʃVݾy~wg9ȏ:Qp{u <[5ώ>|G__=ۚ{H`-lnuEqNWt,*^t ZJ(OPE G!SYd8) S>Ir%V:^f0fr!;DLOc^MD~qL|,
a@
x@e=-[o$ 0@XcԁvS,m`7X.~(e>&i*J .o<04.+x2 n0`5}sFtd2`DbcjٳC}u:Uz
>av[EJ)Alg<ڜp3=i;ɀGAcUad=-&qM¿