%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R 12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
The 1 KG Growth Program - Feeding Schedule - DE
2018-11-27T15:06:53+01:00
2018-11-27T15:06:53+01:00
2018-11-27T15:06:53+02:00
Adobe Illustrator CC 23.0 (Windows)
236
256
JPEG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uuid:8ea3a777-32b8-4463-aa55-f5577b1beec4
xmp.did:d209ab2e-ccf4-8c43-9442-6efa3eb1bfa8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:b3004468-c407-4f41-9042-29d25a23a71f
xmp.did:8c9def45-f836-bb43-aa2d-10ca60e3e4c0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:9049C4FB5A82E211B16482AB2D1C950B
2013-03-01T11:30:05+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:d209ab2e-ccf4-8c43-9442-6efa3eb1bfa8
2018-11-27T15:06:51+01:00
Adobe Illustrator CC 23.0 (Windows)
/
Print
True
True
1
210.001656
297.000119
Millimeters
Calibri
Calibri
Regular
Open Type
Version 6.20
False
calibri.ttf
Calibri-Bold
Calibri
Bold
Open Type
Version 6.20
False
calibrib.ttf
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
6848
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
6851
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
6852
MyriadPro-SemiboldIt
Myriad Pro
Semibold Italic
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
6853
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
6846
Verdana-BoldItalic
Verdana
Bold Italic
Open Type
Version 5.32
False
verdanaz.ttf
Cyan
Magenta
Yellow
Black
PANTONE 288 CV
PANTONE 288 C
PANTONE 186 CV
PANTONE 288 U
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
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
PANTONE 288 CV
SPOT
100.000000
CMYK
100.000000
64.999002
0.000000
30.000001
PANTONE 186 CV
SPOT
100.000000
CMYK
0.000000
91.000003
75.998998
6.000000
PANTONE 288 U
SPOT
100.000000
CMYK
100.000000
67.000002
0.000000
23.000000
PANTONE 354 U
SPOT
100.000000
CMYK
80.000001
0.000000
89.999998
0.000000
PANTONE 288 C
SPOT
100.000000
LAB
18.823530
8
-47
PANTONE 197 U
SPOT
100.000000
LAB
75.294121
35
5
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
89.999400
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
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
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
14 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 36 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
15 0 obj
<>stream
H|WM%_QgëQJJtY@c{T^_V}_/_^oǷ_n_n(/?cv;:ۿnͶq>~ŞeG;-|#1W?^~ֺoqqQNkvY:"lba8^of
^_n?!}iq^aigm}kCsɮ]mYFsRYbVw$#qd ;@p\H4';awg U3,-=&}m&/Zmr1