%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R 12 0 R 102 0 R 103 0 R 192 0 R 193 0 R 282 0 R 283 0 R 372 0 R 373 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
The 1 KG Growth Program - Feeding Schedule
2018-11-21T12:31:53+01:00
2018-11-21T12:31:53+01:00
2018-11-21T12:16:47+02:00
Adobe Illustrator CC 23.0 (Windows)
236
256
JPEG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uuid:b3004468-c407-4f41-9042-29d25a23a71f
xmp.did:8c9def45-f836-bb43-aa2d-10ca60e3e4c0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:5c992dd4-3df4-475d-8959-30e5bfae45c8
xmp.did:E4C985E2B544E511ABF7F1F8A016C44F
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:9049C4FB5A82E211B16482AB2D1C950B
2013-03-01T11:30:05+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:8c9def45-f836-bb43-aa2d-10ca60e3e4c0
2018-11-21T12:16:44+01:00
Adobe Illustrator CC 23.0 (Windows)
/
Print
True
True
1
210.001656
297.000119
Millimeters
Calibri-Bold
Calibri
Bold
Open Type
Version 6.20
False
calibrib.ttf
Calibri
Calibri
Regular
Open Type
Version 6.20
False
calibri.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-SemiboldIt
Myriad Pro
Semibold Italic
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
6853
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
6852
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 C
PANTONE 288 U
PANTONE 186 CV
PANTONE 288 CV
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 396 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
375 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