%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R 56 0 R 108 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
GSYG Dowload Template- Bird Colouring Page Lo
2018-01-30T19:37:51Z
2018-01-30T19:37:51Z
2018-01-16T11:07:53Z
Adobe Illustrator CC 2015 (Macintosh)
176
256
JPEG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uuid:8b43d509-f231-c34d-9af4-396848fbec13
xmp.did:6c492b02-8577-4f66-9d3c-3b1f20b26233
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:94c0c293-faa0-f844-9a8c-c7727c17b3cb
xmp.did:07af6e2d-b077-45f0-8eaa-ac2236d4d419
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:7ecf3064-3eba-46f8-b7cc-3890ac16ce83
2018-01-10T11:54:31Z
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:6c492b02-8577-4f66-9d3c-3b1f20b26233
2018-01-16T11:07:51Z
Adobe Illustrator CC 2015 (Macintosh)
/
EmbedByReference
/Volumes/Untitled/Garden Store/Blog/Blog Articles/1 January 2018 Blog Posts/4- Colouring Page Feeder - Jan-2018/Bird Colouring with text lo.jpg
adobe:docid:photoshop:99efda4c-3b3b-117b-b609-eb8c2253b497
xmp.iid:33a62849-7778-4967-a732-d6b7c2968df6
/Volumes/Untitled/Garden Store/Blog/Blog Articles/1 January 2018 Blog Posts/4- Colouring Page Feeder - Jan-2018/Bird Colouring with text lo.jpg
adobe:docid:photoshop:99efda4c-3b3b-117b-b609-eb8c2253b497
xmp.iid:33a62849-7778-4967-a732-d6b7c2968df6
Print
False
False
1
210.001556
297.000083
Millimeters
Helvetica
Helvetica
Regular
TrueType
13.0d1e1
False
Helvetica.ttc
Calibri
Calibri
Regular
Open Type
Version 5.62
False
Calibri.ttf
Calibri-Bold
Calibri
Bold
Open Type
Version 5.62
False
Calibri Bold.ttf
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
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
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
8 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 114 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
110 0 obj
<>stream
HlWKl;*j})b-QLywRNt~"_kgJ>#\gx;_g0~SW?{)W>__N}=>s }Sc`ժВBʘ
Ov =$^>?s7