%PDF-1.6
%
1 0 obj
<>/OCGs[10 0 R 11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
A3 Mother's Day Colouring Sheets
2022-03-24T13:05:38+11:00
2022-03-24T13:05:38+11:00
2022-03-24T13:05:38+11:00
Adobe Illustrator 26.1 (Macintosh)
256
164
JPEG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uuid:cb9f0bae-7837-394a-839b-9834a7033b28
xmp.did:1e496000-5aae-b543-9cdb-a75356eca1ab
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:74d94c8a-900c-a544-9e37-62d174c85fc6
xmp.did:c077737e-c554-de45-8db8-4d95f638b4cf
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:d1776ac9-d266-8949-bc00-feb72ec9f869
2022-03-24T09:03:54+11:00
Adobe Illustrator 26.1 (Windows)
/
saved
xmp.iid:1e496000-5aae-b543-9cdb-a75356eca1ab
2022-03-24T10:55:06+11:00
Adobe Illustrator 26.1 (Windows)
/
Print
Adobe Illustrator
False
False
1
297.000024
419.999988
Millimeters
AmaticSC-Regular
Amatic SC
Regular
Open Type
Version 1.004
False
AmaticSC-Regular.ttf
AmaticSC-Bold
Amatic SC
Bold
Open Type
Version 1.004
False
AmaticSC-Bold.ttf
BeautifulBloom-Regular
Beautiful Bloom
Regular
Open Type
Version 1.000;PS 001.000;hotconv 1.0.88;makeotf.lib2.5.64775
False
BeautifulBloom-Regular.otf
Buttercake
Buttercake
Regular
TrueType
1.000
False
Buttercake.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 16.04
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page>>
endobj
13 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page>>
endobj
18 0 obj
<>stream
HlM$Iu@elX!Xpi|f'ȊssO|}rW"NLjkﯿ]fZ+|b+j̻3/·W܅]ns=f*.]bp=ֹ}j\~yyڮ[;lr&檰ڻ}+;uwWqj+F|ao靍gp;
g{cYA0x^ww;d>mޝEq2xw<_dk_nu_;8^vʼn^D!v}W2>