%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R 5 0 R 7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
17859_LRS Rocket mascot colouring sheet
2020-04-28T13:44:35+01:00
2020-04-28T13:44:35+01:00
2020-04-28T13:44:35+01:00
Adobe Illustrator 24.1 (Macintosh)
176
256
JPEG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uuid:9b534269-121d-7344-8fe2-8adde75b3486
xmp.did:f8f38d42-e09d-45b8-b43b-ec670f9523b4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:4191c777-f5a2-4df0-88d6-0212126980a1
xmp.did:4191c777-f5a2-4df0-88d6-0212126980a1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:eacf3c7c-4d1a-40b9-ae54-7ba0f9b80423
2020-04-02T12:33:08+01:00
Adobe Illustrator 24.1 (Macintosh)
/
saved
xmp.iid:f8f38d42-e09d-45b8-b43b-ec670f9523b4
2020-04-28T13:44:30+01:00
Adobe Illustrator 24.1 (Macintosh)
/
Print
Adobe Illustrator
Adobe PDF library 15.00
1
False
False
210.000000
297.000000
Millimeters
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
C=100 M=97 Y=35 K=35
PROCESS
100.000000
CMYK
99.652094
95.361257
35.117111
36.719310
PANTONE 485 C 2
PROCESS
100.000000
CMYK
0.115969
94.244295
97.363240
0.195315
PANTONE 382 C
SPOT
100.000000
LAB
81.960785
-22
85
PANTONE 2925 C
SPOT
100.000000
LAB
59.607841
-17
-45
PANTONE 212 C
SPOT
100.000000
LAB
60.000000
67
-2
PANTONE 7408 C
SPOT
100.000000
LAB
80.784317
12
83
PANTONE 265 C
SPOT
100.000000
LAB
50.980392
35
-48
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
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Properties<>>>/Thumb 12 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
10 0 obj
<>stream
H|[%E(jǯe1@%
nd$ܨʌǎ;w>]WVW.s\^~wKOXYYGwO?^z|ԯwnWkjrg;~t|ޫL֦;yr.WW;KcU[^Wwk
Gw<̧kߵwϕ
..i^#:FFsܽR}W._}\|ރ;s>g{2ux.-\KsQG ~&Q5K26U˜JDf7S84HԺK')zww-LG7O4cv+>xpXIdxR:7Xz_>fL@˓1]Îc$3'˔kEd}rVCZ &Q5+
oj81{m+qt Zl>RZ 0
Qzk
wԲ,`FEf9 etc̓ݢ2_#1dms4=GּZ
b3kNZ4tMi=60mp1ubn4P91JƊ,/b4/rۙN=9
w˶%f"aPS^YYJҎA"㶠 0qf)᮫d(BfLE66>M O:Bm*8Lr-#4A+=h5;_ƲQnPfa^ 1]!( KPLi왬9(/14 đ
-v%Y)>Ep|x&KBZ;SΎ40n_A}>Tt9X8}lacl ϯ31WM*uA %J@@_^EeZCw7I/dlXM_^ښh0iЧ_˗PӖH:-qp:̩}t+@+h0b;QeFeȨJV#rLV~~[/rOPXYYLOaO,+uϧv}BIԊgҎӚ8눭HuTs)Gl-;*M/xvq.։Bv6&g-:Ẑ<|.23>_q;a_%1c.C!^J2_ձe*wg6LȄk{(}ZD6c whH9Bb jtCHx>=Wv*cqD*bT`}%i%f`/NU9^{ 7?t{m%h S?Gh;ʔЪ@P]cx7RD!tZ4: $eҳ