%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 6 0 R 7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
17859_LRS Torch mascot colouring sheet
2020-04-28T13:44:56+01:00
2020-04-28T13:44:56+01:00
2020-04-28T13:44:56+01:00
Adobe Illustrator 24.1 (Macintosh)
176
256
JPEG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uuid:0a65c3e2-dc3f-5947-a7e8-9028e6561616
xmp.did:1427342d-4a52-4e59-8199-00c9abfe2b41
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:f8f38d42-e09d-45b8-b43b-ec670f9523b4
xmp.did:f8f38d42-e09d-45b8-b43b-ec670f9523b4
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:1427342d-4a52-4e59-8199-00c9abfe2b41
2020-04-28T13:44:54+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