%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Puzzle feeder DOG
2020-11-17T06:34:42Z
2020-11-17T06:34:42Z
2020-11-17T06:34:42+01:00
Adobe Illustrator CC 23.0 (Windows)
232
256
JPEG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uuid:2f2056d6-9d58-41b7-904e-19e28b935e58
xmp.did:c3215270-7c66-d840-80eb-86d3f884ee1c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:5fe0a171-3574-4408-8d56-54abc7a5be41
xmp.did:7c2a627b-27ea-7842-beba-2fa2e8562ae7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:7dec2267-4546-394a-9994-5595bae6dc98
2020-11-14T14:37:53Z
Adobe Illustrator CC 23.0 (Windows)
/
saved
xmp.iid:c3215270-7c66-d840-80eb-86d3f884ee1c
2020-11-17T06:34:38Z
Adobe Illustrator CC 23.0 (Windows)
/
EmbedByReference
C:\Users\Tom Dias\Desktop\Raystede\Untitled-1.png
0
0
EmbedByReference
C:\Users\Tom Dias\Desktop\Raystede\October half term\Resources\Puzzle feeder - dog.JPG
0
uuid:faf5bdd5-ba3d-11da-ad31-d33d75182f1b
EmbedByReference
C:\Users\Tom Dias\Documents\Teja\Tejas Downloads\clipart3419695.png
0
0
EmbedByReference
C:\Users\Tom Dias\Desktop\Raystede\IMG_9173.PNG
0
0
EmbedByReference
C:\Users\Tom Dias\Documents\Teja\Tejas Downloads\clipart3419695.png
0
0
C:\Users\Tom Dias\Desktop\Raystede\Untitled-1.png
0
0
C:\Users\Tom Dias\Desktop\Raystede\October half term\Resources\Puzzle feeder - dog.JPG
0
uuid:faf5bdd5-ba3d-11da-ad31-d33d75182f1b
C:\Users\Tom Dias\Documents\Teja\Tejas Downloads\clipart3419695.png
0
0
C:\Users\Tom Dias\Desktop\Raystede\IMG_9173.PNG
0
0
C:\Users\Tom Dias\Documents\Teja\Tejas Downloads\clipart3419695.png
0
0
Print
False
True
1
210.000000
297.000000
Millimeters
BrandonGrotesque-Regular
Brandon Grotesque
Regular
Open Type
Version 001.000
False
Brandon_reg_0.otf
BrandonGrotesque-Bold
Brandon Grotesque
Bold
Open Type
Version 001.000
False
Brandon_bld.otf
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
9 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 30 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
10 0 obj
<>stream
H[o[+o$VVƱqD)]~{")9Ù={e5y./_Vٛ.Jlj>vSZ\V{ek仒bT&GxwIύvک]
Ïdns'6ӾsΥaeԙPaF.Þ +q,Wo ,4g =SdunNikT!dqEpL^dtk&
ёipD<4up=[2.sqa"Nt˝"֔22c!rmEJE9\cW$0e'>K;GblJYvxjyY:>JsbVQ.ESRWID&i.T,>uZ#}GHuWgB*9\Բ*Bb or[D$2ObQL!xB/R$m7]
S>70cjB
K)ФuE#%3jarR)SaP3SNZsKhb!@mabg?HO$`sr1ўܣv0\u31Ecfx3>6x&$N+HHQoڀiVN +@Yl^ʻ8,OT5zY)Vu)*?"t*eoqS=1|5-4rnJgFJB]n[Lk3jʌ懦\MW)~R}uy^N<pV NJL"\Y.ʝ BGD t"0QȈ05 R5#MerH ے,rE3&iA[!#WIUqa4,Fyh@% ɡuCP_jI6t':Y sTDbV]Nx
hnrBVpz"a.[APs(hK$Qd{k]KAU7C 7Q|>CB$b+$J
1 w &FuajYY(htCC伡}é"EU11-j 8D%Ԑ`o=6QBQ@tgy}
k<l2í==
P)3t9&9ohxFwFqVE@0$05EBjOVZowM}WW5;OoEFYoáPbv% O6~YeAIA;{"="tIL jGdA
UQN38z£u;OqBD}P818:ЩR?Yw;O$NX s{L^Tk|Pb{GU1F+VzS?v2~FO3+S?TY,{{iNزuwqXO?r~!TS@~zvava_ר}49Ly](Y鹒MOg2lKI֊# MAR&nכ ,'h.n,aq߷byXk,["l9~IQ+dJoq曓A;Vz9@RnKիrw=J2u wP-O?~=;6TW,GJ%5rs(SҾlӦ"p1!U xB;yDPr^tq:v'c]YtfsCRw
ĊL"%?2Og &u3nVzxiؼgәqi7"
2#~X}6#C!rK 4Z#&