%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Playground_ltr
2020-11-03T10:51:12-08:00
2020-11-03T10:51:12-08:00
2020-11-03T10:51:12-08:00
Adobe Illustrator 24.3 (Macintosh)
200
256
JPEG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=
uuid:0dd232e1-ef60-ea4f-91a1-4afc7ce9c000
xmp.did:caa361e5-084c-40e9-8eba-2890d819ecb6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:7714bbb3-cb4b-9e4b-a7cc-ba1f08c54dbc
xmp.did:09a6dae5-d973-4c6c-9883-0fe9bfce3a2a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
EmbedByReference
/Volumes/Space Traveller/Covid 19 signs/Playground QR Code.png
0
0
/Volumes/Space Traveller/Covid 19 signs/Playground QR Code.png
0
0
saved
xmp.iid:caa361e5-084c-40e9-8eba-2890d819ecb6
2020-11-03T10:51:05-08:00
Adobe Illustrator 24.3 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
8.500000
11.000000
Inches
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
7 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 43 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
8 0 obj
<>stream
HWˎ$Wt-o^6|2ֽ!{ ؿwD$Yݳ#aťH~߿|.-Vֆ}_/ _s;&^[{RmO l)=k#!,mOl_~~ /_پ]P?}`iۮ{,-
Z/aj,WZڭd܂r-{+7[5n[k{Xqm6n/1kHu{h0
qؽq,k}܆cI[C6:4ѶfZ kiCA`f8S0. iPxfchaĴ$EڙqjKÞp B][j?