%PDF-1.6
%
1 0 obj
<>/OCGs[6 0 R 7 0 R 5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Be Better in Bed Illustration Poster Web
2022-08-03T14:29:53+09:30
2022-08-03T14:29:53+09:30
2022-08-03T14:29:53+10:30
Adobe Illustrator 25.4 (Windows)
184
256
JPEG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uuid:bb855ff9-2701-4f1c-8679-1186fe793b51
xmp.did:0f976e03-75ca-4b4d-8d88-c13e1770d549
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:a37c7c1d-483f-4abc-8842-c0c0bf10e9e5
xmp.did:5d29d1df-dc71-da47-8800-68041e48abc2
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:4f3400be-2177-0641-a548-2457ba941beb
2022-07-19T20:03:19+09:30
Adobe Illustrator 25.4 (Windows)
/
saved
xmp.iid:0f976e03-75ca-4b4d-8d88-c13e1770d549
2022-08-03T14:29:40+09:30
Adobe Illustrator 25.4 (Windows)
/
EmbedByReference
C:\Users\victoria.paterson\Downloads\TGTS-Sampler-V3.2\TGTS-Sampler-V3.2\03 Essentials Collection Textures And Tutorial\3B - Textures\TrueGrit - MixedGrit 21.tif
FE382FB510E8CAABCBD48B76FAEBF712
xmp.iid:D74F7727192068118083E6FD26AE12DC
EmbedByReference
C:\Users\victoria.paterson\AppData\Roaming\Adobe\Creative Cloud Libraries\LIBS\CCBE272162AB460D0A495FEF_cc82077162ab460c495cd6.e\creative_cloud\renditions\8016b9c6-752e-4b83-b5da-cbd6863a8176\e1afa2c9-c2f5-4110-b41d-fdff197a6908.png
xmp.did:9fa8e28d-4e01-8c4d-8b3c-0d22b96a7166
xmp.iid:9fa8e28d-4e01-8c4d-8b3c-0d22b96a7166
C:\Users\victoria.paterson\Downloads\TGTS-Sampler-V3.2\TGTS-Sampler-V3.2\03 Essentials Collection Textures And Tutorial\3B - Textures\TrueGrit - MixedGrit 21.tif
FE382FB510E8CAABCBD48B76FAEBF712
xmp.iid:D74F7727192068118083E6FD26AE12DC
C:\Users\victoria.paterson\AppData\Roaming\Adobe\Creative Cloud Libraries\LIBS\CCBE272162AB460D0A495FEF_cc82077162ab460c495cd6.e\creative_cloud\renditions\8016b9c6-752e-4b83-b5da-cbd6863a8176\e1afa2c9-c2f5-4110-b41d-fdff197a6908.png
xmp.did:9fa8e28d-4e01-8c4d-8b3c-0d22b96a7166
xmp.iid:9fa8e28d-4e01-8c4d-8b3c-0d22b96a7166
Print
Adobe Illustrator
False
True
1
420.000000
594.000000
Millimeters
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
Overlay
SPOT
100.000000
RGB
244
239
233
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 16.00
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 1190.55 1683.78]/Type/Page>>
endobj
10 0 obj
<>stream
HdKeID繊ϔjĨK}V̌u773Ϸw?}>r*s?)||ß|)4F}Z_?YS>0N_ª<ⰳ9,<.x8['>֬ϋ
G^g