%PDF-1.6
%
1 0 obj
<>/OCGs[6 0 R 7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
drinks food
2022-10-12T00:01:51+08:00
2022-10-12T00:01:51+08:00
2022-10-12T00:01:51+08:00
Adobe Illustrator 25.3 (Macintosh)
256
180
JPEG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uuid:2959d652-0fe6-d142-b7a0-a692615396d8
xmp.did:e8014b85-3a76-44c5-ae12-9abe215f8d00
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:1a993aa4-945e-4b22-b34c-921bf3ef477d
xmp.did:1a993aa4-945e-4b22-b34c-921bf3ef477d
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:95cff2bd-3263-4320-b1b9-0a91fe55c8bd
2022-09-28T23:32:02+08:00
Adobe Illustrator 25.3 (Macintosh)
/
saved
xmp.iid:e8014b85-3a76-44c5-ae12-9abe215f8d00
2022-10-12T00:01:44+08:00
Adobe Illustrator 25.3 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
595.275574
841.889832
Points
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
5 0 obj
<>/Resources<>/Properties<>>>/Thumb 13 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
9 0 obj
<>/Resources<>/Properties<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
14 0 obj
<>stream
HlWK$
)-JHm6>?
}Ac6U,D`˟^_~ڮOR
7ǿ}~;^z{l[[|Xvǽ|_uz{{\yݯg7;ʽ~sx_K}9X/<}\|wp>g{Ĭ;ǐԻjxĦpazG-DeN}hsu[Oy}ma{Yެ2