%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 6 0 R 41 0 R 42 0 R 70 0 R 71 0 R 99 0 R 100 0 R 128 0 R 129 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Digital Flyer A4
2021-04-18T11:20:09+08:00
2021-04-18T11:20:09+08:00
2019-04-18T12:15:02+09:00
Adobe Illustrator CS6 (Windows)
196
256
JPEG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uuid:36472d56-6897-4a6f-b285-00c2332fa639
xmp.did:4804D6438F61E9118578F5A5C41C4411
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:ba5dc92b-6d0a-484a-ab90-b9370a4a0965
xmp.did:0980117407206811822A897E387FE54C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:4804D6438F61E9118578F5A5C41C4411
2019-04-18T12:15+08:00
Adobe Illustrator CS6 (Windows)
/
Document
Print
False
False
1
213.999858
300.999887
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/Resources<>/ExtGState<>/Properties<>>>/TrimBox[0.0 0.0 606.614 853.228]/Type/Page>>
endobj
9 0 obj
<>/Resources<>/ExtGState<>/Properties<>>>/TrimBox[0.0 0.0 606.613 853.228]/Type/Page>>
endobj
135 0 obj
<>stream
HWˎWYUk'0x WDdeuϒˉ|DFf}p/E{#3qo_??pOmɭ:uT?0b%3&%IZ+)':u8wX~~tf ű QSO{cj錈eؿ6/o_.##,gHoa
F[buEH~4'Brv64Г9JRdU8si@*Sp{ځJ*Wbs?PF+* 773̶U;rg:`h
SDz2
3P@# ]')#@4Q>y SZNzY3K74Rym/8;"CR!lu Mf.LXM;WHG5n2d7»O|]+{Fk$=V"G0@,m32l1884J!/(?ҹQ+K@iT<*gVː3"m bˊ`/4z2
k
W
iNiqۼ媁EikqJhLd~+n\^YRa0aAW;zS=,^JY\[_p63xT%&T 8QOy-'I!mڅ'Zw"'6DUAN˙(_FVaH]!U5A) 9١DQdb
cBk+7pfiT.L=c6`bu9ˮβP{x}^n;f IfS.qLQ
*.-z}]6>pPtW$99Ql '_@\NJOj*H|d%Z[U-j3