%PDF-1.6
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2021-23〖組み合わせ表〗釧路ソロアン
2022-01-06T09:52:47+09:00
2022-01-06T09:52:47+09:00
2022-01-06T09:52:47+10:00
Adobe Illustrator 26.0 (Windows)
256
164
JPEG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==
uuid:4c0bbbd5-48e9-4181-8763-af2c1f283427
xmp.did:011dbc01-9891-2c43-85d7-cf92ed539104
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:eeca17e8-b463-6e4b-a0cb-ad28455093ab
xmp.did:ec07f0e4-eae3-ab41-a0fc-72ec8cbe4fbd
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:8cb66724-6b2c-1747-ad5d-2ab4caaffb5a
2020-12-07T12:16:56+09:00
Adobe Illustrator 25.0 (Windows)
/
saved
xmp.iid:011dbc01-9891-2c43-85d7-cf92ed539104
2021-12-28T13:36:50+09:00
Adobe Illustrator 26.0 (Windows)
/
EmbedByReference
C:\Users\SAITO-T\Desktop\チャンネルツーEC.png
0
0
C:\Users\SAITO-T\Desktop\チャンネルツーEC.png
0
0
Print
Adobe Illustrator
True
False
1
297.000000
210.000000
Millimeters
KozGoPr6N-Regular
小塚ゴシック Pr6N
R
Open Type
Version 7.001;hotconv 1.0.107;makeotfexe 2.5.65593
False
21545
KozGoPr6N-Medium
小塚ゴシック Pr6N
M
Open Type
Version 7.001;hotconv 1.0.107;makeotfexe 2.5.65593
False
21544
KozGoPr6N-Bold
小塚ゴシック Pr6N
B
Open Type
Version 7.001;hotconv 1.0.107;makeotfexe 2.5.65593
False
21540
Cyan
Magenta
Yellow
Black
初期設定のスウォッチグループ
0
ホワイト
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
ブラック
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK レッド
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK イエロー
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK グリーン
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK シアン
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK ブルー
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK マゼンタ
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
グレー
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
輝き
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 16.03
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
11 0 obj
<>stream
HWn\I}8?ή]wi)vlDy@!+C60֮s(]zomt~>mNӗ}49=
g.9oSMrz>\:isj>ݕW~0Kklv?5V5އ}Lټ?|X:R~rvUѷbv7>Y{09iO?Zaß?F
Px
~6%s6Hn)+}PeRڱqg[mۻrqmE8ז<5&*8 4w.t6OIggwv[wށ Hc^gXQSk7 u[-- ^:L n8DӜ4utP qr5-!&jX{ `rWADĴE-9̋^V٣Yhږ