%PDF-1.5
%
1 0 obj
<>/OCGs[13 0 R 14 0 R 15 0 R 16 0 R 17 0 R 18 0 R 19 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
6月号白黒表原稿最終稿
2021-05-16T23:59:48+09:00
2021-05-16T23:59:48+09:00
2021-05-16T23:59:48+10:00
Adobe Illustrator CS6 (Windows)
184
256
JPEG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uuid:dd6e1e4c-d19f-4794-b007-7b386d2e56a0
xmp.did:A5E0F25957B6EB118DD9F7E832FE327E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:c5ec9688-757d-4b76-9b91-fdf4787b8bf5
xmp.did:ABF2EAEE31B6EB118DD9F7E832FE327E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:ACB89B3955AAEB11A4DDE5A91ED54ABB
2021-05-01T22:52:40+09:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:A5E0F25957B6EB118DD9F7E832FE327E
2021-05-16T23:59:45+09:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\koyama\Downloads\IMG_20210516_0004 (3).jpg
Print
False
False
1
210.001652
296.999959
Millimeters
Meiryo-BoldItalic
メイリオ
ボールド イタリック
TrueType
Version 6.50
False
meiryob.ttc
Meiryo-Italic
メイリオ
イタリック
TrueType
Version 6.50
False
meiryo.ttc
KozGoPr6N-Medium
小塚ゴシック Pr6N
M
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Medium.otf
KozGoPr6N-Bold
小塚ゴシック Pr6N
B
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Bold.otf
Meiryo-Bold
メイリオ
ボールド
TrueType
Version 6.50
False
meiryob.ttc
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
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
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
89.999405
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
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
10.000002
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
浜
1
C=0 M=5 Y=12 K=3
CMYK
PROCESS
0.000000
5.000001
12.000000
2.999997
C=75 M=0 Y=15 K=0
CMYK
PROCESS
75.000000
0.000000
14.999998
0.000000
C=40 M=0 Y=8 K=0
CMYK
PROCESS
39.999996
0.000000
7.999998
0.000000
C=0 M=23 Y=80 K=0 copy
CMYK
PROCESS
0.000000
23.000002
80.000000
0.000000
C=25 M=0 Y=60 K=15
CMYK
PROCESS
25.000000
0.000000
60.000004
14.999998
C=0 M=10 Y=20 K=18
CMYK
PROCESS
0.000000
10.000002
19.999998
18.000000
砂漠
1
C=59 M=26 Y=74 K=32
CMYK
PROCESS
58.999996
26.000000
74.000000
32.000000
C=59 M=26 Y=74 K=32
CMYK
PROCESS
38.000000
13.000000
48.000000
26.000000
C=3 M=7 Y=24 K=11
CMYK
PROCESS
2.999997
6.999999
24.000000
11.000002
C=29 M=38 Y=68 K=20
CMYK
PROCESS
28.999996
38.000000
68.000000
19.999998
C=12 M=26 Y=49 K=18
CMYK
PROCESS
12.000000
26.000000
49.000000
18.000000
印象主義 8
1
C=12 M=24 Y=89 K=0
CMYK
PROCESS
11.764699
23.921597
89.019600
0.000000
C=72 M=31 Y=18 K=3
CMYK
PROCESS
71.764702
31.000000
18.000000
2.745098
C=56 M=48 Y=13 K=0
CMYK
PROCESS
55.686302
48.235298
12.941199
0.000000
C=36 M=11 Y=40 K=0
CMYK
PROCESS
35.686302
11.372500
40.392197
0.000000
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
21 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 27 0 R/TrimBox[8.50389 8.50391 603.784 850.394]/Type/Page>>
endobj
22 0 obj
<>stream
HW[$Y~_qĹ2aaDDYWYQ_[fVu5:Cy"|qE=_HR߆~_H\L#IV]i~
1cTN8|Q:[*@Q*XMƫفC5yuъm'`Q'yie3a$J+Cx>9e)MIg M6/0ð] .Հ n