%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
レッドのへやのおしらせ
2020-07-09T00:22:28+09:00
2020-07-09T00:22:28+09:00
2020-07-09T00:22:27+10:00
Adobe Illustrator CS6 (Windows)
184
256
JPEG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uuid:0685d444-8e21-4b93-a020-da1bf90bb705
xmp.did:00FD08A12EC1EA11810FDC2A1CFFE091
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:FFFC08A12EC1EA11810FDC2A1CFFE091
xmp.did:FFFC08A12EC1EA11810FDC2A1CFFE091
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:FFFC08A12EC1EA11810FDC2A1CFFE091
2020-07-09T00:21+09:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:00FD08A12EC1EA11810FDC2A1CFFE091
2020-07-09T00:22:19+09:00
Adobe Illustrator CS6 (Windows)
/
Print
False
False
1
210.001652
296.999959
Millimeters
MiuraGoticPropoJr-R
ミウラゴチック プロポJr
Regular
Open Type
Version 1.300;PS 1;hotconv 1.0.86;makeotf.lib2.5.63406 DEVELOPMENT
False
ミウラゴチック プロポJr R.otf
OmePlus-P-Gothic
青梅ぷらすゴシックP
Regular
TrueType
Version 1.00001
False
OmePlus-P-Gothic-regular1.00001.ttf
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
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 18 0 R/TrimBox[8.50389 8.50391 603.784 850.394]/Type/Page>>
endobj
12 0 obj
<>stream
H\Wˮ%I
߯8ut[z$1kbz`g5W]W>pO?7?|~}vfygkw_tyoo?Oo5Vÿ|טZݣRhsf}i|#?a߮/냓v½vŊ;r_="c8GhWos+ZE۫fjw^W=5w]bd/q^-qc 8r\~w3m9/9o ּHp
1O.Ǹ; 6lگ+߀rۦ80Jm&`~Nmɵ=qv1mB!{sEAs %0{l##Lp7Nlas1wLCOO@`ᵶ{cQ홄FESA7λ`P{1\6^"Đ/1\ː{3p[a8jOp!8"
^#Q䨰Ey