%PDF-1.6
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ふたごのつどい_大島みずべ_A4タテ
2023-05-07T21:36:46+09:00
2023-05-07T21:36:46+09:00
2023-05-07T21:36:46+10:00
Adobe Illustrator 26.5 (Windows)
176
256
JPEG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uuid:383545e4-4d47-4c6c-868b-666417a8d7a9
xmp.did:86805fe7-b0c3-fa4d-af84-34b70a1f4a97
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:7a1e3140-6e56-47e5-8a2b-b04e5a5a7d7d
xmp.did:c72c919f-1fde-e14c-9faf-f81dfada3175
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:3c7fa5a6-3ed1-2e49-83ab-f40690a60c85
2023-01-23T17:55:50+09:00
Adobe Illustrator 26.5 (Windows)
/
saved
xmp.iid:86805fe7-b0c3-fa4d-af84-34b70a1f4a97
2023-05-07T21:36:43+09:00
Adobe Illustrator 26.5 (Windows)
/
EmbedByReference
C:\Users\千秋\Desktop\大島みずべ\みずべポータルサイトQRコード.psd
adobe:docid:photoshop:a163f535-fa8a-ce48-9611-9e4cbf93c9d4
xmp.iid:56ef0eac-3ac3-9347-bbbf-34e6bb5dc09c
Print
Adobe Illustrator
False
False
1
210.000000
297.000000
Millimeters
Cyan
Magenta
Yellow
Black
初期設定のスウォッチグループ
0
C=0 M=80 Y=80 K=0 1
CMYK
PROCESS
0.000000
80.000000
80.000000
0.000000
C=0 M=70 Y=100 K=0 1
CMYK
PROCESS
0.000000
70.000000
100.000000
0.000000
C=58 M=9 Y=18 K=0 1
CMYK
PROCESS
58.000000
9.000000
18.000000
0.000000
C=0 M=70 Y=35 K=0 1
CMYK
PROCESS
0.000000
70.000000
35.000000
0.000000
C=8 M=25 Y=43 K=0 1
CMYK
PROCESS
7.843100
25.490200
43.137300
0.000000
C=42 M=21 Y=47 K=0 1
CMYK
PROCESS
41.796875
21.484375
47.265625
0.000000
C=0 M=60 Y=24 K=0 1
CMYK
PROCESS
0.000000
60.000000
24.353300
0.000000
C=0 M=47 Y=24 K=0 1
CMYK
PROCESS
0.000000
46.587900
24.353300
0.000000
C=16 M=52 Y=19 K=0 1
CMYK
PROCESS
16.000000
52.000000
19.000000
0.000000
C=24 M=62 Y=53 K=0 1
CMYK
PROCESS
24.000000
62.000000
53.000000
0.000000
C=0 M=0 Y=60 K=0 1
CMYK
PROCESS
0.000000
0.000000
60.000000
0.000000
C=0 M=60 Y=100 K=5 1
CMYK
PROCESS
0.000000
60.000000
100.000000
5.000000
C=0 M=0 Y=0 K=80 1
CMYK
PROCESS
0.000000
0.000000
0.000000
80.000000
C=0 M=16 Y=100 K=0 1
CMYK
PROCESS
0.000000
16.000000
100.000000
0.000000
C=0 M=28 Y=22 K=56 1
CMYK
PROCESS
0.000000
28.000000
22.000000
56.000000
C=4 M=29 Y=68 K=0 1
CMYK
PROCESS
3.515625
28.515625
67.578125
0.000000
C=0 M=63 Y=37 K=0 1
CMYK
PROCESS
0.000000
62.890625
36.718750
0.000000
C=42 M=29 Y=9 K=0 1
CMYK
PROCESS
42.000000
29.000000
9.000000
0.000000
C=2 M=5 Y=13 K=0 1
CMYK
PROCESS
1.568628
4.705882
12.941177
0.000000
C=53 M=11 Y=94 K=0 1
CMYK
PROCESS
53.000000
11.000000
94.000000
0.000000
C=43 M=16 Y=15 K=0 1
CMYK
PROCESS
42.968750
16.406250
15.234375
0.000000
C=12 M=17 Y=29 K=2 1
CMYK
PROCESS
12.000000
17.000000
29.000000
2.000000
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
C=51 M=0 Y=19 K=0
PROCESS
100.000000
CMYK
50.999999
0.000000
19.000000
0.000000
C=15 M=29 Y=77 K=0
PROCESS
100.000000
CMYK
15.000001
28.999999
76.708603
0.000000
C=9 M=0 Y=21 K=0
PROCESS
100.000000
CMYK
9.000000
0.000000
20.999999
0.000000
C=98 M=90 Y=41 K=0
PROCESS
100.000000
CMYK
98.000002
89.999998
41.000000
0.000000
C=50 M=78 Y=100 K=18
PROCESS
100.000000
CMYK
50.000000
77.999997
100.000000
18.000001
C=2 M=49 Y=33 K=0
PROCESS
100.000000
CMYK
2.000000
49.000001
33.000001
0.000000
C=12 M=0 Y=74 K=0
PROCESS
100.000000
CMYK
12.000000
0.000000
74.352598
0.000000
C=66 M=17 Y=36 K=0
PROCESS
100.000000
CMYK
66.000003
17.000000
36.000001
0.000000
C=44 M=15 Y=60 K=0
PROCESS
100.000000
CMYK
44.000000
15.000001
60.000002
0.000000
C=0 M=0 Y=0 K=100 1
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
新規スウォッチ 25
PROCESS
100.000000
CMYK
31.601432
0.344854
3.402762
0.000000
R=238 G=238 B=239
PROCESS
100.000000
CMYK
7.989623
6.308080
5.569543
0.000000
くち
PROCESS
100.000000
CMYK
0.000000
50.000000
30.000001
0.000000
主線
PROCESS
100.000000
CMYK
10.000000
10.000000
10.000000
69.999999
C=0 M=24 Y=27 K=25
PROCESS
100.000000
CMYK
0.000000
23.999999
27.000001
25.000000
髪の色 2
PROCESS
100.000000
CMYK
0.000000
19.000000
23.000000
54.000002
髪の色
PROCESS
100.000000
CMYK
0.000000
34.000000
37.000000
36.000001
はだいろ
PROCESS
100.000000
CMYK
0.000000
9.000000
19.000000
0.000000
エプロン
PROCESS
100.000000
CMYK
0.000000
25.000000
44.000000
0.000000
服の色
PROCESS
100.000000
CMYK
17.000000
5.000000
34.000000
0.000000
ズボンの色
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
37.000000
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 16.07
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 12 0 R/TrimBox[8.50389 8.50389 603.779 850.394]/Type/Page>>
endobj
8 0 obj
<>stream
H\WMe9
_q=2H h`3SUv{~8].W+o~Uջ.\rw??^_~r?_.mO}^~j5Vm^V6b9:=F߫pZw8䥟ռݣeWũV
u[:vyoݣ{6ڧpfq~m㐷~.^wh^z$!u:G2m E19yE) m}od:fg
AW>ǩk0X$ҀG. ɴe{0Lǽɇ\XwR-a>ƪ&36l Uw}u5 2mOYXS(/þ'r=v{nHJd;I*
^ƚJ`ub2~`N;Z©{e0[Ǹd!
l{3ܼʰjX
Jx-@mE[}Β>g:%`q-n
]h>vQi]XhWY.Aq]<@Ww@$`*CQi\U
aڨʳq, >T
걹g;=Q*܃Ml}6+~AlC"xQ$´M{
9?P5ZfzBFev7E:[תd)ˤ& 1
,\D{,?.ѽ Fm/,dbH2k;\y-zRڤBd`fz`t/-;ҷ7
&JZ
׳*v gYZأ#]N2 `k;g2d0z#;Ru L_.'w{V t(J+{aǷ8i+v|zV#>dҲ&-p`FgT=--H!a|p]i4;4B@lIrb6C6t\ֹ8A@qr9[9R=1w
l]0
DP#~dh2~R@])ȃICkhXh4+KyG ˉ!5էZ!$ _E|%Db#*Zc&S f
cxH@BL<@V!73t 9z 4
S Mۊ9ʺ5 s!nB͍
و07NmBH!d*@ɒ,.t\9tF(KH7BA3bH^ՒԚݵd0Sѹj`!BI9Ā5rVKi*ٲ7ZLHaKNJ1'boE