%PDF-1.6
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
3校共通入会申込書パピパ用
2021-10-11T10:56:08+09:00
2021-10-11T10:56:08+09:00
2021-10-11T10:56:08+10:00
Adobe Illustrator 25.1 (Windows)
164
256
JPEG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uuid:2be4bf08-1086-4c6b-bd2b-ef3673f5a76f
xmp.did:1a51e46d-c50e-5845-981a-03fa4fe69dee
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:c93a340c-ac82-ef49-9bf2-bd26030f9563
xmp.did:c93a340c-ac82-ef49-9bf2-bd26030f9563
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:9af97714-e3a3-4792-a077-beca10d26e57
2017-09-02T09:55:28+09:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:1a51e46d-c50e-5845-981a-03fa4fe69dee
2021-10-11T10:55:57+09:00
Adobe Illustrator 25.1 (Windows)
/
Print
Adobe Illustrator
False
False
1
21.000156
29.700008
Centimeters
Cyan
Magenta
Yellow
Black
初期設定のスウォッチグループ
0
C=68 M=0 Y=39 K=0 2
CMYK
PROCESS
68.000000
0.000000
39.000000
0.000000
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=68 M=0 Y=39 K=0 1
CMYK
PROCESS
68.000000
0.000000
39.000000
0.000000
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 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>>>/TrimBox[8.50389 8.50389 603.784 850.394]/Type/Page>>
endobj
6 0 obj
<>stream
HW˒,9
W:'[6,@`MT\ EܿG$Mwԑt$vypyNn?}q>}0RhЏ}Z? ߿~wv>z1ˍRJQį!_1ijώfD
ۉqje3B QGM4ď1HGFhI ~(miyk8'alL05cA(G.VSq G