%PDF-1.4
%âãÏÓ
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
令和5年度関æ±æ”¯éƒ¨é€šå¸¸ç·ä¼šæ›¸é¢è¡¨æ±ºæ›¸
2023-03-07T10:58:57+09:00
2023-03-07T10:58:57+09:00
2023-03-07T10:58:57+10:00
Adobe Illustrator 27.3 (Windows)
164
256
JPEG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uuid:62fea2a5-09dd-43a3-908c-735b712a6610
xmp.did:f5a54743-14a9-c240-bd40-d7d8bed29abf
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:ef93c697-e38d-48e6-8ca2-3724cf6c1ed4
xmp.did:8ad33d40-17b7-e84d-be2b-ea7c7dc4d777
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:56a10f71-3cb0-804a-a5a6-9e4edf11b5e4
2020-03-03T15:01:56+09:00
Adobe Illustrator 24.0 (Windows)
/
saved
xmp.iid:f5a54743-14a9-c240-bd40-d7d8bed29abf
2023-03-07T10:58:46+09:00
Adobe Illustrator 27.3 (Windows)
/
Print
Adobe Illustrator
False
False
1
210.000000
297.000000
Millimeters
MidashiGoPro-MB31
A-OTF 見出ゴMB31 Pro
MB31
Open Type
OTF 1.004;PS 1;Core 1.0.31;makeotf.lib1.4.1585
False
A-OTF-MidashiGoPro-MB31.otf
RyuminPro-Medium
A-OTF リュウミン Pro
M-KL
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-RyuminPro-Medium.otf
FutoGoB101Pro-Bold
A-OTF 太ゴB101 Pro
Bold
Open Type
OTF 1.003;PS 1;Core 1.0.31;makeotf.lib1.4.1585
False
A-OTF-FutoGoB101Pro-Bold.otf
Black
åˆæœŸè¨å®šã®ã‚¹ã‚¦ã‚©ãƒƒãƒã‚°ãƒ«ãƒ¼ãƒ—
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ãƒãƒ¼
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
è¼ã
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 17.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
H‰¼Wm‹Eþ>¿bþÀöU¿wCX˜WA
(î· â)šôT‚ÿÞ§ª»gwönD‰$ÃöMWW×ËSUÏÜ}ýúïû‡þîåDý8O}G½üSÚ÷oëºÿªÓ*÷úîî›û‡7÷¿ýù×ëwýÃ/ÝÝßQÿó7AyúHQÙúƒóQÅìûàT°ýÃ}7vãiS÷¶»›è^~ê¤(úþô¦¯‹½Î*¸ †pqt
78ü:åL4ýé}÷‚â0‘[3¥u¡1ZÜJƒ¶XÏ4‡‘â8’ù¨‰HO¿Â ¾F® å}âõP´ãí'LÁõÆ7±)JC¤y ¬‘Ö!Óº¤½f¯ˆ6ŤÃMŦxñ4y˜¾$Ês¤aYÙì+“£òÑ—–åD‰œ.a11ó9 ÜÁl”†-}ÔIÅmÍžEµÒgsùÝZæDó°R´KyQwü¥tÓðÈ4ã¬
&<2eâUùëòáˆòSÿ>z¢RƒÁK‹G×_'á"í x¨ïM³ƒ¬=~úRÐ¥ºp;Eá¡®$Žº™ªû€€Ø”ú ˆu™-eã¦åh
îO£!Ó'¡-°g¬@.bWªÎ†›CŽ}ÁÈ!dI€p2yµ‡ƒøÅ>˜#S`Ô480›o7ÃzD=(±Ñ‘…"ë²Ù‘·)ø…\Ê~˜É: