%PDF-1.6%âãÏÓ
1 0 obj<>/OCGs[9 0 R 10 0 R]>>/Pages 3 0 R/Type/Catalog>>endobj2 0 obj<>stream
application/pdf
0412_行動指é‡å†Šå_社用_FlowChart
2024-04-12T13:47:26+09:00
2024-04-12T13:47:26+09:00
2024-04-12T13:47:26+09:00
Adobe Illustrator 27.8 (Macintosh)
256
144
JPEG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uuid:b916a2a0-9153-a145-a386-2e65e833eea8
xmp.did:7098c5c1-a205-4388-a1d8-490738d3dc9c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:6d7a2ce0-b201-5b41-9a4e-e38ff6467657
xmp.did:e6025612-1ab6-4363-a1d5-4964b722a1fb
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:0b9dcef8-c664-454c-a606-790ad2256552
2023-01-06T15:04:28+09:00
Adobe Illustrator 24.3 (Macintosh)
/
saved
xmp.iid:7098c5c1-a205-4388-a1d8-490738d3dc9c
2024-04-12T13:47:22+09:00
Adobe Illustrator 27.8 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
149.736193
165.135653
Millimeters
Futura-Medium
Futura
Medium
TrueType
16.0d2e1
False
Futura.ttc
UDShinGoPro-Regular
A-OTF UDæ–°ã‚´ Pro
R
Open Type
Version 1.003;PS 1;hotconv 1.0.57;makeotf.lib2.0.21895
False
A-OTF-UDShinGoPro-Regular.otf
UDShinGoPro-Medium
A-OTF UDæ–°ã‚´ Pro
M
Open Type
Version 1.003;PS 1;hotconv 1.0.57;makeotf.lib2.0.21895
False
A-OTF-UDShinGoPro-Medium.otf
UDShinGoPro-DeBold
A-OTF UDæ–°ã‚´ Pro
DB
Open Type
Version 1.003;PS 1;hotconv 1.0.57;makeotf.lib2.0.21895
False
A-OTF-UDShinGoPro-DeBold.otf
UDShinGoPro-Bold
A-OTF UDæ–°ã‚´ Pro
B
Open Type
Version 1.003;PS 1;hotconv 1.0.57;makeotf.lib2.0.21895
False
A-OTF-UDShinGoPro-Bold.otf
KozGoPr6N-Regular
å°å¡šã‚´ã‚·ãƒƒã‚¯ Pr6N
R
Open Type
Version 6.016;PS 6.007;hotconv 1.0.70;makeotf.lib2.5.5900
False
KozGoPr6N-Regular.otf
Cyan
Magenta
Black
C=100 M=60 Y=0 K=0 1
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
C=100 M=20 Y=0 K=0 1
CMYK
PROCESS
100.000000
20.000000
0.000000
0.000000
C=60 M=12 Y=0 K=0 1
CMYK
PROCESS
60.000000
12.000000
0.000000
0.000000
C=25 M=50 Y=0 K=0 1
CMYK
PROCESS
25.000000
50.000000
0.000000
0.000000
C=100 M=60 Y=0 K=0 1
SPOT
100.000000
CMYK
100.000000
60.000002
0.000000
0.000000
C=80 M=65 Y=5 K=0 1
CMYK
PROCESS
80.000000
65.000000
5.000000
0.000000
C=70 M=20 Y=0 K=0 1
CMYK
PROCESS
70.000000
20.000000
0.000000
0.000000
C=15 M=5 Y=0 K=0 1
CMYK
PROCESS
15.000000
5.000000
0.000000
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
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
endstreamendobj3 0 obj<>endobj12 0 obj<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 424.449 468.101]/Type/Page/PieceInfo<>>>endobj13 0 obj<>stream
H‰äWێܸ}×WðšSÅ;c Ý:@gcLy‚ èx³ÉŽ¬'?§HIî¯g¤¼Æ¸)Š:źªºû¡Wwï{RÝЫ†4{EšðþýÜÜýáã—óÇýû?}T_þÑÜýæÔߟpŒ8ã€3N;«\Hš‰Õ—Íx'¦"ü®±Úº ¾ªæÅe‹Û YávÞ¨ó§FÞ|j\Ô),›‡æÃ5ÔÏk„dt´‰ÀÚ¹à/I‡”×±ÇrWÆò'ÜíCó¶æë–Û»¬«ûÿQ}.@·mŠ:x¨j¼î"î`]Ö&q¹óÁz«M”,ƒö6¬¿