%PDF-1.4
%âãÏÓ
1 0 obj
<>
endobj
2 0 obj
<>stream
xmp.did:38e1ffb2-b40d-bd4e-93a9-837ca5aff3c4
uuid:37a78c7e-c90e-42d4-b8cb-04ca1a799401
xmp.did:C24276C4E54CDE119B01D24D164C2377
proof:pdf
uuid:3626428b-b235-4ad7-92e7-996732b00636
xmp.did:48e5f1b3-c1f7-2946-a7d5-b212d78f3a10
xmp.did:C24276C4E54CDE119B01D24D164C2377
default
saved
xmp.iid:C24276C4E54CDE119B01D24D164C2377
2009-05-30T16:22:36+09:00
Adobe Illustrator CS4
/
saved
xmp.iid:38e1ffb2-b40d-bd4e-93a9-837ca5aff3c4
2022-11-24T11:45:29+09:00
Adobe Illustrator 27.0 (Windows)
/
EmbedByReference
\\192.168.18.9\Public\018 ä¾¡æ ¼æ”¹å®šãƒªãƒ¼ãƒ•ä»–\020 2022_作æ¥ç”¨ãƒ•ã‚©ãƒ«ãƒ€\020_ãƒã‚§ãƒƒã‚¯ä¸\17_汎用アイテム\Links\2039-00-2122A01.jpg
adobe:docid:photoshop:56350d22-bfab-11e7-a355-e9b76efa489c
xmp.iid:3f6abbe7-aa93-d94d-a4d8-0d37e12fabfa
EmbedByReference
\\192.168.18.9\Public\018 ä¾¡æ ¼æ”¹å®šãƒªãƒ¼ãƒ•ä»–\020 2022_作æ¥ç”¨ãƒ•ã‚©ãƒ«ãƒ€\020_ãƒã‚§ãƒƒã‚¯ä¸\17_汎用アイテム\Links\2039-00-3040A02.jpg
adobe:docid:photoshop:f75e63ed-c28e-11e7-b3a4-a60d60a4da37
xmp.iid:f88ac41c-9477-ac42-aa6c-da4640f1ba01
EmbedByReference
\\192.168.18.9\Public\018 ä¾¡æ ¼æ”¹å®šãƒªãƒ¼ãƒ•ä»–\020 2022_作æ¥ç”¨ãƒ•ã‚©ãƒ«ãƒ€\020_ãƒã‚§ãƒƒã‚¯ä¸\17_汎用アイテム\Links\237A3523補æ£.jpg
adobe:docid:photoshop:aebe5054-8d64-11e7-b12b-ff201e302d1d
xmp.iid:25031076-eee0-f346-9f82-8d8dece5d0cf
application/pdf
DS_leaf_No2039スタッã‚ングスツール_2023
Adobe Illustrator 27.0 (Windows)
2022-11-24T11:45:35+10:00
2022-11-24T11:45:36+09:00
2022-11-24T11:45:36+09:00
176
256
JPEG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1
False
True
210.001656
296.999935
Millimeters
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_0.otf
UniversLTPro-45Light
Univers LT Pro
45 Light
Open Type
Version 2.000 Build 1000
False
UniversLTPro-45Light.otf
HiraMinPro-W6
ãƒ’ãƒ©ã‚®ãƒŽæ˜Žæœ Pro
W6
Open Type
7.11
False
ãƒ’ãƒ©ã‚®ãƒŽæ˜Žæœ Pro W6_0.otf
HiraKakuPro-W3
ヒラギノ角ゴ Pro
W3
Open Type
7.11
False
ヒラギノ角ゴ Pro W3_0.otf
KozGoPro-Regular
å°å¡šã‚´ã‚·ãƒƒã‚¯ Pro
R
Open Type
Version 4.001;PS 4;Core 1.0.38;makeotf.lib1.7.12746
False
KozGoPro-Regular.otf
Cyan
Magenta
Yellow
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
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
90.000000
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
80.000000
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
70.000000
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
60.000000
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
40.000000
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
30.000000
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
20.000000
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
10.000000
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
5.000000
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
0.000000
0.000000
Adobe PDF library 16.07
Adobe Illustrator
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
11 0 obj
<>stream
H‰´WÛŽ¹}×WðÔSdñ
H-)Èe,v€}XÁÂñfÛIì$cøïsªXlµäÛn c iVw‘uêÂâáÃ~|ÿâ{øf!w<-n÷f—hâsž˜Ùqò¥â"ÓTSro_ì¾wÿ€ÞÃo¾#÷×ïþøâíóÿúÏ|åÞþmCœBl¡qp„¿,ënܪó