%PDF-1.6
%
1 0 obj
<>/OCGs[15 0 R 10 0 R 11 0 R 16 0 R 12 0 R 13 0 R 14 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
02回路図
2023-06-06T09:36:30+09:00
2023-06-06T09:36:30+09:00
2023-06-06T09:36:30+09:00
Adobe Illustrator 27.5 (Macintosh)
176
256
JPEG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=
uuid:851103ad-4ddb-2b4d-a6e9-c337ef4ee70c
xmp.did:622dd033-4665-435f-813a-b21308075ba0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:eaf20fc6-dfe3-4fde-b2ca-fe8b46606b6a
xmp.did:eaf20fc6-dfe3-4fde-b2ca-fe8b46606b6a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:44d89ead-9a7f-4adc-bb04-2b47036503fb
2022-08-30T16:39:25+09:00
Adobe Illustrator 26.5 (Macintosh)
/
saved
xmp.iid:622dd033-4665-435f-813a-b21308075ba0
2023-06-06T09:36:26+09:00
Adobe Illustrator 27.5 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
595.275574
841.889832
Pixels
YuGoPr6N-Medium
游ゴシック体 Pr6N
M
Open Type
Version 2.310;PS 2.31;hotconv 16.6.54;makeotf.lib2.5.65590
False
YuGoPr6N-M.otf
YuGoPr6N-Demi
游ゴシック体 Pr6N
D
Open Type
Version 2.310;PS 2.31;hotconv 16.6.54;makeotf.lib2.5.65590
False
YuGoPr6N-D.otf
YuGoPr6N-Bold
游ゴシック体 Pr6N
B
Open Type
Version 2.310;PS 2.31;hotconv 16.6.54;makeotf.lib2.5.65590
False
YuGoPr6N-B.otf
Cyan
Magenta
Yellow
Black
初期設定のスウォッチグループ
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
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 17.00
endstream
endobj
3 0 obj
<>
endobj
18 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 40 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
19 0 obj
<>stream
HWk]I~~`AD0"$DſZU{~I.>Zo^-/~./jE[ۏ~ۋ_˟qnq-ٙXCZJtT9\i-o!V㒻
6Tb&v5e1[~uװ{?cRW)Y bH&A~g|
]._}3ŴLaqv+c0W".$yU׀;cfkU$fJ΄r4%4ߐ\46skZd -..zKxj7sG1CM0BWZY m2mF]y}Ť;>VWMJ.v.Ԅ3^utk&$gj[p$]ގq-8@@
6#`grIi;ۚ1Uvar n.OKq.--_R4$2W1cتBX .!+% w'ZEl'jX2y"XB7nc5L
$rZtp+5G@6:k8j"'SrT
vmP
k͚3u^'(>BDG㪓KƸ).iJ|1:d"jo.jO G ekSmIáiyEd P%Y}LO/){b+lc[a|