%PDF-1.5
%
2 0 obj
<<
/Metadata 4 0 R
/Pages 5 0 R
/Type /Catalog
>>
endobj
4 0 obj
<<
/Length 66355
/Subtype /XML
/Type /Metadata
>>
stream
2018-11-21T11:39:43+09:00
164
256
JPEG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==
2018-11-20T19:39:43-07:00
PDF-Tools 9.3.361
2022-08-10T14:49:52-07:00
1
False
False
216.000000
280.000000
Millimeters
ArialNarrow
Arial Narrow
Regular
Open Type
Version 2.38.1x
False
Arial Narrow.ttf
HelveticaNeue-MediumCond
Helvetica Neue
67 Medium Condensed
Type 1
001.000
False
HelveNeuMedCon; Helvetica Neue Condensed 3
Univers
Univers
55 Roman
Type 1
001.004
False
Unive; Univers
Univers-Bold
Univers
65 Bold
Type 1
001.004
False
UniveBol; Univers
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
Cyan
Magenta
Yellow
Black
初期設定のスウォッチグループ
0
K=0
GRAY
PROCESS
0
K=100
GRAY
PROCESS
255
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
K=25
GRAY
PROCESS
63
K=50
GRAY
PROCESS
127
K=75
GRAY
PROCESS
191
K=100
GRAY
PROCESS
255
C=25 M=0 Y=0 K=0
CMYK
PROCESS
25.000000
0.000000
0.000000
0.000000
C=50 M=0 Y=0 K=0
CMYK
PROCESS
50.000000
0.000000
0.000000
0.000000
C=75 M=0 Y=0 K=0
CMYK
PROCESS
75.000000
0.000000
0.000000
0.000000
C=100 M=0 Y=0 K=0
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
C=25 M=25 Y=0 K=0
CMYK
PROCESS
25.000000
25.000000
0.000000
0.000000
C=50 M=50 Y=0 K=0
CMYK
PROCESS
50.000000
50.000000
0.000000
0.000000
C=75 M=75 Y=0 K=0
CMYK
PROCESS
75.000000
75.000000
0.000000
0.000000
C=100 M=100 Y=0 K=0
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
C=0 M=25 Y=0 K=0
CMYK
PROCESS
0.000000
25.000000
0.000000
0.000000
C=0 M=50 Y=0 K=0
CMYK
PROCESS
0.000000
50.000000
0.000000
0.000000
C=0 M=75 Y=0 K=0
CMYK
PROCESS
0.000000
75.000000
0.000000
0.000000
C=0 M=100 Y=0 K=0
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=0 M=25 Y=25 K=0
CMYK
PROCESS
0.000000
25.000000
25.000000
0.000000
C=0 M=50 Y=50 K=0
CMYK
PROCESS
0.000000
50.000000
50.000000
0.000000
C=0 M=75 Y=75 K=0
CMYK
PROCESS
0.000000
75.000000
75.000000
0.000000
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=0 Y=25 K=0
CMYK
PROCESS
0.000000
0.000000
25.000000
0.000000
C=0 M=0 Y=50 K=0
CMYK
PROCESS
0.000000
0.000000
50.000000
0.000000
C=0 M=0 Y=75 K=0
CMYK
PROCESS
0.000000
0.000000
75.000000
0.000000
C=0 M=0 Y=100 K=0
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
C=25 M=0 Y=25 K=0
CMYK
PROCESS
25.000000
0.000000
25.000000
0.000000
C=50 M=0 Y=50 K=0
CMYK
PROCESS
50.000000
0.000000
50.000000
0.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=100 M=0 Y=100 K=0
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
C=25 M=13 Y=0 K=0
CMYK
PROCESS
25.000000
12.500000
0.000000
0.000000
C=50 M=25 Y=0 K=0
CMYK
PROCESS
50.000000
25.000000
0.000000
0.000000
C=75 M=38 Y=0 K=0
CMYK
PROCESS
75.000000
37.500000
0.000000
0.000000
C=100 M=50 Y=0 K=0
CMYK
PROCESS
100.000000
50.000000
0.000000
0.000000
C=13 M=25 Y=0 K=0
CMYK
PROCESS
12.500000
25.000000
0.000000
0.000000
C=25 M=50 Y=0 K=0
CMYK
PROCESS
25.000000
50.000000
0.000000
0.000000
C=38 M=75 Y=0 K=0
CMYK
PROCESS
37.500000
75.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=0 M=25 Y=13 K=0
CMYK
PROCESS
0.000000
25.000000
12.500000
0.000000
C=0 M=50 Y=25 K=0
CMYK
PROCESS
0.000000
50.000000
25.000000
0.000000
C=0 M=75 Y=38 K=0
CMYK
PROCESS
0.000000
75.000000
37.500000
0.000000
C=0 M=100 Y=50 K=0
CMYK
PROCESS
0.000000
100.000000
50.000000
0.000000
C=0 M=13 Y=25 K=0
CMYK
PROCESS
0.000000
12.500000
25.000000
0.000000
C=0 M=25 Y=50 K=0
CMYK
PROCESS
0.000000
25.000000
50.000000
0.000000
C=0 M=38 Y=75 K=0
CMYK
PROCESS
0.000000
37.500000
75.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=13 M=0 Y=25 K=0
CMYK
PROCESS
12.500000
0.000000
25.000000
0.000000
C=25 M=0 Y=50 K=0
CMYK
PROCESS
25.000000
0.000000
50.000000
0.000000
C=38 M=0 Y=75 K=0
CMYK
PROCESS
37.500000
0.000000
75.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=25 M=0 Y=13 K=0
CMYK
PROCESS
25.000000
0.000000
12.500000
0.000000
C=50 M=0 Y=25 K=0
CMYK
PROCESS
50.000000
0.000000
25.000000
0.000000
C=75 M=0 Y=38 K=0
CMYK
PROCESS
75.000000
0.000000
37.500000
0.000000
C=100 M=0 Y=50 K=0
CMYK
PROCESS
100.000000
0.000000
50.000000
0.000000
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=25 M=13 Y=13 K=0
CMYK
PROCESS
25.000000
12.500000
12.500000
0.000000
C=50 M=25 Y=25 K=0
CMYK
PROCESS
50.000000
25.000000
25.000000
0.000000
C=75 M=38 Y=38 K=0
CMYK
PROCESS
75.000000
37.500000
37.500000
0.000000
C=100 M=50 Y=50 K=0
CMYK
PROCESS
100.000000
50.000000
50.000000
0.000000
C=25 M=25 Y=13 K=0
CMYK
PROCESS
25.000000
25.000000
12.500000
0.000000
C=50 M=50 Y=25 K=0
CMYK
PROCESS
50.000000
50.000000
25.000000
0.000000
C=75 M=75 Y=38 K=0
CMYK
PROCESS
75.000000
75.000000
37.500000
0.000000
C=100 M=100 Y=50 K=0
CMYK
PROCESS
100.000000
100.000000
50.000000
0.000000
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=13 M=25 Y=13 K=0
CMYK
PROCESS
12.500000
25.000000
12.500000
0.000000
C=25 M=50 Y=25 K=0
CMYK
PROCESS
25.000000
50.000000
25.000000
0.000000
C=38 M=75 Y=38 K=0
CMYK
PROCESS
37.500000
75.000000
37.500000
0.000000
C=50 M=100 Y=50 K=0
CMYK
PROCESS
50.000000
100.000000
50.000000
0.000000
C=13 M=25 Y=25 K=0
CMYK
PROCESS
12.500000
25.000000
25.000000
0.000000
C=25 M=50 Y=50 K=0
CMYK
PROCESS
25.000000
50.000000
50.000000
0.000000
C=38 M=75 Y=75 K=0
CMYK
PROCESS
37.500000
75.000000
75.000000
0.000000
C=50 M=100 Y=100 K=0
CMYK
PROCESS
50.000000
100.000000
100.000000
0.000000
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=13 M=13 Y=25 K=0
CMYK
PROCESS
12.500000
12.500000
25.000000
0.000000
C=25 M=25 Y=50 K=0
CMYK
PROCESS
25.000000
25.000000
50.000000
0.000000
C=38 M=38 Y=75 K=0
CMYK
PROCESS
37.500000
37.500000
75.000000
0.000000
C=50 M=50 Y=100 K=0
CMYK
PROCESS
50.000000
50.000000
100.000000
0.000000
C=25 M=13 Y=25 K=0
CMYK
PROCESS
25.000000
12.500000
25.000000
0.000000
C=50 M=25 Y=50 K=0
CMYK
PROCESS
50.000000
25.000000
50.000000
0.000000
C=75 M=38 Y=75 K=0
CMYK
PROCESS
75.000000
37.500000
75.000000
0.000000
C=100 M=50 Y=100 K=0
CMYK
PROCESS
100.000000
50.000000
100.000000
0.000000
application/pdf
Shimano Talica TAC20IICAM
ReelSchematic.com
Shimano Talica TAC20IICAM
proof:pdf
uuid:620fe0a8-9467-45e8-8a51-bd71c8bad9a0
uuid:df796141-6362-48e7-be25-93338f38b3ab
uuid:1beae5f7-f2ab-9c4d-a140-3dc1fd362861
uuid:8de0a7d2-5c48-844f-9d05-73e51d5b1db3
xmp.did:38938787-b07b-43b1-9bed-a83da7fd1ca5
uuid:1beae5f7-f2ab-9c4d-a140-3dc1fd362861
proof:pdf
saved
xmp.iid:068011740720681192B09233652D3B4F
2014-04-02T14:12:08+09:00
Adobe Illustrator CS4
/
saved
xmp.iid:a8d43238-3348-4b9b-90ab-39f4e8ee21dd
2018-11-21T11:39:40+09:00
Adobe Illustrator CC 22.1 (Macintosh)
/
Adobe PDF library 15.00
endstream
endobj
7 0 obj
<<
/Filter /FlateDecode
/Length 23530
>>
stream
HWێ$G}Ǚ{>![av$#BVkz-9'"zm$H=yOg[xYxw&1xay翾;[~<_nilğjBpLt/?=<}I/K\/u\B 暾
-ƽ|ȏeKAl=q-3}kޚ{_Zo [!JZ akW/ˏU/Vb:'>]u?,? sCTCBW,o Nέ6 5D6|k*7F`aD PN5t.hVH!&BN CW}ِfԹ1~> J a>CBd]p SBB0
`!VI-p;LVDk[Cpq3⾉
+&vMんd,ȭQZ-h'tJ5N̊E3A ݔ?4|ob3Npefi^a/*