%PDF-1.5
%
2 0 obj
<<
/Metadata 4 0 R
/OCProperties <<
/D <<
/ON [5 0 R]
/Order 6 0 R
/RBGroups []
>>
/OCGs [5 0 R]
>>
/OpenAction <<
/D [7 0 R /XYZ null null null]
/S /GoTo
>>
/Pages 8 0 R
/Type /Catalog
>>
endobj
4 0 obj
<<
/Length 64397
/Subtype /XML
/Type /Metadata
>>
stream
2017-11-29T19:31:45+09:00
200
256
JPEG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==
2017-11-29T03:31:45-07:00
PDF-Tools 9.3.361
2022-08-10T15:01:29-07:00
1
False
False
215.900000
279.400000
Millimeters
HelveticaNeue-MediumCond
Helvetica Neue
67 Medium Condensed
Type 1
001.000
False
HelveNeuMedCon; Helvetica Neue Condensed 3
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
Univers
Univers
55 Roman
Type 1
001.004
False
Unive; Univers
Univers-Bold
Univers
65 Bold
Type 1
001.004
False
UniveBol; Univers
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 Trinidad TN12A
ReelSchematic.com
Shimano Trinidad TN12A
proof:pdf
uuid:1a91fde8-059c-4d2c-9867-cda6d4bd8ae7
uuid:757ead92-08de-4f76-b456-1aaf1c66510d
uuid:ef81a91f-7a6c-a14b-af3b-3ea29fa56d9d
xmp.iid:9486acf2-0113-4e8c-80b7-978591ffbd26
xmp.did:9486acf2-0113-4e8c-80b7-978591ffbd26
uuid:ef81a91f-7a6c-a14b-af3b-3ea29fa56d9d
default
saved
xmp.iid:9486acf2-0113-4e8c-80b7-978591ffbd26
2017-11-29T19:31:25+09:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:752edcab-edd3-450a-94c2-5c3380779f30
2017-11-29T19:31:44+09:00
Adobe Illustrator CC 2017 (Macintosh)
/
Adobe PDF library 15.00
endstream
endobj
11 0 obj
<<
/Filter /FlateDecode
/Length 120494
>>
stream
x۲$˕^_QC횸_h4;3Ȍ)RLC>@3jPgH ӣ{g6e0QȈ+[w;?on?kuǓCsRs\Sj __KĘЬlx )ot?h;~%pgzʗll')n2.E=_K
wgu{=}8q^G!RCUwF{Z\ڝ`~0vxg;KƛhEØf{;yS~qo'X.ŷqLZѻ=ar_jvX]?zjō1OS伋zigna IPox 7Ru)bW:ǡkdVq2xz5v3udq_1ոt>E_֥a:33G
֣4ry˰g/ uk_an/E%5cl4\quBּOnO@<<\>8zqL7yd#Ղmq\Kc73&+mY˶狫~z5SL7<})_ÙTǘp ."Þ>L/_O47wwS4m҇}e-( pl\·&{̟Y6~?<.q/W?9~8
Gvb
>CqcEj߸z:w5"t1_BȲc.I..Eиlbzvt0v;Gߟ_"jrt!Ri@sV/r?GIudwdbqɭcl'DzX
Y>ðtxY$vvK^7Vv"̵{=kУaǞu49֒1jUG`2U2
xc5 Oqճv'~gܒ9&:ZXfF<硅cyMWҮtqfoGE;g~K=<4<{