%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
34204 - 14-18 4wd Drop Spindles copy
2022-12-09T12:06:50-08:00
2022-12-09T12:06:50-08:00
2022-12-09T12:06:50-07:00
Adobe Illustrator CS6 (Windows)
256
104
JPEG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=
uuid:432cb278-8e54-450e-90c1-a99c7403e6ed
xmp.did:04703EFBFC77ED11AC43DD46EC40B4B9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:63c7cc7e-09d7-428e-b092-489923a4416f
xmp.did:09D2B857CC15E8119853CC78A3F29854
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:09D2B857CC15E8119853CC78A3F29854
2018-02-19T15:42:02-08:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:04703EFBFC77ED11AC43DD46EC40B4B9
2022-12-09T12:06:34-08:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\michelle\Desktop\ACTIVE FOLDERS\Logos\M-logo.png
EmbedByReference
C:\Users\michelle\Desktop\ACTIVE FOLDERS\Logos\M-logo.png
EmbedByReference
C:\Users\michelle\Desktop\JASON\Drop Spindles\34204.jpg
Print
False
True
1
8.500000
11.000000
Inches
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Bold.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Grays
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Brights
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 21 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 24 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
22 0 obj
<>stream
HWmsHίU4İYoEUW{WW(Y7~g ApsuČ3=<\/p=p{78W~eK]Wg`1\:}r]l36ѿ3n=}BH!]3`xGonWpas?$ l89iXyܡg[wq&