%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2018 Spring Order Form
2018-02-07T16:37:18-05:00
2018-02-07T16:37:18-05:00
2018-02-07T16:37:17-04:00
Adobe Illustrator CS6 (Windows)
256
200
JPEG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uuid:4a138d45-091d-4512-86a8-c873bca12a89
xmp.did:C90698A98A0BE8118B14F3C630BF5860
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:e7ddeab2-8684-426f-8392-41a030158d49
xmp.did:3CF72C08950AE81193F8C5D61DFFDFE0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
converted
from application/pdf to <unknown>
saved
xmp.iid:D27F11740720681191099C3B601C4548
2008-04-17T14:19:15+05:30
Adobe Illustrator CS4
/
converted
from application/pdf to <unknown>
converted
from application/pdf to <unknown>
saved
xmp.iid:F97F1174072068118D4ED246B3ADB1C6
2008-05-15T16:23:06-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FA7F1174072068118D4ED246B3ADB1C6
2008-05-15T17:10:45-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:EF7F117407206811A46CA4519D24356B
2008-05-15T22:53:33-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F07F117407206811A46CA4519D24356B
2008-05-15T23:07:07-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F117407206811BDDDFD38D0CF24DD
2008-05-16T10:35:43-07:00
Adobe Illustrator CS4
/
converted
from application/pdf to <unknown>
saved
xmp.iid:F97F117407206811BDDDFD38D0CF24DD
2008-05-16T10:40:59-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to <unknown>
saved
xmp.iid:FA7F117407206811BDDDFD38D0CF24DD
2008-05-16T11:26:55-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FB7F117407206811BDDDFD38D0CF24DD
2008-05-16T11:29:01-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FC7F117407206811BDDDFD38D0CF24DD
2008-05-16T11:29:20-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FD7F117407206811BDDDFD38D0CF24DD
2008-05-16T11:30:54-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FE7F117407206811BDDDFD38D0CF24DD
2008-05-16T11:31:22-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:B233668C16206811BDDDFD38D0CF24DD
2008-05-16T12:23:46-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:B333668C16206811BDDDFD38D0CF24DD
2008-05-16T13:27:54-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:B433668C16206811BDDDFD38D0CF24DD
2008-05-16T13:46:13-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F11740720681197C1BF14D1759E83
2008-05-16T15:47:57-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F87F11740720681197C1BF14D1759E83
2008-05-16T15:51:06-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F97F11740720681197C1BF14D1759E83
2008-05-16T15:52:22-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:FA7F117407206811B628E3BF27C8C41B
2008-05-22T13:28:01-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:FF7F117407206811B628E3BF27C8C41B
2008-05-22T16:23:53-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:07C3BD25102DDD1181B594070CEB88D9
2008-05-28T16:45:26-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:F87F1174072068119098B097FDA39BEF
2008-06-02T13:25:25-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F117407206811BB1DBF8F242B6F84
2008-06-09T14:58:36-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F97F117407206811ACAFB8DA80854E76
2008-06-11T14:31:27-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:0180117407206811834383CD3A8D2303
2008-06-11T22:37:35-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F117407206811818C85DF6A1A75C3
2008-06-27T14:40:42-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:71E280550127E411B40C825AE3A8EB44
2014-08-18T13:59:01-04:00
Adobe Illustrator CS4
/
saved
xmp.iid:C90698A98A0BE8118B14F3C630BF5860
2018-02-07T16:36:53-05:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\trigg\Downloads\G240_66_z.jpg
EmbedByReference
C:\Users\trigg\Downloads\G180_54_z.jpg
EmbedByReference
C:\Users\trigg\Downloads\G644L_95_z.jpg
EmbedByReference
C:\Users\trigg\Downloads\G640L_54_z (1).jpg
EmbedByReference
C:\Users\trigg\Downloads\3931_83_z.jpg
EmbedByReference
C:\Users\trigg\Downloads\G640L_AZ_z.jpg
Print
False
False
1
11.000000
8.500000
Inches
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
C=0 M=10 Y=95 K=0 1
CMYK
PROCESS
0.000000
10.000002
95.000000
0.000000
C=100 M=98 Y=17 K=5 1
CMYK
PROCESS
100.000000
97.924797
16.742199
4.654002
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
7 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 25 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
8 0 obj
<>stream
H\Wݪ&
?O1/pfG}5!|XSUg 3֨RIק>}zӯzg]1߿7\{{yM?w5Ϲ=Z
=sm;<6b{î/?}?o/؞Ӂپf[,뎑v{,~6wf~%@ˊZ[qޅ>h+lsy־+WؾF-ۜ֡VsyWZC
:Iq54
bDѹ%+GF7kl
UvpV,(MM UGT rJlR7.qL%tLJl]'\}0
e25(͊|)d~h_kFH z+ʥ
:s`CG2Sb`qX*Hw̉B.Ei*DBgH9*CLQݎ@rO5IPCm%fI