%PDF-1.5
%âãÏÓ
1 0 obj
<>/OCGs[11 0 R 12 0 R 13 0 R 14 0 R 15 0 R 85 0 R 86 0 R 87 0 R 88 0 R 89 0 R 159 0 R 160 0 R 161 0 R 162 0 R 163 0 R 233 0 R 234 0 R 235 0 R 236 0 R 237 0 R 315 0 R 316 0 R 317 0 R 318 0 R 319 0 R 397 0 R 398 0 R 399 0 R 400 0 R 401 0 R 479 0 R 480 0 R 481 0 R 482 0 R 483 0 R 561 0 R 562 0 R 563 0 R 564 0 R 565 0 R 643 0 R 644 0 R 645 0 R 646 0 R 647 0 R 725 0 R 726 0 R 727 0 R 728 0 R 729 0 R 807 0 R 808 0 R 809 0 R 810 0 R 811 0 R 889 0 R 890 0 R 891 0 R 892 0 R 893 0 R 971 0 R 972 0 R 973 0 R 974 0 R 975 0 R 1053 0 R 1054 0 R 1055 0 R 1056 0 R 1057 0 R 1138 0 R 1139 0 R 1140 0 R 1141 0 R 1142 0 R 1223 0 R 1224 0 R 1225 0 R 1226 0 R 1227 0 R 1308 0 R 1309 0 R 1310 0 R 1311 0 R 1312 0 R 1393 0 R 1394 0 R 1395 0 R 1396 0 R 1397 0 R 1475 0 R 1476 0 R 1477 0 R 1478 0 R 1479 0 R 1557 0 R 1558 0 R 1559 0 R 1560 0 R 1561 0 R 1636 0 R 1637 0 R 1638 0 R 1639 0 R 1640 0 R 1715 0 R 1716 0 R 1717 0 R 1718 0 R 1719 0 R 1797 0 R 1798 0 R 1799 0 R 1800 0 R 1801 0 R 1879 0 R 1880 0 R 1881 0 R 1882 0 R 1883 0 R 1961 0 R 1962 0 R 1963 0 R 1964 0 R 1965 0 R 2043 0 R 2044 0 R 2045 0 R 2046 0 R 2047 0 R 2125 0 R 2126 0 R 2127 0 R 2128 0 R 2129 0 R 2207 0 R 2208 0 R 2209 0 R 2210 0 R 2211 0 R 2289 0 R 2290 0 R 2291 0 R 2292 0 R 2293 0 R 2371 0 R 2372 0 R 2373 0 R 2374 0 R 2375 0 R 2453 0 R 2454 0 R 2455 0 R 2456 0 R 2457 0 R 2535 0 R 2536 0 R 2537 0 R 2538 0 R 2539 0 R 2617 0 R 2618 0 R 2619 0 R 2620 0 R 2621 0 R 2699 0 R 2700 0 R 2701 0 R 2702 0 R 2703 0 R 2781 0 R 2782 0 R 2783 0 R 2784 0 R 2785 0 R 2863 0 R 2864 0 R 2865 0 R 2866 0 R 2867 0 R 2945 0 R 2946 0 R 2947 0 R 2948 0 R 2949 0 R 3024 0 R 3025 0 R 3026 0 R 3027 0 R 3028 0 R 3114 0 R 3115 0 R 3116 0 R 3117 0 R 3118 0 R 3204 0 R 3205 0 R 3206 0 R 3207 0 R 3208 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
LCS-OrderForm 07-2012
Adobe Illustrator CS4
2012-07-21T17:36:51-04:00
2019-02-26T03:20:19-05:00
2019-02-26T03:20:19-05:00
204
256
JPEG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.did:F9DE0C2D7CD3E111AD3BAE92DA26D579
uuid:ec00f999-efa6-48c1-95e6-0f9c68b55354
proof:pdf
uuid:689050632A96DD11B97ECD8F043EDD45
uuid:92296625-88a6-417f-ab86-b4e2dda83a86
uuid:689050632A96DD11B97ECD8F043EDD45
uuid:689050632A96DD11B97ECD8F043EDD45
proof:pdf
saved
xmp.iid:F9DE0C2D7CD3E111AD3BAE92DA26D579
2012-07-21T17:36:48-04:00
Adobe Illustrator CS4
/
EmbedByReference
C:\Users\Andrew\Desktop\amex logo.png
Print
1
True
False
8.500000
11.000000
Inches
SnellBT-Regular
SnellBT Regular
Regular
Unknown
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Regular.otf
GillSans
GillSans
Unknown
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Regular.otf
Futura-CondensedMedium
Futura CondensedMedium
CondensedMedium
Unknown
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Regular.otf
Futura-BoldOblique
Futura BoldOblique
BoldOblique
Unknown
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Regular.otf
Futura-Bold
Futura Bold
Bold
Unknown
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Regular.otf
Futura
Futura
Unknown
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
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
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
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
35.000002
100.000000
35.000002
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
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
Print Color Group
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000001
69.999999
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
69.999999
90.000004
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000004
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000001
0.000000
94.999999
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000002
5.000001
94.999999
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000001
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000002
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000001
5.000001
10.000002
0.000000
Grayscale
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 9.00
endstream
endobj
3 0 obj
<>
endobj
3210 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 3221 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
3211 0 obj
<>stream
H‰lWËŽ$¹
¼×WäÙ@åH¢žW
Ÿ†áƒ? a{€í6°öÿŽàC™5µ`ºB©EƒÔ·¿~?¾ýò=üÓ÷ãñç_ðß7ÊïCå}Hlè·G:ú”Sd=—#§y¶1ÿþóñã?øÈùøõñí/OÇ¿ÿ÷ø
ÈÆr>ëìó£Sêññ¥Ó¿yösÌy<Ë9W9êLºý³ão©G›ó\iÏ‘ñ½ég^ãø¤IûWÂÿÿúÃãonJ‚)— 5å3K…
ue”uQÖ™€Ÿãœ--Á"EíìcÀ¤S>Ê:;ÎýxÔ~¦ÔŽg“³É