%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2016 Triple E Pyramid
Adobe Illustrator CS6 (Macintosh)
2016-02-05T11:16:51-06:00
2016-02-05T11:16:52-06:00
2016-02-05T11:16:52-06:00
256
252
JPEG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.did:F77F117407206811822AB2ABFB7627E8
uuid:e1d9954a-41d3-3e43-91a7-c574ed5c3007
uuid:CCA988D9EFDCDD11B2C6D3EC25413172
proof:pdf
xmp.iid:F77F117407206811822A852174176010
xmp.did:F77F117407206811822A852174176010
uuid:CCA988D9EFDCDD11B2C6D3EC25413172
proof:pdf
saved
xmp.iid:E2E91BAD2E46DE1197DEDF42B814815F
2009-05-21T12:41:55-05:00
Adobe Illustrator CS4
/
saved
xmp.iid:419770B7C332DF11A1AAEFDE029031E1
2010-03-18T14:23:22-05:00
Adobe Illustrator CS4
/
saved
xmp.iid:429770B7C332DF11A1AAEFDE029031E1
2010-03-18T14:29:16-05:00
Adobe Illustrator CS4
/
saved
xmp.iid:F5E329D97434E0119647AF2345797FA2
2011-02-09T11:50:43-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:3F261CD21D35E01195A99064C5AA7E85
2011-02-10T07:58:21-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:40261CD21D35E01195A99064C5AA7E85
2011-02-10T08:04:18-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:41261CD21D35E01195A99064C5AA7E85
2011-02-10T08:12:08-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:42261CD21D35E01195A99064C5AA7E85
2011-02-10T08:12:21-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:43261CD21D35E01195A99064C5AA7E85
2011-02-10T09:05:48-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:45261CD21D35E01195A99064C5AA7E85
2011-02-10T10:47:56-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:1D106F75B43AE01186E2E831102F22BE
2011-02-17T10:39:15-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:944908EFEC3DE011A723BC00D071CCD4
2011-02-21T13:01:05-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:954908EFEC3DE011A723BC00D071CCD4
2011-02-21T13:01:17-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:964908EFEC3DE011A723BC00D071CCD4
2011-02-21T13:01:29-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:974908EFEC3DE011A723BC00D071CCD4
2011-02-21T13:17:17-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:994908EFEC3DE011A723BC00D071CCD4
2011-02-21T15:00:42-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:9A4908EFEC3DE011A723BC00D071CCD4
2011-02-21T15:01:03-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:0BFC45427846E011B123BF739BCFF46E
2011-03-04T09:58:34-06:00
Adobe Illustrator CS5
/
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
saved
xmp.iid:6D26EC6E248DE011840AF5F64F49139E
2011-06-02T09:27:24-05:00
Adobe Illustrator CS5
/
converted
from application/postscript to application/vnd.adobe.illustrator
saved
xmp.iid:F77F117407206811822A852174176010
2016-01-15T11:41:18-06:00
Adobe Illustrator CS6 (Macintosh)
/
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
saved
xmp.iid:F77F117407206811822AB2ABFB7627E8
2016-02-05T11:16:49-06:00
Adobe Illustrator CS6 (Macintosh)
/
Print
1
True
False
11.000000
8.500000
Inches
HelveticaNeue-Condensed
Helvetica Neue
57 Condensed
Type 1
001.000
False
HLC____.PFB; HLC____.PFM
HelveticaNeue-CondensedObl
Helvetica Neue
57 Condensed Oblique
Type 1
001.000
False
HLCO___.PFB; HLCO___.PFM
HelveticaNeue-BlackCond
Helvetica Neue
97 Black Condensed
Type 1
001.000
False
HLZC___.PFB; HLZC___.PFM
HelveticaNeue-BlackCondObl
Helvetica Neue
97 Black Condensed Oblique
Type 1
001.000
False
HLZCO__.PFB; HLZCO__.PFM
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=22 M=62 Y=74 K=0
CMYK
PROCESS
22.352898
62.117599
73.764702
0.000000
C=33 M=53 Y=63 K=0
CMYK
PROCESS
33.333302
53.333302
63.333302
0.000000
C=44 M=45 Y=53 K=0
CMYK
PROCESS
43.921600
44.862701
53.274502
0.000000
C=56 M=35 Y=42 K=0
CMYK
PROCESS
55.686302
35.450996
42.098000
0.000000
C=66 M=27 Y=32 K=0
CMYK
PROCESS
66.274498
26.980400
32.039200
0.000000
C=77 M=18 Y=22 K=0
CMYK
PROCESS
77.254898
18.196100
21.607798
0.000000
C=11 M=0 Y=2 K=0
CMYK
PROCESS
10.980397
0.000000
1.568598
0.000000
C=0 M=99 Y=100 K=0
CMYK
PROCESS
0.000000
98.823502
100.000000
0.000000
C=4 M=2 Y=12 K=0 1
CMYK
PROCESS
3.529400
1.960802
12.156898
0.000000
C=15 M=8 Y=32 K=0 1
CMYK
PROCESS
14.902001
8.235300
31.764698
0.000000
C=19 M=7 Y=38 K=4
CMYK
PROCESS
19.465202
7.486600
37.967896
3.814602
C=24 M=7 Y=44 K=8
CMYK
PROCESS
24.028498
6.738001
44.171101
7.629198
C=29 M=6 Y=50 K=11
CMYK
PROCESS
28.591801
5.989301
50.374298
11.443901
C=33 M=5 Y=57 K=15
CMYK
PROCESS
33.155094
5.240602
56.577499
15.258503
C=38 M=4 Y=63 K=19
CMYK
PROCESS
37.718403
4.491997
62.780796
19.073099
C=42 M=4 Y=69 K=23
CMYK
PROCESS
42.281605
3.743303
68.983994
22.887701
C=47 M=3 Y=75 K=27
CMYK
PROCESS
46.844898
2.994698
75.187202
26.702297
C=51 M=2 Y=81 K=31
CMYK
PROCESS
51.408203
2.245998
81.390396
30.516899
C=56 M=1 Y=88 K=34
CMYK
PROCESS
55.971497
1.497298
87.593597
34.331596
C=61 M=1 Y=94 K=38
CMYK
PROCESS
60.534798
0.748700
93.796799
38.146198
C=65 M=0 Y=100 K=42
CMYK
PROCESS
65.098000
0.000000
100.000000
41.960800
34 0 0 38
PROCESS
100.000000
CMYK
34.000000
0.000000
0.000000
38.000000
100 43 0 0
PROCESS
100.000000
CMYK
100.000000
42.999996
0.000000
0.000000
PANTONE 300 CVC
SPOT
100.000000
CMYK
100.000000
42.999302
0.000000
0.000000
PANTONE 5425 U
SPOT
100.000000
CMYK
30.000299
3.999300
0.000000
30.999800
PANTONE 363 C
SPOT
100.000000
CMYK
67.999298
0.000000
100.000000
24.000500
PANTONE 300 CVC
SPOT
50.000000
CMYK
100.000000
42.999302
0.000000
0.000000
Print Color Group
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000002
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000002
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000004
5.000001
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000002
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000004
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000001
10.000002
0.000000
C=80 M=5 Y=10 K=0 1
CMYK
PROCESS
80.000000
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
Color Group 1
1
C=22 M=78 Y=100 K=12
CMYK
PROCESS
21.960800
78.431396
100.000000
12.156898
C=0 M=69 Y=100 K=0
CMYK
PROCESS
0.000000
69.411804
100.000000
0.000000
C=35 M=2 Y=12 K=0
CMYK
PROCESS
34.509804
1.568598
11.764699
0.000000
C=78 M=33 Y=38 K=4
CMYK
PROCESS
77.647102
32.549000
38.039196
3.921598
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 20 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
12 0 obj
<>stream
HWˎ$
WFE=>?\p)eeVWz^-#H~_?O]~ĭ+?~s
o|?\~ߒ5m)F[H}Bğv Nil/%hM,nK!U^˯054zC.PrsqF@ɴ[CuK k].8T5TŠM19Ao4rxW
;l^Hk*Ãpvi)i5WK]1G*L̻}lX<"L
_KSOAa F'lRkY~9p-4˦Νt%6ZP-F`XI5"~1 -_$'ߧ