%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 65 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Flyerbackground
2018-02-26T21:16:25-05:00
2018-02-26T21:16:25-05:00
2018-02-26T21:04:37-05:00
Adobe Illustrator CS6 (Macintosh)
188
256
JPEG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=
uuid:1659721f-48b9-3641-8f5d-fca9deddc0c7
xmp.did:018011740720681183D1BACA4F73E3E5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:748beb88-b39e-634c-bc38-ea28747207f5
xmp.did:028011740720681183D1D11FBEF6141B
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:028011740720681183D1D11FBEF6141B
2018-02-25T15:55:16-05:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:018011740720681183D1BACA4F73E3E5
2018-02-26T21:04:37-05:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/Daniel/Downloads/deltax.jpg
Print
False
True
1
612.000000
792.000000
Points
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
TINspirekeys
TINspireKeys
Regular
TrueType
False
TINspireKeys.ttf
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
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 76 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
67 0 obj
<>stream
HlS]o@|ؾIa!D4m*K4I*Sx-gٹxza<@qW T
C 2l_!|-´+=FF`cbE63ao
F6mjܘfx[$kKMNu=t70֙FڞO`c,&`Р~^4Zk+mAhhOePB