%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Calathea
2014-09-12T13:42:32-04:00
2014-09-12T13:42:32-04:00
2014-09-12T13:42:32-04:00
Adobe Illustrator CS6 (Windows)
200
256
JPEG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==
uuid:ba2b6bbf-9fdd-48af-9a3e-eb4bf789a29c
xmp.did:78DE74A8A33AE411988EF903B89E044E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:25f2da3f-29e4-4c52-997c-f722bb1a7e49
xmp.did:EB7821713D01E411BCE1D8CBD8EDCC3F
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:B47834188B27E21183A5989823EB9411
2012-11-05T16:06:53-05:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:78DE74A8A33AE411988EF903B89E044E
2014-09-12T13:42:29-04:00
Adobe Illustrator CS6 (Windows)
/
Print
False
False
1
8.500000
11.000000
Inches
Futura-Book
Futura
Book
Open Type
Version 001.000
False
FuturBoo.otf
Georgia
Georgia
Regular
Open Type
Version 5.00
False
georgia.ttf
Georgia-Italic
Georgia
Italic
Open Type
Version 5.00
False
georgiai.ttf
Georgia-Bold
Georgia
Bold
Open Type
Version 5.00
False
georgiab.ttf
Georgia-BoldItalic
Georgia
Bold Italic
Open Type
Version 5.00
False
georgiaz.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
C=0 M=0 Y=0 K=70
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
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
5 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
6 0 obj
<>stream
HdW]o]|?No9i
A_K`U31_'8FjCf+T}`^7XCǯa`,)Y9sj\G3GA+
Ka\ǯu-F0֨焒xˣs:6p/)sf\7>=B
#f^9
3t˶5x p653+Vcz]5\hcqS[nCnCjvBZ
'u8hꦾcqbXuc,GACybN56m%ڑLI#컝Ru{QZyi^<`qޔv9vƫf͜W[3uv@5 l YG.xjm
@K4D|"QŦ$u+ϓ"!YLKR.sBucJ|h+iaM6W6RG*54bXUwc#M]\ԯ?~/"qמʲbU|3`anLtz:z]y-2tW{r&ЂTPd"pLpmRBDXzŖf8PFD&-s
1MK)h^䭞x,Vj!@BoSyFbH&3dnEuks˰KSIvmh3=t;g'v!;*;Z{.؛ U2pUHA"A3hNWfR~{#@b<(C2:$0<ϒ$$\K'#Lu7D[nJ4vǰ` %z
i3Äh50R VSI
$"ZԂH3`zO݈ jDH+hVٚY}rZg"a
} Q {~t />, z+&v,fyߪhtEdUՐ@8iSLP@ҲQJ4f3; wGu
CX՜@ĺ@UQ}A2?炗]M(EJ6X>FDuFEB"I6%*YtCJgI2+0HD׃>X{Bl|/Icf
fI
~6
Z2m c;a#l=N%qy
NsD +fZa+Ay=u,7YQo"-=`(!ՁࡸyTQȨP0ZbSpBb~0XB }$12{#z\zFYsUu [\q%0&WT\0y^7ܳ3fdQFP #ܽalcu1