%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
kra
2015-10-21T10:53:52-04:00
2015-10-21T10:53:52-04:00
2015-10-21T10:53:52-04:00
Adobe Illustrator CC 2014 (Macintosh)
256
248
JPEG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uuid:ede98a09-a10b-a740-8a79-1d956404b49d
xmp.did:a87056ee-054b-486c-8938-66c67cffb450
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:89df8ac5-a83b-4fb4-b44d-5d7bc60d0d07
xmp.did:89df8ac5-a83b-4fb4-b44d-5d7bc60d0d07
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F97F1174072068118083E6A223C654C6
2013-07-12T12:37:31-04:00
Adobe Illustrator CS5
/
saved
xmp.iid:a87056ee-054b-486c-8938-66c67cffb450
2015-10-21T10:53:48-04:00
Adobe Illustrator CC 2014 (Macintosh)
/
EmbedByReference
/Users/sspecht1/Desktop/MAW_9167 copy.JPG
0
0
EmbedByReference
/Users/sspecht1/Desktop/IMG_5889.jpg
EmbedByReference
/Users/sspecht1/Downloads/tess.pdf
xmp.did:01801174072068118083EA798E2B9E6E
uuid:63c94309-3f3e-2840-ab8f-08afcc53969b
/Users/sspecht1/Desktop/MAW_9167 copy.JPG
0
0
/Users/sspecht1/Desktop/IMG_5889.jpg
/Users/sspecht1/Downloads/tess.pdf
xmp.did:01801174072068118083EA798E2B9E6E
uuid:63c94309-3f3e-2840-ab8f-08afcc53969b
Print
False
True
1
612.000000
792.000000
Points
AGaramondPro-Bold
Adobe Garamond Pro
Bold
Open Type
Version 2.115;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.5900
False
AGaramondPro-Bold.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Bold.otf
Optima-Bold
Optima
Bold
TrueType
6.1d4e1
False
Optima.ttc
Palatino-Bold
Palatino
Bold
TrueType
9.0d1e1
False
Palatino.ttc
Tahoma-Bold
Tahoma
Bold
Open Type
Version 5.01.1x
False
Tahoma Bold.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
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
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
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 11.00
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 33 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
14 0 obj
<>stream
HVmoF_+꤉:}ű{xwN:ZНy(EDڌ