%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R 8 0 R 9 0 R 10 0 R 11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Dog Days
2020-06-10T14:34:41-04:00
2020-06-10T14:34:41-04:00
2020-06-10T14:34:41-04:00
Adobe Illustrator 24.1 (Macintosh)
240
256
JPEG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=
uuid:de442a49-9e9d-1348-ad41-bcbb0a0a641f
xmp.did:defa528e-0efc-42b5-82f3-18c105ce9c19
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:ebee2228-7aea-42c1-8c6e-16b3094f82d8
xmp.did:ebee2228-7aea-42c1-8c6e-16b3094f82d8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:faa960a9-59e4-4e40-8c17-37d84b0b319d
2020-06-10T13:04:04-04:00
Adobe Illustrator 24.1 (Macintosh)
/
saved
xmp.iid:defa528e-0efc-42b5-82f3-18c105ce9c19
2020-06-10T14:34:40-04:00
Adobe Illustrator 24.1 (Macintosh)
/
EmbedByReference
/Users/katieboyden/Desktop/DDofS-horizontal.jpg
xmp.did:05c800c8-45aa-48d8-bac8-7aab226b8100
xmp.iid:05c800c8-45aa-48d8-bac8-7aab226b8100
EmbedByReference
/Users/katieboyden/Desktop/5b6d8c5d3740b4cc4360e2c3da557e35.gif
0
0
EmbedByReference
/Users/katieboyden/Desktop/map-of-new-hampshire-cities.gif
0
0
/Users/katieboyden/Desktop/DDofS-horizontal.jpg
xmp.did:05c800c8-45aa-48d8-bac8-7aab226b8100
xmp.iid:05c800c8-45aa-48d8-bac8-7aab226b8100
/Users/katieboyden/Desktop/5b6d8c5d3740b4cc4360e2c3da557e35.gif
0
0
/Users/katieboyden/Desktop/map-of-new-hampshire-cities.gif
0
0
Print
Adobe Illustrator
False
False
1
612.000000
792.000000
Points
Impact
Impact
Regular
Open Type
Version 5.00x
False
Impact.ttf
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
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 15.00
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 21 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
14 0 obj
<>stream
HWn\7W0;XG&3F`, p#lDcݷ%YH%\mNd(j W7w/r0ǰO1b]- 5Jϡ:utIZ )Ə[)I7Bd؛S)I[gfҵbapߏ)ddMe|q#bnO>=nRBM}RI!RgIƟTҚYM3SZf