%PDF-1.6
%
1 0 obj
<>/OCGs[7 0 R 38 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Snow-Removal-Map-0225
2025-02-11T15:20:37-05:00
2025-02-11T15:20:37-05:00
2025-02-11T15:19:10-05:00
Adobe Illustrator 28.1 (Macintosh)
220
256
JPEG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:888d091e-b6e9-f447-9f88-b0b416aac0f9
xmp.did:c16cc721-28a4-406a-a78e-d9bf164cc571
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:b41bef2b-bd8b-a94b-9da5-1190fa0aa20c
xmp.did:6433cd2c-ce0a-4324-be99-ff6669db32ed
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:6433cd2c-ce0a-4324-be99-ff6669db32ed
2025-02-11T14:09:37-05:00
Adobe Illustrator 28.1 (Macintosh)
/
saved
xmp.iid:c16cc721-28a4-406a-a78e-d9bf164cc571
2025-02-11T15:19:08-05:00
Adobe Illustrator 28.1 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
8.500000
11.000000
Inches
ProximaNova-Bold
Proxima Nova
Bold
Open Type
Version 3.020;hotconv 1.0.109;makeotfexe 2.5.65596
False
.139.otf
ProximaNova-Regular
Proxima Nova
Regular
Open Type
Version 3.020;hotconv 1.0.109;makeotfexe 2.5.65596
False
.175.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 17.00
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 45 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page/PieceInfo<>>>
endobj
40 0 obj
<>stream
Hdˎd
Du 60>Y=Pb o_/Z?Z㪧Q5ckrs>忻]_媖k~w|xջՋUWs_~qWjOq2uɊ5U",Nm\hjv]Fvkq[7qyb{]fzޜ
{pN]jG&1qǺ#lcÓhj
UuvKPW-J($QqjrBKs
Gc5b{ufb&mkZu>7^"V|-TVC)]+Uyv)gr\\\6!+,A~*gP{&'wZʽkS.vZ8]=FYv\Pfz*n$K&;:.%*9dN&$Ox9 Ay)q=5lEG1uN$v|g0bu+ b5q*>cAMg51
c
ei8mlP/lF C ip5-l`cLw%
lMO#EҨ !)GBBbYއXB)gAEIs])FBR+4R
ѮYERPvvLu4yñko hk
]
ZѺs'I1Ty=9pwm 5lTFj*"=t NO/(s$X{̄bb`O,NIjTj5NAv
/r%^ =ڱʀRH a[fO R$yA}K
x$
Grp2e_[dfԁ>l?n2bEy)X>(x
v9af 7K0Wp $/mcuuI "$%iZ,vܳG
B.<xüc6/VurfU>9hv6N)HAKEΉ#%"mL 8 WjfGpVrҶ LOaQ'-="
>߈P1QdrI55h"t' IHGsmY (RP9,zniBMQ0MkõLh̕:j
b%*FB|M띖C
IU}paV-66t->tg;A%>&S,Ra][*\a
VyP~F8}^'@PlӁH3wi
1fF$ZX$بY"zMVf*bfSezh\Ե)X5Q%'Rh"^SApqTmd?[ŵjNmo0=dj%Vܔ`F)8rsz%Pcn^U
Z/Jfo
J`)dz5xe?TR+aM
͒[̎)1aRqjԵ$[]5Nڗ
eoNz2E%,ݪX{պ!'
X:Rh= 5;KS`֭~j,cfJJgxZxRtDނ9P?&e<5W\