%PDF-1.6
%
92 0 obj
<>stream
hܔj@_e^T{^`hژTD(STk[TbIHkp߾`Az^h3jV7((P4HfK4ڃ$者b
ևhCܑ{HZ|ubt9mUYm40:Xۈ#WΕF£[;l]{W
MH5lT|qSΨ+_Pzl\YHݸ9v{=UP2
ł,q'La]dTv>s~K%Bu1buU}ޛלGq66^u6]`v֓ϣ/w]%)fIVQq`vT8K
*ؓyqL|i"./kE=Zuͱ5<)VJ;$5~1P|.8wCP$(A$k}>ssy>9^i&-' ͮw
endstream
endobj
93 0 obj
<>stream
hޜj1_EO [lYNIC6C)$%C߾gY?ɧ2(2
*XġI&mcWiw!9-@ñ+)=Ǵ?ݏ1.;jpZ߯^9jn/}J "v
`ĄڢVzI )ډN-qx9o^mK{Y$
V}kmW2}4q(1φXѬ,zm3}n+f,uW%%hmhvaGG< eM/~
endstream
endobj
94 0 obj
<>stream
hVQO0+~G(lKxH4!"Ai*hIKi=LV9J+02(*hP 9eVWaup
iqZMxt}yw:kfu~q?drW}v]N&ͷh\Lj$]fgy78dmRdWAꓕ7_ؼ5o1"Ima=*+;ֳwF9fU8i,rg[7g`j쟗Iy( <Wo~ԓVǍk"UFBږ
,߶b̂r!&aFDqRp\NA0Z"綎Ba>)~ݿ,gOy la n7~4ND56".La!cG<1:}RAJhK9;K-o8ӄ4]wYrXHwo_E1F/w-OJ{t[0k#5
s2kR zG㽋r:q>lB«S
W"lPcaUlwff+|^3PX'Pr@|eT+[Vte59ӎԘ-D{.=Y'm;-d3a(*!LBTOqk"Ey (]EIYJ Ӹ'+OA4$0ҴߐM|$E+ u
endstream
endobj
95 0 obj
<>stream
h4P0PwT4` ,Hw/JI-W0rA:b==RKM,,L,
LĽ,&I% |2!: q!
endstream
endobj
1 0 obj
<>/OCGs[7 0 R 53 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Halloween
2021-10-12T10:46:23-04:00
2021-10-12T10:46:23-04:00
2021-09-20T09:24:58-07:00
Adobe Illustrator 25.3 (Macintosh)
256
112
JPEG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uuid:e0fa2e28-ede5-ad4e-a018-e7f23f55e9aa
xmp.did:d906e340-8d88-4c0e-bb1f-7fab4d19cc6b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:3c2e6bad-8440-664d-b448-436363ef3e87
xmp.did:2def5bed-71e5-45b6-80e7-67ead356dcbf
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:2def5bed-71e5-45b6-80e7-67ead356dcbf
2021-09-12T07:37:09-04:00
Adobe Illustrator 25.3 (Macintosh)
/
saved
xmp.iid:d906e340-8d88-4c0e-bb1f-7fab4d19cc6b
2021-09-20T09:24:51-07:00
Adobe Illustrator 25.3 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
8.500000
11.000000
Inches
FuturaPT-Book
Futura PT
Book
Open Type
Version 1.009
False
.10884.otf
Blackout-Midnight
Blackout
Midnight
TrueType
Version 2.001
False
Blackout Midnight.ttf
Sanitary-Regular
Sanitary
Regular
Open Type
Version 1.000
False
Sanitary-Regular.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 15.00
endstream
endobj
7 0 obj
<>
endobj
10 0 obj
<>stream
HWn}߯h!Qߪ/HmQ&G0$F2PJ,9gw1wou?U<Қg4gN1Dc'LJd[kqdqf~cwq:E"碙tao?=5?흕əN\|/w=A6k"_lbr=v/yﳹž}sse}