%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
flyer_2
2019-07-15T10:54:47-04:00
2019-07-15T10:54:47-04:00
2019-07-15T10:54:47-04:00
Adobe Illustrator CC 22.1 (Macintosh)
172
256
JPEG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uuid:1d351e7b-fdd2-7342-9352-aaa62e061643
xmp.did:383f027c-0769-40b2-9424-6a7b683e28cc
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:d71d7684-91ba-4558-9d16-77921ad1d8f6
xmp.did:d71d7684-91ba-4558-9d16-77921ad1d8f6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:c0dd40f2-d515-43b0-9112-928ad5bd0238
2019-07-08T23:53:32-04:00
Adobe Illustrator CC 22.1 (Macintosh)
/
saved
xmp.iid:383f027c-0769-40b2-9424-6a7b683e28cc
2019-07-15T10:54:45-04:00
Adobe Illustrator CC 22.1 (Macintosh)
/
Print
False
True
1
8.500000
11.000000
Inches
HelveticaNeue-Light
Helvetica Neue
Light
TrueType
13.0d2e2
False
HelveticaNeue.ttc
HelveticaNeue-LightItalic
Helvetica Neue
Light Italic
TrueType
13.0d2e2
False
HelveticaNeue.ttc
HelveticaNeue-Bold
Helvetica Neue
Bold
TrueType
13.0d2e2
False
HelveticaNeue.ttc
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
0
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
0
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
11 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 22 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
12 0 obj
<>stream
HWےH}'!/KGZwоlxڽ'kϘ]?PHԴnV{Jzb!JɓӣO?{'<[jzi:#eF ɦiJzޔ~G>Ȏ!\Isvlֵk5SE` wzm/(K:H*o{UJ'״nΨ\ȂTMmS*^k(3ۊW+
אW[O'-씝vviR)5 $oUL~Չ5V}jK9^BjcU!5GjD\zQX'{8[MB[2#
xJl{^+ӃtPI o] ESC, d4A,!.$6,wo۟/ Hv{D @ં-7@3._Tk@po:Ѷ0yө(fދ쎷J)
́Uo A=kAf"lZ\ߍtU*0 Ha/uYVS$h}
5PBhꘋp0Fx7Uקy)}$,R=sҷ}gsVPS{?Le6!۠\\8hzP\u@@c\ j)0S叶D]2+7#gB
sr8:8ֈT+kkkjڶL__iU8ŘZf}](<ȺVyu-
ޟo&",@q>И!RB,
GrJ55s0yR%~vFsF{
"`\MXk%ת0bġsDR }uh/ʡj7\k[