%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
wa-flyer-print-spanish
2023-12-29T11:06:24-07:00
2023-12-29T11:06:24-07:00
2023-12-29T11:06:24-07:00
Adobe Illustrator 27.9 (Macintosh)
256
148
JPEG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:1732a7c1-dedc-694a-a16b-00078fe1492b
xmp.did:ecf600ab-3c52-4405-9b35-9cef7faadfd6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:c5553d59-2e8a-4687-8599-70801526e617
xmp.did:c5553d59-2e8a-4687-8599-70801526e617
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:e4e9ffe7-bc3d-45f2-80d1-fbbb06e4ee9e
2021-08-05T16:18:32-07:00
Adobe Illustrator 25.2 (Macintosh)
/
saved
xmp.iid:ecf600ab-3c52-4405-9b35-9cef7faadfd6
2023-12-29T11:05:53-07:00
Adobe Illustrator 27.9 (Macintosh)
/
EmbedByReference
/Users/burke/Downloads/thewiseagent.com_secure_client_ClientWelcome.asp (8).png
0
0
Print
Adobe Illustrator
Adobe PDF library 17.00
1
True
False
8.500000
11.000000
Inches
Montserrat-Regular
Montserrat
Regular
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
.16353.otf
Montserrat-SemiBold
Montserrat
SemiBold
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
.37464.otf
Montserrat-Bold
Montserrat
Bold
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
.37466.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
R=26 G=26 B=28
PROCESS
100.000000
CMYK
73.641562
67.718011
63.686579
77.334243
R=126 G=126 B=130
PROCESS
100.000000
CMYK
52.809948
44.299990
41.333637
7.364003
R=55 G=56 B=60
PROCESS
100.000000
CMYK
71.062785
64.025325
58.126187
51.647210
R=108 G=109 B=114
PROCESS
100.000000
CMYK
58.925760
50.386810
45.127031
14.560159
R=18 G=17 B=23
PROCESS
100.000000
CMYK
75.671011
70.482945
61.989772
79.986262
R=139 G=140 B=144
PROCESS
100.000000
CMYK
48.126954
39.545280
36.865795
2.838178
R=98 G=99 B=104
PROCESS
100.000000
CMYK
61.950099
53.218889
47.818720
19.989318
R=33 G=34 B=38
PROCESS
100.000000
CMYK
74.438083
67.598993
61.254287
70.571446
R=112 G=113 B=118
PROCESS
100.000000
CMYK
57.741660
48.929578
44.016173
12.683298
R=14 G=15 B=19
PROCESS
100.000000
CMYK
75.692374
68.947887
63.680476
82.030970
R=51 G=52 B=57
PROCESS
100.000000
CMYK
72.347599
65.453571
57.836270
54.497594
R=25 G=25 B=25
PROCESS
100.000000
CMYK
72.686350
66.771948
65.307087
78.841835
R=152 G=152 B=152
PROCESS
100.000000
CMYK
43.112838
35.123214
35.730523
1.074235
R=25 G=25 B=25 1
PROCESS
100.000000
CMYK
72.686350
66.771948
65.307087
78.841835
R=22 G=20 B=21
PROCESS
100.000000
CMYK
72.353703
67.870599
64.782172
80.325013
C=13 M=33 Y=81 K=0
CMYK
PROCESS
12.668039
32.541388
81.011671
0.076295
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
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/Thumb 50 0 R/TrimBox[9.0 9.0 621.0 801.0]/Type/Page/PieceInfo<>>>
endobj
9 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/XObject<>>>/Thumb 56 0 R/TrimBox[9.0 9.0 621.0 801.0]/Type/Page/PieceInfo<>>>
endobj
52 0 obj
<>stream
HKWr}W>UYxm%-M
Z m_sA j/JJ.@ 9}NwmXs`9yg99+%0r%Fzq
`Ga6śqp'bpʂ7b%rǕv4(yӪ9:%/KqT\/N3JXit;>-ܶif ^aq$d"|nsa*xҚسO3爇Etso
b@暝Y!RAz3^ؒ2/!~7.wZLEɵ-!.f`J/Bn
U#Z#ZR.ߜ~sC&<,*DlAs*yQFGx<}m-?=;,(3q&zkMg%c
A֊#X!鹰\v:U\[6TcfiS81J 6JsboC)[q*/j+͖Ge?d>G\Nin#%7NamNqebNp#~ߓo݆}29{"Ejr]NNߑE8|g
EgeʹGTኳq,(Ycӂ
Пwm8ւp8
|<ɴ2-~$'7CGt-30b~opNUYtxL!gmK7J]0