%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
act2-4yearhouses
2019-09-18T12:35:49-04:00
2019-09-18T12:35:49-04:00
2019-09-18T12:35:48-04:00
Adobe Illustrator CC 23.0 (Macintosh)
256
160
JPEG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uuid:226bb8fc-a48e-5145-97b4-474ecd50eadb
xmp.did:30f683b3-afd1-408d-9f3b-e7f3583dcc16
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:8572de57-193f-4f65-bc57-e84743938c71
xmp.did:8572de57-193f-4f65-bc57-e84743938c71
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0b9ac122-e27f-417a-8141-df740bf5c795
2018-09-11T12:38:54-04:00
Adobe Illustrator CC 22.1 (Macintosh)
/
saved
xmp.iid:30f683b3-afd1-408d-9f3b-e7f3583dcc16
2019-09-18T12:35:47-04:00
Adobe Illustrator CC 23.0 (Macintosh)
/
Print
False
False
1
8.500000
11.000000
Inches
SuomiHand-Script
SuomiHand
Script
Open Type
001.000
False
Suomi - SuomiHand-Script.otf
Trenda-LightIt
Trenda
Light It
Open Type
Version 1.001;PS 001.001;hotconv 1.0.88;makeotf.lib2.5.64775
False
Latinotype - Trenda Light It.otf
Trenda-Regular
Trenda
Regular
Open Type
Version 1.001;PS 001.001;hotconv 1.0.88;makeotf.lib2.5.64775
False
Latinotype - Trenda Regular.otf
Trenda-Semibold
Trenda
Semibold
Open Type
Version 1.001;PS 001.001;hotconv 1.0.88;makeotf.lib2.5.64775
False
Latinotype - Trenda Semibold.otf
Trenda-Bold
Trenda
Bold
Open Type
Version 1.001;PS 001.001;hotconv 1.0.88;makeotf.lib2.5.64775
False
Latinotype - Trenda Bold.otf
Trenda-BoldIt
Trenda
Bold It
Open Type
Version 1.001;PS 001.001;hotconv 1.0.88;makeotf.lib2.5.64775
False
Latinotype - Trenda Bold It.otf
Trenda-Heavy
Trenda
Heavy
Open Type
Version 1.001;PS 001.001;hotconv 1.0.88;makeotf.lib2.5.64775
False
Latinotype - Trenda Heavy.otf
Cyan
Magenta
Yellow
Black
PANTONE 48-5 CVS
PANTONE 36-3 CVS
PANTONE 288 CV
PANTONE 285-4 CVS
PANTONE 285 C
PANTONE 218-6 CVS
PANTONE 216-4 CVS
PANTONE 215-9 CVS
PANTONE 211-3 CVS
PANTONE 201 CVC
PANTONE 201 CV
PANTONE 199 C
PANTONE 18-7 CVS
PANTONE 18-5 CVS copy
PANTONE 18-5 CVS
PANTONE 110-3 CVS
PANTONE 330-8 CVS
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
PANTONE 199 C
SPOT
100.000000
LAB
46.666668
74
40
PANTONE 285 C
SPOT
100.000000
LAB
45.098038
-5
-59
PANTONE 201 CV
SPOT
100.000000
CMYK
0.000000
100.000000
64.999402
33.999601
PANTONE 288 CV
SPOT
100.000000
CMYK
100.000000
64.999998
0.000000
31.000000
PANTONE 18-7 CVS
SPOT
100.000000
CMYK
0.000000
10.000000
34.999999
0.000000
PANTONE 36-3 CVS
SPOT
100.000000
CMYK
0.000000
39.610001
69.800001
0.000000
PANTONE 110-3 CVS
SPOT
100.000000
CMYK
0.000000
69.999999
40.000001
34.999999
PANTONE 216-4 CVS
SPOT
100.000000
CMYK
60.000002
25.000000
0.000000
15.000001
PANTONE 18-5 CVS copy
SPOT
100.000000
CMYK
0.000000
19.610000
64.709997
0.000000
PANTONE 18-5 CVS
SPOT
100.000000
CMYK
0.000000
20.000000
64.999998
0.000000
PANTONE 215-9 CVS
SPOT
100.000000
CMYK
4.710000
2.750000
0.000000
2.750000
PANTONE 218-6 CVS
SPOT
100.000000
CMYK
39.610001
9.800000
2.750000
0.000000
PANTONE 285-4 CVS
SPOT
100.000000
CMYK
49.800000
0.000000
59.609997
29.800001
PANTONE 211-3 CVS
SPOT
100.000000
CMYK
79.610002
49.800000
14.900000
0.000000
PANTONE 201 CVC
SPOT
100.000000
CMYK
0.000000
100.000000
64.709997
33.719999
PANTONE 48-5 CVS
SPOT
100.000000
CMYK
9.800000
34.900001
59.609997
24.710000
PANTONE 330-8 CVS
SPOT
100.000000
CMYK
0.000000
3.000000
10.000000
20.000000
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]/Properties<>>>/Thumb 33 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
14 0 obj
<>stream
HWr#I}W Ԯe 6j[iuk-y={NfUK-_LUUy2d/7RB/.hvB ko fF*akjc:R;qnffRgWۯnfsYK#O*Scd-ipB+UKvuY[VTJR2V*?k^ڻuq;=WKI\-ybUNlZoŲ?/}kai
ýn߯/k+`E5w6m۬.Mhxzu<7
q