%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 10 0 R 11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
tear_drop_pool_liner
2018-04-13T11:45:43-07:00
2018-04-13T11:45:43-07:00
2018-04-13T11:45:43-07:00
Adobe Illustrator CC 22.0 (Windows)
256
196
JPEG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uuid:bb7fa344-eb83-4912-a25a-2d755fe728e0
xmp.did:a3375a4f-8c37-114a-ba50-e4a339e634d9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:75a14b62-ae79-274a-8d04-73c765ff7954
xmp.did:a096e0f1-134d-44f9-845d-8895aba320a7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:06216bdc-c178-4f57-ac3f-d97698f6a924
2017-11-14T10:37:31-08:00
Adobe Illustrator CC 2015.3 (Macintosh)
/
saved
xmp.iid:a3375a4f-8c37-114a-ba50-e4a339e634d9
2018-04-13T11:45:41-07:00
Adobe Illustrator CC 22.0 (Windows)
/
EmbedByReference
C:\Users\PC1-2016\Documents\GitHub 2017\websweeper.com\pool\tear_drop_pool_liner.pdf
xmp.did:a096e0f1-134d-44f9-845d-8895aba320a7
uuid:1ce7cb63-e501-4ad1-ae3d-c8bb66fa2301
C:\Users\PC1-2016\Documents\GitHub 2017\websweeper.com\pool\tear_drop_pool_liner.pdf
xmp.did:a096e0f1-134d-44f9-845d-8895aba320a7
uuid:1ce7cb63-e501-4ad1-ae3d-c8bb66fa2301
Print
False
False
1
10.999156
8.499515
Inches
Arial-BoldMT
Arial
Bold
Open Type
Version 6.98
False
arialbd.ttf
GAAAAA+ArialMT
GAAAAA+ArialMT
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
HAAAAA+ArialMT
HAAAAA+ArialMT
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
FAAAAA+MyriadPro-Regular
FAAAAA+MyriadPro Regular
Regular
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.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 15.00
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 791.939 611.965]/Type/Page>>
endobj
14 0 obj
<>stream
HW]%|?b!|dwaaW!P
S=̌흹Cjθv\]ׯo.xO~lrwvxWƹ7M>[c_'W/i*Pp΄)ddBi+沮El,zf`&yn>pr XyMHT&PNiH&7DŬg@[$3F_~^P6(9C}G"@Ʉ7,k8QXa]ЀhPr6'wHk(d 'hxM?l8dOȱHV)a@;;PGIUdRQi1>IaS"u9H
P^>)ˋ'LcG |>xˇ{.epxmƖg|u)>9?r;6P2T)ldnȆlf}-Nˆ.(2ڐwl vlx
٩̍R$k!Np6'v-OuH۳(K;Bf
GE"{>D'%eT?]1d&3eXP.v'e$-6pHP*FKٌiݮ$ā1>ЁV66%x+;
Vbs3
nK+"dDK}1SwR&Xʔw
FF KaWe3c|'1X
2os`] `mQn`AiXp4]|}|Ǹgm=nHN,:T5%j'bU!*^B d.2^ "1VyBq! Gl; u*F;\-%J!\+%|0\#($qbk@7n!
AvF#*FR=<5u8pF%b}HHsՋOt6l^(e{0\DEmcqD"Ad\PIJ箂q*l
pՖ+@L(;:> ޔbozI~!ǝZ1 }Z&9\5,i$&hVP"iܽ3\0dH`8eף`Q;G`
8z|XҒa|`C:&.uM0&h{PmmЌċ3`M1Q