%PDF-1.6
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
gb-935-1-20-17 GDWAV Drywall Adhesive
2020-03-11T12:34:46-06:00
2020-03-11T12:34:46-06:00
2020-03-11T12:34:46-06:00
Adobe Illustrator 24.0 (Macintosh)
196
256
JPEG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uuid:418aa519-2648-f945-bb38-d9f09bce1812
xmp.did:13e03dfd-dcff-4be2-98d5-fd5936e14dd1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:33d7b2eb-72c0-db4b-bd9c-ec23082471f4
xmp.did:2fd087f8-6751-40cc-8d61-3be5d83d1c3d
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:00a1c178-69e9-4be9-8a76-7ae7ff98fe9a
2016-12-22T10:58:40-07:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:13e03dfd-dcff-4be2-98d5-fd5936e14dd1
2020-03-11T12:34:41-06:00
Adobe Illustrator 24.0 (Macintosh)
/
EmbedByReference
/Volumes/MARKETING/Archive/3d Models and renderings/3d images/caulks and sealants/Franklin Adhesives 2017/GDWAV Drywall Adhesive box.tif
0
0
EmbedByReference
/Volumes/MARKETING/Archive/3d Models and renderings/3d images/caulks and sealants/Franklin Adhesives 2017/GDWAV Drywall Adhesive Tube.psd
xmp.did:ec6ce166-62c9-45fc-83d5-c0035889cfac
xmp.iid:ec6ce166-62c9-45fc-83d5-c0035889cfac
EmbedByReference
/Users/kellicampbell/Desktop/logo made in usa.png
EmbedByReference
/private/var/folders/80/zx1_6mrj1sg1phr8y582rf4r0000gn/T/TemporaryItems/(A Document Being Saved By Illustrator CC)/e9FoQy.tif
/Volumes/MARKETING/Archive/3d Models and renderings/3d images/caulks and sealants/Franklin Adhesives 2017/GDWAV Drywall Adhesive box.tif
0
0
/Volumes/MARKETING/Archive/3d Models and renderings/3d images/caulks and sealants/Franklin Adhesives 2017/GDWAV Drywall Adhesive Tube.psd
xmp.did:ec6ce166-62c9-45fc-83d5-c0035889cfac
xmp.iid:ec6ce166-62c9-45fc-83d5-c0035889cfac
/Users/kellicampbell/Desktop/logo made in usa.png
/private/var/folders/80/zx1_6mrj1sg1phr8y582rf4r0000gn/T/TemporaryItems/(A Document Being Saved By Illustrator CC)/e9FoQy.tif
Print
Adobe Illustrator
False
True
1
8.500000
11.000000
Inches
Wingdings3
Wingdings 3
Regular
Open Type
Version 5.03
False
Wingdings 3.ttf
FuturaBT-MediumCondensed
Futura MdCn BT
Medium
TrueType
mfgpctt-v1.52 Wednesday, January 13, 1993 4:06:34 pm (EST)
False
FUTURAMC.TTF
FuturaBT-ExtraBlackCondensed
Futura XBlkCn BT
Extra Black
TrueType
mfgpctt-v1.64 Friday, May 21, 1993 8:16:51 am (EST)
False
futurxkc.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
PANTONE 348 C
SPOT
100.000000
LAB
46.666668
-54
26
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
False
False
1
1
mm
279.4
215.9
0
0
0
0
1.000000
1.000000
False
False
cyan
process
process
cyan
120
22.5
0
0.680969238
0.938095093
normal
unknown
magenta
process
process
magenta
120
52.5
0.926116943
0
0.548477173
normal
unknown
yellow
process
process
yellow
120
7.5
1
0.948699951
0
normal
unknown
black
process
process
black
120
82.5
0.137420654
0.122756958
0.126052856
normal
unknown
PDF/X-4
PDF/X-4
Layer 1
True
False
0
0
1
2
3
4
Futura Extra Black Condensed BT
TrueType
local
False
Futura Medium Condensed BT
TrueType
local
False
Wingdings 3
TrueType
local
False
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
7 0 obj
<>stream
HЌWЫ$ЗМїWдtdЩЛCGУРРЖ ЯиX`џ^СъъІБВf+ЛXd>""_.жw/cZіьm1vыБЙљю}nџ§ћхoлП/_.?ќљЏeћчџ.Ч+clџZѕ=GЭZr[{Eы~лЏxѕэхэђУoeћг.СП/Вщ[7пЎ|8Ю(ћь=љяsћз§и/щ8лbЖНКѕЬНyj{ОyЛ\ѕнlЛкЅmЏЋGьё5|ђjekлћхкbю№Фц^clзheЏіШнИGkиЧ]|MЛс +Ж2З{NќPрооjтёЇ1Њ9Х^r4вЖMZ Ї*ХЁW$UЙКЪHbGір~EЮc{ыtЎСлоnHІѓЫ=2ш}ЃkOАWXuУЇ8}Дэыe§0ћ6ъЮpэ?иХђ0ZAnып9Жќ{pЇЖЯЂмCC2_/sЯVс*BtзXm Й&~bЕњоЋчЕouяВFL+рJ+JYї,+
cС
_
яЈvGe5ю{ГѕC№РЙћaоўu.цмd№?ю2ЧЊЩ:"КтЉІНљвЛЯх{VхЈCZOT@BЄШvBњБ?