%PDF-1.5
%
63 0 obj
<>
endobj
95 0 obj
<>stream
Print
8
2017-10-19T10:17:23.312-04:00
Adobe PDF library 15.00
3315ca2fcb6c845e46f3944b86a4d597f49ab512
2494708
True
1
False
Cyan
Magenta
Yellow
Black
PANTONE 425 C
PANTONE 187 C
11.000000
8.500000
Inches
GothamNarrow-Book.otf
Book
GothamNarrow-Book
Open Type
Version 2.200 Pro
false
Gotham Narrow
GothamNarrow-BookItalic.otf
Book Italic
GothamNarrow-BookItalic
Open Type
Version 2.200 Pro
false
Gotham Narrow
GothamNarrow-Bold.otf
Bold
GothamNarrow-Bold
Open Type
Version 2.200 Pro
false
Gotham Narrow
HelveticaNeueLTStd-Bd.otf
75 Bold
HelveticaNeueLTStd-Bd
Open Type
OTF 1.029;PS 001.102;Core 1.0.33;makeotf.lib1.4.1585
false
Helvetica Neue LT Std
MyriadPro-Bold.otf
Bold
MyriadPro-Bold
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
false
Myriad Pro
Default Swatch Group
0
0.000000
0.000000
White
0.000000
0.000000
CMYK
PROCESS
0.000000
100.000000
Black
0.000000
0.000000
CMYK
PROCESS
100.000000
0.000000
CMYK Red
100.000000
0.000000
CMYK
PROCESS
0.000000
0.000000
CMYK Yellow
100.000000
0.000000
CMYK
PROCESS
0.000000
0.000000
CMYK Green
100.000000
100.000000
CMYK
PROCESS
0.000000
0.000000
CMYK Cyan
0.000000
100.000000
CMYK
PROCESS
100.000000
0.000000
CMYK Blue
0.000000
100.000000
CMYK
PROCESS
100.000000
0.000000
CMYK Magenta
0.000000
0.000000
CMYK
PROCESS
100.000000
10.000000
C=15 M=100 Y=90 K=10
90.000000
15.000000
CMYK
PROCESS
90.000000
0.000000
C=0 M=90 Y=85 K=0
85.000000
0.000000
CMYK
PROCESS
80.000000
0.000000
C=0 M=80 Y=95 K=0
95.000000
0.000000
CMYK
PROCESS
50.000000
0.000000
C=0 M=50 Y=100 K=0
100.000000
0.000000
CMYK
PROCESS
35.000000
0.000000
C=0 M=35 Y=85 K=0
85.000000
0.000000
CMYK
PROCESS
0.000000
0.000000
C=5 M=0 Y=90 K=0
90.000000
5.000000
CMYK
PROCESS
0.000000
0.000000
C=20 M=0 Y=100 K=0
100.000000
20.000000
CMYK
PROCESS
0.000000
0.000000
C=50 M=0 Y=100 K=0
100.000000
50.000000
CMYK
PROCESS
0.000000
0.000000
C=75 M=0 Y=100 K=0
100.000000
75.000000
CMYK
PROCESS
10.000000
10.000000
C=85 M=10 Y=100 K=10
100.000000
85.000000
CMYK
PROCESS
30.000000
30.000000
C=90 M=30 Y=95 K=30
95.000000
90.000000
CMYK
PROCESS
0.000000
0.000000
C=75 M=0 Y=75 K=0
75.000000
75.000000
CMYK
PROCESS
10.000000
0.000000
C=80 M=10 Y=45 K=0
45.000000
80.000000
CMYK
PROCESS
15.000000
0.000000
C=70 M=15 Y=0 K=0
0.000000
70.000000
CMYK
PROCESS
50.000000
0.000000
C=85 M=50 Y=0 K=0
0.000000
85.000000
CMYK
PROCESS
95.000000
0.000000
C=100 M=95 Y=5 K=0
5.000000
100.000000
CMYK
PROCESS
100.000000
25.000000
C=100 M=100 Y=25 K=25
25.000000
100.000000
CMYK
PROCESS
100.000000
0.000000
C=75 M=100 Y=0 K=0
0.000000
75.000000
CMYK
PROCESS
100.000000
0.000000
C=50 M=100 Y=0 K=0
0.000000
50.000000
CMYK
PROCESS
100.000000
10.000000
C=35 M=100 Y=35 K=10
35.000000
35.000000
CMYK
PROCESS
100.000000
0.000000
C=10 M=100 Y=50 K=0
50.000000
10.000000
CMYK
PROCESS
95.000000
0.000000
C=0 M=95 Y=20 K=0
20.000000
0.000000
CMYK
PROCESS
25.000000
0.000000
C=25 M=25 Y=40 K=0
40.000000
25.000000
CMYK
PROCESS
45.000000
5.000000
C=40 M=45 Y=50 K=5
50.000000
40.000000
CMYK
PROCESS
50.000000
25.000000
C=50 M=50 Y=60 K=25
60.000000
50.000000
CMYK
PROCESS
60.000000
40.000000
C=55 M=60 Y=65 K=40
65.000000
55.000000
CMYK
PROCESS
40.000000
0.000000
C=25 M=40 Y=65 K=0
65.000000
25.000000
CMYK
PROCESS
50.000000
10.000000
C=30 M=50 Y=75 K=10
75.000000
30.000000
CMYK
PROCESS
60.000000
25.000000
C=35 M=60 Y=80 K=25
80.000000
35.000000
CMYK
PROCESS
65.000000
35.000000
C=40 M=65 Y=90 K=35
90.000000
40.000000
CMYK
PROCESS
70.000000
50.000000
C=40 M=70 Y=100 K=50
100.000000
40.000000
CMYK
PROCESS
70.000000
70.000000
C=50 M=70 Y=80 K=70
80.000000
50.000000
CMYK
PROCESS
-1
-2
36.862743
PANTONE 425 C
LAB
100.000000
SPOT
57
30
37.647060
PANTONE 187 C
LAB
100.000000
SPOT
100.000000
17.593652
PANTONE 228 CMYK
39.957273
39.099717
CMYK
100.000000
SPOT
3.000000
0.000000
Shower Pan
0.000000
20.000000
CMYK
100.000000
SPOT
0.000000
100.000000
PANTONE Process Black U
0.000000
0.000000
CMYK
100.000000
SPOT
0
-2
61.568626
PANTONE Cool Gray 8 U
LAB
100.000000
SPOT
33.333299
31.000000
Thinset Mortar
44.000000
30.000001
CMYK
100.000000
SPOT
0
-2
54.901962
PANTONE Cool Gray 10 U
LAB
100.000000
SPOT
8.000000
2.000000
Tile face
23.000000
0.000000
CMYK
100.000000
SPOT
39
-70
14.117647
PANTONE 2738 C
LAB
100.000000
SPOT
100.000000
12.000000
L&W RED CMYK
63.000000
0.000000
CMYK
100.000000
SPOT
76.852059
0.000000
AutoCAD Color 7
0.000000
88.384831
CMYK
100.000000
PROCESS
99.328601
0.000000
AutoCAD Color 4
100.000000
0.000000
CMYK
100.000000
PROCESS
81.603718
0.000000
AutoCAD Color 5
0.000000
27.106124
CMYK
100.000000
PROCESS
1
3
17.254902
PANTONE Black C
LAB
100.000000
SPOT
Grays
1
0.000000
100.000000
C=0 M=0 Y=0 K=100
0.000000
0.000000
CMYK
PROCESS
0.000000
89.999400
C=0 M=0 Y=0 K=90
0.000000
0.000000
CMYK
PROCESS
0.000000
79.998800
C=0 M=0 Y=0 K=80
0.000000
0.000000
CMYK
PROCESS
0.000000
69.999700
C=0 M=0 Y=0 K=70
0.000000
0.000000
CMYK
PROCESS
0.000000
59.999100
C=0 M=0 Y=0 K=60
0.000000
0.000000
CMYK
PROCESS
0.000000
50.000000
C=0 M=0 Y=0 K=50
0.000000
0.000000
CMYK
PROCESS
0.000000
39.999400
C=0 M=0 Y=0 K=40
0.000000
0.000000
CMYK
PROCESS
0.000000
29.998800
C=0 M=0 Y=0 K=30
0.000000
0.000000
CMYK
PROCESS
0.000000
19.999700
C=0 M=0 Y=0 K=20
0.000000
0.000000
CMYK
PROCESS
0.000000
9.999100
C=0 M=0 Y=0 K=10
0.000000
0.000000
CMYK
PROCESS
0.000000
4.998800
C=0 M=0 Y=0 K=5
0.000000
0.000000
CMYK
PROCESS
Brights
1
100.000000
0.000000
C=0 M=100 Y=100 K=0
100.000000
0.000000
CMYK
PROCESS
75.000000
0.000000
C=0 M=75 Y=100 K=0
100.000000
0.000000
CMYK
PROCESS
10.000000
0.000000
C=0 M=10 Y=95 K=0
95.000000
0.000000
CMYK
PROCESS
10.000000
0.000000
C=85 M=10 Y=100 K=0
100.000000
85.000000
CMYK
PROCESS
90.000000
0.000000
C=100 M=90 Y=0 K=0
0.000000
100.000000
CMYK
PROCESS
90.000000
0.003100
C=60 M=90 Y=0 K=0
0.003100
60.000000
CMYK
PROCESS
Adobe Illustrator CC 2017 (Macintosh)
2017-10-19T09:16:48.000-05:00
2017-10-19T10:16:48.000-04:00
2017-10-18T16:16:28.000-04:00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256
JPEG
164
application/pdf
2017-06-13T17:36:37.624-04:00
USG Durock™ Brand Infinity Drain™ Shower System Installation Guide (English) - CB855
xmp.did:6614cb10-52a2-407e-bc28-66bf26868d13
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:0dc7c904-878d-4134-a076-2534ceb0956e
uuid:a00d69d8-0ec1-9a43-8c9c-d59fb0b51db0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.did:9d8729ee-0ae0-444d-a301-50fb77b96606
saved
Adobe Illustrator CC 2015.3 (Macintosh)
2017-03-06T10:02:50.000-06:00
/
xmp.iid:0fb4124d-8ed6-48e5-afa5-7e1f87ff9133
saved
Adobe Illustrator CC 2017 (Macintosh)
2017-10-18T15:16:18.000-05:00
/
xmp.iid:6614cb10-52a2-407e-bc28-66bf26868d13
EmbedByReference
/Users/markalvarado/Public/USG/USG SPECIAL MOLLY GALVIN/CB855 - USG Durock™ Brand Infinity Drain Shower System Installation Guideline./JUNK/27.jpg
/Users/markalvarado/Public/USG/USG SPECIAL MOLLY GALVIN/CB855 - USG Durock™ Brand Infinity Drain Shower System Installation Guideline./JUNK/27.jpg
Adobe PDF library 15.00
USG:language/english
USG:region/united_states
doc-types:installation-guide
products:tile-flooring-installation/shower_system/1781
endstream
endobj
60 0 obj
<>
endobj
64 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/Rotate 0/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
1 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]>>/Rotate 0/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/XObject<>>>/Rotate 0/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
9 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/XObject<>>>/Rotate 0/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
13 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]>>/Rotate 0/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
17 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]>>/Rotate 0/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
20 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/XObject<>>>/Rotate 0/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
24 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/XObject<>>>/Rotate 0/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
25 0 obj
<>stream
HWˎ$
W@iDRaw}م=lD(1.N*O?o_Z8rÎ?;2c,?\8rYl^r}Ľ!