%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
formula 085 PinkLotSpTransp
2016-07-21T11:30:05-04:00
2016-07-21T11:30:05-04:00
2016-07-21T11:30:05-04:00
Adobe Illustrator CS6 (Windows)
192
256
JPEG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==
uuid:f26a66af-17a0-45e8-9e49-fe4c34c2fb95
xmp.did:0D0764F9524FE6118798DCF12E29572F
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:a7910ed1-c265-49ba-96d1-913276be7e54
xmp.did:057BC6C6B260E211AB47B6801694E92C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:78333DF5B91EE211943CF27EE954DE9B
2012-10-25T13:42:10-04:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:0D0764F9524FE6118798DCF12E29572F
2016-07-21T11:29:59-04:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
\\dc01\users\BettyL\Art Dept_Photos\PSD PRODUCT PHOTOS\5667.SM.psd
EmbedByReference
\\dc01\users\BettyL\Art Dept_Photos\Education photos\College Students\colleg students in cafeteria_jpg.jpg
EmbedByReference
\\dc01\users\BettyL\Art Dept_Photos\JPG PRODUCT PHOTOS\68536_crescent.jpg
EmbedByReference
\\dc01\users\BettyL\Art Dept_Photos\PSD PRODUCT PHOTOS\Images for Product_Dispenser sheets Nov2014\5668.SMlr.psd
EmbedByReference
\\dc01\users\BettyL\Art Dept_Photos\PSD PRODUCT PHOTOS\Images for Product_Dispenser sheets Nov2014\5668complete.SMlr.psd
EmbedByReference
\\dc01\users\BettyL\Art Dept_Photos\PSD PRODUCT PHOTOS\5667complete.SM.psd
Print
True
True
1
8.500000
11.000000
Inches
Myriad-Roman
Myriad
Roman
Type 1
001.001
False
wmr_____.pfb; wmr_____.pfm
Myriad-Bold
Myriad
Bold
Type 1
001.001
False
wmb_____.pfb; wmb_____.pfm
MyriadPro-Cond
Myriad Pro
Condensed
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Cond.otf
MyriadPro-BoldCond
Myriad Pro
Bold Condensed
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-BoldCond.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Semibold.otf
MyriadPro-SemiboldIt
Myriad Pro
Semibold Italic
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-SemiboldIt.otf
Cyan
Magenta
Yellow
Black
PANTONE 300 C
PANTONE 334 C
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
14.843798
100.000000
89.843798
9.765601
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
89.843798
84.765601
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
79.687500
94.921899
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
34.765601
84.765601
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
4.687500
0.000000
89.843798
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.921899
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
84.765601
9.765601
100.000000
9.765601
C=90 M=30 Y=95 K=30
CMYK
PROCESS
89.843798
29.687500
94.921899
29.687500
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
79.687500
9.765601
44.921899
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.921899
14.843798
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.765601
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.921899
4.687500
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
34.765601
100.000000
34.765601
9.765601
C=10 M=100 Y=50 K=0
CMYK
PROCESS
9.765601
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.921899
19.921899
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.843798
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.843798
44.921899
50.000000
4.687500
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
59.765601
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
54.687500
59.765601
64.843798
39.843798
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.843798
64.843798
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
29.687500
50.000000
75.000000
9.765601
C=35 M=60 Y=80 K=25
CMYK
PROCESS
34.765601
59.765601
79.687500
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.843798
64.843798
89.843798
34.765601
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.843798
69.921899
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.921899
79.687500
69.921899
PANTONE 300 C
SPOT
100.000000
LAB
35.686298
-10
-62
Black 1
PROCESS
100.000000
CMYK
75.020999
67.968297
67.022198
90.164000
PANTONE Warm Gray 7 C
SPOT
100.000000
LAB
58.823498
3
6
PANTONE 159 C
SPOT
100.000000
LAB
54.509800
44
59
C=75 M=0 Y=100 K=0 1
CMYK
PROCESS
75.020999
0.000000
100.000000
0.000000
PANTONE 301 C
SPOT
100.000000
LAB
27.843100
-12
-45
PANTONE 334 C
SPOT
100.000000
LAB
51.764698
-67
0
PANTONE 349 U
SPOT
100.000000
LAB
43.921600
-20
9
PANTONE 556 C
SPOT
100.000000
LAB
61.960800
-21
7
PANTONE Process Magenta C
SPOT
100.000000
CMYK
0.000000
100.000000
0.000000
0.000000
New Color Swatch 6
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
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
89.843798
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.687500
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.921899
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.765601
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
39.843798
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.687500
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.921899
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.765601
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.687500
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
9.765601
94.921899
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.765601
9.765601
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
89.843798
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
59.765601
89.843798
0.000000
0.000000
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Rotate 0/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
7 0 obj
<>
endobj
8 0 obj
[/DeviceN[/Cyan/Magenta/Yellow]/DeviceCMYK 26 0 R 28 0 R]
endobj
9 0 obj
[/Separation/PANTONE#20300#20C 31 0 R<>]
endobj
10 0 obj
[/ICCBased 32 0 R]
endobj
11 0 obj
<>stream
HWM$I
ׯ#*:̮V{CAgGV~+LKSiga??;_Kx>}9uܣRSu]bM3H ZZ=Ui^%nsשq4ټ(ܗ^uXy))M|g-5:;fꢦGKͮPQ!]jkPSc@6@/Hݶܫ8khĩր; i=#0j56ip8Nn&v5^^ 0-|_-ظh`Cxze"-b6;jU8&qC"ԍ6Y]brnqR# [1lS.6KG.tq]B^]>d=G5?4D[ Mw^$,3p\4ͤ`2G[ Lۙ"YC(b9T
n=Cq&lpW@+o+D1]4QĀ$p4YAsMX9VOEnVP?@2͏=m