%PDF-1.5
%
1 0 obj
<>/OCGs[34 0 R 112 0 R 174 0 R]>>/Pages 2 0 R/Type/Catalog>>
endobj
110 0 obj
<>stream
application/pdf
Ounces to Pounds Chart
Adobe Illustrator CS3
2010-10-22T12:32:41-05:00
2010-10-23T09:18:01-05:00
2010-10-23T09:18:01-05:00
256
184
JPEG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=
uuid:97F49CB44FDFDF11A2BAA9226C5C3C19
uuid:4f4727bf-a3fc-264a-9e3b-ea76840e6fe6
proof:pdf
uuid:96F49CB44FDFDF11A2BAA9226C5C3C19
uuid:94F49CB44FDFDF11A2BAA9226C5C3C19
Print
1
True
False
11.000000
8.500000
Inches
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Print Color Group
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000002
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000002
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000004
5.000001
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000002
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000004
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000001
10.000002
0.000000
Grayscale
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 8.00
endstream
endobj
2 0 obj
<>
endobj
176 0 obj
<>/Resources<>/Properties<>/XObject<>>>/Thumb 193 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
177 0 obj
<>stream
HWˎ$
WtHgac?an(>ԗ?}=k9~Vҏr.5ζ9