%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R 11 0 R 12 0 R 13 0 R 14 0 R 15 0 R 16 0 R 17 0 R 18 0 R 19 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Midas Sales Sheet
2018-05-10T15:29:44-06:00
2018-05-10T15:29:44-06:00
2018-05-10T15:29:44-06:00
Adobe Illustrator CC 22.1 (Macintosh)
184
256
JPEG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==
uuid:e1616048-6dff-284c-b036-e5a392997565
xmp.did:cfc2cf88-d49d-4ad3-84ec-62852892620d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:51c970e1-ca25-e44e-a4ff-6a8d231f9577
xmp.did:85e1d41d-aea6-4cfc-9ca0-e89ec21f4844
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:96e7e11c-0d17-4234-a95c-eac454baf3ec
2018-05-09T13:11:06-06:00
Adobe Illustrator CC 22.1 (Macintosh)
/
saved
xmp.iid:cfc2cf88-d49d-4ad3-84ec-62852892620d
2018-05-10T15:29:40-06:00
Adobe Illustrator CC 22.1 (Macintosh)
/
Print
False
True
1
8.500000
11.000000
Inches
FuturaStd-CondensedOblique
Futura Std
Medium Condensed Oblique
Open Type
Version 2.025;PS 002.000;hotconv 1.0.50;makeotf.lib2.0.16970
False
Futura Std Medium Condensed Oblique.otf
FuturaStd-CondensedBold
Futura Std
Bold Condensed
Open Type
Version 2.025;PS 002.000;hotconv 1.0.50;makeotf.lib2.0.16970
False
FuturaStd-CondensedBold.otf
FuturaStd-Book
Futura Std
Book
Open Type
Version 2.025;PS 002.000;hotconv 1.0.50;makeotf.lib2.0.16970
False
Futura Std Book.otf
FuturaStd-Medium
Futura Std
Medium
Open Type
Version 2.025;PS 002.000;hotconv 1.0.50;makeotf.lib2.0.16970
False
Futura Std Medium.otf
FuturaStd-Bold
Futura Std
Bold
Open Type
Version 2.025;PS 002.000;hotconv 1.0.50;makeotf.lib2.0.16970
False
Futura Std Bold.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
Max Print Area
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
20.000000
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
21 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 35 0 R/TrimBox[9.0 9.0 621.0 801.0]/Type/Page>>
endobj
22 0 obj
<>stream
Htͮ%G)b,dX5 KDOZlO-0rJ߭zԥ@^euuGx)} Z=K7UXh{Ԥ@)슷v*ezT'<XL{bꎸx`sOSS}v<{SXi{Ԥ>q>c$zw,$\r>bjnhWKq{t-SƔGMV Dŧꏚw:G?ӜH%tyJOaaI5[!$ke_D|]-դ7sKG{5։4."Á#=VEGMR3ʶUسZI
[+Ƕ6,HB