%PDF-1.6
%
1 0 obj
<>/OCGs[8 0 R 92 0 R 175 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Hofmann Monty 3300-24 Smart Speed Plus - Flyer
2023-07-12T10:53:35+10:00
2023-07-12T10:53:35+10:00
2022-07-01T11:23:20+11:00
Adobe Illustrator 25.4 (Windows)
184
256
JPEG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=
uuid:212d8482-8243-40f7-8587-fb256127d1a8
xmp.did:07df140e-13bd-8f4d-9718-3af4ef5136d6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:4695a1e0-b05e-9a4e-be14-d79eea113fd5
xmp.did:4695a1e0-b05e-9a4e-be14-d79eea113fd5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:1e814c32-39b8-b049-af5e-689728081ed5
2022-06-29T13:47:14+10:00
Adobe Illustrator 25.4 (Windows)
/
saved
xmp.iid:07df140e-13bd-8f4d-9718-3af4ef5136d6
2022-07-01T11:23:15+10:00
Adobe Illustrator 25.4 (Windows)
/
EmbedByReference
C:\Users\Brody Muschialli\Downloads\phone-call(1).png
xmp.did:10037fb0-c837-3f43-a41a-c7f430b1f122
xmp.iid:10037fb0-c837-3f43-a41a-c7f430b1f122
EmbedByReference
C:\Users\Brody Muschialli\OneDrive - HOISTS and EQUIPMENT PTY LTD T as Logicar\Desktop\SARAH-NB\Sarah McDonald\Sarah McDonald\Desktop\Marketing\Tshirts\Hofmann Logo.png
0
0
EmbedByReference
C:\Users\Brody Muschialli\Downloads\Preferred Supplier Logo.jpg
0
0
EmbedByReference
C:\Users\Brody Muschialli\OneDrive - HOISTS and EQUIPMENT PTY LTD T as Logicar\Desktop\SARAH-NB\Sarah McDonald\Sarah McDonald\Desktop\Marketing\Website\Images\Product Images\Hofmann\monty+3300-24+smartSpeed+plus_150923_0.png
0
0
EmbedByReference
C:\Users\Brody Muschialli\OneDrive - HOISTS and EQUIPMENT PTY LTD T as Logicar\Desktop\SARAH-NB\Sarah McDonald\Sarah McDonald\Desktop\Marketing\Tshirts\Logicar Logo (White).eps
xmp.did:fa4df5d9-fb91-4740-a922-0badb41ab1c8
xmp.iid:fa4df5d9-fb91-4740-a922-0badb41ab1c8
C:\Users\Brody Muschialli\Downloads\phone-call(1).png
xmp.did:10037fb0-c837-3f43-a41a-c7f430b1f122
xmp.iid:10037fb0-c837-3f43-a41a-c7f430b1f122
C:\Users\Brody Muschialli\OneDrive - HOISTS and EQUIPMENT PTY LTD T as Logicar\Desktop\SARAH-NB\Sarah McDonald\Sarah McDonald\Desktop\Marketing\Tshirts\Hofmann Logo.png
0
0
C:\Users\Brody Muschialli\Downloads\Preferred Supplier Logo.jpg
0
0
C:\Users\Brody Muschialli\OneDrive - HOISTS and EQUIPMENT PTY LTD T as Logicar\Desktop\SARAH-NB\Sarah McDonald\Sarah McDonald\Desktop\Marketing\Website\Images\Product Images\Hofmann\monty+3300-24+smartSpeed+plus_150923_0.png
0
0
C:\Users\Brody Muschialli\OneDrive - HOISTS and EQUIPMENT PTY LTD T as Logicar\Desktop\SARAH-NB\Sarah McDonald\Sarah McDonald\Desktop\Marketing\Tshirts\Logicar Logo (White).eps
xmp.did:fa4df5d9-fb91-4740-a922-0badb41ab1c8
xmp.iid:fa4df5d9-fb91-4740-a922-0badb41ab1c8
Print
Adobe Illustrator
False
True
1
209.999994
297.000024
Millimeters
FranklinGothic-Demi
Franklin Gothic Demi
Regular
Open Type
Version 2.00
False
FRADM.TTF
FranklinGothic-DemiCond
Franklin Gothic Demi Cond
Regular
Open Type
Version 2.00
False
FRADMCN.TTF
FranklinGothic-Book
Franklin Gothic Book
Regular
Open Type
Version 2.01
False
FRABK.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 485 C
SPOT
100.000000
LAB
49.803921
69
55
PANTONE 300 C
SPOT
100.000000
LAB
35.686275
-10
-62
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 16.00
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 194 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
177 0 obj
<>stream
HWۮI|>YBHNj?DDV/EB`YK^"#3_~n{ͻ}%m61:n=%OؘkދKiq
>^~1m_r2MkuɏX_l̶Rkz:-8/a3fYo}+4nr-;4u0qކ+WX[wmi-}=漧\%
i>ЍN]^8]>PfskJm瞡JWK/R.[|3{[ɋ;@ʃGΆ>u夡Us/˫5R8/rp)D{+Fse ,^;s8KLhZyՊe
ՌޡxN{\+d