%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R 107 0 R 201 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
E40-CS-1
Gisan
diyafram pompa
boya pompası
ranpompa
pompa
asit pompası
solvent pompası
çamur pompası
atık su pompası
havalı pompa
2021-02-21T20:15:32+03:00
2021-02-21T20:15:32+03:00
2021-02-20T14:43:57+04:00
Adobe Illustrator CS6 (Windows)
192
256
JPEG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uuid:1cb57dba-e7c3-46e9-ad1e-40cd2f3cf9cb
xmp.did:3F7119646673EB118C23C086524BDB4B
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:3E7119646673EB118C23C086524BDB4B
xmp.did:3E7119646673EB118C23C086524BDB4B
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0237B6F11009E511B1B4D08C67BDBF71
2015-06-02T13:20:08+03:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:3F7119646673EB118C23C086524BDB4B
2021-02-20T14:43:53+03:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\Doğa\Desktop\design\icons\tüvnordis.png
EmbedByReference
C:\Users\Doğa\Desktop\design\icons\CE.png
EmbedByReference
C:\Users\Doğa\Desktop\aodd photoview\1,5.jpg
Print
False
True
1
210.001997
297.000304
Millimeters
ArialMT
Arial
Regular
Open Type
Version 7.00
False
arial.ttf
CenturyGothic
Century Gothic
Regular
Open Type
Version 2.35
False
GOTHIC.TTF
CenturyGothic-Bold
Century Gothic
Bold
Open Type
Version 2.35
False
GOTHICB.TTF
Impact
Impact
Regular
Open Type
Version 5.11
False
impact.ttf
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
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
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
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
35.000002
100.000000
35.000002
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
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
AutoCAD Color 2
PROCESS
100.000000
CMYK
51.647198
43.149501
43.149501
7.547100
AutoCAD Color
PROCESS
100.000000
CMYK
75.020999
67.968297
67.022198
90.164000
C=15 M=100 Y=77 K=4 1
CMYK
PROCESS
14.694399
100.000000
76.620102
3.714001
C=6 M=40 Y=31 K=2 1
CMYK
PROCESS
5.876601
39.999998
30.626100
1.520997
C=12 M=80 Y=61 K=3 1
CMYK
PROCESS
11.753100
80.000001
61.252201
3.042001
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999102
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 10.01
diyafram pompa, boya pompası, ranpompa, pompa, asit pompası, solvent pompası, çamur pompası, atık su pompası, havalı pompa
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 214 0 R/TrimBox[0.0 0.0 595.281 841.891]/Type/Page>>
endobj
203 0 obj
<>stream
HWrF}W#U}0.qoĪ<[)X\\MQu~Oelӧ{~`g.;`3T6A2.J)˭l~e[ȝ˕wuj&Oi5$v5mkɪEbkD/vܨڳZyBR`fRZѳsa,?U;E
WvxQ~ FnfR" cUP"0:"^EIYwǭ0ȔPL@Cܢ<6uG^Wyܘb~:rqcr9 \NB/Q@<$18#W+,BQ
w.ß˽u b 1)@3 v|yE/q-b̑ <7 uJ.Nr$A"Aӿط!u&O==?iF%3S[#Z f!seݷ}Γ׀=aUD"Xf
:|Pŷ}z 9Ԧuc@8'59tg5
B'4gݝz< KF2x|JoRقP-Xgf`&c~+2*+i벲E% 4#Ā8E*..Nz"^ıdpmpcL~XMVKx>l~U[oqu,S/c_- F*zi3x
q0M[F]^.5m+Э/NslZWQ'Yv5lY'=m6[5-B?*YQŅV[hڛ{zlUB)S֮`?/)OA],9oNd'dO2`*FAqAM"}4Ri\jI8PeF%`ͼ4 j:Q{V+hQhDIn,ʣK`+d(!?+XBpo^=
rr褔Jgdi"ϻP1'NLhAۆ8tA%&Pg ƀM{'Ӏݳm)u;IӍ7)JU^6626#G>h?YhX;Ũ[}"/O>P)3kI"cn
@叙Pc@X*}KuQ4 >&1Gm_mGEoKjT898nvD&1RK{P)3+E&>C1lQRr?~;R zjk-*-zcV0#Ȇ+v1p
B/} )=pܳIDz{X!e=UrL1!=4'EFq=]tJx4ȗs?^7CGMYsC*ih.LD(bjKݕh69-Ph Ԇ¡!*հ_|H8AFkjG?ڮ[;P3uv~?A; *BZkq
t\;oBr&ɚ!`.$(&Lv詃0Ϗjj
u 1Sm=t]s!}YW ?}Ieg{OջOld$|G=-2f[U
Шd~lMh-nyN4DدǞ4[a,U7vl)2۴f<9LY߄6}ՐqvGidѦ1K}cEB u_#%SuUW_G@*tƉK8qL`
h"Pw
bڲn~%]gg&p%mڡȚkF:j׆+Tl$93\
Ue{;2A[:Qۑ^9̘8⾛]Gk$