%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Tala Price List (WLC) 1
2020-03-08T08:46:43+04:00
2020-03-08T08:46:43+04:00
2020-03-08T08:46:43+04:00
Adobe Illustrator 24.0 (Macintosh)
256
188
JPEG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uuid:abf083a5-3ba9-6d4c-a02b-36e1054f7d6d
xmp.did:b0c2945f-10e6-484e-b850-7399756dea76
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:ecad5926-3745-b443-96aa-c7f278195f72
xmp.did:3a4af22d-cfde-4f95-9bfd-e4374679f9ac
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:2e7ca822-9f9f-4ff2-8818-f734aca223ef
2019-05-14T11:31:03+04:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:b0c2945f-10e6-484e-b850-7399756dea76
2020-03-08T08:46:43+04:00
Adobe Illustrator 24.0 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
210.000000
297.000000
Millimeters
GEDinarTwo-Light
GE Dinar Two
Light
Open Type
Version 1.100;PS 001.001;hotconv 1.0.38
False
GE Dinar Two Light.otf
GEDinarTwo-Medium
GE Dinar Two
Medium
Open Type
Version 1.100;PS 001.001;hotconv 1.0.38
False
GE_Dinar_Two_Medium.otf
Helvetica-Light
Helvetica
Light
TrueType
13.0d1e1
False
Helvetica.ttc
Helvetica-Bold
Helvetica
Bold
TrueType
13.0d1e1
False
Helvetica.ttc
HelveticaNeue-Light
Helvetica Neue
Light
TrueType
13.0d2e2
False
HelveticaNeue.ttc
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE 425 C
PANTONE 375 C
PANTONE 2985 C
PANTONE 1365 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
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 425 C
SPOT
100.000000
LAB
36.862701
-1
-2
PANTONE 1365 C
SPOT
100.000000
LAB
80.392197
23
65
PANTONE 2985 C
SPOT
100.000000
LAB
72.941200
-23
-30
PANTONE 375 C
SPOT
100.000000
LAB
78.823502
-40
77
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
5 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 25 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
14 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 37 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
26 0 obj
<>stream
HWMoc$N #RbDʒSz].%vUޜ||:yx>(LM{x7k8e^ߚ'_Ӌ}{?^>>}N)N5b9zjO<fIeu?=;5}iG0=G1ѐZMQN;zr&3LB>O헞TM"sqC|^]RE繙üyTnj55D7b~bh 1͵%Znk䷤ꋝ̃T, 4;\Oo]G;Ü:QOMvɃ71ܴC@S~Gj9֞m֫ۻiuj77wo~9{ze'}_/Vw;@ۣt{z|Vv_CGLYfI`#@,I](MQZA;]
Ae6+Ҁx\Yoοj).RLW.iεcH$ZmBtykzX1z 78դ1.VD9hÜeH]3U
Ukopd@ ѩZ5O b9 D~bkKzŇ_ᛁ߯//n6o6w?WiHᙯ6WVw7ן8'݇777Wwz,Q;[<_~=\w)x^(!Vj]ʙi
u2ӎV#;:g@Oon~Z^\ޞ|!ŔQTFoR0
'àbgFuj(u4=ޝiqg-ۗH2Ƥyb<Кl-(٦ ڬJ9r"(WYρd:A$B[2u曳^Ag9Q19ٕͦ2Y!W2
bϵRa.غwp5"fC0\!hTۋ|&09Dț][CтLi')?sR\槭jFpH@h鈦#<AVoJTs:͇B-)"2)|maslvm.Ҙ