%PDF-1.5
%
16850 0 obj
<>/OCGs[17974 0 R]>>/Pages 16849 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
Adobe InDesign CS6 (Macintosh)
2020-09-29T09:36:04+03:00
2020-09-29T06:35:25Z
2020-09-29T09:36:04+03:00
180
256
JPEG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xmp.did:0680117407206811871FC78CFD32D2B8
uuid:32a9d36e-b8df-fc48-8878-9898d74e755a
xmp.id:E3D087B10D2068118083CE76EFFECF62
proof:pdf
Adobe InDesign CS6 (Macintosh)
from application/x-indesign to application/pdf
/
2020-09-29T09:04:28+03:00
converted
default
xmp.did:2636104C0A2068118083FB1D2F21CB29
xmp.iid:E2D087B10D2068118083CE76EFFECF62
xmp.did:0680117407206811871FC78CFD32D2B8
False
Mac OS X 10.13.6 Quartz PDFContext
1
True
True
148.000269
210.000102
Millimeters
HelveticaNeueLTPro-LtCn
Helvetica Neue LT Pro
47 Light Condensed
Open Type
Version 1.000;PS 001.000;Core 1.0.38
False
HelveticaNeueLTPro-LtCn.otf
HelveticaNeueLTPro-BdCn
Helvetica Neue LT Pro
77 Bold Condensed
Open Type
Version 1.000;PS 001.000;Core 1.0.38
False
HelveticaNeueLTPro-BdCn.otf
SohoGothicPro-Light
Soho Gothic Pro
Light
Open Type
Version 1.000
False
SohoGothicPro-Light.otf
SohoGothicPro-Medium
Soho Gothic Pro
Medium
Open Type
Version 1.000
False
SohoGothicPro-Medium.otf
Cyan
Magenta
Yellow
Black
Process Cyan 1
Default Swatch Group
0
Process Cyan 1
SPOT
100.000000
RGB
241
242
242
endstream
endobj
16849 0 obj
<>
endobj
16845 0 obj
<>
endobj
16846 0 obj
<>
endobj
16847 0 obj
<>
endobj
16848 0 obj
<>
endobj
13855 0 obj
<>
endobj
13915 0 obj
<>
endobj
16826 0 obj
<>
endobj
16825 0 obj
<>
endobj
16830 0 obj
<>
endobj
16834 0 obj
<>
endobj
16840 0 obj
<>
endobj
16841 0 obj
<>stream
xZݎ)*Wf$/U@C8+[ݙ8R\04[
Ly"7y}ES=tcE+-4:9U{&eeeMΆu9Gfߍ H"VDE<ҍ`IIG,rl%(dtm@b?RQ,I#^,߳uRnag_߯`{5Kc{d^Q50t<7 8eI@q~ЃU7UmöM~ӱ鎍bYGG |:Vɇ& hnKOx#I`!~糲-W/:Bl~8"5&ْXxu:sLU! 6,%
2 ]ذ"i$+=Gw\V2c\,mXeFIQ:̮4rEi)VVIh>
zu3s~Kͼk%kzAko۾68yz)szAkn3
/kg001.c9Ϻ*l`~J↋j f\C۾`-="P %d$