%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ваш выбор шаблон
2018-04-18T11:03:39+03:00
2018-04-18T11:03:39+03:00
2018-04-18T11:03:38+04:00
Adobe Illustrator CS5.1
256
184
JPEG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uuid:32abac96-fbf7-4c51-81c1-dcf8a8964e9e
xmp.did:81404FFEDE42E8119257BEE109A291EF
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:45780856-d7b6-4b50-a154-b53e07dc41ec
xmp.did:436B1B6ED721E811BD28A0A4C17944B5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:D9312C898879E611A2D19F1D1741AD13
2016-09-13T11:41+03:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:AC3116FB0825E7119C23EA021845D17F
2017-04-19T17:03:36+03:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:51A3792D2C21E811922392C2C1EA9912
2018-03-06T13:50:26+03:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:54A3792D2C21E811922392C2C1EA9912
2018-03-06T16:35:42+03:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:3A6B1B6ED721E811BD28A0A4C17944B5
2018-03-07T10:16:18+03:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:3D6B1B6ED721E811BD28A0A4C17944B5
2018-03-07T13:40:57+03:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:436B1B6ED721E811BD28A0A4C17944B5
2018-03-07T16:59:50+03:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:81404FFEDE42E8119257BEE109A291EF
2018-04-18T11:03:35+03:00
Adobe Illustrator CS5.1
/
EmbedByReference
C:\Users\Prokhorova_AA\Desktop\пир 2016\листовки\ваш выбор_im.psd
EmbedByReference
C:\Users\lanina_aa\Desktop\Ruble_sign.svg1.png
EmbedByReference
C:\Users\lanina_aa\Desktop\Ruble_sign.svg1.png
Print
False
True
1
296.999959
210.000102
Millimeters
Calibri-Bold
Calibri
Bold
Open Type
Version 5.73
False
calibrib.ttf
Calibri
Calibri
Regular
Open Type
Version 5.73
False
calibri.ttf
Cyan
Magenta
Yellow
Black
PANTONE 321 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
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
PANTONE 321 C
SPOT
100.000000
CMYK
100.000000
0.000000
30.999801
22.999600
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 9.90
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 21 0 R/TrimBox[14.1732 14.1732 856.063 609.449]/Type/Page>>
endobj
11 0 obj
<>stream
H|M,Iu@-3@ -$KgU3#
p77o!]둮tu+]x|ݟ>wZ㪣ݥ-yッ>~RӽWZ4kڅU.3{U-VSGSzVbќ,wŋr߱ߏ\9s齳n3]JU־ZMrdr|tǟ֝g+,Cw|~$M9؇5JG)ך:dUmf߾tUfs}36<Ѓ4x(UzO=pWu?ڽ3OrW*:Jw!q]qx[
`ܫ*_w
x*sⰯU=M.ޫ3w]oa)quIӶMe:.q.5_j̶r0KI^N=x]uVSc}(\ccMc~XՖ|*s\P魮SVMY;!i\YqN:rj_|=E0jk|/)Xp
t*ýKZzTϩqL)83Z 7H,ە
b0(cd}E}og=5{`i~F\ye;|N䅈+`PSK^hGN84A7Uj(cc2
ve
|Qv\F$hhkTꝅYpJ!hmJH[eܡ]! W%LgF#o35fa.ѓ<]TnftCcm{;l!Pԫt}=aL?$ zJ3
hi\'k iƗ3C%vP$̜<|Y8+_^3v1|Ĝc,2Kֶ=R.=(s"|uմ؟y:3do8J}+9d>-zƈdL8~>( *͙;vmˁgA12S$m@y(*b؊dM;°ŐCAL^N/Dؔ(jEƮ-Z6]Tؽ{
&WpӂJXe>Ahh"+]T<;Hf̒s<
ʋS/Bw97L33͖KEbxݢGi `nhYcLa)>P5k{{ C|űlGqJX
x4RHO1^Bl5XF [8UD034F|Ze"0uwahY%JGx5o )Ι*+nΥ`Љi)gB@Bd-d"Urm`Ȑe- T-BBmX!.]7Z<$
nj#vx6 82:X8!&,GXfmbDH[%Gj!
RTH%~ZL4ǎmS
N=-ڻ-gC]P z~,^zs預mRrHDz|DOݫe"kD%;
q@m>gW̲Ted6HDtb+'/ʰBH
mE<%yQR$Bܒ̚#;˺7&:ֈsH* t̪EYhJgvӍ̣Kn7TA>|zqɻ%gRR-z;pTh?4Zζ T/$qo+
V|)$zzAw\
Ę('pQr}Uls-싑K,cȫeB-ÒqAcyȻB)un``P9R{z]1vviv )GE[ؓVܶLi+)ɍS#Ȁ- =
%EG{N1A]l16N8)Vt2z:vk?Ntvu)7JQYU,UpMS9]Ӡjf =$dmKDAaamZ7A</ucR4C'\1gHFqyY5NKExΥ
όR
+9.oC8e)2fɠEe>
zPʗBᆾ,HiN_gCPqJynO^G嗕܆_Uݐ=Sh)jȎ2ue;ixW4Qi07fT\}1WS;V塡cpxGg?Ԗ`j̽
ɺR$b<8ЃP$tV
X)t:6}ٿ}Uhk`,K3S1BAĘ^am6R vvhу`*(F)ͭ6яb-f4ƂZH(cGᓀXFYZEI@ľg