%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
MeetupFlyer_Photowalk_A4
2016-09-02T15:21:56-04:00
2016-09-02T15:21:56-04:00
2016-09-02T15:21:56-04:00
Adobe Illustrator CC (Windows)
188
256
JPEG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uuid:e680d8f3-bbcb-4ad6-bf74-99f6a02764d8
xmp.did:62836793-ff87-7643-91c7-fa868e25c794
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:f74d07e7-f733-4725-93ee-7514c1898157
xmp.did:9364c5b7-9ee8-cc47-93e0-7807d5cd50b3
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:319976b3-443c-f34a-8f70-d65e77bf4f7f
2016-08-18T16:37:04-04:00
Adobe Illustrator CC (Windows)
/
saved
xmp.iid:62836793-ff87-7643-91c7-fa868e25c794
2016-09-02T15:21:50-04:00
Adobe Illustrator CC (Windows)
/
EmbedByReference
D:\Work\Google\Local Guides\meetup flyers\images\g2.jpg
Print
False
True
1
210.001556
297.000083
Millimeters
Roboto-Light
Roboto
Light
TrueType
Version 2.001151; 2014
False
Roboto-Light_1.ttf
Roboto-Medium
Roboto
Medium
TrueType
Version 2.001152; 2014
False
Roboto-Medium_1.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
Light Blue 500 - Primary
PROCESS
100.000000
CMYK
68.950939
19.827573
0.000000
0.000000
R=0 G=200 B=83
PROCESS
100.000000
CMYK
72.927439
0.000000
92.019528
0.000000
R=255 G=82 B=82
PROCESS
100.000000
CMYK
0.000000
82.232392
63.616383
0.030518
R=124 G=77 B=255
PROCESS
100.000000
CMYK
67.132062
71.169603
0.000000
0.000000
Orange 400
PROCESS
100.000000
CMYK
0.000000
39.942014
94.311434
0.000000
Grey 900
PROCESS
100.000000
CMYK
71.752495
65.737391
64.611274
73.205155
Orange A400
PROCESS
100.000000
CMYK
0.000000
51.842523
100.000000
0.000000
000000
PROCESS
100.000000
CMYK
75.020981
67.968255
67.022198
90.164030
Grey 50
PROCESS
100.000000
CMYK
1.171893
0.607309
0.607309
0.000000
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 10.01
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
7 0 obj
<>stream
HМWЩзМїWдБPоО"М
ЌэнфPzHqўН#2^UW
рцаSбѕ2_фэfчУфfчЪђ9§|јњлИщећCШiБN99іщ|}ЮЉњщнЫУ§сwЙЈЃФ!}wч&?ннЈщ<~<Я8ўKaЮОO%ЙuО|8ќыјSs<ўѓtЎs;>ћћ)Я(сЫяЮСЭљјУщ?wђъЏЭдDРМмйН^їњѕ^ч6їўљTчr|sђ}фПt|9}8|ћмHќLсј@=О>
уЋщS§ёЧУk&0ўp9(пOјЎмON'ЁсзSФчЛщў5у№/_@ЎЊx{сзоюNЧ_NоrЯC40ёИ§ЈV(#тяA<кAЧпЮНФ7ѕјwG~За:#МЧщљtћ&сZ№эНЧћegoRњУєэf?Ї\>DyIKКьфe/OЛвУєьo AјL%r\.\єЮдђ_ќеЬ|#+мЬцИыOЪ