%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
love_paradigm_manifesto
2019-01-22T20:44:32-08:00
2019-01-22T20:44:32-08:00
2019-01-22T20:44:32-08:00
Adobe Illustrator CC 23.0 (Macintosh)
200
256
JPEG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uuid:037c0459-e868-504f-a606-459fe10fb62a
xmp.did:3936efcf-afba-4abe-b080-c2f419efae0a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:f149ab95-3a53-4645-b4da-5078efc6d051
xmp.did:f7c62c7d-fd9f-4922-9704-a2ed4f1e2a14
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0d3082b1-74fb-423c-82f1-43bb7a1b8a7d
2019-01-17T17:28:58-08:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:3936efcf-afba-4abe-b080-c2f419efae0a
2019-01-22T20:44:30-08:00
Adobe Illustrator CC 23.0 (Macintosh)
/
EmbedByReference
/Users/mmw/Desktop/MetroMediaWest/CLIENTS/SOUL/Admin/Letterhead-BC/soulrise_letterhead.png
adobe:docid:photoshop:b73da4f7-bf12-d04b-b76b-0ad3bafad8f1
xmp.iid:13ab60c5-9dc0-4a4a-86bf-0650e3b13a2f
/Users/mmw/Desktop/MetroMediaWest/CLIENTS/SOUL/Admin/Letterhead-BC/soulrise_letterhead.png
adobe:docid:photoshop:b73da4f7-bf12-d04b-b76b-0ad3bafad8f1
xmp.iid:13ab60c5-9dc0-4a4a-86bf-0650e3b13a2f
Print
False
False
1
8.500000
11.000000
Inches
Mukta-Light
Mukta
Light
Open Type
Version 2.538;PS 1.002;hotconv 16.6.51;makeotf.lib2.5.65220; ttfautohint (v1.6)
False
Mukta-Light.ttf
Mukta-Bold
Mukta
Bold
Open Type
Version 2.538;PS 1.002;hotconv 16.6.51;makeotf.lib2.5.65220; ttfautohint (v1.6)
False
Mukta-Bold.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
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
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
11 0 obj
<>stream
HWkoc
_6vt_5@HѢmQaQ,'v'c3AR$'S3HE<<K\-|$nDm*n|m=oܸV6W#fwpۥϥnE4Aj#P?YV7^Wc<<