%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
IMMERSION-Check-Donation-Card
2019-09-17T14:01-07:00
2019-09-17T14:01-07:00
2019-09-17T14:01-07:00
Adobe Illustrator CC 23.0 (Macintosh)
196
256
JPEG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uuid:0d682cb3-a7fe-d84f-bdbc-8285522ceb34
xmp.did:cf2d5131-fc0f-4d97-a5f6-953759d10b0a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:d0004b72-5545-4813-8362-a0da5aed714a
xmp.did:d0004b72-5545-4813-8362-a0da5aed714a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:1910ce08-4401-47a9-82f7-f32eaf789206
2019-09-17T11:50:54-07:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:cf2d5131-fc0f-4d97-a5f6-953759d10b0a
2019-09-17T14:00:56-07:00
Adobe Illustrator CC 23.0 (Macintosh)
/
Print
False
False
1
8.500000
11.000000
Inches
ProximaNova-LightIt
Proxima Nova
Light Italic
Open Type
Version 2.003
False
Mark Simonson - Proxima Nova Light Italic.otf
ProximaNova-RegularIt
Proxima Nova
Italic
Open Type
Version 3.000
False
Mark Simonson - Proxima Nova It.otf
ProximaNova-Semibold
Proxima Nova
Semibold
Open Type
Version 2.003
False
Mark Simonson - Proxima Nova Semibold.otf
ProximaNova-SemiboldIt
Proxima Nova
Semibold Italic
Open Type
Version 2.003
False
Mark Simonson - Proxima Nova Semibold Italic.otf
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
9 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 13 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
10 0 obj
<>stream
HWM
_፺߹Y`$&FN(XRrȿOUgە
gd,_>__/В3>>>-7obHn-QBs#p%sI[5o`[D1qޟιnc?̶{8f}1c uڰzPR KFq+r-PIs5*4C
vfr=R58 wﮠ^KkiJbSғ涍́c+U1O[νHk*PK*5%tbS:zL {Cpŷw/,oi\~<p
M si2'gbAOE$N#`}6I{Ŀ8's
]2(<6߁OdVQck6}ҍb)\cBnēR܊+&)5_UpB ږ`7Lgy(0 -m1%T];s!rGOQ*Sh ]!/ ] :R䌀A!2PbFqvv}td5e=rM*DuN yP
Oa#ɑ'tnhs բmC4/#d`=LD AF] ʣ^K7A
@"JwS(7\HbFHm(
Pu,Ͳ{lMf8H
BUrRV't`Vt6Y)L' (ĕ1ݓUI3\8gP(r7VIbwrϓ3
b,[b#LT1\fTJUKҎJĴZͣUU`du2 ʴ3W*+SydGl"*-g-CΑ]>vbԺ*)YG1)b&ʌ$CF3fepg8-LQ-&vEW,KBL|94ΤC=@ :?(z4nL}]vט܆/t.ÐQQՁ6DRHNPTXJ/Kb->ROMɹo.oCORN^cC\4߈c_E9t:ú3]!;8q6!zzt$/&c²(jrزN11ؓX;S24.0
v
`|rY3SG3OOE/fɐ/'y#|
ΜFY^M:!m~ٽPꨎrh_|qQRG[Du/xX]vᜒVjh}<,"Xj&r%s9US%&ݔ9cT_|fhqXaWE/F"8U%D 1ZZLJR`2b\`*R>ΰtBS=3>'ծ^Dt:tr%-[2nB]cXdTv(11?/r$@"XS=uukbCa*L_X9&*lgU@,r"էٚxثLQj;?Yuze/Jܯ<0sEq,'2 qt{v{ּq7bJ4Fd<̻qĎ=$5K!4F-o^$A{ ~4C
漻ǜhmjIїsX{L܇~VVI,3rg5j9F49"$8RoABĮc=x~u7GwC grǽ5.HMsz]4\|mMA