%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 6 0 R 7 0 R 8 0 R 9 0 R 10 0 R 11 0 R 12 0 R 13 0 R 14 0 R 15 0 R 16 0 R 17 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Heliophysics_Snap_poster_8.5x11
2017-08-02T10:46:38-07:00
2017-08-02T10:46:38-07:00
2017-08-02T10:46:37-07:00
Adobe Illustrator CC 2015.3 (Macintosh)
200
256
JPEG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uuid:48e3c448-ce7d-0743-9304-86d75ed2cbd9
xmp.did:47aaac04-7035-424d-95cc-5f33108d87fe
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:546c5903-751d-4bdb-8a6b-69280d934d88
xmp.did:546c5903-751d-4bdb-8a6b-69280d934d88
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0180117407206811822ADC275222CF87
2013-09-12T11:30:44-07:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:47aaac04-7035-424d-95cc-5f33108d87fe
2017-08-02T10:46:35-07:00
Adobe Illustrator CC 2015.3 (Macintosh)
/
Print
False
True
1
8.500000
11.000000
Inches
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
35
31
32
CMYK Red
RGB
PROCESS
237
28
36
CMYK Yellow
RGB
PROCESS
255
242
0
CMYK Green
RGB
PROCESS
0
166
81
CMYK Cyan
RGB
PROCESS
0
174
239
CMYK Blue
RGB
PROCESS
46
49
146
CMYK Magenta
RGB
PROCESS
236
0
140
C=15 M=100 Y=90 K=10
RGB
PROCESS
190
30
45
C=0 M=90 Y=85 K=0
RGB
PROCESS
239
65
54
C=0 M=80 Y=95 K=0
RGB
PROCESS
241
90
41
C=0 M=50 Y=100 K=0
RGB
PROCESS
247
148
30
C=0 M=35 Y=85 K=0
RGB
PROCESS
251
176
64
C=5 M=0 Y=90 K=0
RGB
PROCESS
249
237
50
C=20 M=0 Y=100 K=0
RGB
PROCESS
215
223
35
C=50 M=0 Y=100 K=0
RGB
PROCESS
141
198
63
C=75 M=0 Y=100 K=0
RGB
PROCESS
57
181
74
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
148
68
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
104
56
C=75 M=0 Y=75 K=0
RGB
PROCESS
43
182
115
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
167
157
C=70 M=15 Y=0 K=0
RGB
PROCESS
39
170
225
C=85 M=50 Y=0 K=0
RGB
PROCESS
28
117
188
C=100 M=95 Y=5 K=0
RGB
PROCESS
43
57
144
C=100 M=100 Y=25 K=25
RGB
PROCESS
38
34
98
C=75 M=100 Y=0 K=0
RGB
PROCESS
102
45
145
C=50 M=100 Y=0 K=0
RGB
PROCESS
146
39
143
C=35 M=100 Y=35 K=10
RGB
PROCESS
158
31
99
C=10 M=100 Y=50 K=0
RGB
PROCESS
218
28
92
C=0 M=95 Y=20 K=0
RGB
PROCESS
238
42
123
C=25 M=25 Y=40 K=0
RGB
PROCESS
194
181
155
C=40 M=45 Y=50 K=5
RGB
PROCESS
155
133
121
C=50 M=50 Y=60 K=25
RGB
PROCESS
114
102
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
89
74
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
196
154
108
C=30 M=50 Y=75 K=10
RGB
PROCESS
169
124
80
C=35 M=60 Y=80 K=25
RGB
PROCESS
139
94
60
C=40 M=65 Y=90 K=35
RGB
PROCESS
117
76
41
C=40 M=70 Y=100 K=50
RGB
PROCESS
96
57
19
C=50 M=70 Y=80 K=70
RGB
PROCESS
60
36
21
R=0 G=0 B=0 1
RGB
PROCESS
0
0
0
R=46 G=23 B=66 1
RGB
PROCESS
46
23
66
R=62 G=29 B=90 1
RGB
PROCESS
62
29
90
R=93 G=41 B=103 1
RGB
PROCESS
93
41
103
R=93 G=41 B=103 2
RGB
PROCESS
93
41
103
R=133 G=13 B=24 1
RGB
PROCESS
133
13
24
R=76 G=30 B=34 1
RGB
PROCESS
76
30
34
R=193 G=180 B=154 1
RGB
PROCESS
193
180
154
R=76 G=30 B=34 2
RGB
PROCESS
76
30
34
R=146 G=148 B=151 1
RGB
PROCESS
146
148
151
R=127 G=192 B=187 1
RGB
PROCESS
127
192
187
R=93 G=0 B=1 1
RGB
PROCESS
93
0
1
Grays
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
35
31
32
C=0 M=0 Y=0 K=90
RGB
PROCESS
65
64
66
C=0 M=0 Y=0 K=80
RGB
PROCESS
88
89
91
C=0 M=0 Y=0 K=70
RGB
PROCESS
109
110
113
C=0 M=0 Y=0 K=60
RGB
PROCESS
128
130
133
C=0 M=0 Y=0 K=50
RGB
PROCESS
147
149
152
C=0 M=0 Y=0 K=40
RGB
PROCESS
167
169
172
C=0 M=0 Y=0 K=30
RGB
PROCESS
188
190
192
C=0 M=0 Y=0 K=20
RGB
PROCESS
209
211
212
C=0 M=0 Y=0 K=10
RGB
PROCESS
230
231
232
C=0 M=0 Y=0 K=5
RGB
PROCESS
241
242
242
Brights
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
237
28
36
C=0 M=75 Y=100 K=0
RGB
PROCESS
242
101
34
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
222
23
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
161
75
C=100 M=90 Y=0 K=0
RGB
PROCESS
33
64
154
C=60 M=90 Y=0 K=0
RGB
PROCESS
127
63
152
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
19 0 obj
<>/Resources<>/Properties<>/Shading<>/XObject<>>>/Thumb 107 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
20 0 obj
<>stream
HWˮ,
W+znYE7xa
S엚ju9q{G#*~˷_{߾6__ٳL(.hlj옲)]?/ޛQ,la|-FW?/?o~0߽`
;xF&2V>lόF@`<x\ű"ʮ$ߜ]'/˸aVG`7Z68f^ a}ll5GM_M9G!DO4#g0kkErp~~~@""=^1)q0AJSܧOpъn֊Խ/u[]!&G-"KAD+zI!xM+lkeˈɂʽpܳbUAJw:
\nʋa5.\U^N(
Y Ћ9n8Bg:^Yʥ-3N/,>.A
5xn=ݪ;
z=^7Іn.fKV`[kY}Ϟ8H6frAɗ܁[zr[4mfvzA*5"=-p6*jSS`=uȄ6rg+ZH5]:&ݑnn^̕K<[ɛc^jmk&hp`9hgDw g"h'saN<7&>b\BG~睷})I11*JDBi{jtͺ~ S}1HsyÅh{b{h5;QN~CN`*gfFB?Qq5PF?NQq'眘4lBBC"qԀ-h3v(,*x~nA^7%yu!
şD|ZxgJL[P..H2\M&<$(n7qN>#'a,b ^p|sb
a!Ľq1u'%?r'Y9]a
1 o
)Pʊydp"-IuAwvb9,7:] q)pJZͩ8FȾc_|ľ'DWdm)Kg>0 M9L
g7v{ LB#2jM Ȩ@N8(LKhcJԴUЛ
z{TqaHQɔdi:{twa[:92,c5+!dNbz=7+LVYnS f496d%l` v3Szߓ'].sړPݔ-PG RD_pQ+-L1t>,͏F J.3n!"efV3?Sya2?Ϭm"1spxF
o0y5QHr苲|
!ec`8ZmYQDZ-(CiEfb-]ı"A]\)8JDGć̮{r I+eyV%i%1{iOR78cCR=1yIi\7bsr5f5c&&QUv'3'wٔZ1+
&)'iʮ>yQ!v}$@Nَ3vF~I:۹Y1\>TUt#̘kMjf̣
9p0)1DEٳ2VlԞQ8,hVqIBooR#~U
TrCK7~-4Ǜ5Խ^~hFzw#E-/lgy}hALDeaS- s/Tꢛ$Fb Bx\ NHDZRG$HE;^$ZVZ">XfyKL/^*gֳJq?"]^^/-USlYa5פk+-HI\^t?$qܴb8uv{AbL,[Tּ+ZVq-a J: 'm$=zY
^uċecxqs;
V-B U|MߗLCz#Y'b<&gBZrht'6^0F_mEUcߘ"mZtɈ{(j1o:t#w()Nt|d#oVԯvʐALt`,P/ gr2 EKG5a}axέ
FH:V)* #4HJvw}LT"Z8[UzKpL*;pcGF81j~ȢEӀ>sI5muUv_َwSh50Sg_6H?J,0 ,-W@O{8;5C{`fg(OڃEPY<ʺ0(`rI
fBL\Kn*$'fORH
kH3^H*'IgɅnr&/gT[Ia8^nJIEA
9
n&20@y0E56e s:U?έ3 qb۔Nx.gqQ=ŖI1R:үadk4(!Z.WvkkǷ&=EyɦmnςRV>~}U[T[/ҧgՆH ?bu3+aJ$L[ڎfYEUFҘi5>=.jvuRsנ[.u~vx$(mD#ڛTDk\yErd~(3]1R;gglQ&_I;'U Y߷3*1Ul[g+$[!K_:'/ c:*-
=~/f3NYF,Y'JLY:&SCmwpΉ8uʒ(ǽ,?C-qzk/)LDп }}VOG5w9!oU
j[CɢErlƟl_Iwj.l}zj;
o%:|dxr)T}IըuU<_G|dOZi}m[T;t9pFsR#iKm`v:_+[.[xnLC=#фRӄ*ӎ85č1KOQǑsxepvoV>n^nTIɡS
\N
GףevɇeuQEa'҄6_}olE|3xtm#b@4:cx(/NgBr|+!-iQt
EH'yR7R /Xsb.1M%Ɵ9|/(AqB|Y̯=JPvuFMHߜ'_hL1HDLYW,Sӫу%
#AsYQnum%^]h٣0wZ}2KEJB# %"
}IK3y1W˛vkSAmRA(
-a" oN{]'KRw#:LhUgTBfk3eXvY lιS_JIAX4ޥaRIV{]_4!k].fy/4J4V;2MABDwaWN;l:Ur,`;H_р{]lI
89(t/ Ɂ}2ɎAᩒ+=n:TK%f^8G8Ἦ[F>tEʁhc.j.t@g8!!>fnM+υ۶uT&;m^Rݒ*m1v?5.:xxu}呎'SCU%E 3us&ip}\<0 =Z4>Q^R6Opq
j7ʜzٞLri1/lh{HDZUQ!(p9 +*{2zPw5J+ي
ܡX]
^Co>ўapj=[9ZhG"6//[vÝ{ E,0B
V{Ww8naEO{)?(92[)K
ӑHw{R ^;DQ
|+RZ
u`B&,xCxݓb he|!2Cq;=R`tcx<Э
be̗-fV|bK7V=RPw2sk`h
7k彳EEʸۛ۟0D
n؍Mc`B2ZrK+wo$v=ޞwRɗ̼*znACrRkcm6CMl8ha2zLMvtXܖf~L[Yh(7
DŽ ڐMdfPl;'CD8?/8ϦCdnГ&88m ҙ!h]@オJ9c-xڰq^se_}`ysձHKցŌo38SN/k>WRwh^82Y4Hsu\%FIʜ1ZoXCP"Oq'-ENHABSbܾr.UێlS.+80g" QH5=2Z4|v.ݸom%oֶZ~kzV@WNBWμo(egpJ?_/?ΕBMǪuq;lӊ%3J}Z9ecS{J(؛鞦y&hď^t
h@ ?樈&JFP/~uRέu#Mf~ *eBviVM16ٲY5 hG(ߺk;8&ԍnɻt3ҿa|t9E-aw̾06vp͉y)};gl UT]QVDel@۟zrAc%^Qja `|-\"٩9;?D'oK'&ֆ_`i?DlrZfbP>{Ɔ>Wܪ2`d x9TC~KwdK&YX(?#>͐iJbQǘPk~tWOKK@n0'29)w][3qG8~}s''#ΎRԶNX'gN2R'66n+ooyr_x;'I'S0cdaMВgT&sII7IWvq&
7+^xƛzj)mi1Mf:V3)F
jr{5LTD hSC{m+ `rsߴlhA4X[e"
m+4٬=*_VJG
`7v4`9:g̊)m[n͑uS@V9s)Xno~+g[mb)Sh%
湬K1!b
[(Fhh嫍2s\s8Cu\߅h9_
Xi-ڣ*H+{ oۚcJx{
|!{֗ɟvmC,'.+´b6|K^)$/Hg F`ywzKL^&7%dRRx/c;7%
"qW/9]uXg9TfwKijkilx;}lL>-K('f>#v@M!BZDNbezmoO?rƹk(9X
u!Fx)x>.
j)/a9/gm
~C[56ߡ-~}C+e^VU C@.ҥMU#f[z3OQ)õ!݆4AZQu'qn7Fwv,hjmHU73mDs7#A=ܥ]U}DZ${21Ր]cEVu^VxR%S@xnU6W0d^Rn6Nr12",R%㨒RLxHOa[oVNmm}5~nZ5J)rtu\cD)aT7N,)x%qQRp2
-bn^-;@s-*p
7 ҵX^y@ZZA>0ϹRm8lM`0`?WL wڗ!88} NH^!%Sz\Z_Wޅ
n蚟Q߭eҸw̮B
UUF\*CkdgziUR.)VjvwR2}E4-5K]0{|zmX*
R`mRA+6њ{ LeOܤuq,Bo><7IBLm\b Epx!0]uve28m]f_CƆ(YR5!,5b9k.&&q-VUGTO/E7qK#CtxY1=OMē&UoF2`?3BM[kItϒ%halkjp.jn'@GzÉ^;g@%d%p7=Lfmq&/x1\
9Ж`ݒ7)i"W1O?
^r
9A]o@{=ܸ649(
\UX!)@o|!ަ7#%
bߒe?ۯt^=|Py:
PacF>('+]'?-}G-}Z,UO&_̂IlywI02,C]c7}b@VCT0W]}j|{m=al |嚔W6hsw;gFvӞA+CCW`cD3{ g}.7=1R/8I/wFaqG_xqF:]`%+']v._ti?qǗYbCʤ++;JZ^݆:?
?$ؤ4 Z'#)IL|r('nRMVoLI298XF80oABF)Ӗs98
_LL7I=f+;6.hɗ>7%J֓moҮS{߭t@<[eE%5,idGJ,v:>GY!!YE8=ᡁgM~
8Na
S+NFA&'(8m+\WWyx[[/E3^PVe70#Ld# ?M[> _6"Ok&IJ`}੬~giEOB˱5"h*΄}4ymݨL<11q+SjV+0zϨup:<Y0Q&'3\όQiNdIFfE{ojOl?撈g 7iN߮,@u`,Q8wO^9at/yH#I-FQ(3eX{lR8)o8laƩG*2f>7|2Ɋx~I>1xLL:X Ζ0X"pqDEo{T
A24\~!~T)f,ἱۼ"?K
~p2|n3\LdKCZk
/c_
3%x,7viLx3ۯ}"c|=xڠJPwfk M_FW3
7`*\8|{V_+ʓC߹984yǯꋼS.z)E>'{n`TmiZ9 (