%PDF-1.5
%
170 0 obj
<>stream
ZÊn Qn
v"cͫcV]Bi.q=`;f2j+
tWtGY3qn5&Bg[Ԭ;SP/}aԴ9ki^Δ.
P^PNj$!9D3\%bljOJnixbA&Hy:$nb_⦜@p]8QiHodU8+{"/1N5Mvظ(ʚA)3z3_l^ɉM
:-4Cb<#@GE>;e';cϜMG,~{ml1R`"z+>6RpLu3҃P(GO]h*#mlNkngT79t[ ӵ,D҂) :P䱞R$<3HA}3uù=[(7z̢
ONwV.ВfS1Nb+up`0,!Ԇ[s#y/sϢ$E.߷D~$<-ϱ3Q1bkef!(ϗͺp_ATmDcOPTkmTܡMJ=wS w
endstream
endobj
171 0 obj
<>stream
!9
-o#ʲy}G(hA8ݐ*y'4$l -4fυeSJ])x蝭tFx 6z0iݜjac\U9s/QaDXx^U&0(7UGŵvriRTLuS#SFE(Ot~E)Eu"ìsRkt
1nS%з\?&\(]}:'lFmX%Wn;U
endstream
endobj
1 0 obj
<>/OCGs[20 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
PhasesOfTheMoon
2016-08-11T13:41:35+10:00
2016-08-11T13:41:35+10:00
2016-08-11T13:41:34+11:00
Adobe Illustrator CS6 (Windows)
240
256
JPEG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uuid:466dd78e-1d8e-480d-84bb-ca5596f0ac03
xmp.did:D5BDC0D4735FE611BD0DD71ADA8E6051
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:95120d7b-4168-4e2f-8c27-85306aa0e1d7
xmp.did:C72F927406EFE511A28FB2E24195DE3E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:C72F927406EFE511A28FB2E24195DE3E
2016-03-21T12:44:30+11:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:D5BDC0D4735FE611BD0DD71ADA8E6051
2016-08-11T13:41:06+10:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\Carolyn\Dropbox\Whiteboard Discussion Topics\Astronomy\The Moon\WaxingCrescent.png
EmbedByReference
C:\Users\Carolyn\Dropbox\Whiteboard Discussion Topics\Astronomy\The Moon\WaningCresent2.png
EmbedByReference
C:\Users\Carolyn\Dropbox\Whiteboard Discussion Topics\Astronomy\The Moon\GLOBECROPPEDiStock_000015021292_Small.png
EmbedByReference
C:\Users\Carolyn\Dropbox\Whiteboard Discussion Topics\Astronomy\The Moon\GLOBECROPPEDiStock_000015021292_Small.png
EmbedByReference
C:\Users\Carolyn\Dropbox\Whiteboard Discussion Topics\Astronomy\The Moon\iStock_000015021292_Small.jpg
EmbedByReference
C:\Users\Carolyn\Dropbox\Whiteboard Discussion Topics\Astronomy\The Moon\iStock_000013896214_Small.png
EmbedByReference
C:\Users\Carolyn\Dropbox\Whiteboard Discussion Topics\Astronomy\The Moon\iStock_000013896214_Small.png
EmbedByReference
C:\Users\Carolyn\Dropbox\Whiteboard Discussion Topics\Astronomy\The Moon\Moon.png
EmbedByReference
C:\Users\Carolyn\Dropbox\Whiteboard Discussion Topics\Astronomy\The Moon\iStock_000076430879_Small.png
EmbedByReference
C:\Users\Carolyn\Dropbox\Whiteboard Discussion Topics\Astronomy\The Moon\CROPPED2iStock_000015783093_Small.png
EmbedByReference
C:\Users\Carolyn\Dropbox\Whiteboard Discussion Topics\Astronomy\The Moon\iStock_000076430879_Small.png
EmbedByReference
C:\Users\Carolyn\Dropbox\Whiteboard Discussion Topics\Astronomy\The Moon\iStock_000007049833_Small.jpg
EmbedByReference
C:\Users\Carolyn\Dropbox\Whiteboard Discussion Topics\Astronomy\The Moon\iStock_000025355037_Small.jpg
Print
False
True
1
297.000132
210.001652
Millimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
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
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
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
9.999103
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
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
12 0 obj
<>stream
=B&j|UEf+ғ:Nxmp=>Mc?`؉VJryTA .vpI\+tlU" en4ߘ/Ŋ|T9UkOsA&?cs)J g|2,i39H3MfW=?#00j\;Ν=JM҇%硅/a%6sc;
RoLbeEG
\Kk|5! h؈:1r6rPpSf欜(E|hf@cBY^,@qC/r<;\\XBX31}Ճǩ wKr"9e0
d1^Qg6~&@*%P2
+Gth&UKD-FqB(%[",MT9 لܧ4@{ƯYg_ ֢r1 S&{8sÁdCc^zIvيlKfs rqfnv=19U@LH&ׄÂ+-lC[,B^ѥPa=
9_[JPKzlXvdq^v)luz|9q$Cuw@p%N}Y/Dw,F[ث{~''ȥGF!yTȀ\WUQz3tI!-/G6\V[Вf~9I@^nSPCL+!JS2iTb$e
8U:m-T(29c44:s^XQ:~.ǰcGO źl[1ԛF[pښ>n1/֍LaE4}aX dJK${~~&8jUf6GnZӾ͒ x
}I^Yqujt6QU5 o mO"d6púj6^ҎMd?*_oYy̗mSFQ_M{˴2[{T
jѠҮ?Rđ2]sy34?$/[;liKlm9}Z5IpCUW!3V85^
oR14' H/j [Cb<:o20j(,!Nzϛb~♰GiU7"+|4IbpT
tꆴ&kdy#9%kQ6m
Krm*:8d;w#YD,)a[ipЊEٛOnSuĮ-D
)&T-qD4M)H'Ajȳ~ϖd.KJ@NO6@nv9;͔ӍMvJңr
DԂC{Cb>#B()
\(QRBO0XG[S5f%-B|:!e]Q9[}k(R(RgpvM~!~zދ%4ɍS4-: yoNl$Dʓآ{H8>PaESӒJO1/+[Qw /cѵ,ǟC4Y\gek9~6`/w4h@*8=}h'd\T2-HN*cq5:arCrr+@ϻVr*qRei3Qy\*& Lљy]1-(-ނsղ[rr'咶!izE#R8dp#E*
b^w m Ues
%&/,yF|$bN>_WփyRpMpá<}Sz&]͒*`F(!ݘ$?j]G 84>>{ ٽk3 .*Zc\cV*9?CuKk/`@{J:jd<$5m?*}^_}3]J4+TcE*cҊd=3b8WL7B/R4хٮ>>R9L@UKB%@]Hkp0o89jwTuJ^F)sꈡrg67C7Z|=`ßf:~6Эan#rn+s /VF jhk3u/ uiP_8(K=I~M'73}S)ʾHnW+z=3 A>t'JZuO+z絠z
X[sf+dDئ3}Hb&su.qBi)ϘRIbJAC!siM!ʄKz5.14u@OD"KSbM|нRUM
pv%No
ZXJjra@s"?Eu LUI8x0.`j@y?DMR)6.l"=G(ߨѺg>Kvz`&]{[
V}tGSU PJk$1;IH^<*7ʠ9hCag_T;+L fj{㤧;`<惍(Rٗ7Ȅ?Fm.-^3<oܳ(@UIHo$AlFwac.B^J2!g X Wu$ ~w's5F/B47rSh§%Ӌvc"%+;\"Ļ(x`(,r9