%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ThanksgivingMadLib
2018-11-17T18:08:17-06:00
2018-11-17T18:08:17-06:00
2018-11-17T18:08:17-06:00
Adobe Illustrator CS5
128
256
JPEG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uuid:eaa3ead5-8a2a-4f4b-9ee5-9d2deb8d83a7
xmp.did:1B8539FCCB2168118C1493D5AC9B7F8E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:198539FCCB2168118C1493D5AC9B7F8E
xmp.did:198539FCCB2168118C1493D5AC9B7F8E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:198539FCCB2168118C1493D5AC9B7F8E
2018-11-17T18:06:16-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:1B8539FCCB2168118C1493D5AC9B7F8E
2018-11-17T18:08:15-06:00
Adobe Illustrator CS5
/
EmbedByReference
/Users/alyssamrow/Desktop/1d2ade2048cc1acb17bd0eb0523f2815.jpg
Print
False
False
1
5.000000
7.000000
Inches
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 9.90
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 13 0 R/TrimBox[0.0 0.0 360.0 504.0]/Type/Page>>
endobj
9 0 obj
<>stream
HdWK)ӯIB-tlڐuYC^Ot}:++23OOϟ#-5ˏu:{&2'#~r/|~=>~=\!7ų+v>g eЀ?>dfͤ4fiLԈ=ٷzėƩ/^ӉGIYxu~xqLýߣzrncMVb_߾q͆ Ssiof{sٸh&BlIaq/LD?03Y"M'%WS\+֛}ŴY,Ϧۚq/>[XF6s("jyEBFRfl$*ͬP&t=XLCU6M-RG]G{Spk6\;1x#ӾP,n,bqdZ#zΓn9uu+7d)#$,x){b^T,G0{ޣiZB[p5g@%)MM7ɂ}3ag0c"TVf_ !}Pð'Ľ̩c\8mv)(d|"Y*84YbGF_E*,(1sZ
GD(INzȞ&S<~@r-x$ZMjl$^w<UaÊ|d3\\MSa~3X rf\1@+~CB+J2;AhDFҵ&9wz-(7f(9ڸJS'w2<˙F6u#ٌɕ"@n
6L`J_H);C<QGA.Ŭ@286H>SqÉ]yc
쫷!
Wf {C-^ X]Ȃ!iI )~GM!Ep0)
_v4;Pt_XFT+Ы 96
.,o;Ee
̤Yl},C}X9|~HܹTǤhT's^;s;Zp*aG+DGV:hʰt1KR5a꣐)+:|go'sde=AeIwdqő"%DVb"
L- GT4P6WZ
81V|'$ɽKxqZMOcL ^P햦G18v,U'=M,%dKk QËI[º1]oǽCwKB%Rw%wo(%x5)CcMd
T(X$ĒyXuVX?>JnDi.MGR0:P-P
1iȎM+p@HdAb 8ZUE~^.bSUNVG4O 5x1I1m^LR0BYo&)Gh0/JxE[n8:ZY^,BXr>#ᅷ R6q(eW_gZM"ޡ7*\f3KQR#7 }5,@w%8s(^TWϗhf(Wh92R. Y@-[;FVBQ
R"LOؗ"7D5=E!oh cYՀV
JYIY zJGo >< RUA1< C.,nT`zeԶ~ṲjĈe
G`8G1ޠ Ugr'?ZTvoXXz4CD%iRk3bCJ ԆcFYDt^DdUR"r(6Xz]]I5t~eL\^/aDiV1Z `槕@<ӛ{CUiv$0i|zv*nP[nK_]`HD`#UoS!KHWxs]Si[% /pZb3f6ĩA5KtkԣQʿ9.Xi-[tiLX;9jiwh`Mt2,z&{3--؉qӔ̌@,;mu#/Z\^/`*=N~U<EHB]ͻǚ =i],+/ke,u;=bULThj$̈Y4~^OYtKVeamuWF