%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Monster Counting Game
2020-01-22T13:04:46-07:00
2020-01-22T13:04:46-07:00
2020-01-22T13:04:46-06:00
Adobe Illustrator 24.0 (Windows)
192
256
JPEG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uuid:d4d4851e-975b-4bc3-96cc-1f18e0cae625
xmp.did:629c5c21-3836-ff41-a47b-73a77b5e6f54
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:8fca37a2-6011-5c4a-80c0-eae0bbba7c23
xmp.did:8fca37a2-6011-5c4a-80c0-eae0bbba7c23
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:cdaab7c7-733e-8f4a-9140-940f28827604
2020-01-20T13:09:48-07:00
Adobe Illustrator 24.0 (Windows)
/
saved
xmp.iid:8fca37a2-6011-5c4a-80c0-eae0bbba7c23
2020-01-20T14:56-07:00
Adobe Illustrator 24.0 (Windows)
/
converted
from application/postscript to application/vnd.adobe.illustrator
saved
xmp.iid:629c5c21-3836-ff41-a47b-73a77b5e6f54
2020-01-22T13:04:41-07:00
Adobe Illustrator 24.0 (Windows)
/
Print
Adobe Illustrator
False
False
1
8.500000
11.000000
Inches
KGEyesWideOpen
KG Eyes Wide Open
Regular
TrueType
Version 1.000 2012 initial release
False
KGEyesWideOpen.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
MyriadPro-Regular.otf
Castellar
Castellar
Regular
Open Type
Version 1.55
False
CASTELAR.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
5 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
6 0 obj
<>stream
HW]G|_1w̨+ea- D`{2gvw&lNMtWgeeU?o}"L|b:Wg݆?L۔K|o0iL<~89LbW-T-uOvxvCL~rnOt۟L77iX77ӫ/>x]ۗ.|Zp!,9`؋9VR<$
T_z8`XBy1- w?
!"1W~+Ox6=u,mlMآxl?rҧo_{<MtO_={{,&NH|Dv{NS,FzvkpNտnY-KroO\Cx+Kk>՝D$
<8zxxbҬG1ľ
`N)P8x22"$v: fjkm^!тVq_-76VX-
(,EnjwBFDK.||T"2wr)bJ0S*N#*
X"k9\sXDHqz$L\E {9|Bst'!38Xjm)52eXR
xK판q\o3T33gDv(`+~>}wWY|z:>).\>P/`ODgbx5@'q |u2s!)pdP/2wE c?ù Cr˃L@`A$
&xqҌ[`DWfNSYlCr]t
_H] uqir(8&"Jъb`6zSl2m\(Z/;V:ց$ I;1HC0Zٴg
p*I(#9-]cI*!v7|`\\fHCɛ% *8>Haĝ*AQzL D
q~ɅexRFdzQ5&9"t!vb#"2ehZ)~ZmeG*27=7IIP0T0"E1?X& ԙ+-"@ AL)X5