%PDF-1.6
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Eclipse Dessert Summer 2021
2021-08-06T15:28:16-04:00
2021-08-06T15:28:16-04:00
2021-08-06T15:28:15-04:00
Adobe Illustrator 25.2 (Windows)
256
204
JPEG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uuid:95f18cec-27cd-40c2-9171-df741a77e38d
xmp.did:84e41aa3-1509-4247-ab43-9c31040c122e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:5e73e512-051d-4dd0-8693-7614d70654fe
xmp.did:da336789-565c-444e-85cf-3fecfb4d381e
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:4CF3ED0C3E4EE31181C1B3347D1E3EC4
2013-11-22T12:10:14-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:84e41aa3-1509-4247-ab43-9c31040c122e
2021-08-06T15:28:13-04:00
Adobe Illustrator 25.2 (Windows)
/
Print
Adobe Illustrator
False
True
1
11.000000
8.500000
Inches
GravesendSans-Inline
Gravesend Sans
Inline
Open Type
Version 2.000;PS 002.000;hotconv 1.0.88;makeotf.lib2.5.64775
False
43403
Terfens-Reg
Terfens
Regular
Open Type
Version 1.000
False
739
Cyan
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
14.843800
100.000000
89.843800
9.765600
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
89.843800
84.765600
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
79.687500
94.921900
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
34.765600
84.765600
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
4.687500
0.000000
89.843800
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.921900
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
84.765600
9.765600
100.000000
9.765600
C=90 M=30 Y=95 K=30
CMYK
PROCESS
89.843800
29.687500
94.921900
29.687500
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
79.687500
9.765600
44.921900
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.921900
14.843800
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.765600
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.921900
4.687500
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
34.765600
100.000000
34.765600
9.765600
C=10 M=100 Y=50 K=0
CMYK
PROCESS
9.765600
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.921900
19.921900
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.843800
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.843800
44.921900
50.000000
4.687500
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
59.765600
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
54.687500
59.765600
64.843800
39.843800
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.843800
64.843800
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
29.687500
50.000000
75.000000
9.765600
C=35 M=60 Y=80 K=25
CMYK
PROCESS
34.765600
59.765600
79.687500
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.843800
64.843800
89.843800
34.765600
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.843800
69.921900
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.921900
79.687500
69.921900
Jeremy's Red
CMYK
PROCESS
27.000000
99.000000
99.000000
26.000000
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
89.843800
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.687500
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.921900
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.765600
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
39.843800
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.687500
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.921900
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.765600
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.687500
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
9.765600
94.921900
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.765600
9.765600
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
89.843800
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
59.765600
89.843800
0.000000
0.000000
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
10 0 obj
<>stream
HtW͎;
S3I
!x3/QUz$|ΏrϏO<헷YΏb<O6?OcgO"sX>+#_iq}~6=S5s~yL8Va\Xρҝ]Z#KF}y;ęa_O7)6lγ(*m:y:DgfΎyJq;5<~)o\}=txJ%+>z==yx