%PDF-1.6
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Flyer
2021-04-07T16:19:02-06:00
2021-04-07T16:19:02-06:00
2021-04-07T16:19:02-06:00
Adobe Illustrator 25.2 (Macintosh)
240
256
JPEG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uuid:ed5a8923-fd6b-4847-b27b-bae448bd41f1
xmp.did:9e70e458-c487-4f7c-873a-345e69308171
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:4d7ca421-90e2-524f-bc41-008ea250f21d
xmp.did:a5988877-c9a1-4d22-87c7-579e84a0d901
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:a5988877-c9a1-4d22-87c7-579e84a0d901
2021-04-03T13:01:43-06:00
Adobe Illustrator 25.2 (Macintosh)
/
saved
xmp.iid:9e70e458-c487-4f7c-873a-345e69308171
2021-04-07T16:19:01-06:00
Adobe Illustrator 25.2 (Macintosh)
/
EmbedByReference
/Users/lindsayelworthy/Documents/Stock Imagery/Social Media Icons/iconfinder_1_Instagram_colored_svg_1_5296765.png
0
0
EmbedByReference
/Users/lindsayelworthy/Documents/Stock Imagery/Social Media Icons/iconfinder_1_Facebook_colored_svg_copy_5296499.png
0
0
EmbedByReference
/Users/lindsayelworthy/Documents/Clients/Fort Lewis Mesa Elementary/FLME Logos/flm_logo_color_vector_white_circle.pdf
xmp.did:cfb2de37-069a-467f-8d63-a317ddfd01ea
uuid:2a37c229-de01-f842-aa69-ee911956445d
Print
Adobe Illustrator
False
True
1
612.000000
792.000000
Points
ChelseaMarketPro
Chelsea Market Pro
Regular
Open Type
Version 1.000
False
.43572.otf
Cyan
Magenta
Yellow
Black
Ft. Leis Roadrunner Gold
Escalante Black
9-R Black
Ft. Lewis Mesa
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
Ft. Lewis Mesa
SPOT
100.000000
CMYK
76.999998
62.000000
0.000000
0.000000
Escalante Black
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
9-R Black
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
Ft. Leis Roadrunner Gold
SPOT
100.000000
CMYK
11.000000
10.000000
100.000000
0.000000
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
8 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 16 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
9 0 obj
<>stream
HLKn9
g;.D!DxHPHv=ӟ~N?~W~s)V'^RN-ߙKg[5f%~-xWkcsUcXsmj/ﯽ}_G791bom55kՎoZQKw7/os|qL]7Oֈg4;bCekdeXX|