%PDF-1.6
%
1 0 obj
<>/OCGs[11 0 R 68 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Tuition Schedule - HS Distance_2020
2021-01-07T14:36:59-05:00
2021-01-07T14:36:59-05:00
2021-01-07T14:30:13-05:00
Adobe Illustrator 24.3 (Windows)
208
256
JPEG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uuid:527d8bd8-3620-4542-84ff-1510300e908f
xmp.did:af7b236a-745f-fd45-b421-01ef0ec4b96f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:0e6d1314-3ad9-4641-8c8b-fcb09ea237c5
xmp.did:0e6d1314-3ad9-4641-8c8b-fcb09ea237c5
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:eab1d38c-a3b6-6b4c-9c90-ab97f6890fa2
2018-12-14T16:33:56-05:00
Adobe Illustrator CC 22.1 (Windows)
/
saved
xmp.iid:af7b236a-745f-fd45-b421-01ef0ec4b96f
2021-01-07T14:30:13-05:00
Adobe Illustrator 24.3 (Windows)
/
EmbedByReference
C:\Users\lscheck\OneDrive - Legacy Christian Academy\Logos\Primary\LCA-primary white and gold enlarged CA.ai
xmp.did:e67d315e-b085-2749-9d31-1773538f658b
uuid:424b0749-8e5d-415c-a85b-8bf357349124
C:\Users\lscheck\OneDrive - Legacy Christian Academy\Logos\Primary\LCA-primary white and gold enlarged CA.ai
xmp.did:e67d315e-b085-2749-9d31-1773538f658b
uuid:424b0749-8e5d-415c-a85b-8bf357349124
Print
Adobe Illustrator
False
True
1
8.000000
10.750000
Inches
MuseoSans-700
Museo Sans
700
Open Type
1.000
False
2009
MuseoSans-300
Museo Sans
300
Open Type
1.000
False
2005
MuseoSans-100
Museo Sans
100
Open Type
1.000
False
2003
MuseoSans-500
Museo Sans
500
Open Type
1.000
False
2007
MetronicSlabProBold
Metronic Slab Pro
Bold
Open Type
Version 1.000
False
24597
ZBAAAA+MuseoSans-700
ZBAAAA+MuseoSans 700
700
Unknown
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
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
C=100 M=80 Y=43 K=39 1
CMYK
PROCESS
100.000000
79.879451
43.414968
38.669410
Grays
0
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
0
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
13 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 78 0 R/TrimBox[9.0 9.0 585.0 783.0]/Type/Page>>
endobj
70 0 obj
<>stream
HWko[_. 5ߏ8Nwq* )
jmyגKr
xxIpgW\䷉VXWs<'U[̟Z;|_9}}իɟ_73VՆV
oʩVsrcRw]Hv B^.x4Z|!:X)ۤ_*dlQz|3I-'
4sQMYlZM/֫zG4EaىMt]HU504UrcxZ@+j03
F%&?Xِoptk:KC6Ðy]|g[
⚔,("YE0ӆj}nkIzWX >b닋kŘ!<8@۔NzCSd"=5}yΫ6³:Ȁzv`쳷oBuFYCb3p㿹~_ƫjfw_֏3Vg4b5=_\+Jҥrf>͐br{Xm~}n[|nmGz<}҅|rSGr}Ersnl|~7hw@'TˆvڮlRs1ȁQvD'i_>Qfۨ3J9l\~Sbg#5yéu*H䙛(RnEu;dMZp#nհ?'Dɘ}lFE2x}N;RtBs 8G80ROʈZ"hq`Vfv[FԹR1H%a|Nأ)G_Q~u}/GC)4dj]VDA&"
L.Ubx"etz7; I&bR繉\^3|*ft*Fއ`
=.Z/ڙFC::uRO+`7JḦ́AL{.xm'p hCk?Vv4m"[ [ޕ~Bzj*.C&46.A@ps>(g)2w tkA>ä4ЉySդ+xgo[3-F4a
!ldOGk&W
!ÐN_2BGX5Y,g!At+4Ss:$
/Oj-P: .p*4`6vrtΆvSy
ވݠtr".)9G@A.4&̑Me`I#]
T箅ωET<4R`<ߎ䵥^SїddMGbm8]LJrVi-=8'H
`8'B/
-(R& c#N&؛th#e()BNwj-;TPv7&l%Q&i!ruנDleBx-BgXP
<ű`
*ՋIyb##6iݹcR*r
1LqKGU,G߯?Xfu?,8F£:iX(ѻrw
*
A,6Hb+CTtq y Av}rZK #t3Di!((ceȈ
`T*~CRh.##Y*F6aAɲ:+s&On pab##01`D|[$HaK`zf^:xƺCD0^)g
e)y01'ًD.=JYuyf'0Oݱ-?ky5i1/J\M/D-0