%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
HAk0Bl0KD.!el#^dɓ0NCv=;Xc==@USbm`Qt%noq/J&QÛ,)x4
S]@_VR@$ E /`?>l汐4p2qd[~wY-9u]:$(ϝL@s^]ٴTyйJV}1hL9Ȏ
P0zo3j:
|Fd,TfFkVGjЧ"}rTbxlӃ8[W M@Ydnݙo\UmUVeeHZˤoR*kEQחRxrd2BF!#係L{LK l
endstream
endobj
3 0 obj
<>
endobj
4 0 obj
<>stream
application/postscript
Print
2020-04-25T13:38:43-05:00
2020-04-25T13:38:43-05:00
2020-04-25T13:38:43-05:00
Adobe Illustrator CC 2017 (Macintosh)
256
192
JPEG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==
xmp.iid:4a8b7b87-9a00-4708-b7ed-806b60eca1f1
xmp.did:4a8b7b87-9a00-4708-b7ed-806b60eca1f1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:d1c078a0-2746-42b2-b0d1-25aedff8fb1e
xmp.did:1b6690ed-28a8-c141-9479-b6a9cf6be651
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:4a8b7b87-9a00-4708-b7ed-806b60eca1f1
2020-04-25T13:38:43-05:00
Adobe Illustrator CC 2017 (Macintosh)
/
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
EmbedByReference
/Users/anrekito/Desktop/jit200015/jit200015f1scan.tif
adobe:docid:photoshop:a4c26072-c93e-117d-b80e-96123d66ca6b
xmp.iid:123caf30-13c3-4370-a45f-cb5451b020de
/Users/anrekito/Desktop/jit200015/jit200015f1scan.tif
adobe:docid:photoshop:a4c26072-c93e-117d-b80e-96123d66ca6b
xmp.iid:123caf30-13c3-4370-a45f-cb5451b020de
Print
False
False
1
51.000000
66.000000
Picas
GuardianAgateSansGR-Medium
Guardian AgateSans GR
Medium
Open Type
Version 1.001;PS 001.001;hotconv 1.0.57;makeotf.lib2.0.21895
False
GuardianAgateSansGR-Medium.otf
GuardianAgateSans1-Bold
Guardian AgateSans1
Bold
Open Type
Version 1.001;PS 001.001;hotconv 1.0.57;makeotf.lib2.0.21895
False
Guardian AgateSans1-Bold.otf
GuardianAgateSans1-BoldIt
Guardian AgateSans1
Bold It
Open Type
Version 1.001;PS 001.001;hotconv 1.0.57;makeotf.lib2.0.21895
False
Guardian AgateSans1-Bold It.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=48 M=84 Y=7 K=0 1
CMYK
PROCESS
48.017088
84.362549
6.961165
0.173953
C=79 M=63 Y=20 K=3 1
CMYK
PROCESS
78.899819
62.975508
19.690241
2.987716
C=82 M=50 Y=4 K=0 1
CMYK
PROCESS
82.421875
50.390625
3.515625
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 10.01
endstream
endobj
5 0 obj
<>
endobj
6 0 obj
<>/Type/Annot/Rect[71.314 41.615 101.112 50.927]/Subtype/Link/Border[0 0 0]>>
endobj
7 0 obj
<>stream
HWKs8WQrk$JcoYfשf*ved֤[#ϯ<Jjw\[r ( wj8\꧟M]EIPi OLq,Ts;^&7A}zۨ
oz84y|oøG+އc<3JB{#g_iϜXjlV=L/\ꎴ!ohD
.Ȃ$5y4' ;\eݱ[Qy_| %[p#$gh}|omٖb:ʒΖ$0cQ|nkK8(~4ƩԫnQ`VꅠzQom}U}uNoi;"T߃
=>J.ȼtP9v=>M ݑYb1xڳr6
b
<2+щW`j|9X2"aLe5!>8[
lUV*@߽|G1<(@3O}E?|(9oM+)ó0Me8yWd_Hx8Ze{=o҆zݎL^i+SoZqw㾛YTȞ?I|ާ,#!c
!u38
SpBb!$=4 W)(5YQac$ż?ˑɬQM" `Wg%
i
ɝ95R"Yj0U"^8P6 GeN=B0Y@RĖ^s?@LY