%PDF-1.4
%
1 0 obj
<>
endobj
26 0 obj
<>stream
application/pdf
cost.AI
Adobe Photoshop CS3 Windows
2006-12-05T15:31:16-06:00
2018-11-19T15:58:17-06:00
2018-11-19T15:58:17-06:00
JPEG
256
207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uuid:A343B7B1860711DBB801EA8495FF016F
uuid:7becd82a-7ca0-46c9-aad0-e5d8e3cae6be
uuid:A343B7B0860711DBB801EA8495FF016F
uuid:73C77E08764011DBB801EA8495FF016F
Adobe Photoshop for Windows -- Image Conversion Plug-in
1
3000000/10000
3000000/10000
2
256,257,258,259,262,274,277,284,530,531,282,283,296,301,318,319,529,532,306,270,271,272,305,315,33432;50358EB8EB691B1121115C37C2D5EEBD
2487
3072
1
36864,40960,40961,37121,37122,40962,40963,37510,40964,36867,36868,33434,33437,34850,34852,34855,34856,37377,37378,37379,37380,37381,37382,37383,37384,37385,37386,37396,41483,41484,41486,41487,41488,41492,41493,41495,41728,41729,41730,41985,41986,41987,41988,41989,41990,41991,41992,41993,41994,41995,41996,42016,0,2,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,20,22,23,24,25,26,27,28,30;30D7EEB09621CB90EF04A6266E2CFA9A
3
sRGB IEC61966-2.1
endstream
endobj
2 0 obj
<>
endobj
5 0 obj
<>/MediaBox[0.0 0.0 596.88 737.28]/Resources 20 0 R/Type/Page>>
endobj
19 0 obj
<>stream
q
q
596.88 0 0 737.28 0 0 cm
/Im0 Do
q
BT
7 Tr
/F1 1.0 Tf
0.03016 0.00000 0.00000 0.02441 0.18972 0.37240 Tm
-2.95801 0 Td
(\000\065) Tj
/F1 1.0 Tf
0.03016 0.00000 0.00000 0.02441 0.18972 0.37240 Tm
-2.23584 0 Td
(\000\110) Tj
/F1 1.0 Tf
0.03016 0.00000 0.00000 0.02441 0.18972 0.37240 Tm
-1.79199 0 Td
(\000\104) Tj
/F1 1.0 Tf
0.03016 0.00000 0.00000 0.02441 0.18972 0.37240 Tm
-1.29199 0 Td
(\000\117) Tj
/F1 1.0 Tf
0.03016 0.00000 0.00000 0.02441 0.18972 0.37240 Tm
-1.01416 0 Td
(\000\127) Tj
/F1 1.0 Tf
0.03016 0.00000 0.00000 0.02441 0.18972 0.37240 Tm
-0.68115 0 Td
(\000\134) Tj
/F1 1.0 Tf
0.03016 0.00000 0.00000 0.02441 0.18972 0.37240 Tm
-0.18115 0 Td
(\000\003) Tj
/F1 1.0 Tf
0.03016 0.00000 0.00000 0.02441 0.18972 0.37240 Tm
0.06885 0 Td
(\000\070) Tj
/F1 1.0 Tf
0.03016 0.00000 0.00000 0.02441 0.18972 0.37240 Tm
0.79102 0 Td
(\000\121) Tj
/F1 1.0 Tf
0.03016 0.00000 0.00000 0.02441 0.18972 0.37240 Tm
1.34717 0 Td
(\000\114) Tj
/F1 1.0 Tf
0.03016 0.00000 0.00000 0.02441 0.18972 0.37240 Tm
1.62500 0 Td
(\000\127) Tj
/F1 1.0 Tf
0.03016 0.00000 0.00000 0.02441 0.18972 0.37240 Tm
1.95801 0 Td
(\000\110) Tj
/F1 1.0 Tf
0.03016 0.00000 0.00000 0.02441 0.18972 0.37240 Tm
2.40186 0 Td
(\000\107) Tj
/F2 1.0 Tf
0.03016 0.00000 0.00000 0.02441 0.18972 0.37240 Tm
-2.83301 -1.20000 Td
(\000\033) Tj
/F2 1.0 Tf
0.03016 0.00000 0.00000 0.02441 0.18972 0.37240 Tm
-2.33301 -1.20000 Td
(\000\023) Tj
/F2 1.0 Tf
0.03016 0.00000 0.00000 0.02441 0.18972 0.37240 Tm
-1.83301 -1.20000 Td
(\000\023) Tj
/F2 1.0 Tf
0.03016 0.00000 0.00000 0.02441 0.18972 0.37240 Tm
-1.33301 -1.20000 Td
(\000\020) Tj
/F2 1.0 Tf
0.03016 0.00000 0.00000 0.02441 0.18972 0.37240 Tm
-1.00000 -1.20000 Td
(\000\031) Tj
/F2 1.0 Tf
0.03016 0.00000 0.00000 0.02441 0.18972 0.37240 Tm
-0.50000 -1.20000 Td
(\000\024) Tj
/F2 1.0 Tf
0.03016 0.00000 0.00000 0.02441 0.18972 0.37240 Tm
0 -1.20000 Td
(\000\026) Tj
/F2 1.0 Tf
0.03016 0.00000 0.00000 0.02441 0.18972 0.37240 Tm
0.50000 -1.20000 Td
(\000\020) Tj
/F2 1.0 Tf
0.03016 0.00000 0.00000 0.02441 0.18972 0.37240 Tm
0.83301 -1.20000 Td
(\000\025) Tj
/F2 1.0 Tf
0.03016 0.00000 0.00000 0.02441 0.18972 0.37240 Tm
1.33301 -1.20000 Td
(\000\027) Tj
/F2 1.0 Tf
0.03016 0.00000 0.00000 0.02441 0.18972 0.37240 Tm
1.83301 -1.20000 Td
(\000\023) Tj
/F2 1.0 Tf
0.03016 0.00000 0.00000 0.02441 0.18972 0.37240 Tm
2.33301 -1.20000 Td
(\000\034) Tj
ET
/Im1 Do
Q
Q
Q
endstream
endobj
20 0 obj
<>/ColorSpace<>/Font<>/ProcSet[/PDF/Text/ImageB/ImageC/ImageI]/ExtGState<>>>>>
endobj
6 0 obj
<>
endobj
11 0 obj
<>
endobj
15 0 obj
<>stream
H\j0';q{XvZ~P[/1me:3.dZmqDhӆ%)(-}z=i猿Qanݝb)tt(kr=Y=VLaK= ,z+Eu=>[tu"AhD'L,?) S04_V~ G % zV,C12 LOYM1y
,#R j
endstream
endobj
12 0 obj
<