%PDF-1.6
%
1 0 obj
<>
endobj
2 0 obj
<>stream
Adobe Photoshop for Macintosh -- Image Conversion Plug-in
Adobe Photoshop CS6 (Macintosh)
2018-03-16T13:16:11-04:00
2018-08-29T11:41:44-04:00
2018-08-29T11:41:44-04:00
JPEG
256
199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:A18F0923-1829-434F-A2A4-24A1F23D3511
uuid:81f735bf-0a73-3b4c-b15d-65c50b0c4d92
uuid:A18F0923-1829-434F-A2A4-24A1F23D3511
derived
converted from application/vnd.adobe.photoshop to application/pdf
saved
xmp.iid:0380117407206811822AE3C6172B45D1
2018-08-29T11:17:45-04:00
Adobe Photoshop CS6 (Macintosh)
/
saved
xmp.iid:0880117407206811822AE3C6172B45D1
2018-08-29T11:41:38-04:00
Adobe Photoshop CS6 (Macintosh)
/
uuid:A18F0923-1829-434F-A2A4-24A1F23D3511
uuid:A18F0923-1829-434F-A2A4-24A1F23D3511
uuid:A18F0923-1829-434F-A2A4-24A1F23D3511
application/pdf
Samuel Rodriguez
3
sRGB IEC61966-2.1
Cross Country
Cross Country
Cross Country
Cross Country
8
8
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/LastModified(D:20180829114144-05'00')/MediaBox[0.0 0.0 578.4 744.24]/Parent 3 0 R/PieceInfo<>>>/Resources 8 0 R/Type/Page>>
endobj
6 0 obj
<>stream
q
q
578.4 0 0 744.24 0 0 cm
/Im0 Do
q
BT
7 Tr
/F2 1.0 Tf
0.017289075 0.000000000 0.000000000 0.013436527 0.183904953 0.764475300 Tm
1.53597 -0.715988163 Td
(\000\046) Tj
/F2 1.0 Tf
0.017289075 0.000000000 0.000000000 0.013436527 0.183904953 0.764475300 Tm
2.25814 -0.715988163 Td
(\000\125) Tj
/F2 1.0 Tf
0.017289075 0.000000000 0.000000000 0.013436527 0.183904953 0.764475300 Tm
2.59115 -0.715988163 Td
(\000\122) Tj
/F2 1.0 Tf
0.017289075 0.000000000 0.000000000 0.013436527 0.183904953 0.764475300 Tm
3.14730 -0.715988163 Td
(\000\126) Tj
/F2 1.0 Tf
0.017289075 0.000000000 0.000000000 0.013436527 0.183904953 0.764475300 Tm
3.64730 -0.715988163 Td
(\000\126) Tj
/F2 1.0 Tf
0.017289075 0.000000000 0.000000000 0.013436527 0.183904953 0.764475300 Tm
4.14730 -0.715988163 Td
(\000\003) Tj
/F2 1.0 Tf
0.017289075 0.000000000 0.000000000 0.013436527 0.183904953 0.764475300 Tm
4.42513 -0.715988163 Td
(\000\046) Tj
/F2 1.0 Tf
0.017289075 0.000000000 0.000000000 0.013436527 0.183904953 0.764475300 Tm
5.14730 -0.715988163 Td
(\000\122) Tj
/F2 1.0 Tf
0.017289075 0.000000000 0.000000000 0.013436527 0.183904953 0.764475300 Tm
5.70345 -0.715988163 Td
(\000\130) Tj
/F2 1.0 Tf
0.017289075 0.000000000 0.000000000 0.013436527 0.183904953 0.764475300 Tm
6.25960 -0.715988163 Td
(\000\121) Tj
/F2 1.0 Tf
0.017289075 0.000000000 0.000000000 0.013436527 0.183904953 0.764475300 Tm
6.81575 -0.715988163 Td
(\000\127) Tj
/F2 1.0 Tf
0.017289075 0.000000000 0.000000000 0.013436527 0.183904953 0.764475300 Tm
7.09358 -0.715988163 Td
(\000\125) Tj
/F2 1.0 Tf
0.017289075 0.000000000 0.000000000 0.013436527 0.183904953 0.764475300 Tm
7.42659 -0.715988163 Td
(\000\134) Tj
ET
/Im1 Do
Q
q
BT
7 Tr
/F1 1.0 Tf
0.017289075 0.000000000 0.000000000 0.013436527 0.325813667 0.888628799 Tm
1.25863 -0.715988163 Td
(\000\046) Tj
/F1 1.0 Tf
0.017289075 0.000000000 0.000000000 0.013436527 0.325813667 0.888628799 Tm
1.98079 -0.715988163 Td
(\000\125) Tj
/F1 1.0 Tf
0.017289075 0.000000000 0.000000000 0.013436527 0.325813667 0.888628799 Tm
2.36995 -0.715988163 Td
(\000\122) Tj
/F1 1.0 Tf
0.017289075 0.000000000 0.000000000 0.013436527 0.325813667 0.888628799 Tm
2.98079 -0.715988163 Td
(\000\126) Tj
/F1 1.0 Tf
0.017289075 0.000000000 0.000000000 0.013436527 0.325813667 0.888628799 Tm
3.53695 -0.715988163 Td
(\000\126) Tj
/F1 1.0 Tf
0.017289075 0.000000000 0.000000000 0.013436527 0.325813667 0.888628799 Tm
4.09310 -0.715988163 Td
(\000\003) Tj
/F1 1.0 Tf
0.017289075 0.000000000 0.000000000 0.013436527 0.325813667 0.888628799 Tm
4.37093 -0.715988163 Td
(\000\046) Tj
/F1 1.0 Tf
0.017289075 0.000000000 0.000000000 0.013436527 0.325813667 0.888628799 Tm
5.09310 -0.715988163 Td
(\000\122) Tj
/F1 1.0 Tf
0.017289075 0.000000000 0.000000000 0.013436527 0.325813667 0.888628799 Tm
5.70394 -0.715988163 Td
(\000\130) Tj
/F1 1.0 Tf
0.017289075 0.000000000 0.000000000 0.013436527 0.325813667 0.888628799 Tm
6.31478 -0.715988163 Td
(\000\121) Tj
/F1 1.0 Tf
0.017289075 0.000000000 0.000000000 0.013436527 0.325813667 0.888628799 Tm
6.92562 -0.715988163 Td
(\000\127) Tj
/F1 1.0 Tf
0.017289075 0.000000000 0.000000000 0.013436527 0.325813667 0.888628799 Tm
7.25862 -0.715988163 Td
(\000\125) Tj
/F1 1.0 Tf
0.017289075 0.000000000 0.000000000 0.013436527 0.325813667 0.888628799 Tm
7.64778 -0.715988163 Td
(\000\134) Tj
ET
/Im2 Do
Q
q
BT
7 Tr
/F1 1.0 Tf
0.019017979 0.000000000 0.000000000 0.014780177 0.555545922 0.889448588 Tm
1.10938 -0.715988155 Td
(\000\033) Tj
ET
/Im3 Do
Q
Q
Q
endstream
endobj
8 0 obj
<>/ExtGState<>>>/Font<>/ProcSet[/PDF/Text/ImageB/ImageC/ImageI]/XObject<>>>
endobj
12 0 obj
<>/Filter/DCTDecode/Height 3101/ImageName/Adobe#20Photoshop#20CS6232718508488242.jpg/Intent/RelativeColorimetric/Length 714677/Name/Adobe#20Photoshop#20CS6232718508488242.jpg/SMask 16 0 R/Subtype/Image/Type/XObject/Width 2410>>stream
Adobe d
"&,&!&.**#&,''4/',0,--<-,02788872>>>>>>>>>>>>>>>>>>>>>&5*#*5>5555>>>>>>>>>>>>>>>>>@@@@@>@@@@@@@@@@@@@@@@@@@@@&5*#*5>5555>>>>>>>>>>>>>>>>>@@@@@>@@@@@@@@@@@@@@@@@@@@@ j "
_ !1AQaq"254Srs#3BRb$Td%CctD&
'()*6789:EFGHIJUVWXYZefghijuvwxyz !#1AQa
"$%&'()*23456789:BCDEFGHIJRSTUVWXYZbcdefghijqrstuvwxyz ? ؍Ũ⨚<;=wp-_&|U%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'O{\?y'U_IIB +}+}P%p y=p yT" {\?y'ZlsdpIfW:0|';AsD}?DDD@DDD@ЦݯʡKOhP
_l 9C*K(ߑEB" """ "" ѦݯʡKOhP
_l 9C*K(ߑEB" """ "" ҦݯʡKOhPCT*ii6!cpn
;S?>Kf`m{xu#6*S3#-'=t-F$+8[7ADDD@DDD@DP{qT1".EɪCjjE6Gb<@ݢ-7!g" H(6舀
_l 9C*K(ߑEB" """ "" ӦݯʡKOhPpa`