%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
Adobe Photoshop 21.2 (Macintosh)
2020-10-23T17:10:39-04:00
2020-10-23T17:11:02-04:00
2020-10-23T17:11:02-04:00
JPEG
512
396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==
uuid:f97e72ba-605d-ef46-9cb2-3f1a21d82c3d
adobe:docid:photoshop:b8509f34-ff4f-834d-81ca-e0763902b52f
xmp.did:bb7b9eaf-30d7-48c2-a462-94fddd0c8903
created
xmp.iid:bb7b9eaf-30d7-48c2-a462-94fddd0c8903
2020-10-23T17:10:39-04:00
Adobe Photoshop 21.2 (Macintosh)
saved
xmp.iid:78c0c012-cd5f-4dc0-a4fd-073d12b97040
2020-10-23T17:10:39-04:00
Adobe Photoshop 21.2 (Macintosh)
/
3
sRGB IEC61966-2.1
SOLEÁ POR BULERÍA EXPLAINED
SOLEÁ POR BULERÍA EXPLAINED
application/pdf
Adobe Photoshop for Macintosh -- Image Conversion Plug-in
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>
endobj
6 0 obj
<>stream
q
q
612 0 0 792 0 0 cm
/Im0 Do
q
BT
7 Tr
/F1 1.0 Tf
0.08872 0.00000 0.00000 0.06856 0.50274 0.89362 Tm
-4.85293 0 Td
(\000\056) Tj
/F1 1.0 Tf
0.08872 0.00000 0.00000 0.06856 0.50274 0.89362 Tm
-4.31895 0 Td
(\000\042) Tj
/F1 1.0 Tf
0.08872 0.00000 0.00000 0.06856 0.50274 0.89362 Tm
-3.51296 0 Td
(\000\035) Tj
/F1 1.0 Tf
0.08872 0.00000 0.00000 0.06856 0.50274 0.89362 Tm
-2.97996 0 Td
(\000\016) Tj
/F1 1.0 Tf
0.08872 0.00000 0.00000 0.06856 0.50274 0.89362 Tm
-2.42197 0 Td
(\000\002) Tj
/F1 1.0 Tf
0.08872 0.00000 0.00000 0.06856 0.50274 0.89362 Tm
-1.70297 0 Td
(\000\262) Tj
/F1 1.0 Tf
0.08872 0.00000 0.00000 0.06856 0.50274 0.89362 Tm
-1.45298 0 Td
(\000\052) Tj
/F1 1.0 Tf
0.08872 0.00000 0.00000 0.06856 0.50274 0.89362 Tm
-0.92598 0 Td
(\000\042) Tj
/F1 1.0 Tf
0.08872 0.00000 0.00000 0.06856 0.50274 0.89362 Tm
-0.11999 0 Td
(\000\055) Tj
/F1 1.0 Tf
0.08872 0.00000 0.00000 0.06856 0.50274 0.89362 Tm
0.50899 0 Td
(\000\262) Tj
/F1 1.0 Tf
0.08872 0.00000 0.00000 0.06856 0.50274 0.89362 Tm
0.75898 0 Td
(\000\011) Tj
/F1 1.0 Tf
0.08872 0.00000 0.00000 0.06856 0.50274 0.89362 Tm
1.32797 0 Td
(\000\061) Tj
/F1 1.0 Tf
0.08872 0.00000 0.00000 0.06856 0.50274 0.89362 Tm
2.10397 0 Td
(\000\035) Tj
/F1 1.0 Tf
0.08872 0.00000 0.00000 0.06856 0.50274 0.89362 Tm
2.63696 0 Td
(\000\016) Tj
/F1 1.0 Tf
0.08872 0.00000 0.00000 0.06856 0.50274 0.89362 Tm
3.19495 0 Td
(\000\055) Tj
/F1 1.0 Tf
0.08872 0.00000 0.00000 0.06856 0.50274 0.89362 Tm
3.82394 0 Td
(\000\027) Tj
/F1 1.0 Tf
0.08872 0.00000 0.00000 0.06856 0.50274 0.89362 Tm
4.14393 0 Td
(\000\001) Tj
/F2 1.0 Tf
0.11944 0.00000 0.00000 0.09229 0.50274 0.89362 Tm
-2.71196 -0.80000 Td
(\000\016) Tj
/F2 1.0 Tf
0.11944 0.00000 0.00000 0.09229 0.50274 0.89362 Tm
-2.14297 -0.80000 Td
(\000\070) Tj
/F2 1.0 Tf
0.11944 0.00000 0.00000 0.09229 0.50274 0.89362 Tm
-1.44898 -0.80000 Td
(\000\052) Tj
/F2 1.0 Tf
0.11944 0.00000 0.00000 0.09229 0.50274 0.89362 Tm
-0.93498 -0.80000 Td
(\000\035) Tj
/F2 1.0 Tf
0.11944 0.00000 0.00000 0.09229 0.50274 0.89362 Tm
-0.42899 -0.80000 Td
(\000\001) Tj
/F2 1.0 Tf
0.11944 0.00000 0.00000 0.09229 0.50274 0.89362 Tm
0.29699 -0.80000 Td
(\000\026) Tj
/F2 1.0 Tf
0.11944 0.00000 0.00000 0.09229 0.50274 0.89362 Tm
0.58399 -0.80000 Td
(\000\040) Tj
/F2 1.0 Tf
0.11944 0.00000 0.00000 0.09229 0.50274 0.89362 Tm
1.38598 -0.80000 Td
(\000\016) Tj
/F2 1.0 Tf
0.11944 0.00000 0.00000 0.09229 0.50274 0.89362 Tm
1.95497 -0.80000 Td
(\000\014) Tj
ET
/Im1 Do
Q
Q
Q
endstream
endobj
7 0 obj
<>/ExtGState<>>>/Font<>/ProcSet[/PDF/Text/ImageB/ImageC/ImageI]/XObject<>>>
endobj
11 0 obj
<>/Filter/DCTDecode/Height 3300/ImageName/SPB_Intro.jpg/Intent/RelativeColorimetric/Length 609239/Name/SPB_Intro.jpg/Subtype/Image/Type/XObject/Width 2550>>stream
Adobe d ?
_ !
1"A#2QXaq$3BV%49Rx&CTbcw5SYr'()*678:DEFGHIJUWZdefghijstuvyz e !1AQaq"2B#3Rr$CSbcs4 %&DEFt
'()*56789:GHIJTUVWXYZdefghijuvwxyz ? Qcտ,t7ԗu3ӍdRg*UHZjc/b34VJ*YI`ρP' \Gu=ùI15ٱk]#tZzvm5ɽ%sUcC