%PDF-1.5
%âãÏÓ
1 0 obj
<>/OCGs[9 0 R 10 0 R 11 0 R 339 0 R 340 0 R 341 0 R 665 0 R 666 0 R 667 0 R 991 0 R 992 0 R 993 0 R 1317 0 R 1318 0 R 1319 0 R 1643 0 R 1644 0 R 1645 0 R 1969 0 R 1970 0 R 1971 0 R 2288 0 R 2289 0 R 2290 0 R 2609 0 R 2610 0 R 2611 0 R 2933 0 R 2934 0 R 2935 0 R 3257 0 R 3258 0 R 3259 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Cursos de Otoño Tabloide2
2017-08-03T11:26:28-05:00
2017-08-03T11:26:28-05:00
2017-08-02T14:11:34-05:00
Adobe Illustrator CS6 (Windows)
160
256
JPEG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uuid:838691ce-7e12-4fe3-a2bc-6be5486b0e62
xmp.did:03880792A877E7118F8FB022B9475498
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:01880792A877E7118F8FB022B9475498
xmp.did:01880792A877E7118F8FB022B9475498
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:E4768A3B9277E7118F8FB022B9475498
2017-08-02T11:31:55-05:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:03880792A877E7118F8FB022B9475498
2017-08-02T14:11:30-05:00
Adobe Illustrator CS6 (Windows)
/
Print
False
True
1
27.940000
43.180000
Centimeters
AvenirLTStd-Roman
Avenir LT Std
55 Roman
Open Type
Version 2.035;PS 002.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
AvenirLTStd-Roman.otf
AvenirLTStd-Medium
Avenir LT Std
65 Medium
Open Type
Version 2.035;PS 002.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
AvenirLTStd-Medium.otf
AvenirLTStd-Heavy
Avenir LT Std
85 Heavy
Open Type
Version 2.035;PS 002.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
AvenirLTStd-Heavy.otf
AvenirLTStd-Black
Avenir LT Std
95 Black
Open Type
Version 2.035;PS 002.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
AvenirLTStd-Black.otf
SourceSansPro-Black,Bold
SourceSansPro Black,Bold
Black,Bold
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE Rubine Red C
PANTONE 123 C
PANTONE 1817 C
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
PANTONE 123 C
SPOT
100.000000
LAB
83.921600
13
78
PANTONE Rubine Red C
SPOT
100.000000
LAB
43.921600
79
13
PANTONE 1817 C
SPOT
100.000000
LAB
28.235300
23
10
PANTONE 2955 C
SPOT
100.000000
LAB
20.784300
-8
-34
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 3274 0 R/TrimBox[0.0 0.0 792.0 1224.0]/Type/Page>>
endobj
3261 0 obj
<>stream
H‰LWKΤ;
×*jU‡c'SÄèŠKh-q$èýKœG
¡–ú¯s¾Äñ+¶óí/ߟß~ûÞžøã÷çãÛ÷¿¶ç_Ïþ|þúñ¯Ç·?þã×£=Û³Îxö1âùŸ¿=þþøÓo\í½Ý{¹ˆÿþùø7öóWæï¶Æyö¾×;[ç/Äÿï¾ãùjï±òù;àÌI¸Ú\!XþX£?_ýÝÚÜ{z+èU„«
Aª Xa8·àÙSpÅz¾uÁjAWÔ^‡0y”ïò„Tš8;ç;S;Û8‚«¤ÓiþV"sŽ\„1{“=}I>óÐØ3}PÕ Ìm-’‹Û;¦aŒ"ì÷ëXñlïùÒ±&ÐìÛÖ€U6:âòÞÓhu„&ÐÏGÀpH÷†ð/ÂÓ7…œ÷ÚN}þ¡ý¿Þ=õ5¦áˆ$Ì‚sÂ:]0ºŸÜ†¢Î»‡¿.š~`ÀÌ8„±—`I˜Ë_ë$áÖjC$àÙ%x&G-~N$O[vÊUÄQG¸ûsÎ2<%\g<²9ß“ªt„°wc†Xßáªííq«F7ÅÓê}ÂÊte8_rËQ6Yz×ZÇkÓv3/CwœnØ%©ÕdÑýÍ_§BUÃÇŒÒGÞ=ÂÓgzmwäú6lô4?vˆr˜šÚ];”Oiß’ôÅÃí¬ämÀq!´ŒZXК8ò”¶?i|g S™óõpŽ
§}ƒø:Ïéº)œÇzw»®öò3æÿyÇO;èè¦ÂÚu¿ïY7rÆZ¾uý ™ÇÂÞí~f>—Ê
ðñî=§pïÆçæEWÒb³¨çìé4B*ø«4BˆŽÅáï«]¼¼?û]Ï´ê¸Çë÷µfzù žÁ¬=*°Â™Â]Õ†Çúû(oîïs[ý¸ûãÜïw6›Šòº[‹ñ3‰€Ï´¼ÅÐT»«ßb‚w™Ãëåórmãiy«î÷™>ÐwžÄô ó“\&Ý-C½6׺„䨚P}J‰î îáZ·ç•ÑorÝc{xËr¢I&â³CiÇLí“
óŠhi5ú¼z5ŸÑÆ;Oçp*ÇTÔ½ ®rêžû}95—
ƒàïQ÷{÷=MˆÙöE`?Nã>½}Gøžm<|-RXêæ·È‰í{šÛßk¹
¬´üšÞauª{ý6'uoQ·¯üL—…furù8_ûŸ–ne,øEbÐç ˜–¿‹`A¤6à½#Qªs ‚^±u@,¦ÏÈ;º€ [€û¼;ê.ºcM;DpnžÎÀPAî]Ъ{”!q•Hê%Bën(€®7^Ò¡”t"ä«áú/bëŒzÇ=òLKpgè‚ÒDú`¢9&¶*ˆ»ãÜﱨâ2±Ž ÏañìÂó~/Ö
bµ›¾´SVXqÍRwL)Í®Ü*G ÊØGb^öÜHœMI„:)ˆ°'§
\þsƒÓMô²koʼnëÆ÷ê}x“•—ØqSd~5‘q=•Ó9³,s^µ8*]ßh˜1>ÞœwEwÀ0_^¡-?ñ`éðÉÕ‚%“Ø•ž!MáR©eÈ•ýp’Æ#µ½b}ÒÆ£rÜf£´&dîÐöŒ€±¿Ã_$æ%††V8¶9î¸Â¢HÍ@,ÕÖQã[,Qy™)sÜ.Àê-œ¢· ÝmÃWÅäxE¨°C„pJðdõ±ÕyFs@7øÆà–PU ÑÝšALËÁát~Ì°qÚ´kCbØ”=¯ÕXž`A¯ ½¡¢
"¶eMæ 4MÓ£
Ôà#ˆ+ K£%4JU—XR¬ß6Kk™? Bã$ÝÁ'ˆ¡ž“?`“¹”šbÞu 8¾À“§• ŽÀ9ü„`Ês™¨ÉA—"Lx¾ÔÅ"Žn9¯â¡ªÈaNa‚Ss”~Xzˆ&¯ ýT7ÆQ×åŠf—Þ¡g´^&š4GY°Hf<áR²°ÈÉT®_%%\rG:P|BÐÖ9•¯@–Dá|[zL¼{hK £Tmæz#ny¢[¦W(;¤€eN‹ÌR´™v‰dqчcüd{ÅV6~‘ÐH[Ùˆ·4¢}qÞê88 -^YQÔ4 )ïvl¥ºT¦LNÚ–ÀWË+òŽÔP‡²Y
L2¬7n@€·ÿ¯¸×xAQ¦úB–hæ±è±ÅZªwãpÀ–Ô¨
"xˆÐk[ß+8eª&á”b±ÀÊ©tøù |ºyá6}=û&ÄfÓ0)¥§è+á)UõµõTx%î˜Zêâl³µ¥4;h$øA‰K¬Àغ5άÒ8HbhTÿùH¦4IhTÌ‘œÚýʼŽÆ•Ëä#£›X›š`ìÓÑR-hyqH@j"Áz¶~nÓµMT+¡ÉZZO å©à‹Dò-Zô®D¼ÒÀl;z@u¿¨*•š_Aõ.ÕcõTÇàÇ`ŽáïTå–æS‡Ú 9¼éÞ¼ÇÍIT¸_Ô¾àíÍБ˜KjùµµJÂíõ»+E„^¬°@‰‰ vó;´Ø:R¸)÷¹ƒ¹_ûVÓâÈçjÝ7~LÊ$áÛÀàŽÍÄ
¨¹‡«øþÄuOÅ×f\E„ÑkÃ]½ô
Ý|¼nãƤMçØÑÙ\ñ!5ÅAæJ®@n³m¸A´î4=yÑm‚Ì;EÆ/ìZÂGU¼á:²7Ðe@›F„î’ûÀᘑR¶{°Â.f¹ÔÿˆÍö±ÇK†ÆU1w
´ãkpõÇâ@÷=-9™‹å‚3ˆ¡Ît”÷ì©Üј$ê®Ðsë°1óºª$@äfÑ5=ºV¸©ÌkB£Á»L¨¼S«î«ÛñX*K!Ïr,>vÙqœ ¶—-ætÈ^
æÎ~(™¡`ÜÈTw„Z}v±+‹™ê½œæ–Ú~
ò
önzžƒ‚'íÊ•¾éÈæ6å¾_˜S]xh4ÝÓO(ÊIÎsN…¥ŽŽï|š½ƒál|ÊãÇI:8%0&ÎZ–V»ikô Q†Ÿï×´ëU6â©$[³ÎÌØž2!\nEæÚAƒo‹³w]&ØÀO•Ã¿¨Z÷˜
¦ºi¾,ó¯ô+ÑŽi¤7§>“gç§(±mØ(%¸µÙ-îE¿šˆì} Ô_êÖ}¤ÿTÎ[pˆð£2cÆ5ˆ8=ѧbƒê³¤