%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R 11 0 R 12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Flyer curso Herramientas
2021-08-17T19:05:30-03:00
2021-08-17T19:05:30-03:00
2021-08-17T19:05:30-02:00
Adobe Illustrator CC 2015 (Windows)
228
256
JPEG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uuid:e4d7984d-5c16-41ca-bbad-5d03ef439e47
xmp.did:bffcc276-a699-6343-8487-2649c2fe4936
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:e0637ed2-d6b8-3d47-90bf-10771bbd0688
xmp.did:e0637ed2-d6b8-3d47-90bf-10771bbd0688
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:b5ec525a-4356-844a-b13e-8a92fe497760
2021-08-13T15:16:47-03:00
Adobe Illustrator CC 2015 (Windows)
/
saved
xmp.iid:bffcc276-a699-6343-8487-2649c2fe4936
2021-08-17T19:05:27-03:00
Adobe Illustrator CC 2015 (Windows)
/
EmbedByReference
C:\Dai\Trabajo\MACN\Secretaria Cientifica\2021\2021b_Herramientas\Figuras.jpg
EmbedByReference
C:\Dai\Trabajo\MACN\Secretaria Cientifica\2021\Certificado\logo CONICET.png
C:\Dai\Trabajo\MACN\Secretaria Cientifica\2021\2021b_Herramientas\Figuras.jpg
C:\Dai\Trabajo\MACN\Secretaria Cientifica\2021\Certificado\logo CONICET.png
Print
False
True
1
210.001556
297.000083
Millimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
NirmalaUI
Nirmala UI
Regular
Open Type
Version 1.40
False
Nirmala.ttf
NirmalaUI-Bold
Nirmala UI
Bold
Open Type
Version 1.40
False
NirmalaB.ttf
PerpetuaTitlingMT-Bold
Perpetua Titling MT
Bold
Open Type
Version 1.76
False
PERTIBD.TTF
Cyan
Magenta
Yellow
Black
Grupo de muestras por defecto
0
Blanco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Negro
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Rojo CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Amarillo CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Verde CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Cian CMYK
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Azul CMYK
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Magenta CMYK
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
Grises
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
Brillantes
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 15.00
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 28 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
15 0 obj
<>stream
HWn\|߯~E2ŵ`ЉbQeSU=Z؝ޙKu+wʻgWnλ҇+,)}b??<?q_.{߰_~zw.Lu0_coiI)jr.6ʒu~pTK)<>,ޱ1-Fa$]M-#`MK؇y-h
4agjN=&',~a痞7@$bhO5G;K*sCv5Gۿpҹ+<˻۫1#gKaZ2nē֥ri,<~|Ywwq:bö"LJ2<,(1S N)sTlE'ŇJblO
Z|
Hұx@
tPؖ|ɮjW]k|Nkڨ8fJXo"DClFE,H| {͡QVjM$ :N=7GxRIy4,:\>08H#R3CځP[D9imGRz꒳L8ъؔR68Js?ɘLMHi4F!HmIȮ9CyqIEp?TJɔMR,Գ
6Rlp8bQG2ro(=*& 3D.ɂT"}Q"ixG O->ƩYĝ4L
Pu2&GEVJP:
>U i$ͪb+S|^иCyqGy@jQ&ŬV2,Qw]bR\K3g@P}&ή
~,=לվXq6w MD-W51.8N#BgtȨ@}(f7>hIHySfyހʼTX5drlEvv_*Fvĩ.̄=h7oN醪+9a
ԋKvq"bF5[IBls^h`;@hhQvȞ 6}mVt^Yd`VWָ0%XTZYU*#-ׇ0Ԧ 5hU<ם"'qSW.J,B69JjKZ%E$cɺUl'ZDMXTU4GQqzUF
cՖv9H5DtBJs!E#;)-p#h.Gf;Z9S.lhy$3PX"H%*2HAY'.6 mh#OW͚a0FDns@XN9Dc ײQ,>'$:{B5F@( e$&b#">ؙoRfL!,ʇsKViWњ}<͔&Fc5&:rv&p[Vq
BSBd@8P
٠D` ܢZ6YkD,ƕWS0-EI:'`"fl2zAvᯑ-Ʒ|>dJqaWOD7+Th9/.MF`d>raE&d^YKԑIaQIJC*Nfoۢ=q BmTx+T`Q# slS]=Iu{!8*S<8 L|YVil>XzfSg骮uf-9 9+ ;ϭ5w1-e?`zᇨM4uLKPkV%dA Tq.ON:E;;/3ޠG'O,Yw{/Wz5_GF)G]E\:TjIڋmAuEcrB/ WmamY/FX
k|X6,"FECG_%Mk**=ɳ=%9TlVIHafNX
eq K-)1у e4'u%bb$%*Xg2a6@C>0CJV*F}Ik5QQb*ɑ#9wB rz.AxdfUtvZEfDfnf{0xD͵ϰQ5J#uRmRm9ni!,f7jrࢤV )J?ԸuRue4yD]!rQlg0x
D~)ƢX%D{L!_$IhfNvc:rl&4K}~ԣ!dRu3zkJԦLm5a*geه~]W.6G`HwBS\/Bჺ
2r~oQPMbrJY%IRj"YћU!se8Y&u|ơ>pԃ@i \=l~vIA7q
*¬sl?;'Q4p6>T7-G<dß)F(TuSnX◙)6S 6 ]}ֺj{qؔGݙ0T,x֓AePV?RVf9ѥ58l|1s8:H`8^j1B+Q~%ʟ'
F0h"<""gN_?[
WҮBSկʺDst(x']2A
hsA|ΥF y*$6K +qh9n]ч6r-r
0eШ'бcATY6AF( ӛUJt|ʁ]K]|k#쬰)Y@Gk"=+ ѵzt''R|o8rhïUw1<\I4F>HV&GBphVbBĐKLqP1%)!b5cjCv.TFܑmKx$*ךmW.ۓ??SFٝԑ)ʫ~nU}&RAZ}3[٪girjkCTF,~jp!u~oIEqatLXsDgZ<=d/[ͱf$5|\%|_:-gdL쁐3A}ֆNz93i;;{'N"Ó\B {>2|0<yISNm+<n6;kbd
l=RP=;BkfLgPGKǦ?.s'c+
8#"YEC!u[-`jg|>0ráD[S1-p-)Efm,%=]:4vK~JOlk}HwOǛd%鷇B
hS,8N)E2n-7nUy*]jN6FJ<OH}*\YGm q& B?a&\> fKC2
鋪4KL8@oPf*.^n)w
$9.*PNbE[l~|]טT)*ڰLlfc8Evyκ$!m%>h|X MI\y*,^};o %}?&M>m*ϯ|>Uy~*M_|"(/F0*Iu&<{ ='`ň:{J
^YtC_w`R(\W3}-VݒOI^tD"m`eFj+n~
7ն!S=:U)x@zeMK%Z;HGVя' d2<27jgReX[R\#37@H 4#9z-6fU|F`ik8d{Ԁ1w8"T*dr 6iI#}vk20ޗR(ycbvKW,7č~^,B$nSxpQ2*9tWLT{ZTjn$8Ek4p #Rxy@}r/Tkى_1nkڄXq2v/xsGXd>Az^:3WV(/8?K')䱅X~V\+V<_j_CK\삼s|Ď)t(~
ۤ] MO=G&8SՔp@D|MW]H.Yf~<60>JM81M8ںM
(r*FSU/ӽo۷r'UcqE `ڗ0`)'N P,U8A?}vYZ_~Ǘo>}/o}ϟ~<Ak4U\yi;3u7A<@ۧ.gͩlCDz[QR#P.d=/"T,Nc|%2˿.8T)p2IH-۩%O6Jߘㄱ G7¬8w/49>DJS0iڰ!Kd03{]Q!!o~@s}K" ÚvQ,bkZUANHG{_{
瓿ѣ &DIi],^E:$ȆK| QT7 %YHcڄwI*miyUXM+q`<:O{)w#]%yʠ2{vk
$aF)njq