%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
STORYYYYS2
2019-01-22T16:33:37-03:00
2019-01-22T16:33:37-03:00
2019-01-22T16:33:37-03:00
Adobe Illustrator CC 22.1 (Macintosh)
256
128
JPEG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uuid:8f0daefd-1d5d-4643-a43a-4744648cdf6a
xmp.did:e8630e9c-0722-4524-8a41-b41aa03e8811
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:63e6056d-c927-fd4b-b711-ad6fee1ddbc8
xmp.did:264b0ec9-42da-4850-b126-5bf5a4874771
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:264b0ec9-42da-4850-b126-5bf5a4874771
2019-01-10T14:14:18-03:00
Adobe Illustrator CC 22.1 (Macintosh)
/
saved
xmp.iid:e8630e9c-0722-4524-8a41-b41aa03e8811
2019-01-22T16:33:01-03:00
Adobe Illustrator CC 22.1 (Macintosh)
/
EmbedByReference
/Users/constanzabarrera/Desktop/Captura de pantalla 2019-01-11 a la(s) 14.00.29.png
0
0
EmbedByReference
/Users/constanzabarrera/Desktop/Captura de pantalla 2019-01-11 a la(s) 10.20.38.png
0
0
EmbedByReference
/Users/constanzabarrera/Documents/MULTIPLAY/obstacool/fotos juego rodrigo/39.jpeg
0
0
EmbedByReference
/Users/constanzabarrera/Desktop/Captura de pantalla 2019-01-11 a la(s) 10.03.10.png
0
0
EmbedByReference
/Users/constanzabarrera/Documents/MULTIPLAY/obstacool/fotos insta/66.jpeg
0
0
/Users/constanzabarrera/Desktop/Captura de pantalla 2019-01-11 a la(s) 14.00.29.png
0
0
/Users/constanzabarrera/Desktop/Captura de pantalla 2019-01-11 a la(s) 10.20.38.png
0
0
/Users/constanzabarrera/Documents/MULTIPLAY/obstacool/fotos juego rodrigo/39.jpeg
0
0
/Users/constanzabarrera/Desktop/Captura de pantalla 2019-01-11 a la(s) 10.03.10.png
0
0
/Users/constanzabarrera/Documents/MULTIPLAY/obstacool/fotos insta/66.jpeg
0
0
Print
False
True
1
1629.920738
1629.920738
Pixels
Rubik-Regular
Rubik
Regular
TrueType
Version 1.002
False
Rubik-Regular.ttf
Insaniburger
Insaniburger
Regular
TrueType
http://moorstation.org/typoasis/designers/insanitype/
False
Insanibu.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
8 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 12 0 R/TrimBox[0.0 0.0 1629.92 1629.92]/Type/Page>>
endobj
9 0 obj
<>stream
H[GW#Dv/ED8A&J֮s: =Uok+W|ʝ6|u~kQpz_'Bc~A/?>yx.3ߔ]O[{?gN -çsz7tg/s߸W~?PחsŔ1-_'ӹnkcuo뺥0d;=;#%sldxn2"AXr\-g{H[{T7-t~d[ux}Wxk~U߅ضǝh{<:0eL9ܙdLg ,AԼU)-`ht<45n0|a*gݓ-27V^ZB-e.9pp wzt;ͧx):vw@ʧ)-q3Ϸ8n6Gj]73(fq8Ti&7Gn1bd&vK1*0!G爗-tF|/6q9:lA-VzYi
iUY5:'g[Qa5Yl__:Q;53;Ҟ-DŹ65zȀ`(6kBQ
S6Q]M8r-n^SNX kWVOף(Gsm)X0qԏ x^0]
)ޣEbOpF-NIl B=BJPG'J*m
6{\
G ^>7alPOowKz$kE(M͇Zy ǯ]%齃~ #
ȗ}g5|Y7M:j*rJb&\j/Hj'r5zp;J7):\W*_Yf {to2?),oeww -0(nX`@,T#
BSD],-4zN⠺X d@JT}*=L ܢ=A9vyMRIո}pz\:`OsvE,|tJUO|1]pRǺ_W.u
.PrzFDll2%L#kџBݳilca)T%:0*v~RLWRPNZ,8);j97)$}&yn[Q6gISd?59N ,H}ͮuwDѬˣf`J5 SJaqI`E+E{%dEa
F[E8&4LAaP
tvIq3>
[,h_[QjLJ٦u¸QfdT1JwBT"d&8E;|uh5fN8 IJfإ_F!݊nLLHa `\$@&A9Wjqh'Ϣ