%PDF-1.6
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Ejercicio-Descargable_Nivel-Facil-8
2022-12-02T12:03:57+01:00
2022-12-02T12:03:57+01:00
2022-12-02T12:03:57+01:00
Adobe Illustrator 27.0 (Macintosh)
256
188
JPEG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:a8d4eab0-1854-924b-b837-f98b6908085b
xmp.did:ffa846a2-fe1c-46c3-b149-3320a7744d29
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:cb502fe9-5812-3141-9478-721bbf808bcb
xmp.did:773a5d1e-b119-4d05-9be9-861b585cffbb
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:547833cb-d087-4d32-ad7a-daac433c343f
2020-09-02T14:56:51+02:00
Adobe Illustrator 24.3 (Macintosh)
/
saved
xmp.iid:ffa846a2-fe1c-46c3-b149-3320a7744d29
2022-12-02T12:03:48+01:00
Adobe Illustrator 27.0 (Macintosh)
/
EmbedByReference
/Volumes/Sara/OneDrive - Italfarmaco Group/Neuralex/2022/Web Neuralex- Ejercicios Descargables sin capsulas 2022/2022/Bod Neuralex capsulas_nov22.tif
adobe:docid:photoshop:9f3cffee-6833-a549-84fd-8b5f4f860173
xmp.iid:d9e49bfb-562d-478e-b335-cae00dcaa31f
Print
Adobe Illustrator
True
True
1
210.000000
297.000000
Millimeters
FranklinGothic-DemiCond
Franklin Gothic Demi Cond
Regular
Open Type
Version 2.00
False
FRADMCN.TTF
FuturaBT-BoldCondensed
Futura BdCn BT
Bold
TrueType
mfgpctt-v1.52 Wednesday, January 13, 1993 4:09:13 pm (EST)
False
Futurabc.ttf
LibelSuit-Regular
Libel Suit
Regular
Open Type
Version 6.101
False
libelsuit_0.otf
MfHeyPrettyGirl
Mf Hey Pretty Girl
Regular
TrueType
Version 001.000
False
Mf Hey Pretty Girl.ttf
MyriadPro-SemiboldCond
Myriad Pro
Semibold Condensed
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
MyriadPro-SemiboldCond_2.otf
MyriadPro-SemiCn
Myriad Pro
SemiCondensed
Open Type
OTF 1.003;PS 001.000;Core 1.0.31;makeotf.lib1.4.1585
False
MyriadPro-SemiCn_1.otf
MyriadPro-BoldSemiCn
Myriad Pro
Bold SemiCondensed
Open Type
OTF 1.003;PS 001.000;Core 1.0.31;makeotf.lib1.4.1585
False
MyriadPro-BoldSemiCn.otf
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
Cyan
Magenta
Yellow
Black
Grupo de muestras por defecto
0
Blanco
RGB
PROCESS
255
255
255
Negro
RGB
PROCESS
33
25
21
Rojo CMYK
RGB
PROCESS
190
8
17
Amarillo CMYK
RGB
PROCESS
253
237
0
Verde CMYK
RGB
PROCESS
0
143
69
Cian CMYK
RGB
PROCESS
0
154
218
Azul CMYK
RGB
PROCESS
0
29
126
Magenta CMYK
RGB
PROCESS
185
0
124
C=15 M=100 Y=90 K=10
RGB
PROCESS
160
17
39
C=0 M=90 Y=85 K=0
RGB
PROCESS
196
71
50
C=0 M=80 Y=95 K=0
RGB
PROCESS
202
97
31
C=0 M=50 Y=100 K=0
RGB
PROCESS
218
149
0
C=0 M=35 Y=85 K=0
RGB
PROCESS
229
180
73
C=5 M=0 Y=90 K=0
RGB
PROCESS
247
235
69
C=20 M=0 Y=100 K=0
RGB
PROCESS
221
219
28
C=50 M=0 Y=100 K=0
RGB
PROCESS
161
188
49
C=75 M=0 Y=100 K=0
RGB
PROCESS
112
166
59
C=85 M=10 Y=100 K=10
RGB
PROCESS
79
142
58
C=90 M=30 Y=95 K=30
RGB
PROCESS
50
101
53
C=75 M=0 Y=75 K=0
RGB
PROCESS
110
169
110
C=80 M=10 Y=45 K=0
RGB
PROCESS
95
160
152
C=70 M=15 Y=0 K=0
RGB
PROCESS
118
169
218
C=85 M=50 Y=0 K=0
RGB
PROCESS
74
114
176
C=100 M=95 Y=5 K=0
RGB
PROCESS
0
45
129
C=100 M=100 Y=25 K=25
RGB
PROCESS
0
26
90
C=75 M=100 Y=0 K=0
RGB
PROCESS
87
22
125
C=50 M=100 Y=0 K=0
RGB
PROCESS
123
9
126
C=35 M=100 Y=35 K=10
RGB
PROCESS
132
15
91
C=10 M=100 Y=50 K=0
RGB
PROCESS
177
0
82
C=0 M=95 Y=20 K=0
RGB
PROCESS
190
49
118
C=25 M=25 Y=40 K=0
RGB
PROCESS
196
185
158
C=40 M=45 Y=50 K=5
RGB
PROCESS
154
136
123
C=50 M=50 Y=60 K=25
RGB
PROCESS
113
104
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
89
78
65
C=25 M=40 Y=65 K=0
RGB
PROCESS
187
157
108
C=30 M=50 Y=75 K=10
RGB
PROCESS
162
128
81
C=35 M=60 Y=80 K=25
RGB
PROCESS
129
98
60
C=40 M=65 Y=90 K=35
RGB
PROCESS
110
81
40
C=40 M=70 Y=100 K=50
RGB
PROCESS
91
63
12
C=50 M=70 Y=80 K=70
RGB
PROCESS
59
44
22
PANTONE DS 220-1 C
PROCESS
100.000000
RGB
46
88
139
PANTONE 376 C
PROCESS
100.000000
RGB
145
177
51
White
PROCESS
100.000000
RGB
255
254
255
C=0 M=64 Y=97 K=0
PROCESS
100.000000
RGB
211
126
26
Black
PROCESS
100.000000
RGB
32
24
21
C=0 M=0 Y=0 K=90
PROCESS
100.000000
RGB
67
65
66
PANTONE 347 C
PROCESS
100.000000
RGB
54
150
74
PANTONE DS 302-3 C
PROCESS
100.000000
RGB
211
215
58
Deleted Global Color 2
PROCESS
100.000000
RGB
67
65
66
80
PROCESS
100.000000
RGB
90
90
93
Grises
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
33
25
21
C=0 M=0 Y=0 K=90
RGB
PROCESS
67
65
66
C=0 M=0 Y=0 K=80
RGB
PROCESS
91
91
95
C=0 M=0 Y=0 K=70
RGB
PROCESS
113
113
117
C=0 M=0 Y=0 K=60
RGB
PROCESS
134
133
137
C=0 M=0 Y=0 K=50
RGB
PROCESS
153
152
157
C=0 M=0 Y=0 K=40
RGB
PROCESS
173
172
178
C=0 M=0 Y=0 K=30
RGB
PROCESS
194
195
200
C=0 M=0 Y=0 K=20
RGB
PROCESS
215
216
220
C=0 M=0 Y=0 K=10
RGB
PROCESS
236
237
239
C=0 M=0 Y=0 K=5
RGB
PROCESS
247
247
248
Brillantes
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
190
8
17
C=0 M=75 Y=100 K=0
RGB
PROCESS
205
106
3
C=0 M=10 Y=95 K=0
RGB
PROCESS
247
224
44
C=85 M=10 Y=100 K=0
RGB
PROCESS
84
150
61
C=100 M=90 Y=0 K=0
RGB
PROCESS
0
55
137
C=60 M=90 Y=0 K=0
RGB
PROCESS
113
64
139
Adobe PDF library 16.07
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
21 0 obj
<>stream
HVMo6WQ
3㘢Ѡ= w-1z#%`-I<̛G9ͅi|7C9*
ޖic`$\WM9Ӡ6!o
цhmp xA:rV$A Y
;OnE#tԺTLY[6Lk]a l,mljP¹mL,b@{9i&-'0٦dnݚł3GWꗓ6~3?g&?OqDU=19B)
,_oL}1p9bp`XUg2'UY]
-Du!pjc螞zVv|Z;{Ęzoޭ5l
9YH%q5.Iكd%
Z"epYk&
)iA0'EЦeVRRJtvv8H~_vԃPOxKO>fݑ̨DT}`blb!Q%OYB\cGVjYlkI߮aޖg;,囉C$Xcpwܯnj V |ߵkTӔItM_q
mVo׀x"Ϳ,փ}.57%ux!NEI0ZڄQooP`X<@9l?Uŭ.z<]-ź. p]ӑ|n
ohWTei-E?R0#XH- us.)zɹO
g` y4&$.K@SlBŔyPFzԔkJ
sⲎ!1`p.Z|{sekk* &LB톄n/ L7t$f쵹G7b2:8u9aOn\Ź*#sWAbu؛{` .g
endstream
endobj
22 0 obj
<>
endobj
32 0 obj
<>>>/Subtype/Form>>stream
q
-150.732 75.973 m
-153.906 70.977 l
-159.486 60.872 l
-151.496 35.113 l
-164.256 -4.953 l
-114.856 16.071 l
-86.605 4.738 l
-16.065 -79.923 l
-43.499 51.229 l
12.616 72.461 l
-3.839 114.871 l
-45.576 110.958 l
-69.449 160.783 l
-100.245 146.794 l
-107.438 123.149 l
-180.245 138.655 l
-162.833 115.46 -162.622 113.478 v
-162.406 111.499 -150.732 75.973 y
W* n
0.571 0.697 0.203 rg
/GS0 gs
q 1 0 0 1 19.95 80.1902 cm
0 0 m
-32.22 -12.079 l
-43.88 14.583 l
-11.658 26.662 l
h
f*
Q
Q
endstream
endobj
33 0 obj
<>stream
HWۖ*snlvweVP Kkkkkkko5by7_Zp~8ƾؕnphCXtYvgɡk
ϥs\se:-5@=}y]G
]C$xYZwȬr^s/ci%.+[ɐ}oG`mjpZW'lry9zY7DҸZ9oMӆkLu>CNI,C*~9Mi6
/4+> V 2Ngtȣel/p:1/xu_e.fY}6@01'Nhmr:(VW×?5괡02kE")uQ!6uΟBoKFj]`g~hq8=k>j&6W5!>sT̏ז]cm4|)01*Z>.7^
<~]I X7躦x]8|@H=%&^si" Aw,
/&&72KwWk>$u(.k:c
XPT0ZCW{n+ɱu,+/bU&e^T'ʉiG"DCZ]uN Wu+>잕oPQ,
!-tYL*#(m' qjmi>Gu"y~i&mlERRkx:^171<M$ N[rܓ'qåU) jF~oQ-@|W=MxX
mcUAkhSz =|dƤ
f.{&