%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
kickalarm_case
2016-06-28T16:04:08+02:00
2016-06-28T16:04:08+02:00
2016-06-28T16:04:08+02:00
Adobe Illustrator CS6 (Macintosh)
184
256
JPEG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:977aa5ac-5272-cd4a-958a-1dc890da270a
xmp.did:F97F1174072068118A6DEAD32B8450F3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:F87F1174072068118A6DEAD32B8450F3
xmp.did:F87F1174072068118A6DEAD32B8450F3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:02801174072068118A6DFF8F0D99E252
2016-04-22T17:26:20+02:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:F97F1174072068118A6DEAD32B8450F3
2016-06-28T16:04:06+02:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Volumes/TOSHIBA EXT/projectes/geolog/case studies/image001.jpg
EmbedByReference
/Volumes/TOSHIBA EXT/projectes/geolog/case studies/geokick.jpg
Print
False
True
1
21.000165
29.699996
Centimeters
InterstatePlus-Bold
InterstatePlus
Medium
TrueType
Version 001.000
False
InterstatePlus-Bold_24178.ttf
MyriadSetPro-Thin
Myriad Set Pro
Thin
TrueType
Version 10.0d17e1
False
myriad-set-pro_thin.ttf
MyriadSetPro-Medium
Myriad Set Pro
Medium
TrueType
Version 10.0d17e1
False
myriad-set-pro_medium.ttf
MyriadSetPro-Semibold
Myriad Set Pro
Semibold
TrueType
Version 10.0d17e1
False
myriad-set-pro_semibold.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
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
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
89.999405
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
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
10.000002
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
14 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 24 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
15 0 obj
<>stream
HW[o~_Akr%(
(Ӈ(
+ca+YjlŁ}!9. )p`ȇsyŅw\^)8?r~wo>Lqjp-̕雫Օw]0ۊs,;sß5y%WW6cj~pJ\eNcWˇ_]^q윩AH?\sABz#$4gj)\ɫ.OKØ/G>̟ۘ3`.753.[վ&@wn;0[pL}nc_`eYa髇~=f#lp{s{_|u~ŽybWO8&8pw!nO^ifՐ[swtX`Yct 32Kh7Q[
+YT(9CYg(ϔp 37Z&E}ī2n'%sd D1q?NǺ_@:W1xw`´_?fSD`OiI&}sۜ/!5lX-[VcٰVa5 lYMY
[V1d[HGg|^z85J^#^J>Ck0aEk Y"F섴P@8ƵX3[o!au)vSa,/o*"TpUrP,+9YlG!CT8-6g-LVaTw!-{e1VSp5"Fˬ 5bpAG)ʋ%~Kݡ
Dqj_:mĻC:*p9/W'AGwı
mK|;$}x>$7g/ki;Nk˯[yK;?M{'[*#,h'D|Rq@k.-&\ek{9cn}_BMIn@ƨ
\嬠&Ti`( @Yn(4L},wJ06i%>&磌тX Ǩ+d$-PXʱv$e7wJiCIsry@F; z )2!8@xueac[VrӠ]a]Hc'J6V`փ3qD1>lr䥹ǒOe%A::¹L>FV_ CR/܉?S^aT$;BgE̞ےXz3jkH=T,W9N,)gtYLdSм{(9o1sa] i (UZJ\,g{c/B)
U>Ja
:cIȾYb"V,snLMm0!Y$)1(< .o*:=r'Fy*Tl+}Y5R>+Ks N9Zpѹx3YxEKx``'s)gPT#!,=
TR)`ܬ{S J
˸+5rV8#^@ 75m62D2A$ W 8l5#J6C6gЎ&BffH+!5n{$GðPZ%VDkHጢ՛eBQy~8dڮ#a7#L݆TPv\e$$"↨0=%mɗ
%jY| C( OLj^˚np>SCovd,
}
Db[͇вIN'
F)r`K)z
Dǖ