%PDF-1.6
%туЯг
1 0 obj
<>/OCGs[6 0 R]>>/OutputIntents[<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
mandala zentangle faЬcil 22
2019-11-12T13:01:21-03:00
2019-11-12T13:01:21-03:00
2019-11-12T13:01:21-03:00
Adobe Illustrator CC 23.0 (Macintosh)
188
256
JPEG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uuid:995f6fed-d458-c649-8700-ba6a6dad4da7
xmp.did:80495437-2b91-480e-9fa9-a42ab5380b54
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:48f64513-f3f9-4c4b-98b6-261d21b74909
xmp.did:48f64513-f3f9-4c4b-98b6-261d21b74909
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:12654c5e-f158-4f3c-bdb3-3873941bb47a
2019-01-22T16:12:05-03:00
Adobe Illustrator CC 22.1 (Macintosh)
/
saved
xmp.iid:80495437-2b91-480e-9fa9-a42ab5380b54
2019-11-12T13:01:12-03:00
Adobe Illustrator CC 23.0 (Macintosh)
/
Print
False
False
1
215.900000
279.400000
Millimeters
ACalling
A Calling
Regular
Open Type
Version 1.00;December 6, 2018
False
A Calling Font_D by 7NTypes.otf
Cyan
Magenta
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
R=49 G=146 B=144
PROCESS
100.000000
CMYK
76.357669
21.875334
44.422063
4.965286
R=18 G=73 B=72
PROCESS
100.000000
CMYK
87.496752
43.994811
56.746775
49.549094
R=191 G=191 B=191
PROCESS
100.000000
CMYK
28.455022
21.210040
22.049285
2.716106
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
False
PDF/X-4
PDF/X-4
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 12 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
10 0 obj
<>stream
HtЩЗїѕ\JЂ8N[+AAX@A;[Ю№њљўУRїm] |ЛВЮ№/ўј2МјУЫОњЭЫp|ѕъHqЖ"џјяЧуХо~xѓічџчѕЛ№суХяОMсП/^хПЇУЋявckјћџЎЃХ^
кcNќОzќѕйячsxіўч?<Я9Vў|ћўѕOџx|іњнѓур_џэезЧo_П)UBЯ%њуУлу/сЇЇQ~sД№?љ:П№Ѓ[9ДЖ!ч`9цkxѓўаїЧ9bяЫ_KсП![хЏwG.qi5aЮ*<,u7Чu=H@п=оБЎ]FЉqЬАwП.оgK3ўpчwH>їg+)ZЪћнми_д.з+ЈwwvЬІ№№ХЄ
yЊ*цщ~{ќљHW~МЉUНцкl1UкљPКеUЫpіg!ч-ѓЙ,VыСFls
Г&ЂiM_,hмai# 3ЗN8ьСТ8ЕЖ~ioЕгЮO.jzArчсHБLЪЦОЦЧo№1џш№oеЄШЋ[aЕЎ`Wр;ОIuжЁЖATГ?ІЈE):гEbVЈ)&ВЫxЈ/ГкxЊWьБ&гQSsьцJSё>X4ШuБ/,hТWHЅ&ЅЭубCn[н 8{vTјEсsF р]"PЋl1съжZЌjйБ4bъ
јфтЗuЉФЮєЃT9кЬзу\9L"АPL9VбТJETAЛИxЋ i3@BIЯЭјсu2FM%#Uуj`ыЈф7=kФ@НыzЊчZJФ(FDKi,иИюКJфDYЈЏ^љ'!чќНу!]hјц Ыl"-љзЉqF
ХќІ OUMЋЅ$uk ЬњгЅЛbњЕеяjеЌ
J*5КY @>^рнЪ9їкЂы+Ырщ*ѕFЋb№уJ*leЛ[&ІДyа§нЌ=
Ќо'IiHЁѓAЩ@љv%шЇ.ЇЙмЏdGъiP#z+№оnб(*Іћ
TGДВЫZЌ6ШlП_nЧ
xыD +tўмТЛ?ЬиzКNТ`и§:C0Ілј`!BЦ.уЗ Jti#Bо$хєкЊDr,ПБ\L
љ*RP5y
вЏ
|OTХ%CЛ!ъЄHzu;AgяЛгЅ)I$qБxeAф0ЋаC4^И(]Ђы\ЇъьЉNНЁ
deЏјД"АоШБMљIКi<3dьЬЄmwd*! fЋ ЩUЇF"зЂЈјlyAОВnФЗ[ш CиЃPR
x"KЩЄэHжЂ'BыЖNёвд1~6гh^^@цI"аPvL=юs0QеgСфЃ ЁіїуnнЅ@сЦТ%ц-<ЃШаdFI ѕЁЁ
Eгб*DПг+aзЖукЫ1СяСwЧvJMћGц~жgxrЯs!7М64ЇЕ:яЗЮL0ђ-jаР
l}nШв!)OzБЈ0БtzЇ%%q§L]8я бдЅЩDс"Ьрд IuЉtКlэРз6VшCV!4еЦVLљkЬъЎ~