%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 9 0 R 10 0 R 11 0 R 12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
InfoalegriaOP2
2021-09-22T12:35:16-05:00
2021-09-22T12:35:16-05:00
2021-09-22T12:35:16-05:00
Adobe Illustrator CS6 (Windows)
156
256
JPEG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uuid:edf5ee60-f550-4607-847b-3849ee2f8a2b
xmp.did:26F0CD87CA1BEC1195298053486EC05E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:25F0CD87CA1BEC1195298053486EC05E
xmp.did:25F0CD87CA1BEC1195298053486EC05E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:B839A4A3711AEC11921CFFAFF70B1846
2021-09-20T19:19:52-05:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:26F0CD87CA1BEC1195298053486EC05E
2021-09-22T12:35:13-05:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\ARMANDO\Documents\EscuelaNezahualcoyotl\logosecu.png
EmbedByReference
C:\Users\ARMANDO\Documents\EscuelaNezahualcoyotl\Logo70.png
Print
False
True
1
279.400000
466.725000
Millimeters
Lato-Regular
Lato
Regular
Open Type
Version 1.104; Western+Polish opensource
False
Lato-Regular.ttf
Bahnschrift
Bahnschrift
Regular
Open Type
Version 2.06
False
bahnschrift.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
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
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
35.000002
100.000000
35.000002
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
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
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
9.999102
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
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 22 0 R/TrimBox[0.0 0.0 792.0 1323.0]/Type/Page>>
endobj
15 0 obj
<>stream
HKo\+z9\ܫ~?ep`YL@,%;0)}S= 9aNΩ~{w_}ힿϓ)O~mq8&Co{aEՍFXS.X<ܽ8Om>6Ks;KR0aDXU8#cvwoK}MGWR
l>
~Z{)6縆г+~!u6Dȸ*_O6ͅ}L<|vwJƐ95yK.el(xVׁ;.5G|Y6}^snZļϋu914&bhkHM/mXOElkeOz
8`oeNk 8x:2\DS6Sm/Z6&蘟r#5$:bg?fD
is~w-k #4>nSVus!3U6D_skebˇ2̰Ň䃒[&`2@K[)@\6uIߟɝb_6X4hVN.qmM(1>jB ;³"
'(䚪6? |cJiMDݚ" Öaߪ#Y~q G$jrQŕM֢ƞ#ɪ
A4wf _~?ty<Ų?\p}/˽;]Dˏ~t8^N5Q'yw6־xdA=OjF$.P~?p,a;/c;:TY=uǫΥk~]c/o.ŧoh%xÞO7WZ퇷WkU
1Rvb5rVˣxp휦:u).LWt,Y=S,|;Z~,}5dl}f~%0i}>WTi">y|Z5.Վ;< aAS/h$bVV͆woK8eDC
$#v. gHUxD^T؉^R[-:ԓ2i
h/RJ&[.u.EA"uBwk|eK.AN
۠ı̎.-AuNT.iZ圬Ha3yT>X)*V]XwieYAF9F&C]BAfsx(wӲXzOSɴԩdxR8uvR!
J
C+
dJ<
%XrvfP܃OxO>@*'" o H7T%|I1Al`!JȢFKA(a'?DEiCynjZ?Yɪa>\l%X&ϊt$>.ԀFuT05]aqƾhy3IL\b[
px ֤͜kTòH4QvtbTBAϓ*phѪ:
B0Tb|ܥ ʱRl(y )TW_,=g2HSHU~"jf 1Xmd2o:m+,
\'NSǃ\u-2]@DHPN<}&emOa{ l"MFifPPqm%ܙpV:ecU{T؟U@$as2Ϥ;!i&+wz*$
$&軦Uڂ[M")bfϽN]b?!ĺћB,BZbq,JѲ'-Dt"(>jj(>\.uRp Q=`hծd=ԦXGbͼX!vݑ}q>4\r
];q
WdM ^Ps͚Mf'IjOpiabl -n|(.AJ)`H=oD(YUO˧JGS
Ѽ{hڐf0g^ |3GJA;,yb2^C6>>$RkyU(+-I
b5d#te})PJug#JZã|]UyM+xG/:EHxvu:ʋ: F1tC1IN߂/ɫhxJ$%rjo ^QIT9T" ILMAD" F2ֆ^U`|`u@\.ԉin4I"*BO%
AnU6rE+ U&Y'ݢm(2DWu^{R>6uH̝;sA{8ҰCNhb!A ]1fjtCXpˮH).<*c%H^zֳ] 4xSmDsX
ς(c-H` &Ĉ.O`"qDGGBF8̥,YNA22M @q&M(.
孡3aaDEnPd#A>;pK);D$iHǐ)$0XإFDiCix/_9-b
8$m#8dRPRgk)8@~Y@6iJ\$rXGKpRJ+SK ("Cp9RVQ<^Q@PZbd: N
./ŅX@OTh9 ,A0 De28܅0&*(|$"A?xb0D=<Ѓ|GH.EQ9±^
Y-~A "Ӥے&Iv,UBY}(!mJ?I0o9B!Y@s
R^p@~$8@pj^L2>KRx:#cp4r2~W'{1h@;h! ; {i"y"%c9QEb(S9T-ɓ!B}d:;2\s(We8*ZZO)rbCH#W2OAT%'ÖFNx*I3Z_Ԇ-uAyp{A\)Er%yZo |