MIME-Version: 1.0
Content-Type: multipart/related; boundary="----=_NextPart_01C73B55.8C26CB00"

This document is a Web archive file.  If you are seeing this message, this means your browser or editor doesn't support Web archive files.  For more information on the Web archive format, go to http://officeupdate.microsoft.com/office/webarchive.htm

------=_NextPart_01C73B55.8C26CB00
Content-Location: file:///C:/0C245A56/Tvrdapcenicasov.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"

<html xmlns:v=3D"urn:schemas-microsoft-com:vml"
xmlns:o=3D"urn:schemas-microsoft-com:office:office"
xmlns:w=3D"urn:schemas-microsoft-com:office:word"
xmlns:st1=3D"urn:schemas-microsoft-com:office:smarttags"
xmlns=3D"http://www.w3.org/TR/REC-html40">

<head>
<meta http-equiv=3DContent-Type content=3D"text/html; charset=3Dus-ascii">
<meta name=3DProgId content=3DWord.Document>
<meta name=3DGenerator content=3D"Microsoft Word 10">
<meta name=3DOriginator content=3D"Microsoft Word 10">
<link rel=3DFile-List href=3D"Tvrdapcenicasov_files/filelist.xml">
<link rel=3DEdit-Time-Data href=3D"Tvrdapcenicasov_files/editdata.mso">
<!--[if !mso]>
<style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
w\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
</style>
<![endif]-->
<title>TVRDA P^ENICA</title>
<o:SmartTagType namespaceuri=3D"urn:schemas-microsoft-com:office:smarttags"
 name=3D"place"/>
<o:SmartTagType namespaceuri=3D"urn:schemas-microsoft-com:office:smarttags"
 name=3D"City"/>
<!--[if gte mso 9]><xml>
 <o:DocumentProperties>
  <o:Author>***</o:Author>
  <o:LastAuthor>Natasa</o:LastAuthor>
  <o:Revision>2</o:Revision>
  <o:TotalTime>4746</o:TotalTime>
  <o:LastPrinted>2003-12-01T09:51:00Z</o:LastPrinted>
  <o:Created>2007-01-18T22:08:00Z</o:Created>
  <o:LastSaved>2007-01-18T22:08:00Z</o:LastSaved>
  <o:Pages>1</o:Pages>
  <o:Words>2910</o:Words>
  <o:Characters>16587</o:Characters>
  <o:Lines>138</o:Lines>
  <o:Paragraphs>38</o:Paragraphs>
  <o:CharactersWithSpaces>19459</o:CharactersWithSpaces>
  <o:Version>10.3501</o:Version>
 </o:DocumentProperties>
</xml><![endif]--><!--[if gte mso 9]><xml>
 <w:WordDocument>
  <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
 </w:WordDocument>
</xml><![endif]--><!--[if !mso]><object
 classid=3D"clsid:38481807-CA0E-42D2-BF39-B33AF135CC4D" id=3Dieooui></objec=
t>
<style>
st1\:*{behavior:url(#ieooui) }
</style>
<![endif]-->
<style>
<!--
 /* Font Definitions */
 @font-face
	{font-family:"MAC C Times";
	panose-1:2 2 114 0 0 0 0 0 0 0;
	mso-font-charset:0;
	mso-generic-font-family:roman;
	mso-font-pitch:variable;
	mso-font-signature:135 0 0 0 27 0;}
@font-face
	{font-family:C_Bahamas;
	mso-font-charset:0;
	mso-generic-font-family:swiss;
	mso-font-pitch:variable;
	mso-font-signature:3 0 0 0 1 0;}
 /* Style Definitions */
 p.MsoNormal, li.MsoNormal, div.MsoNormal
	{mso-style-parent:"";
	margin:0in;
	margin-bottom:.0001pt;
	mso-pagination:widow-orphan;
	font-size:12.0pt;
	mso-bidi-font-size:10.0pt;
	font-family:"MAC C Times";
	mso-fareast-font-family:"Times New Roman";
	mso-bidi-font-family:"Times New Roman";
	mso-ansi-language:EN-GB;}
h1
	{mso-style-next:Normal;
	margin:0in;
	margin-bottom:.0001pt;
	text-align:center;
	mso-pagination:widow-orphan;
	page-break-after:avoid;
	mso-outline-level:1;
	font-size:14.0pt;
	mso-bidi-font-size:10.0pt;
	font-family:"MAC C Times";
	mso-font-kerning:0pt;}
h2
	{mso-style-next:Normal;
	margin:0in;
	margin-bottom:.0001pt;
	text-align:center;
	mso-pagination:widow-orphan;
	page-break-after:avoid;
	mso-outline-level:2;
	font-size:14.0pt;
	mso-bidi-font-size:10.0pt;
	font-family:"Times New Roman";
	font-weight:normal;
	font-style:italic;}
h3
	{mso-style-next:Normal;
	margin-top:0in;
	margin-right:-3.95pt;
	margin-bottom:0in;
	margin-left:26.95pt;
	margin-bottom:.0001pt;
	text-align:center;
	line-height:10.0pt;
	mso-line-height-rule:exactly;
	mso-pagination:widow-orphan;
	page-break-after:avoid;
	mso-outline-level:3;
	font-size:14.0pt;
	mso-bidi-font-size:10.0pt;
	font-family:C_Bahamas;
	mso-bidi-font-family:Arial;
	font-style:italic;}
h4
	{mso-style-next:Normal;
	margin:0in;
	margin-bottom:.0001pt;
	text-align:justify;
	mso-pagination:widow-orphan;
	page-break-after:avoid;
	mso-outline-level:4;
	font-size:12.0pt;
	mso-bidi-font-size:10.0pt;
	font-family:"MAC C Times";}
p.MsoFooter, li.MsoFooter, div.MsoFooter
	{margin:0in;
	margin-bottom:.0001pt;
	mso-pagination:widow-orphan;
	tab-stops:center 207.65pt right 415.3pt;
	font-size:12.0pt;
	mso-bidi-font-size:10.0pt;
	font-family:"MAC C Times";
	mso-fareast-font-family:"Times New Roman";
	mso-bidi-font-family:"Times New Roman";
	mso-ansi-language:EN-GB;}
p.MsoCaption, li.MsoCaption, div.MsoCaption
	{mso-style-noshow:yes;
	mso-style-next:Normal;
	margin-top:6.0pt;
	margin-right:0in;
	margin-bottom:6.0pt;
	margin-left:0in;
	mso-pagination:widow-orphan;
	font-size:10.0pt;
	font-family:"MAC C Times";
	mso-fareast-font-family:"Times New Roman";
	mso-bidi-font-family:"Times New Roman";
	mso-ansi-language:EN-GB;
	font-weight:bold;}
p.MsoTitle, li.MsoTitle, div.MsoTitle
	{margin-top:0in;
	margin-right:-3.95pt;
	margin-bottom:0in;
	margin-left:26.95pt;
	margin-bottom:.0001pt;
	text-align:center;
	line-height:10.0pt;
	mso-line-height-rule:exactly;
	mso-pagination:widow-orphan;
	font-size:14.0pt;
	mso-bidi-font-size:10.0pt;
	font-family:C_Bahamas;
	mso-fareast-font-family:"Times New Roman";
	mso-bidi-font-family:Arial;
	font-weight:bold;
	font-style:italic;}
p.MsoBodyText, li.MsoBodyText, div.MsoBodyText
	{margin:0in;
	margin-bottom:.0001pt;
	text-align:justify;
	mso-pagination:widow-orphan;
	font-size:12.0pt;
	mso-bidi-font-size:10.0pt;
	font-family:"MAC C Times";
	mso-fareast-font-family:"Times New Roman";
	mso-bidi-font-family:"Times New Roman";}
p.MsoBodyTextIndent, li.MsoBodyTextIndent, div.MsoBodyTextIndent
	{margin:0in;
	margin-bottom:.0001pt;
	text-align:justify;
	text-indent:.5in;
	mso-pagination:widow-orphan;
	font-size:12.0pt;
	mso-bidi-font-size:10.0pt;
	font-family:"MAC C Times";
	mso-fareast-font-family:"Times New Roman";
	mso-bidi-font-family:"Times New Roman";}
p.MsoSubtitle, li.MsoSubtitle, div.MsoSubtitle
	{margin-top:0in;
	margin-right:-3.95pt;
	margin-bottom:0in;
	margin-left:26.95pt;
	margin-bottom:.0001pt;
	text-align:center;
	line-height:10.0pt;
	mso-line-height-rule:exactly;
	mso-pagination:widow-orphan;
	font-size:9.0pt;
	mso-bidi-font-size:10.0pt;
	font-family:C_Bahamas;
	mso-fareast-font-family:"Times New Roman";
	mso-bidi-font-family:Arial;
	font-style:italic;}
p.MsoBodyText2, li.MsoBodyText2, div.MsoBodyText2
	{margin:0in;
	margin-bottom:.0001pt;
	text-align:center;
	mso-pagination:widow-orphan;
	font-size:12.0pt;
	mso-bidi-font-size:10.0pt;
	font-family:"MAC C Times";
	mso-fareast-font-family:"Times New Roman";
	mso-bidi-font-family:"Times New Roman";}
p.MsoBodyTextIndent2, li.MsoBodyTextIndent2, div.MsoBodyTextIndent2
	{margin-top:0in;
	margin-right:0in;
	margin-bottom:0in;
	margin-left:.25in;
	margin-bottom:.0001pt;
	text-align:justify;
	text-indent:-.25in;
	mso-pagination:widow-orphan;
	font-size:12.0pt;
	mso-bidi-font-size:10.0pt;
	font-family:"MAC C Times";
	mso-fareast-font-family:"Times New Roman";
	mso-bidi-font-family:"Times New Roman";}
 /* Page Definitions */
 @page
	{mso-footnote-separator:url("Tvrdapcenicasov_files/header.htm") fs;
	mso-footnote-continuation-separator:url("Tvrdapcenicasov_files/header.htm"=
) fcs;
	mso-endnote-separator:url("Tvrdapcenicasov_files/header.htm") es;
	mso-endnote-continuation-separator:url("Tvrdapcenicasov_files/header.htm")=
 ecs;}
@page Section1
	{size:595.45pt 841.7pt;
	margin:42.5pt 56.9pt 42.5pt 56.9pt;
	mso-header-margin:35.3pt;
	mso-footer-margin:35.3pt;
	mso-even-footer:url("Tvrdapcenicasov_files/header.htm") ef1;
	mso-footer:url("Tvrdapcenicasov_files/header.htm") f1;
	mso-paper-source:0;}
div.Section1
	{page:Section1;}
 /* List Definitions */
 @list l0
	{mso-list-id:75594749;
	mso-list-type:hybrid;
	mso-list-template-ids:707012938 67698713 67698713 67698715 67698703 676987=
13 67698715 67698703 67698713 67698715;}
@list l0:level1
	{mso-level-number-format:alpha-lower;
	mso-level-tab-stop:.5in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l1
	{mso-list-id:88934840;
	mso-list-type:hybrid;
	mso-list-template-ids:246311716 1336337078 67698713 67698715 67698703 6769=
8713 67698715 67698703 67698713 67698715;}
@list l1:level1
	{mso-level-start-at:5;
	mso-level-number-format:roman-lower;
	mso-level-tab-stop:.75in;
	mso-level-number-position:left;
	margin-left:.75in;
	text-indent:-.5in;}
@list l2
	{mso-list-id:765541891;
	mso-list-type:hybrid;
	mso-list-template-ids:1560841708 67698713 67698713 67698715 67698703 67698=
713 67698715 67698703 67698713 67698715;}
@list l2:level1
	{mso-level-number-format:alpha-lower;
	mso-level-tab-stop:.5in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l3
	{mso-list-id:952594119;
	mso-list-type:hybrid;
	mso-list-template-ids:-407216854 -918156894 67698713 67698715 67698703 676=
98713 67698715 67698703 67698713 67698715;}
@list l3:level1
	{mso-level-start-at:500;
	mso-level-number-format:roman-lower;
	mso-level-tab-stop:.75in;
	mso-level-number-position:left;
	margin-left:.75in;
	text-indent:-.5in;}
@list l4
	{mso-list-id:2055538812;
	mso-list-type:hybrid;
	mso-list-template-ids:-105723454 1443809912 67698713 67698715 67698703 676=
98713 67698715 67698703 67698713 67698715;}
@list l4:level1
	{mso-level-tab-stop:.75in;
	mso-level-number-position:left;
	margin-left:.75in;
	text-indent:-.25in;}
ol
	{margin-bottom:0in;}
ul
	{margin-bottom:0in;}
-->
</style>
<!--[if gte mso 10]>
<style>
 /* Style Definitions */
 table.MsoNormalTable
	{mso-style-name:"Table Normal";
	mso-tstyle-rowband-size:0;
	mso-tstyle-colband-size:0;
	mso-style-noshow:yes;
	mso-style-parent:"";
	mso-padding-alt:0in 5.4pt 0in 5.4pt;
	mso-para-margin:0in;
	mso-para-margin-bottom:.0001pt;
	mso-pagination:widow-orphan;
	font-size:10.0pt;
	font-family:"Times New Roman";}
</style>
<![endif]--><!--[if gte mso 9]><xml>
 <o:shapedefaults v:ext=3D"edit" spidmax=3D"2050"/>
</xml><![endif]--><!--[if gte mso 9]><xml>
 <o:shapelayout v:ext=3D"edit">
  <o:idmap v:ext=3D"edit" data=3D"1"/>
  <o:regrouptable v:ext=3D"edit">
   <o:entry new=3D"1" old=3D"0"/>
  </o:regrouptable>
 </o:shapelayout></xml><![endif]-->
</head>

<body lang=3DEN-US style=3D'tab-interval:.5in'>

<div class=3DSection1>

<h4 align=3Dcenter style=3D'text-align:center'>TVRDA P^ENICA</h4>

<h4><o:p>&nbsp;</o:p></h4>

<p class=3DMsoNormal style=3D'text-align:justify'><span style=3D'mso-ansi-l=
anguage:
EN-US'><o:p>&nbsp;</o:p></span></p>

<p class=3DMsoNormal style=3D'text-align:justify'><span style=3D'mso-ansi-l=
anguage:
EN-US'><span style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;=
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>Ovaa
bro{ura nastana kako rezultat na potrebite za zapoznavawe na odredeni
specifi~nosti koi gi ima tvrdata p~enica kako vo morfolo{kite karakteristik=
i,
tehnologijata vo proizvodstvoto, razlikite za raspoznavawe od mekata p~enic=
a i<span
style=3D'mso-spacerun:yes'>&nbsp; </span>od posebno zna~ewe za ovoj vid e
kvalitetot koj e definiran za odredeni pazari. Bidej}i ovoj vid uspeva i
najdobar kvalitet dava vo potopli podra~ja, negoviot areal na {irewe e
ograni~en. Vo Republika Makedonija istata se odgleduva vo potoplite reoni k=
ako
esenska kultura, no mo`e da se odgleduva i vo drugite reoni na ograni~eni
povr{ini so proletni sorti.<o:p></o:p></span></p>

<p class=3DMsoNormal style=3D'text-align:justify'><span style=3D'mso-ansi-l=
anguage:
EN-US'><span style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;=
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>Melni~kata
industrija koja prerabotuva meka p~enica, a isto taka proizveduva leb i beli
pe~iva uvezuva tvrda p~enica vo vid na gris ili namensko bra{no. Do kolku p=
ak
se ponudi tvrda p~enica na ovie mlinovi i pokraj potrebite od istata, tie n=
e bi
ja prifatile, bidej}i treba posebna tehnologija za melewe koja bara vlo`uva=
we
na dodatni sredstva. Zatoa pri proizvodstvoto treba da se dogovori i plasma=
n.<o:p></o:p></span></p>

<p class=3DMsoBodyText><span style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&n=
bsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>Vo
dosega{niot period malku se vr{eni ispituvawa okolu proizvodstvoto na tvrda=
ta
p~enica. Voglavno ispituvawata se vr{eni so doma{ni sorti za nivno priznava=
we. <span
lang=3DDE style=3D'mso-ansi-language:DE'>Vo idnina treba da se pristapi pos=
eriozno
i da se vr{at vo kontinuitet ispituvawa i so stranski sorti. Celta na vakvi=
te
ispituvawa bi bila voveduvawe na sorti pootporni na niski temperaturi, a
istovremeno koi }e go zadovolat i baraniot kvalitet.<o:p></o:p></span></p>

<p class=3DMsoBodyText><span lang=3DDE style=3D'mso-ansi-language:DE'><span
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp;&nbsp;&nbsp; </span>Bro{urata
e nameneta kako prira~nik za zemjodelskite proizvoditeli i zdru`enija,
stru~wa-cite vo proizvodstvoto i t.n. <o:p></o:p></span></p>

<p class=3DMsoBodyText><span lang=3DDE style=3D'mso-ansi-language:DE'><o:p>=
&nbsp;</o:p></span></p>

<h4><span lang=3DDE style=3D'mso-ansi-language:DE'>1. RASPROSTRANETOST<o:p>=
</o:p></span></h4>

<p class=3DMsoNormal style=3D'text-align:justify'><b><span lang=3DDE
style=3D'mso-ansi-language:DE'><o:p>&nbsp;</o:p></span></b></p>

<p class=3DMsoBodyText style=3D'text-indent:.5in'><span lang=3DDE style=3D'=
mso-ansi-language:
DE'>Vo vidot tvrda p~enica preovladuvaat proletni ili zimsko-proletni formi=
. Se
sre}avaat do 40-45<sup>o</sup> sev. geogravska {iro~ina i do 3000 metri
nadmorska viso~ina. Vo svetot tvrdata p~enica se odgleduva na okolu 17 mili=
oni
ha. odnosno taa zavzema okolu 8,0% od vkupnoto proizvostvo na p~enica.<o:p>=
</o:p></span></p>

<p class=3DMsoBodyText style=3D'text-indent:.5in'><span lang=3DDE style=3D'=
mso-ansi-language:
DE'>Vidot e najmnogu rasprostranet po krajbre-`ieto na Sredozemnoto More, vo
stepskite oblasti na SSSR, kako i vo Severna Amerika, Argentina i Avstralij=
a.<o:p></o:p></span></p>

<p class=3DMsoBodyText style=3D'text-indent:.5in'><span lang=3DDE style=3D'=
mso-ansi-language:
DE'>Vo Republika Makedonija vidot tvrda p~enica zavzema od 3-5% od vkupnoto
proizvodstvo na p~enica i se odgleduva vo potoplite reoni; Gevgelisko,
Strumi~ko, Demirkapisko, Negotinsko, Kavadare~ko i dr.<span
style=3D'mso-spacerun:yes'>&nbsp; </span><o:p></o:p></span></p>

<h4><span lang=3DDE style=3D'mso-ansi-language:DE'><o:p>&nbsp;</o:p></span>=
</h4>

<h4><span lang=3DDE style=3D'mso-ansi-language:DE'>2.<span
style=3D'mso-spacerun:yes'>&nbsp;&nbsp; </span>NAMENA (ISKORISTUVAWE) <o:p>=
</o:p></span></h4>

<p class=3DMsoNormal><span lang=3DDE style=3D'mso-ansi-language:DE'><o:p>&n=
bsp;</o:p></span></p>

<p class=3DMsoBodyText><span lang=3DDE style=3D'mso-ansi-language:DE'><span
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp;&nbsp;&nbsp; </span>Vo
svetot, vo razvienite industriski zemji proizvodstvoto na testenini se pravi
isklu~ivo od tvrda p~enica.<o:p></o:p></span></p>

<p class=3DMsoBodyText><span lang=3DDE style=3D'mso-ansi-language:DE'><span
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp;&nbsp;&nbsp; </span>Testeninite
od tvrda p~enica se daleku pokvalitetni vo estetska smisla i pogodni za ~uv=
awe
na podolg period bez da se namali ili vlo{i nivnata nutritivna vrednost.<o:=
p></o:p></span></p>

<p class=3DMsoBodyText><span lang=3DDE style=3D'mso-ansi-language:DE'><span
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp;&nbsp;&nbsp; </span>Nekoi
proizvoditeli se u{te proizveduvaat testenini od mekite p~enici, koi se
odlikuvaat so visoka staklavost. Za da se dobie `oltata boja na testeninite=
, vo
bra{noto od mekata p~enica se dodavaat `ol~ki od jajca. No takvite testenini
pri vareweto se zalepuvaat i razvaruvaat , ja gubat formata, a kako najnepo=
`elna
osobina takvite proizvodi brzo se rasipuvaat, nemaat podolg period na ~uvaw=
e.<span
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp; </span><o:p></o:p></span=
></p>

<p class=3DMsoNormal style=3D'text-align:justify;text-indent:.5in'><span la=
ng=3DDE
style=3D'mso-ansi-language:DE'>Pokraj toa {to p~enicata e najva`na poledels=
ka
kultura taa e i najva`en zemjodelski proizvod. Hranlivata vrednost na bilo =
koj
produkt od p~eni~no bra{no se odreduva so kalori~nosta, svarlivosta i
sodr`inata na vitamini, amino-kiselini, mineralni materii, nezasiteni masni
kiselini.<o:p></o:p></span></p>

<p class=3DMsoNormal style=3D'text-align:justify'><b><span lang=3DDE
style=3D'mso-ansi-language:DE'><span style=3D'mso-tab-count:1'>&nbsp;&nbsp;=
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></span></b><s=
pan
style=3D'mso-ansi-language:EN-US'>Najdobro bra{no za proizvodstvo na testen=
ini e
bra{noto proizvedeno od tvrda p~enica. Kako {to e poznato taa ima visoka
sodr`ina na belkovini, cvrsto i kratko lepilo, otporno na rastegnuvawe.
Visokoceneto e zrnoto koe sodr`i specijalni pigmenti, a osobeno `oltiot
pigment-ksantofil. Proizvodite od ova bra{no se odlikuvaat so `oltenikava b=
oja,
visoka staklavost, otpornost na mehani~ki napregnuvawa, a pri vareweto ne se
zalepuvaat i razvaruvaat. Od sodr`inata i kvalitetot na belkovinite vo zrno=
to
zavisi i zagubata na suvite materii pri vareweto na testeninite. No kako {to
istaknuvaat nekoi tehnolozi Sozinov, Kozlov, (1970), citat od Vasilevski (1=
999),
sodr`inata na belkovinite preku 18% po pravilo e nepo`elno. Zrnoto so pogol=
ema
sodr`ina na belkovini ~esto e {turo, so {to se namaluva prinosot na krupici=
, a
makaronskoto testo od takvi krupici<span style=3D'mso-spacerun:yes'>&nbsp;
</span>ima zgolemena rasteglivost, pri {to doa|a do komplikacii vo procesot=
 na
proizvodstvo na<span style=3D'mso-spacerun:yes'>&nbsp; </span>makaroni. <o:=
p></o:p></span></p>

<p class=3DMsoNormal style=3D'text-align:justify'><span style=3D'mso-ansi-l=
anguage:
EN-US'><span style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;=
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>Testeninite
(makaroni, fide, {pageti,<span style=3D'mso-spacerun:yes'>&nbsp;&nbsp;
</span>listovi, kori, lazawi i dr.)<span style=3D'mso-spacerun:yes'>&nbsp;
</span>i srodnite proizvodi za da se pu{tat vo promet, treba da ispolnuvaat
nekoi uslovi: da se so izedna~ena boja, so svojstven miris i vkus, celi, so=
 odredena
koli~ina na sol, odreden stepen na kiselost i vla`nost, bez prisustvo na
primesi ili insekti. Testeninite vo promet se pu{taat samo vo originalno pa=
kuvawe
so soodvetna deklaracija. <span style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp=
;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span><o:p></o:p></span></p>

<p class=3DMsoNormal style=3D'text-align:justify'><span style=3D'mso-ansi-l=
anguage:
EN-US'><span style=3D'mso-spacerun:yes'>&nbsp;</span><span style=3D'mso-tab=
-count:
1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></sp=
an><span
lang=3DEN-GB>Vo zavisnost od uslovite na odgleduvawe pri povla`ni uslovi kaj
tvrdata p~enica se formiraat pogolem procent na bra{navi zrna, a pomal proc=
ent
na<span style=3D'mso-spacerun:yes'>&nbsp; </span>staklavi zrna. Bra{navite =
zrna
se odlikuvaat so poslab kvalitet, odnosno pomal procent na surovi proteini =
a so
toa i pomala koli~ina na suv i vla`en gluten (tab.1).</span></p>

<p class=3DMsoBodyTextIndent><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span
style=3D'mso-ansi-language:EN-US'>Tabe 1. Kvalitetni svojstva kaj tvrdata p=
~enica<o:p></o:p></span></p>

<p class=3DMsoNormal style=3D'text-align:justify'><span style=3D'mso-ansi-l=
anguage:
EN-US'><o:p>&nbsp;</o:p></span></p>

<table class=3DMsoNormalTable border=3D0 cellspacing=3D0 cellpadding=3D0
 style=3D'margin-left:79.9pt;border-collapse:collapse;mso-padding-alt:0in 5=
.4pt 0in 5.4pt'>
 <tr style=3D'mso-yfti-irow:0'>
  <td width=3D106 style=3D'width:79.25pt;border:double windowtext 1.5pt;bor=
der-right:
  solid windowtext 1.0pt;mso-border-alt:double windowtext 1.5pt;mso-border-=
right-alt:
  solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span
  style=3D'mso-ansi-language:EN-US'>Osobini<o:p></o:p></span></p>
  </td>
  <td width=3D112 style=3D'width:84.2pt;border-top:double windowtext 1.5pt;
  border-left:none;border-bottom:double windowtext 1.5pt;border-right:solid=
 windowtext 1.0pt;
  mso-border-left-alt:solid windowtext .5pt;mso-border-top-alt:double 1.5pt;
  mso-border-left-alt:solid .5pt;mso-border-bottom-alt:double 1.5pt;mso-bor=
der-right-alt:
  solid .5pt;mso-border-color-alt:windowtext;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span
  style=3D'mso-ansi-language:EN-US'>Surovi proteini(%)<o:p></o:p></span></p>
  </td>
  <td width=3D106 style=3D'width:79.25pt;border-top:double windowtext 1.5pt;
  border-left:none;border-bottom:double windowtext 1.5pt;border-right:solid=
 windowtext 1.0pt;
  mso-border-left-alt:solid windowtext .5pt;mso-border-top-alt:double 1.5pt;
  mso-border-left-alt:solid .5pt;mso-border-bottom-alt:double 1.5pt;mso-bor=
der-right-alt:
  solid .5pt;mso-border-color-alt:windowtext;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span
  style=3D'mso-ansi-language:EN-US'>Vla`en gluten (%)<o:p></o:p></span></p>
  </td>
  <td width=3D106 style=3D'width:79.25pt;border:double windowtext 1.5pt;bor=
der-left:
  none;mso-border-left-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4p=
t'>
  <p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span
  style=3D'mso-ansi-language:EN-US'>Suv<o:p></o:p></span></p>
  <p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span
  style=3D'mso-ansi-language:EN-US'>gluten (%)<o:p></o:p></span></p>
  </td>
 </tr>
 <tr style=3D'mso-yfti-irow:1'>
  <td width=3D106 style=3D'width:79.25pt;border-top:none;border-left:double=
 windowtext 1.5pt;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:double windowtext 1.5pt;mso-border-top-alt:double 1.5p=
t;
  mso-border-left-alt:double 1.5pt;mso-border-bottom-alt:solid .5pt;mso-bor=
der-right-alt:
  solid .5pt;mso-border-color-alt:windowtext;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span
  style=3D'mso-ansi-language:EN-US'>Staklavi zrna<o:p></o:p></span></p>
  </td>
  <td width=3D112 style=3D'width:84.2pt;border-top:none;border-left:none;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:double windowtext 1.5pt;mso-border-left-alt:solid wind=
owtext .5pt;
  mso-border-alt:solid windowtext .5pt;mso-border-top-alt:double windowtext=
 1.5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span
  style=3D'mso-ansi-language:EN-US'>12,1-13,2<o:p></o:p></span></p>
  </td>
  <td width=3D106 style=3D'width:79.25pt;border-top:none;border-left:none;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:double windowtext 1.5pt;mso-border-left-alt:solid wind=
owtext .5pt;
  mso-border-alt:solid windowtext .5pt;mso-border-top-alt:double windowtext=
 1.5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span
  style=3D'mso-ansi-language:EN-US'>33,6<o:p></o:p></span></p>
  </td>
  <td width=3D106 style=3D'width:79.25pt;border-top:none;border-left:none;
  border-bottom:solid windowtext 1.0pt;border-right:double windowtext 1.5pt;
  mso-border-top-alt:double windowtext 1.5pt;mso-border-left-alt:solid wind=
owtext .5pt;
  mso-border-top-alt:double 1.5pt;mso-border-left-alt:solid .5pt;mso-border=
-bottom-alt:
  solid .5pt;mso-border-right-alt:double 1.5pt;mso-border-color-alt:windowt=
ext;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span
  style=3D'mso-ansi-language:EN-US'>10,7<o:p></o:p></span></p>
  </td>
 </tr>
 <tr style=3D'mso-yfti-irow:2'>
  <td width=3D106 style=3D'width:79.25pt;border-top:none;border-left:double=
 windowtext 1.5pt;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext =
.5pt;
  mso-border-left-alt:double windowtext 1.5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span
  style=3D'mso-ansi-language:EN-US'>Bra{navi zrna<o:p></o:p></span></p>
  </td>
  <td width=3D112 style=3D'width:84.2pt;border-top:none;border-left:none;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span
  style=3D'mso-ansi-language:EN-US'>8,6-10,6<o:p></o:p></span></p>
  </td>
  <td width=3D106 style=3D'width:79.25pt;border-top:none;border-left:none;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span
  style=3D'mso-ansi-language:EN-US'>19,2<o:p></o:p></span></p>
  </td>
  <td width=3D106 style=3D'width:79.25pt;border-top:none;border-left:none;
  border-bottom:solid windowtext 1.0pt;border-right:double windowtext 1.5pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;mso-border-right-alt:double windowte=
xt 1.5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span
  style=3D'mso-ansi-language:EN-US'>6,7<o:p></o:p></span></p>
  </td>
 </tr>
 <tr style=3D'mso-yfti-irow:3;mso-yfti-lastrow:yes'>
  <td width=3D106 style=3D'width:79.25pt;border-top:none;border-left:double=
 windowtext 1.5pt;
  border-bottom:double windowtext 1.5pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-top-alt:solid .5pt;
  mso-border-left-alt:double 1.5pt;mso-border-bottom-alt:double 1.5pt;
  mso-border-right-alt:solid .5pt;mso-border-color-alt:windowtext;padding:0=
in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span
  style=3D'mso-ansi-language:EN-US'>Indeks <o:p></o:p></span></p>
  <p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span
  style=3D'mso-ansi-language:EN-US'>bra{navi zrna=3D100<o:p></o:p></span></=
p>
  </td>
  <td width=3D112 style=3D'width:84.2pt;border-top:none;border-left:none;
  border-bottom:double windowtext 1.5pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;mso-border-bottom-alt:double windowt=
ext 1.5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span
  style=3D'mso-ansi-language:EN-US'>146,6-133,9<o:p></o:p></span></p>
  </td>
  <td width=3D106 style=3D'width:79.25pt;border-top:none;border-left:none;
  border-bottom:double windowtext 1.5pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;mso-border-bottom-alt:double windowt=
ext 1.5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span
  style=3D'mso-ansi-language:EN-US'>175,0<o:p></o:p></span></p>
  </td>
  <td width=3D106 style=3D'width:79.25pt;border-top:none;border-left:none;
  border-bottom:double windowtext 1.5pt;border-right:double windowtext 1.5p=
t;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span
  style=3D'mso-ansi-language:EN-US'>159,7<o:p></o:p></span></p>
  </td>
 </tr>
</table>

<p class=3DMsoNormal style=3D'text-align:justify'><span style=3D'mso-ansi-l=
anguage:
EN-US'><o:p>&nbsp;</o:p></span></p>

<p class=3DMsoNormal style=3D'text-align:justify'><span style=3D'mso-ansi-l=
anguage:
EN-US'><span style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;=
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>Isto
taka bra{navite zrna sodr`at i pomal % na `olt pigment (ksantofil).<o:p></o=
:p></span></p>

<p class=3DMsoNormal style=3D'text-align:justify'><span style=3D'mso-ansi-l=
anguage:
EN-US'><span style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;=
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>Pokraj
koristeweto na tvrdata p~enica za testenini, taa kaj na{iot narod se korist=
i za
varewe na celoto zrno i se smeta kako dietalna hrana.<o:p></o:p></span></p>

<p class=3DMsoNormal style=3D'text-align:justify'><span style=3D'mso-ansi-l=
anguage:
EN-US'><span style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;=
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>Spored<span
style=3D'mso-spacerun:yes'>&nbsp; </span>podatoci od literatura, od ispitu-=
vaweto
na pogolem broj avtori, nutritivnata vrednost na celoto zrno (za varewe) e
pomala kaj tvrdata p~enica vo sporedba so mekata p~enica (tab.3).<o:p></o:p=
></span></p>

<p class=3DMsoNormal style=3D'text-align:justify'><span style=3D'mso-ansi-l=
anguage:
EN-US'><span style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;=
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>Od
ispituvawata za kvalitetot i hemiskiot sostav na p~enicite (tvrda i meka) od
reonot </span><st1:City><st1:place><span style=3D'mso-ansi-language:EN-US'>=
Skopje</span></st1:place></st1:City><span
style=3D'mso-ansi-language:EN-US'>, vo tab. 3 se izneseni razlikite vo nutr=
itivnata
vrednost me|u tvrdata i mekata p~enica.<o:p></o:p></span></p>

<p class=3DMsoNormal style=3D'text-align:justify'><span style=3D'mso-ansi-l=
anguage:
EN-US'><o:p>&nbsp;</o:p></span></p>

<p class=3DMsoNormal style=3D'text-align:justify'><span style=3D'mso-ansi-l=
anguage:
EN-US'><o:p>&nbsp;</o:p></span></p>

<p class=3DMsoNormal style=3D'text-align:justify'><span style=3D'mso-ansi-l=
anguage:
EN-US'><o:p>&nbsp;</o:p></span></p>

<p class=3DMsoNormal style=3D'text-align:justify'><span style=3D'mso-ansi-l=
anguage:
EN-US'><o:p>&nbsp;</o:p></span></p>

<p class=3DMsoNormal style=3D'text-align:justify'><span style=3D'mso-ansi-l=
anguage:
EN-US'><o:p>&nbsp;</o:p></span></p>

<p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span
style=3D'mso-ansi-language:EN-US'>Tab. 2. </span><span lang=3DEN-GB>Kvalite=
tot i
hemiskite svojstva, spored Nikolovska (1995).</span></p>

<p class=3DMsoNormal style=3D'text-align:justify'><b><span style=3D'mso-ans=
i-language:
EN-US'><span style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;=
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></span></b></p>

<table class=3DMsoNormalTable border=3D0 cellspacing=3D0 cellpadding=3D0
 style=3D'margin-left:82.55pt;border-collapse:collapse;mso-padding-alt:0in =
5.4pt 0in 5.4pt'>
 <tr style=3D'mso-yfti-irow:0'>
  <td width=3D163 valign=3Dtop style=3D'width:1.7in;border:double windowtex=
t 1.5pt;
  border-right:solid windowtext 1.0pt;mso-border-alt:double windowtext 1.5p=
t;
  mso-border-right-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>Kval=
itetna
  osobina</span></p>
  </td>
  <td width=3D84 style=3D'width:63.0pt;border-top:double windowtext 1.5pt;
  border-left:none;border-bottom:double windowtext 1.5pt;border-right:solid=
 windowtext 1.0pt;
  mso-border-left-alt:solid windowtext .5pt;mso-border-top-alt:double 1.5pt;
  mso-border-left-alt:solid .5pt;mso-border-bottom-alt:double 1.5pt;mso-bor=
der-right-alt:
  solid .5pt;mso-border-color-alt:windowtext;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span lan=
g=3DEN-GB>Meka</span></p>
  <p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span lan=
g=3DEN-GB>p~enica</span></p>
  </td>
  <td width=3D78 style=3D'width:58.3pt;border-top:double windowtext 1.5pt;
  border-left:none;border-bottom:double windowtext 1.5pt;border-right:solid=
 windowtext 1.0pt;
  mso-border-left-alt:solid windowtext .5pt;mso-border-top-alt:double 1.5pt;
  mso-border-left-alt:solid .5pt;mso-border-bottom-alt:double 1.5pt;mso-bor=
der-right-alt:
  solid .5pt;mso-border-color-alt:windowtext;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span lan=
g=3DEN-GB>Tvrda</span></p>
  <p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span lan=
g=3DEN-GB>p~enica</span></p>
  </td>
  <td width=3D98 style=3D'width:73.3pt;border:double windowtext 1.5pt;borde=
r-left:
  none;mso-border-left-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4p=
t'>
  <p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span lan=
g=3DEN-GB>Indeks</span></p>
  <p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span lan=
g=3DEN-GB>tvrda=3D100</span></p>
  </td>
 </tr>
 <tr style=3D'mso-yfti-irow:1'>
  <td width=3D163 valign=3Dtop style=3D'width:1.7in;border-top:none;border-=
left:double windowtext 1.5pt;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:double windowtext 1.5pt;mso-border-top-alt:double 1.5p=
t;
  mso-border-left-alt:double 1.5pt;mso-border-bottom-alt:solid .5pt;mso-bor=
der-right-alt:
  solid .5pt;mso-border-color-alt:windowtext;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>Masa=
 na 1000
  zrna (g)</span></p>
  </td>
  <td width=3D84 valign=3Dtop style=3D'width:63.0pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:double windowtext 1.5pt;mso-border-left-alt:solid wind=
owtext .5pt;
  mso-border-alt:solid windowtext .5pt;mso-border-top-alt:double windowtext=
 1.5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>40-5=
0</span></p>
  </td>
  <td width=3D78 valign=3Dtop style=3D'width:58.3pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:double windowtext 1.5pt;mso-border-left-alt:solid wind=
owtext .5pt;
  mso-border-alt:solid windowtext .5pt;mso-border-top-alt:double windowtext=
 1.5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>45-5=
5</span></p>
  </td>
  <td width=3D98 valign=3Dtop style=3D'width:73.3pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:double windowtext 1.5pt;
  mso-border-top-alt:double windowtext 1.5pt;mso-border-left-alt:solid wind=
owtext .5pt;
  mso-border-top-alt:double 1.5pt;mso-border-left-alt:solid .5pt;mso-border=
-bottom-alt:
  solid .5pt;mso-border-right-alt:double 1.5pt;mso-border-color-alt:windowt=
ext;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>88,9=
-90,9</span></p>
  </td>
 </tr>
 <tr style=3D'mso-yfti-irow:2'>
  <td width=3D163 valign=3Dtop style=3D'width:1.7in;border-top:none;border-=
left:double windowtext 1.5pt;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext =
.5pt;
  mso-border-left-alt:double windowtext 1.5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>Hekt=
olitarska
  masa (kg/ha)</span></p>
  </td>
  <td width=3D84 valign=3Dtop style=3D'width:63.0pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>80-8=
2</span></p>
  </td>
  <td width=3D78 valign=3Dtop style=3D'width:58.3pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>76-7=
8</span></p>
  </td>
  <td width=3D98 valign=3Dtop style=3D'width:73.3pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:double windowtext 1.5pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;mso-border-right-alt:double windowte=
xt 1.5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>105,=
2-105,1</span></p>
  </td>
 </tr>
 <tr style=3D'mso-yfti-irow:3'>
  <td width=3D163 valign=3Dtop style=3D'width:1.7in;border-top:none;border-=
left:double windowtext 1.5pt;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext =
.5pt;
  mso-border-left-alt:double windowtext 1.5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>Stak=
lavost (%)</span></p>
  </td>
  <td width=3D84 valign=3Dtop style=3D'width:63.0pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>66,5=
-85</span></p>
  </td>
  <td width=3D78 valign=3Dtop style=3D'width:58.3pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>75-1=
00</span></p>
  </td>
  <td width=3D98 valign=3Dtop style=3D'width:73.3pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:double windowtext 1.5pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;mso-border-right-alt:double windowte=
xt 1.5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>88,6=
-85,0</span></p>
  </td>
 </tr>
 <tr style=3D'mso-yfti-irow:4'>
  <td width=3D163 valign=3Dtop style=3D'width:1.7in;border-top:none;border-=
left:double windowtext 1.5pt;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext =
.5pt;
  mso-border-left-alt:double windowtext 1.5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>Jagl=
enohidrati
  (%)</span></p>
  </td>
  <td width=3D84 valign=3Dtop style=3D'width:63.0pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>66,5=
-71,5</span></p>
  </td>
  <td width=3D78 valign=3Dtop style=3D'width:58.3pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>74,1=
-73,2</span></p>
  </td>
  <td width=3D98 valign=3Dtop style=3D'width:73.3pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:double windowtext 1.5pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;mso-border-right-alt:double windowte=
xt 1.5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>93,5=
-97,6</span></p>
  </td>
 </tr>
 <tr style=3D'mso-yfti-irow:5'>
  <td width=3D163 valign=3Dtop style=3D'width:1.7in;border-top:none;border-=
left:double windowtext 1.5pt;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext =
.5pt;
  mso-border-left-alt:double windowtext 1.5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>Suro=
vi
  proteini (%)</span></p>
  </td>
  <td width=3D84 valign=3Dtop style=3D'width:63.0pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>13,3=
-15,7<sup>+</sup></span></p>
  </td>
  <td width=3D78 valign=3Dtop style=3D'width:58.3pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>11,6=
-13,8</span></p>
  </td>
  <td width=3D98 valign=3Dtop style=3D'width:73.3pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:double windowtext 1.5pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;mso-border-right-alt:double windowte=
xt 1.5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>114,=
6-113,7<sup>+<o:p></o:p></sup></span></p>
  </td>
 </tr>
 <tr style=3D'mso-yfti-irow:6'>
  <td width=3D163 valign=3Dtop style=3D'width:1.7in;border-top:none;border-=
left:double windowtext 1.5pt;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext =
.5pt;
  mso-border-left-alt:double windowtext 1.5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>Vla`=
en gluten
  (%)</span></p>
  </td>
  <td width=3D84 valign=3Dtop style=3D'width:63.0pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>34,0=
-41,0<sup>+</sup></span></p>
  </td>
  <td width=3D78 valign=3Dtop style=3D'width:58.3pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>21,1=
-28,1</span></p>
  </td>
  <td width=3D98 valign=3Dtop style=3D'width:73.3pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:double windowtext 1.5pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;mso-border-right-alt:double windowte=
xt 1.5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>161,=
1-146,0<sup>+<o:p></o:p></sup></span></p>
  </td>
 </tr>
 <tr style=3D'mso-yfti-irow:7'>
  <td width=3D163 valign=3Dtop style=3D'width:1.7in;border-top:none;border-=
left:double windowtext 1.5pt;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext =
.5pt;
  mso-border-left-alt:double windowtext 1.5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>Sedi=
dimentaciona
  vrednost (%)</span></p>
  </td>
  <td width=3D84 valign=3Dtop style=3D'width:63.0pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><sup><span lang=3DEN-GB=
>+</span></sup><span
  lang=3DEN-GB>32-45<sup>+<o:p></o:p></sup></span></p>
  </td>
  <td width=3D78 valign=3Dtop style=3D'width:58.3pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>10-2=
0</span></p>
  </td>
  <td width=3D98 valign=3Dtop style=3D'width:73.3pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:double windowtext 1.5pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;mso-border-right-alt:double windowte=
xt 1.5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>320,=
0-225,0<sup>+<o:p></o:p></sup></span></p>
  </td>
 </tr>
 <tr style=3D'mso-yfti-irow:8;page-break-inside:avoid'>
  <td width=3D423 colspan=3D4 valign=3Dtop style=3D'width:317.0pt;border-to=
p:none;
  border-left:double windowtext 1.5pt;border-bottom:solid windowtext 1.0pt;
  border-right:double windowtext 1.5pt;mso-border-top-alt:solid windowtext =
.5pt;
  mso-border-top-alt:solid .5pt;mso-border-left-alt:double 1.5pt;mso-border=
-bottom-alt:
  solid .5pt;mso-border-right-alt:double 1.5pt;mso-border-color-alt:windowt=
ext;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span lan=
g=3DEN-GB>Sodr`ina
  na mineralni materii (mg/100 g)</span></p>
  </td>
 </tr>
 <tr style=3D'mso-yfti-irow:9'>
  <td width=3D163 valign=3Dtop style=3D'width:1.7in;border-top:none;border-=
left:double windowtext 1.5pt;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext =
.5pt;
  mso-border-left-alt:double windowtext 1.5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>Kali=
um (K)<sup>+<o:p></o:p></sup></span></p>
  </td>
  <td width=3D84 valign=3Dtop style=3D'width:63.0pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>466-=
474</span></p>
  </td>
  <td width=3D78 valign=3Dtop style=3D'width:58.3pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>296-=
362</span></p>
  </td>
  <td width=3D98 valign=3Dtop style=3D'width:73.3pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:double windowtext 1.5pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;mso-border-right-alt:double windowte=
xt 1.5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>157,=
4-130,9</span></p>
  </td>
 </tr>
 <tr style=3D'mso-yfti-irow:10'>
  <td width=3D163 valign=3Dtop style=3D'width:1.7in;border-top:none;border-=
left:double windowtext 1.5pt;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext =
.5pt;
  mso-border-left-alt:double windowtext 1.5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>Kalc=
ium (Sa)</span></p>
  </td>
  <td width=3D84 valign=3Dtop style=3D'width:63.0pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>44,8=
</span></p>
  </td>
  <td width=3D78 valign=3Dtop style=3D'width:58.3pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>44,6=
-45,0</span></p>
  </td>
  <td width=3D98 valign=3Dtop style=3D'width:73.3pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:double windowtext 1.5pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;mso-border-right-alt:double windowte=
xt 1.5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB><span
  style=3D'mso-spacerun:yes'>&nbsp;&nbsp;&nbsp; </span>0</span></p>
  </td>
 </tr>
 <tr style=3D'mso-yfti-irow:11'>
  <td width=3D163 valign=3Dtop style=3D'width:1.7in;border-top:none;border-=
left:double windowtext 1.5pt;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext =
.5pt;
  mso-border-left-alt:double windowtext 1.5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>Magn=
ezium (</span><span
  lang=3DEN-GB style=3D'font-family:"Times New Roman"'>Mg</span><span lang=
=3DEN-GB>)</span></p>
  </td>
  <td width=3D84 valign=3Dtop style=3D'width:63.0pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>128-=
140<sup>+</sup></span></p>
  </td>
  <td width=3D78 valign=3Dtop style=3D'width:58.3pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>88-9=
6</span></p>
  </td>
  <td width=3D98 valign=3Dtop style=3D'width:73.3pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:double windowtext 1.5pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;mso-border-right-alt:double windowte=
xt 1.5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>145,=
5-145,8</span></p>
  </td>
 </tr>
 <tr style=3D'mso-yfti-irow:12'>
  <td width=3D163 valign=3Dtop style=3D'width:1.7in;border-top:none;border-=
left:double windowtext 1.5pt;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext =
.5pt;
  mso-border-left-alt:double windowtext 1.5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>Fosf=
or (R)</span></p>
  </td>
  <td width=3D84 valign=3Dtop style=3D'width:63.0pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>356-=
425<sup>+</sup></span></p>
  </td>
  <td width=3D78 valign=3Dtop style=3D'width:58.3pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>344-=
374</span></p>
  </td>
  <td width=3D98 valign=3Dtop style=3D'width:73.3pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:double windowtext 1.5pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;mso-border-right-alt:double windowte=
xt 1.5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>103,=
5-113,6</span></p>
  </td>
 </tr>
 <tr style=3D'mso-yfti-irow:13'>
  <td width=3D163 valign=3Dtop style=3D'width:1.7in;border-top:none;border-=
left:double windowtext 1.5pt;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext =
.5pt;
  mso-border-left-alt:double windowtext 1.5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>@ele=
zo (</span><span
  lang=3DEN-GB style=3D'font-family:"Times New Roman"'>Fe</span><span lang=
=3DEN-GB>)<sup>+</sup></span></p>
  </td>
  <td width=3D84 valign=3Dtop style=3D'width:63.0pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>3,04=
-3,90<sup>+</sup></span></p>
  </td>
  <td width=3D78 valign=3Dtop style=3D'width:58.3pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>2,13=
-3,88</span></p>
  </td>
  <td width=3D98 valign=3Dtop style=3D'width:73.3pt;border-top:none;border-=
left:none;
  border-bottom:solid windowtext 1.0pt;border-right:double windowtext 1.5pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;mso-border-right-alt:double windowte=
xt 1.5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>142,=
7-100,5</span></p>
  </td>
 </tr>
 <tr style=3D'mso-yfti-irow:14;mso-yfti-lastrow:yes'>
  <td width=3D163 valign=3Dtop style=3D'width:1.7in;border-top:none;border-=
left:double windowtext 1.5pt;
  border-bottom:double windowtext 1.5pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-top-alt:solid .5pt;
  mso-border-left-alt:double 1.5pt;mso-border-bottom-alt:double 1.5pt;
  mso-border-right-alt:solid .5pt;mso-border-color-alt:windowtext;padding:0=
in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>Cink=
 (</span><span
  lang=3DEN-GB style=3D'font-family:"Times New Roman"'>Zn</span><span lang=
=3DEN-GB>)</span></p>
  </td>
  <td width=3D84 valign=3Dtop style=3D'width:63.0pt;border-top:none;border-=
left:none;
  border-bottom:double windowtext 1.5pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;mso-border-bottom-alt:double windowt=
ext 1.5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>2,11=
-2,60</span></p>
  </td>
  <td width=3D78 valign=3Dtop style=3D'width:58.3pt;border-top:none;border-=
left:none;
  border-bottom:double windowtext 1.5pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;mso-border-bottom-alt:double windowt=
ext 1.5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>2,24=
-2,60</span></p>
  </td>
  <td width=3D98 valign=3Dtop style=3D'width:73.3pt;border-top:none;border-=
left:none;
  border-bottom:double windowtext 1.5pt;border-right:double windowtext 1.5p=
t;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB>94,2=
-0</span></p>
  </td>
 </tr>
</table>

<p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB><span
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp;&nbsp;&nbsp; </span></span></p>

<p class=3DMsoNormal style=3D'text-align:justify;text-indent:.5in'><span
lang=3DEN-GB>Hranlivata (nutritivna) vrednost (celo zrno) se gleda od sodr`=
inata
na proteinite, glutenot a posebno kako i najva`niot pokazatel za kvalitetot=
 na
proteinite e sedimentacionata vrednost. Spored ovie rezultati tvrdata p~eni=
ca
se odlikuva so pomala nutritivna vrednost: pomal procent na proteini, glute=
n i
pomala sedimentacija vo sporedba so mekata p~enica za 2-3 pati.</span></p>

<p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB><span
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp;&nbsp;&nbsp; </span>Isto
taka tvrdata p~enica e posiroma{na i so mineralni materii, kalium, magneziu=
m, fosfor
i `elezo vo sporedba so mekata p~enica. Od nutritivna vrednost
makrobioti~arite, tvrdata p~enica ne ja prepora~uvaat za varewe (kako celo
zrno). Denes vo selekcijata kaj mekata p~enica se sozdadeni sorti na meka
p~enica so belo zrno, so visoka nutritivna vrednost daleku podobra za ishra=
na
na lu|eto (za varewe na celo zrno).</span></p>

<p class=3DMsoNormal style=3D'text-align:justify'><span lang=3DEN-GB><span
style=3D'mso-spacerun:yes'>&nbsp;</span></span></p>

<p class=3DMsoBodyText><b>3. PRINOSI<o:p></o:p></b></p>

<p class=3DMsoBodyText><b><o:p>&nbsp;</o:p></b></p>

<p class=3DMsoBodyText><span style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&n=
bsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>Prinosot
kaj tvrdata p~enica zavisi od brojot na rastenija po m<sup>2</sup> i e vo
zavisnost od seidbenata norma (bidej}i slabo brati) i od produktivnosta na
klasot (brojot na zrna i masata na zrna vo klasot). Osnovnoto |ubrewe pri
povolni uslovi ja zgolemuva produktivnosta na klasot kaj tvrdata p~enica, a
dodeka kaj mekata se zgolemuva brateweto. Prinosot kaj tvrdata p~enica e po=
mal
za razlika od mekata p~enica kako rezultat na: </p>

<p class=3DMsoBodyText><span style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&n=
bsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>-poslabata
otpornost na niski temperaturi seana naesen pri {to posevot ostanuva redok
poradi slaboto bratewe, a dodeka pri proletnata seidba pove}e strada od su{=
i</p>

<p class=3DMsoBodyText><span style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&n=
bsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>-ima
visoko steblo neotporno na polegnuvawe pri {to se odbegnuvaat poplodni
povr{ini. </p>

<p class=3DMsoBodyText><span style=3D'mso-spacerun:yes'>&nbsp;</span><span
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp;&nbsp; </span>Poradi
ovie pri~ini sprema nekoi podatoci prinosite na tvrdata p~enica vo sporedba=
 so
mekata se pomali za 30% pa i pove}e.</p>

<p class=3DMsoBodyText><span style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&n=
bsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>Prinosite
kaj starite sorti i populacii bea niski, dodeka so sozdavaweto na novi sorti
prinosite se zna~itelno pogolemi. Spored ispituvawata na<span
style=3D'mso-spacerun:yes'>&nbsp; </span>Ivanoski (1994), kaj sortata Durum=
ka vo
uslovi na <st1:City><st1:place>Skopje</st1:place></st1:City> pri proletna
seidba postignat e prinos nad 5.500 kg/ha.</p>

<p class=3DMsoBodyText><o:p>&nbsp;</o:p></p>

<p class=3DMsoBodyText><b>4. MORFOLO[KI I BIOLO[KI OSOBINI<o:p></o:p></b></=
p>

<p class=3DMsoBodyText><b><o:p>&nbsp;</o:p></b></p>

<p class=3DMsoBodyText><b><span style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp=
;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></b>Korenoviot
sistem kaj tvrdata p~enica se sostoi od embrionalen koren-primaren i sekund=
aren
koren (Sl.2)</p>

<p class=3DMsoBodyText><o:p>&nbsp;</o:p></p>

<p class=3DMsoBodyText align=3Dcenter style=3D'text-align:center'>Sl. 2. Tv=
rda
p~enica-faza 3 lista</p>

<p class=3DMsoBodyText><!--[if gte vml 1]><v:group id=3D"_x0000_s1041" styl=
e=3D'position:absolute;
 left:0;text-align:left;margin-left:9pt;margin-top:7pt;width:243pt;height:2=
14.95pt;
 z-index:1' coordorigin=3D"1494,2651" coordsize=3D"5220,4320">
 <v:shapetype id=3D"_x0000_t75" coordsize=3D"21600,21600" o:spt=3D"75"
  o:preferrelative=3D"t" path=3D"m@4@5l@4@11@9@11@9@5xe" filled=3D"f" strok=
ed=3D"f">
  <v:stroke joinstyle=3D"miter"/>
  <v:formulas>
   <v:f eqn=3D"if lineDrawn pixelLineWidth 0"/>
   <v:f eqn=3D"sum @0 1 0"/>
   <v:f eqn=3D"sum 0 0 @1"/>
   <v:f eqn=3D"prod @2 1 2"/>
   <v:f eqn=3D"prod @3 21600 pixelWidth"/>
   <v:f eqn=3D"prod @3 21600 pixelHeight"/>
   <v:f eqn=3D"sum @0 0 1"/>
   <v:f eqn=3D"prod @6 1 2"/>
   <v:f eqn=3D"prod @7 21600 pixelWidth"/>
   <v:f eqn=3D"sum @8 21600 0"/>
   <v:f eqn=3D"prod @7 21600 pixelHeight"/>
   <v:f eqn=3D"sum @10 21600 0"/>
  </v:formulas>
  <v:path o:extrusionok=3D"f" gradientshapeok=3D"t" o:connecttype=3D"rect"/>
  <o:lock v:ext=3D"edit" aspectratio=3D"t"/>
 </v:shapetype><v:shape id=3D"_x0000_s1028" type=3D"#_x0000_t75" style=3D'p=
osition:absolute;
  left:1494;top:2651;width:5220;height:4320' o:regroupid=3D"1">
  <v:imagedata src=3D"Tvrdapcenicasov_files/image001.png" o:title=3D""/>
 </v:shape><v:line id=3D"_x0000_s1029" style=3D'position:absolute' from=3D"=
4930,3565"
  to=3D"5451,3565" o:regroupid=3D"1"/>
 <v:line id=3D"_x0000_s1030" style=3D'position:absolute;flip:y' from=3D"409=
7,4562"
  to=3D"4618,4894" o:regroupid=3D"1"/>
 <v:line id=3D"_x0000_s1031" style=3D'position:absolute' from=3D"4097,5226"=
 to=3D"4618,5226"
  o:regroupid=3D"1"/>
 <v:line id=3D"_x0000_s1032" style=3D'position:absolute;flip:x' from=3D"347=
2,5559"
  to=3D"4097,5559" o:regroupid=3D"1"/>
 <v:line id=3D"_x0000_s1033" style=3D'position:absolute' from=3D"4514,5725"=
 to=3D"5451,5725"
  o:regroupid=3D"1"/>
 <v:line id=3D"_x0000_s1034" style=3D'position:absolute;flip:x' from=3D"253=
5,6223"
  to=3D"3264,6223" o:regroupid=3D"1"/>
 <v:shapetype id=3D"_x0000_t202" coordsize=3D"21600,21600" o:spt=3D"202" pa=
th=3D"m,l,21600r21600,l21600,xe">
  <v:stroke joinstyle=3D"miter"/>
  <v:path gradientshapeok=3D"t" o:connecttype=3D"rect"/>
 </v:shapetype><v:shape id=3D"_x0000_s1035" type=3D"#_x0000_t202" style=3D'=
position:absolute;
  left:5451;top:3371;width:543;height:429' o:regroupid=3D"1" stroked=3D"f">
  <v:textbox style=3D'mso-next-textbox:#_x0000_s1035'>
   <![if !mso]>
   <table cellpadding=3D0 cellspacing=3D0 width=3D"100%">
    <tr>
     <td><![endif]>
     <div>
     <p class=3DMsoNormal><span style=3D'mso-ansi-language:EN-US'>6<o:p></o=
:p></span></p>
     </div>
     <![if !mso]></td>
    </tr>
   </table>
   <![endif]></v:textbox>
 </v:shape><v:shape id=3D"_x0000_s1036" type=3D"#_x0000_t202" style=3D'posi=
tion:absolute;
  left:4554;top:4271;width:552;height:360' o:regroupid=3D"1" stroked=3D"f">
  <v:textbox style=3D'mso-next-textbox:#_x0000_s1036'>
   <![if !mso]>
   <table cellpadding=3D0 cellspacing=3D0 width=3D"100%">
    <tr>
     <td><![endif]>
     <div>
     <p class=3DMsoNormal><span style=3D'mso-ansi-language:EN-US'>1<o:p></o=
:p></span></p>
     </div>
     <![if !mso]></td>
    </tr>
   </table>
   <![endif]></v:textbox>
 </v:shape><v:shape id=3D"_x0000_s1037" type=3D"#_x0000_t202" style=3D'posi=
tion:absolute;
  left:4554;top:4991;width:552;height:360' o:regroupid=3D"1" stroked=3D"f">
  <v:textbox style=3D'mso-next-textbox:#_x0000_s1037'>
   <![if !mso]>
   <table cellpadding=3D0 cellspacing=3D0 width=3D"100%">
    <tr>
     <td><![endif]>
     <div>
     <p class=3DMsoNormal><span style=3D'mso-ansi-language:EN-US'>2<o:p></o=
:p></span></p>
     </div>
     <![if !mso]></td>
    </tr>
   </table>
   <![endif]></v:textbox>
 </v:shape><v:shape id=3D"_x0000_s1038" type=3D"#_x0000_t202" style=3D'posi=
tion:absolute;
  left:3114;top:5351;width:540;height:360' o:regroupid=3D"1" stroked=3D"f">
  <v:textbox style=3D'mso-next-textbox:#_x0000_s1038'>
   <![if !mso]>
   <table cellpadding=3D0 cellspacing=3D0 width=3D"100%">
    <tr>
     <td><![endif]>
     <div>
     <p class=3DMsoNormal><span style=3D'mso-ansi-language:EN-US'>3<o:p></o=
:p></span></p>
     </div>
     <![if !mso]></td>
    </tr>
   </table>
   <![endif]></v:textbox>
 </v:shape><v:shape id=3D"_x0000_s1039" type=3D"#_x0000_t202" style=3D'posi=
tion:absolute;
  left:2123;top:6016;width:451;height:415' o:regroupid=3D"1" stroked=3D"f">
  <v:textbox style=3D'mso-next-textbox:#_x0000_s1039'>
   <![if !mso]>
   <table cellpadding=3D0 cellspacing=3D0 width=3D"100%">
    <tr>
     <td><![endif]>
     <div>
     <p class=3DMsoNormal><span style=3D'mso-ansi-language:EN-US'>5<o:p></o=
:p></span></p>
     </div>
     <![if !mso]></td>
    </tr>
   </table>
   <![endif]></v:textbox>
 </v:shape><v:shape id=3D"_x0000_s1040" type=3D"#_x0000_t202" style=3D'posi=
tion:absolute;
  left:5454;top:5531;width:476;height:360' o:regroupid=3D"1" stroked=3D"f">
  <v:textbox style=3D'mso-next-textbox:#_x0000_s1040'>
   <![if !mso]>
   <table cellpadding=3D0 cellspacing=3D0 width=3D"100%">
    <tr>
     <td><![endif]>
     <div>
     <p class=3DMsoNormal><span style=3D'mso-ansi-language:EN-US'>4<o:p></o=
:p></span></p>
     </div>
     <![if !mso]></td>
    </tr>
   </table>
   <![endif]></v:textbox>
 </v:shape></v:group><![endif]--><![if !vml]><span style=3D'mso-ignore:vgla=
yout'>

<table cellpadding=3D0 cellspacing=3D0 align=3Dleft>
 <tr>
  <td width=3D12 height=3D9></td>
 </tr>
 <tr>
  <td></td>
  <td><img width=3D324 height=3D287 src=3D"Tvrdapcenicasov_files/image002.g=
if"
  v:shapes=3D"_x0000_s1041 _x0000_s1028 _x0000_s1029 _x0000_s1030 _x0000_s1=
031 _x0000_s1032 _x0000_s1033 _x0000_s1034 _x0000_s1035 _x0000_s1036 _x0000=
_s1037 _x0000_s1038 _x0000_s1039 _x0000_s1040"></td>
 </tr>
</table>

</span><![endif]><o:p>&nbsp;</o:p></p>

<p class=3DMsoBodyText><o:p>&nbsp;</o:p></p>

<p class=3DMsoBodyText><o:p>&nbsp;</o:p></p>

<p class=3DMsoBodyText><o:p>&nbsp;</o:p></p>

<p class=3DMsoBodyText><o:p>&nbsp;</o:p></p>

<p class=3DMsoBodyText><o:p>&nbsp;</o:p></p>

<p class=3DMsoBodyText><o:p>&nbsp;</o:p></p>

<p class=3DMsoBodyText><o:p>&nbsp;</o:p></p>

<p class=3DMsoBodyText><o:p>&nbsp;</o:p></p>

<p class=3DMsoBodyText><o:p>&nbsp;</o:p></p>

<p class=3DMsoBodyText><o:p>&nbsp;</o:p></p>

<p class=3DMsoBodyText><o:p>&nbsp;</o:p></p>

<p class=3DMsoBodyText><o:p>&nbsp;</o:p></p>

<p class=3DMsoBodyText><o:p>&nbsp;</o:p></p>

<p class=3DMsoBodyText><span lang=3DEN-GB style=3D'mso-ansi-language:EN-GB'=
><o:p>&nbsp;</o:p></span></p>

<p class=3DMsoBodyText><span lang=3DEN-GB style=3D'mso-ansi-language:EN-GB'=
><o:p>&nbsp;</o:p></span></p>

<br style=3D'mso-ignore:vglayout' clear=3DALL>

<p class=3DMsoBodyText><span lang=3DEN-GB style=3D'font-size:11.0pt;mso-bid=
i-font-size:
10.0pt;mso-ansi-language:EN-GB'>1. Jazel (koleno) na bratewe,<span
style=3D'mso-spacerun:yes'>&nbsp; </span>2. </span><span lang=3DDE
style=3D'font-size:11.0pt;mso-bidi-font-size:10.0pt;mso-ansi-language:DE'>K=
orenov
del (osetliv na niski temperaturi),<span style=3D'mso-spacerun:yes'>&nbsp;
</span>3. Embrionalno koleno na koren<span style=3D'mso-spacerun:yes'>&nbsp;
</span>4. Primaren koren, 5. Sekundaren koren, 6. Prvite tri lista.<o:p></o=
:p></span></p>

<p class=3DMsoBodyText><span lang=3DDE style=3D'mso-ansi-language:DE'><span
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp;&nbsp;&nbsp; </span>Primarniot
koren (4) na koj se formira<span style=3D'mso-spacerun:yes'>&nbsp;
</span>sekundarniot koren (5) se formira od embrionalnoto koleno za koren (=
3).
Pome|u embrionalnoto koleno<span style=3D'mso-spacerun:yes'>&nbsp;&nbsp;
</span>od koe se formira primarniot koren , i kolenoto na bratewe (1) od ko=
e se
formiraat oddelni bratimki, se najduva korenoviot del (2). Kaj tvrdata p~en=
ica
poradi pomala sodr`ina na {e}er vo odnos na prvite koren~iwa i kolenoto na
bratewe, ovoj korenov del e neotporen na niski temperaturi.<o:p></o:p></spa=
n></p>

<p class=3DMsoBodyText><span lang=3DDE style=3D'mso-ansi-language:DE'><span
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp;&nbsp;&nbsp; </span>Embrionalnoto
korenovo koleno zavr{uva so svojot razvoj vo faza na 3 lista (6).<o:p></o:p=
></span></p>

<p class=3DMsoBodyText><span lang=3DDE style=3D'mso-ansi-language:DE'><span
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp;&nbsp;&nbsp; </span>Spored
toa se smeta deka tvrdata p~enica, najotporna na niski temperaturi e vo faz=
a na
formirawe na prvite 2-3 lista.<o:p></o:p></span></p>

<p class=3DMsoBodyText><b><span lang=3DDE style=3D'mso-ansi-language:DE'><s=
pan
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp;&nbsp;&nbsp; </span></span></b><span
lang=3DDE style=3D'mso-ansi-language:DE'>Vkupnata korenova masa kaj tvrdata=
 p~enica
e pomala od korenovata masa na mekata p~enica, i okolu 60% se formira vo
orani~niot sloj do 10 sm., Popov (1966)<o:p></o:p></span></p>

<p class=3DMsoBodyText style=3D'text-indent:.5in'><span lang=3DDE style=3D'=
mso-ansi-language:
DE'>Brojot na primarnite koren~iwa kaj tvrdata p~enica e pogolem (5-7), koi
odat dlaboko vo po~vata, i zatoa taa e pootporna na su{a od mekata p~enica<=
span
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; =
</span><o:p></o:p></span></p>

<p class=3DMsoBodyText><span lang=3DDE style=3D'mso-ansi-language:DE'><span
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp;&nbsp;&nbsp; </span>Zabaveniot
razvoj na sekundarnite korewa pri tvrdata p~enica e glavna pri~ina {to tvrd=
ata
p~enica ne oformuva pogolem broj dobro razvieni bratimki t.e se odlikuva so
slabo bratewe. <o:p></o:p></span></p>

<p class=3DMsoBodyText style=3D'text-indent:.5in'><span lang=3DDE style=3D'=
mso-ansi-language:
DE'>Dokolku p~enicata se see naprolet, treba da se obrne vnimanie na
agrotehni~kite merki, za da se obrazuva pogolema sekundarna masa od koja }e
zavisi prinosot vo proletni uslovi. Pri vakvata seidba od golemo zna~ewe za
prinosot golemo vlijanie imaat proletnata i letnata su{a.<o:p></o:p></span>=
</p>

<p class=3DMsoBodyText style=3D'text-indent:.5in'><span lang=3DDE style=3D'=
mso-ansi-language:
DE'>Tvrdata p~enica seana na esen pomalku brati od mekata, poradi toa {to b=
ara
povisoka temperatura za bratewe od mekata p~enica, a seana naprolet pove}e
brati. Zatoa prinosot kaj tvrdata p~enica pri esenska seidba zavisi od
otpornosta na niski temperaturi.<o:p></o:p></span></p>

<p class=3DMsoBodyText style=3D'text-indent:.5in'><span lang=3DDE style=3D'=
mso-ansi-language:
DE'>Najosetliv del na niski temperaturi e podzemnoto korenovo koleno koe
uginuva na -15<sup>o</sup>S, a isto taka i temperaturite od -8<sup>o</sup>S=
 ako
se so podolgo traewe predizvikuvaat izmrznuvawe na primarnite koren~iwa, pri
toa uginuva del od rastenijata so {to se namaluva prinosot. Pootporna na ni=
ski
temperaturi e vo vreme na poniknuvawe i prvite 2-3 lista. Po formiraweto na
tretiot list i kolenoto na bratewe e formirano, i ako nastapi period na nis=
ki
temperaturi toa mo`e da pretrpi o{tetuvawe i do potpolno uginuvawe.<span
style=3D'mso-spacerun:yes'>&nbsp; </span>Spored toa tvrdata p~enica e poose=
tliva
na niski temperaturi vo faza na bratewe od mekata. <o:p></o:p></span></p>

<p class=3DMsoBodyText style=3D'text-indent:.5in'><span lang=3DDE style=3D'=
mso-ansi-language:
DE'>Tvrdata p~enica e pootporna na visoki temperaturi za razlika od mekata.=
 No
sepak tempera-turite nad 25<sup>o</sup>S na izvesen na~in ja o{tetuvaat
vegetacijata. Na temperatura povisoka od 28 <sup>o</sup>S naj~esto se naru{=
uva
nalevaweto na zrnoto a zreeweto zabrzuva. Visokite temperaturi od 38-40<sup=
>o</sup>S,
ja zapiraat vegetacijata, bidej}i rastenijata ne mo`at da ja reguliraat
transpiracijata, pri {to doveduva do brzo su{ewe.<o:p></o:p></span></p>

<p class=3DMsoBodyText><span lang=3DDE style=3D'mso-ansi-language:DE'><span
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp;&nbsp;&nbsp; </span>Najva`na
odlika na tvrdata p~enica e toa {to taa obrazuva prete`no staklavi zrna, a
pomal procent na bra{navi i polubra{navi. Kolkav }e bide procentot na
staklavite zrna mnogu zavisi od klimatskite uslovi vo vreme na formirawe i
zreewe na zrnoto. Pri su{ni uslovi i bogati po~vi se formiraat zrna so pogo=
lema
staklavost, a pri vla`ni se formiraat bra{navi zrna. Bra{navite zrna prete`=
no
se formiraat vo gorniot del na klasot, a pri prete`no vla`ni uslovi vo vrem=
e na
formirawe na zrnoto, bra{navi zrna se formiraat i niz celiot klas. <o:p></o=
:p></span></p>

<p class=3DMsoBodyText style=3D'text-indent:.5in'><span lang=3DDE style=3D'=
mso-ansi-language:
DE'>Osnovnite razliki pome|u mekata i tvrdata p~enica prika`ani se vo tab.3=
 i
sl. 3 i 4.<o:p></o:p></span></p>

<p class=3DMsoBodyText align=3Dcenter style=3D'text-align:center'><b><span =
lang=3DDE
style=3D'mso-ansi-language:DE'>Tab.3 Osnovni razliki me|u mekata i tvrdata
p~enica<o:p></o:p></span></b></p>

<p class=3DMsoBodyText><b><span lang=3DDE style=3D'mso-ansi-language:DE'><o=
:p>&nbsp;</o:p></span></b></p>

<table class=3DMsoNormalTable border=3D0 cellspacing=3D0 cellpadding=3D0
 style=3D'margin-left:82.55pt;border-collapse:collapse;mso-padding-alt:0in =
5.4pt 0in 5.4pt'>
 <tr style=3D'mso-yfti-irow:0'>
  <td width=3D141 style=3D'width:105.65pt;border:double windowtext 1.5pt;
  border-right:solid windowtext 1.0pt;mso-border-alt:double windowtext 1.5p=
t;
  mso-border-right-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoBodyText align=3Dcenter style=3D'text-align:center'>RAZLIKI=
 VO:</p>
  </td>
  <td width=3D141 style=3D'width:105.65pt;border-top:double windowtext 1.5p=
t;
  border-left:none;border-bottom:double windowtext 1.5pt;border-right:solid=
 windowtext 1.0pt;
  mso-border-left-alt:solid windowtext .5pt;mso-border-top-alt:double 1.5pt;
  mso-border-left-alt:solid .5pt;mso-border-bottom-alt:double 1.5pt;mso-bor=
der-right-alt:
  solid .5pt;mso-border-color-alt:windowtext;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoBodyText align=3Dcenter style=3D'text-align:center'>MEKA P^=
ENICA</p>
  </td>
  <td width=3D141 style=3D'width:105.7pt;border:double windowtext 1.5pt;bor=
der-left:
  none;mso-border-left-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4p=
t'>
  <p class=3DMsoBodyText align=3Dcenter style=3D'text-align:center'>TVRDA P=
^ENICA</p>
  </td>
 </tr>
 <tr style=3D'mso-yfti-irow:1'>
  <td width=3D141 style=3D'width:105.65pt;border-top:none;border-left:doubl=
e windowtext 1.5pt;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:double windowtext 1.5pt;mso-border-top-alt:double 1.5p=
t;
  mso-border-left-alt:double 1.5pt;mso-border-bottom-alt:solid .5pt;mso-bor=
der-right-alt:
  solid .5pt;mso-border-color-alt:windowtext;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoBodyText align=3Dcenter style=3D'text-align:center'>Klas (f=
orma)</p>
  </td>
  <td width=3D141 style=3D'width:105.65pt;border-top:none;border-left:none;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:double windowtext 1.5pt;mso-border-left-alt:solid wind=
owtext .5pt;
  mso-border-alt:solid windowtext .5pt;mso-border-top-alt:double windowtext=
 1.5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoBodyText align=3Dcenter style=3D'text-align:center'>cilindr=
i~na, bez
  osilki ili osilki pomali od klasot</p>
  </td>
  <td width=3D141 style=3D'width:105.7pt;border-top:none;border-left:none;
  border-bottom:solid windowtext 1.0pt;border-right:double windowtext 1.5pt;
  mso-border-top-alt:double windowtext 1.5pt;mso-border-left-alt:solid wind=
owtext .5pt;
  mso-border-top-alt:double 1.5pt;mso-border-left-alt:solid .5pt;mso-border=
-bottom-alt:
  solid .5pt;mso-border-right-alt:double 1.5pt;mso-border-color-alt:windowt=
ext;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoBodyText align=3Dcenter style=3D'text-align:center'>prizmat=
i~na, so
  osilki sekoga{ podolgi od klasot</p>
  </td>
 </tr>
 <tr style=3D'mso-yfti-irow:2'>
  <td width=3D141 style=3D'width:105.65pt;border-top:none;border-left:doubl=
e windowtext 1.5pt;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext =
.5pt;
  mso-border-left-alt:double windowtext 1.5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoBodyText align=3Dcenter style=3D'text-align:center'>Steblo =
(posledna
  internodija)</p>
  </td>
  <td width=3D141 style=3D'width:105.65pt;border-top:none;border-left:none;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoBodyText align=3Dcenter style=3D'text-align:center'>prazna-=
{uplikava</p>
  </td>
  <td width=3D141 style=3D'width:105.7pt;border-top:none;border-left:none;
  border-bottom:solid windowtext 1.0pt;border-right:double windowtext 1.5pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;mso-border-right-alt:double windowte=
xt 1.5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoBodyText align=3Dcenter style=3D'text-align:center'>ispolne=
ta so sr`</p>
  </td>
 </tr>
 <tr style=3D'mso-yfti-irow:3'>
  <td width=3D141 style=3D'width:105.65pt;border-top:none;border-left:doubl=
e windowtext 1.5pt;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext =
.5pt;
  mso-border-left-alt:double windowtext 1.5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoBodyText align=3Dcenter style=3D'text-align:center'>Zrno (g=
olemina)</p>
  </td>
  <td width=3D141 style=3D'width:105.65pt;border-top:none;border-left:none;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoBodyText align=3Dcenter style=3D'text-align:center'>sitno d=
o sredno
  krupno</p>
  </td>
  <td width=3D141 style=3D'width:105.7pt;border-top:none;border-left:none;
  border-bottom:solid windowtext 1.0pt;border-right:double windowtext 1.5pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;mso-border-right-alt:double windowte=
xt 1.5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoBodyText align=3Dcenter style=3D'text-align:center'>krupno =
izdol`eno</p>
  </td>
 </tr>
 <tr style=3D'mso-yfti-irow:4'>
  <td width=3D141 style=3D'width:105.65pt;border-top:none;border-left:doubl=
e windowtext 1.5pt;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext =
.5pt;
  mso-border-left-alt:double windowtext 1.5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoBodyText align=3Dcenter style=3D'text-align:center'>Zrno (p=
resek)</p>
  </td>
  <td width=3D141 style=3D'width:105.65pt;border-top:none;border-left:none;
  border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoBodyText align=3Dcenter style=3D'text-align:center'>bra{nas=
t do
  staklest</p>
  </td>
  <td width=3D141 style=3D'width:105.7pt;border-top:none;border-left:none;
  border-bottom:solid windowtext 1.0pt;border-right:double windowtext 1.5pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;mso-border-right-alt:double windowte=
xt 1.5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoBodyText align=3Dcenter style=3D'text-align:center'>stakles=
t</p>
  </td>
 </tr>
 <tr style=3D'mso-yfti-irow:5;mso-yfti-lastrow:yes'>
  <td width=3D141 style=3D'width:105.65pt;border-top:none;border-left:doubl=
e windowtext 1.5pt;
  border-bottom:double windowtext 1.5pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-top-alt:solid .5pt;
  mso-border-left-alt:double 1.5pt;mso-border-bottom-alt:double 1.5pt;
  mso-border-right-alt:solid .5pt;mso-border-color-alt:windowtext;padding:0=
in 5.4pt 0in 5.4pt'>
  <p class=3DMsoBodyText align=3Dcenter style=3D'text-align:center'>Zrno (b=
oja)</p>
  </td>
  <td width=3D141 style=3D'width:105.65pt;border-top:none;border-left:none;
  border-bottom:double windowtext 1.5pt;border-right:solid windowtext 1.0pt;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  mso-border-alt:solid windowtext .5pt;mso-border-bottom-alt:double windowt=
ext 1.5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoBodyText align=3Dcenter style=3D'text-align:center'>crveno =
ili belo</p>
  </td>
  <td width=3D141 style=3D'width:105.7pt;border-top:none;border-left:none;
  border-bottom:double windowtext 1.5pt;border-right:double windowtext 1.5p=
t;
  mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid window=
text .5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoBodyText align=3Dcenter style=3D'text-align:center'>`olteni=
kavo,
  zlatno-`olta boja</p>
  </td>
 </tr>
</table>

<p class=3DMsoBodyText><o:p>&nbsp;</o:p></p>

<p class=3DMsoBodyText align=3Dcenter style=3D'text-align:center'>Sl.3.<span
style=3D'mso-spacerun:yes'>&nbsp; </span>Razliki vo klasot</p>

<p class=3DMsoBodyText align=3Dcenter style=3D'text-align:center'><o:p>&nbs=
p;</o:p></p>

<p class=3DMsoBodyText><span
style=3D'mso-spacerun:yes'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;=
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nb=
sp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;
</span></p>

<p class=3DMsoBodyText style=3D'text-indent:.5in'>Vo polnata zrelost kaj tv=
rdata
p~enica, koga ima ~esti vrne`i i visoka relativna vla`nost, proniknuvaweto =
mo`e
da bide i nad 50%. </p>

<p class=3DMsoBodyText><span style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&n=
bsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>Periodot
na miruvawe kaj tvrdata p~enica e pokratok od mekata.<b><o:p></o:p></b></p>

<p class=3DMsoBodyText><b><o:p>&nbsp;</o:p></b></p>

<p class=3DMsoBodyText><b><span lang=3DDE style=3D'mso-ansi-language:DE'>5.
KARAKTERISTIKI NA KVALITETOT NA TVRDATA P^ENICA I BRA[NOTO<span
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp;&nbsp;&nbsp; </span><o:p></o:p></span></b></p>

<p class=3DMsoBodyText><span lang=3DDE style=3D'mso-ansi-language:DE'><o:p>=
&nbsp;</o:p></span></p>

<p class=3DMsoBodyText><span lang=3DDE style=3D'mso-ansi-language:DE'><span
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp;&nbsp;&nbsp; </span>Tvrdata
p~enica i genetski se razlikuva od mekata. Tvrdata p~enica vo genetskata
struktura ima dva genoma </span><span lang=3DDE style=3D'font-family:"Times=
 New Roman";
mso-ansi-language:DE'>A.B</span><span lang=3DDE style=3D'mso-ansi-language:=
DE'>.
odnosno taa ima 14 hromozomi, za razlika od mekata p~enica koja ima tri gen=
omi </span><span
lang=3DDE style=3D'font-family:"Times New Roman";mso-ansi-language:DE'>A.B.=
D.</span><span
lang=3DDE style=3D'mso-ansi-language:DE'> so 21 hromozomi. Po pat na genets=
ki
analizi e utvrdeno deka genomot </span><span lang=3DDE style=3D'font-family=
:"Times New Roman";
mso-ansi-language:DE'>D</span><span lang=3DDE style=3D'mso-ansi-language:DE=
'> {to
go ima mekata p~enica, nosi geni koi se odgovorni za tehnolo{kiot kvalitet =
na
bra{noto pri proizvodstvoto na leb od mekata p~enica. Tvrdata p~enica poradi
nedostigot na genot </span><span lang=3DDE style=3D'font-family:"Times New =
Roman";
mso-ansi-language:DE'>D</span><span lang=3DDE style=3D'mso-ansi-language:DE=
'> vo
genetskata struktura taa gi nema tehnolo{kite svojstva kako mekata za
proizvodstvo na leb. Bra{noto od tvrdata p~enica e o{tro, kako griz, te{ko =
se
zamesuva i lebot e mnogu tro{liv, zatoa se koristi za testenini.<o:p></o:p>=
</span></p>

<p class=3DMsoBodyText><span lang=3DDE style=3D'mso-ansi-language:DE'><span
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp;&nbsp;&nbsp; </span>Po
pravilo, site zrnesti kulturi, koj se melat podle`at na nekoi osnovni
kriteriumi za kvalitet, a posebno onie koj se prerabotuvaat vo industriskite
mlinovi. I pokraj toa {to tvrdata p~enica ne e predmet na berzanski izve{tai
taa e roba koja na me|unarodniot pazar ima svoe minimalno nivo na tehnolo{ki
kvalitet definirano sprema baraweto na Evropa, SAD, Kanada i ponekoga{ spre=
ma
barawata na severnoafri~kite zemji. Kriteriumite na kvalitetot se tesno pov=
rzani
so namenata, zna~i za proizvodstvo na krupici za testenini ili za proizvods=
tvo
na gris.<o:p></o:p></span></p>

<p class=3DMsoBodyText><span lang=3DDE style=3D'mso-ansi-language:DE'><span
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp;&nbsp;&nbsp; </span><b>Vo
zemjite na Evropskata unija</b> definiran e takanare~en minimum na kvalitet=
 na
tvrda p~enica vo promet (7). Vo tri stavki obraboteni se zdravstvenata
ispravnost, vlijanieto na primesite i {to se smeta za primesa vo probata, k=
ako
i grani~nata hektolitarska masa.<o:p></o:p></span></p>

<p class=3DMsoBodyText style=3D'margin-left:.25in'><span lang=3DDE style=3D=
'mso-ansi-language:
DE'>1. Tvrda p~enica, so prose~no dobar kvalitet e komercionalno zdrava, bez
bilo kakva vidliva zabele{ka, bez `ivi insekti, amber-`olta do temno-`olta
boja, suva, staklava so proziren ro`est izgled na popre~en presek na zrnoto=
 i
kvalitet identi~en na prose~niot kvalitet na tvrdata p~enica po`neana vo
Evropskata unija pod normalni uslovi.<o:p></o:p></span></p>

<p class=3DMsoBodyText style=3D'margin-left:.25in'><span lang=3DDE style=3D=
'mso-ansi-language:
DE'>2. Vkupno dozvoleniot procent na materii koi se razlikuvaat od zdravata=
 tvrda
p~enica iznesuva 25%, od {to e dozvoleno:<o:p></o:p></span></p>

<p class=3DMsoBodyText style=3D'margin-left:.5in;text-indent:-.25in;mso-lis=
t:l2 level1 lfo2;
tab-stops:list .5in'><![if !supportLists]><span lang=3DDE style=3D'mso-fare=
ast-font-family:
"MAC C Times";mso-bidi-font-family:"MAC C Times";mso-ansi-language:DE'><span
style=3D'mso-list:Ignore'>a.<span style=3D'font:7.0pt "Times New Roman"'>&n=
bsp;&nbsp;&nbsp;&nbsp;&nbsp;
</span></span></span><![endif]><span lang=3DDE style=3D'mso-ansi-language:D=
E'>bra{navi
zrna, duri i delimi~no, kako i zrna na meka p~enica: ne pove}e od 20%, so
maksi-malno u~estvo na zrna od meka p~enica od 4%,<o:p></o:p></span></p>

<p class=3DMsoBodyText style=3D'margin-left:.5in;text-indent:-.25in;mso-lis=
t:l2 level1 lfo2;
tab-stops:list .5in'><![if !supportLists]><span style=3D'mso-fareast-font-f=
amily:
"MAC C Times";mso-bidi-font-family:"MAC C Times"'><span style=3D'mso-list:I=
gnore'>b.<span
style=3D'font:7.0pt "Times New Roman"'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </spa=
n></span></span><![endif]>kr{eni
zrna; 2%</p>

<p class=3DMsoBodyText style=3D'margin-left:.5in;text-indent:-.25in;mso-lis=
t:l1 level1 lfo3;
tab-stops:list .5in'><![if !supportLists]><span style=3D'mso-fareast-font-f=
amily:
"MAC C Times";mso-bidi-font-family:"MAC C Times"'><span style=3D'mso-list:I=
gnore'>v.<span
style=3D'font:7.0pt "Times New Roman"'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </spa=
n></span></span><![endif]>zrna
na tvrda p~enica koi se tretiraat kako primesi; 1,5% (vklu~uvaj}i zrna o{te=
teni
od toplina, zrna na drugi `ita, zrna o{teteni od insekti, zrna so temna to~=
ka i
zrna valkani<span style=3D'mso-spacerun:yes'>&nbsp; </span>so glamnica),</p>

<p class=3DMsoBodyText style=3D'margin-left:.25in'>g.<span
style=3D'mso-spacerun:yes'>&nbsp; </span>prorteni zrna; 0,5%,</p>

<p class=3DMsoBodyText style=3D'margin-left:.5in;text-indent:-.25in;mso-lis=
t:l3 level1 lfo4;
tab-stops:list .5in'><![if !supportLists]><span style=3D'mso-fareast-font-f=
amily:
"MAC C Times";mso-bidi-font-family:"MAC C Times"'><span style=3D'mso-list:I=
gnore'>d.<span
style=3D'font:7.0pt "Times New Roman"'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </spa=
n></span></span><![endif]>strani
materii; 0,5% (vklu~uvaj}i gi i plevelnite semiwa, muvlosani zrna, primesi =
kako
{to se glamni~avite, zrna valkani so glamna, mrtvi insekti i nivni delovi).=
</p>

<p class=3DMsoBodyText style=3D'margin-left:.25in'>3.<span
style=3D'mso-spacerun:yes'>&nbsp; </span>Hektolitarska masa; 78 kg/hl.</p>

<p class=3DMsoBodyText style=3D'text-indent:.25in'><span style=3D'mso-tab-c=
ount:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>Vo
ramkata na ovie evropski propisi stojat navedeni i postapkite za ocena na
zrnestata masa. Posebno se naglasuva deka hektolitarskata masa e od golemo
zna~ewe za procentot na prinos na krupici. Imeno ovaj pokazatel se smeta ka=
ko
merka na gustinata na zrnestata masa, koja e vo direktna korelacija so
zdravstvenata sostojba na zrnoto, staklavosta i ekstatibilnosta. Drug faktor
koj e obratno proporcionalen na prinosot na krupici e koli~inata na bra{nav=
ite
zrna. Del od<span style=3D'mso-spacerun:yes'>&nbsp; </span>zemjite na E.U
insistiraat i na sodr`inata na pepel vo zrnoto, bidej}i imaat propisi za ni=
voto
na sodr`inata na krupici (Italija dozvoluva do 0,9% na s.m.). </p>

<p class=3DMsoBodyText><span style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&n=
bsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></p>

<p class=3DMsoBodyText><b>6. SORTI NA TVRDA P^ENICA<o:p></o:p></b></p>

<p class=3DMsoBodyText><b><o:p>&nbsp;</o:p></b></p>

<p class=3DMsoBodyText><b><span style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp=
;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></b>Postojat
zimski i proletni sorti na tvrda p~enica.<span style=3D'mso-spacerun:yes'>&=
nbsp;
</span></p>

<p class=3DMsoBodyText style=3D'text-indent:.5in'>So sozdavaweto na na{i no=
vi sorti
tvrda p~enica koi se odlikuvaat so povisoka rodnost i otpornost na niski
temperaturi postoi tendencija za nivno {irewe. </p>

<p class=3DMsoBodyText><b><span style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp=
;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></b>Dosega
se priznati pove}e od 20 makedonski sorti na zimska tvrda p~enica kako:
Ilinden, Mihaila, Nika, Ov~epolka, Kitka, Mina, Strumi~anka, Kavadarka, Oli,
Nena, Ana, Sirma, Sandra, Ela, Tina, Skopska rana, Boka, <st1:place>Struma<=
/st1:place>,
[ara, Iva, Milena, Taga, Durumka, Angela, Pobeda i Toma. </p>

<p class=3DMsoBodyText style=3D'text-indent:.5in'><span lang=3DFR style=3D'=
mso-ansi-language:
FR'>Od proletnata tvrda p~enica priznata e sortata Marta.<o:p></o:p></span>=
</p>

<p class=3DMsoBodyText style=3D'text-indent:.5in'><span lang=3DFR style=3D'=
mso-ansi-language:
FR'>Od stranskite odobreni sorti zimska tvrda p~enica odobrena e sortata </=
span><span
lang=3DFR style=3D'font-family:"Times New Roman";mso-ansi-language:FR'>Vind=
ur</span><span
lang=3DFR style=3D'mso-ansi-language:FR'> (Vindur). <o:p></o:p></span></p>

<p class=3DMsoBodyText style=3D'text-indent:.5in'><span lang=3DFR style=3D'=
mso-ansi-language:
FR'>Kako pova`ni gi izdvojuvame slednite:<o:p></o:p></span></p>

<p class=3DMsoBodyText style=3D'text-indent:.5in'><b><span lang=3DFR
style=3D'mso-ansi-language:FR'>Mina </span></b><i><span lang=3DFR style=3D'=
font-family:
"Times New Roman";mso-ansi-language:FR'>var. affine.</span></i><span lang=
=3DFR
style=3D'font-family:"Times New Roman";mso-ansi-language:FR'> </span><span
lang=3DFR style=3D'mso-ansi-language:FR'>Visina na stebloto 80,5 sm</span><=
span
lang=3DFR style=3D'font-family:"Times New Roman";mso-ansi-language:FR'>, k<=
/span><span
lang=3DFR style=3D'mso-ansi-language:FR'>lasot e bel so beli osilki, hektol=
itarska
masa 81 kg. a masata na 1000 zrna e 55 g. Otporna<span
style=3D'mso-spacerun:yes'>&nbsp; </span>na polegnuvawe so genetski potenci=
jal
okolu 8<span style=3D'mso-spacerun:yes'>&nbsp; </span>toni/ha. </span><span
lang=3DDE style=3D'mso-ansi-language:DE'>Optimalen rok za seidba 25 oktomvr=
i.
Seidbena norma 600<span style=3D'mso-spacerun:yes'>&nbsp; </span><sup>,</su=
p>rtlivi
zrna na m<sup>2</sup>. Podnesuva visoka agrotehnika<o:p></o:p></span></p>

<p class=3DMsoBodyText style=3D'text-indent:.5in'><b><span lang=3DDE
style=3D'mso-ansi-language:DE'>Iva </span></b><i><span lang=3DDE style=3D'f=
ont-family:
"Times New Roman";mso-ansi-language:DE'>var. mureiense.</span></i><span
lang=3DDE style=3D'font-family:"Times New Roman";mso-ansi-language:DE'> </s=
pan><span
lang=3DDE style=3D'mso-ansi-language:DE'>Visina na stebloto 77 sm</span><sp=
an
lang=3DDE style=3D'font-family:"Times New Roman";mso-ansi-language:DE'>, k<=
/span><span
lang=3DDE style=3D'mso-ansi-language:DE'>lasot e crven<span
style=3D'mso-spacerun:yes'>&nbsp; </span>so crveni<span
style=3D'mso-spacerun:yes'>&nbsp; </span>osilki, hektolitarska masa 80 kg. a
masata na 1000 zrna e 50 g. Otporna e na polegnuvawe, so genetski potencijal
okolu 8,5<span style=3D'mso-spacerun:yes'>&nbsp; </span>toni/ha. Optimalen =
rok za
seidba 25 oktomvri. Seidbena norma 600<span style=3D'mso-spacerun:yes'>&nbs=
p;
</span><sup>,</sup>rtlivi zrna na m<sup>2</sup>. Podnesuva visoka agrotehni=
ka.<o:p></o:p></span></p>

<p class=3DMsoBodyText style=3D'text-indent:.5in'><b><span lang=3DDE
style=3D'mso-ansi-language:DE'>Durumka </span></b><i><span lang=3DDE
style=3D'font-family:"Times New Roman";mso-ansi-language:DE'>var. affine.</=
span></i><span
lang=3DDE style=3D'font-family:"Times New Roman";mso-ansi-language:DE'> </s=
pan><span
lang=3DDE style=3D'mso-ansi-language:DE'>Visina na stebloto 84,2 sm</span><=
span
lang=3DDE style=3D'font-family:"Times New Roman";mso-ansi-language:DE'>, k<=
/span><span
lang=3DDE style=3D'mso-ansi-language:DE'>lasot e bel so dolgi osilki, hekto=
litarska
masa 84 kg. a masata na 1000 zrna e 44,5 g. Otporna e na polegnuvawe, so
genetski potencijal nad 8,5<span style=3D'mso-spacerun:yes'>&nbsp;
</span>toni/ha. Optimalen rok za seidba 2 dekada na oktomvri. Seidbena norma
550<span style=3D'mso-spacerun:yes'>&nbsp; </span><sup>,</sup>rtlivi zrna n=
a m<sup>2</sup>.
Podnesuva visoka agrotehnika. Ovaa sorta mo`e da se see i naprolet od krajo=
t na
fevruari i po~etokot na mart, so seidbena norma od 650 <sup>,</sup>rtlivi z=
rna
na m<sup>2</sup>.<o:p></o:p></span></p>

<p class=3DMsoBodyText style=3D'text-indent:.5in'><b><span lang=3DDE
style=3D'mso-ansi-language:DE'>Marta. </span></b><i><span lang=3DDE
style=3D'font-family:"Times New Roman";mso-ansi-language:DE'>var. affine.</=
span></i><b><span
lang=3DDE style=3D'mso-ansi-language:DE'> </span></b><span lang=3DDE
style=3D'mso-ansi-language:DE'>Tipi~no proletna sorta so vegetacionen perio=
d od
okolu 95 dena. Optimalen rok za seidba e po~etokot na mart, so seidbena nor=
ma
od 600 <sup>,</sup>rtlivi zrna na m<sup>2</sup>. Ima nisko steblo, otporna =
na
polegnuvawe i dava visoki prinosi nad 5 toni/ha.<o:p></o:p></span></p>

<p class=3DMsoBodyText style=3D'text-indent:.5in'><span lang=3DDE style=3D'=
mso-ansi-language:
DE'><o:p>&nbsp;</o:p></span></p>

<p class=3DMsoBodyText><b><span lang=3DDE style=3D'mso-ansi-language:DE'>7.
AGROTEHNIKA<o:p></o:p></span></b></p>

<p class=3DMsoBodyText><b><span lang=3DDE style=3D'mso-ansi-language:DE'><o=
:p>&nbsp;</o:p></span></b></p>

<p class=3DMsoBodyText><b><span lang=3DDE style=3D'mso-ansi-language:DE'><s=
pan
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp;&nbsp;&nbsp; </span></span></b><span
lang=3DDE style=3D'mso-ansi-language:DE'>I vo proizvodstvoto na tvrdata p~e=
nica
agrotehni~kite merki se isti kako i za mekata kako po odnos na predkulturat=
a,
osnovnata i predseidbena obrabotka taka i po odnos na merkite na za{tita od
bolesti, {tetnici i pleveli.<span style=3D'mso-spacerun:yes'>&nbsp; </span>=
So
ogled na toa deka tvrdata p~enica e poneotporna na polegnuvawe a pogolem br=
oj
od sortite imaat visoko steblo treba da se vnimava pri izborot na po~vata. =
Do
kolku se see na mnogu plodnite po~vi treba da se vnimava na |ubreweto a pos=
ebno
pri primenata na azotnite |ubriva. Osnovnoto |ubrewe pri povolni klimatski
uslovi ja zgolemuva produktivnosta na klasot.<o:p></o:p></span></p>

<p class=3DMsoBodyText style=3D'text-indent:.25in'><span lang=3DDE style=3D=
'mso-ansi-language:
DE'><span style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>O=
ptimalniot
rok za esenskite sorti e vtorata , a za pogolem broj e tretata dekada na me=
sec
oktomvri. Za proletnite (ili fakultativni) sorti seidbata e vo po~etokot na
mesec mart i istata da zavr{i do sredinata na mesecot. Pokasnata proletna s=
eidba,
a posebno seidbata vo april za tvrdata p~enica e rizi~na, bidej}i nema
optimalni uslovi za minuvawe na temperaturniot stadium, taka {to pogolem br=
oj
rastenija samo bratat a ne formiraat klas.<span
style=3D'mso-spacerun:yes'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span><o:p=
></o:p></span></p>

<p class=3DMsoBodyText style=3D'text-indent:.5in'><span lang=3DDE style=3D'=
mso-ansi-language:
DE'>Seidbenata norma zavisi od sortata i istata se dvi`i od 500 <sup>,</sup=
>rtlivi
zrna na m<sup>2</sup> kaj sortata Toma do 650 <sup>,</sup>rtlivi zrna kaj
sortata Skopska rana, no kaj najgolem broj sorti se dvi`i 600 <sup>,</sup>r=
tlivi
zrna na m<sup>2</sup>.<span style=3D'mso-spacerun:yes'>&nbsp; </span><o:p><=
/o:p></span></p>

<p class=3DMsoBodyText style=3D'text-indent:.5in'><span lang=3DDE style=3D'=
mso-ansi-language:
DE'>@etvata na p~enicata se vr{i koga zrnoto navleze vo svojata celosna
zrelost, odnosno pri vla`nost koja ovozmo`uva skladirawe a da ne e povisoka=
 od
13%. @etvata treba da se izvr{i vo {to pokratok rok bidej}i i pokraj toa {to
tvrdata p~enica e otporna na osipuvawe, pri po~esti vrne`i i pogolema relat=
ivna
vla`nost mo`e da prorti i do 50%, so {to se gubi na prinosot i kvalitetot.<=
o:p></o:p></span></p>

<p class=3DMsoBodyText style=3D'text-indent:.5in'><span lang=3DDE style=3D'=
mso-ansi-language:
DE'><o:p>&nbsp;</o:p></span></p>

<p class=3DMsoBodyText style=3D'text-indent:.5in'><b style=3D'mso-bidi-font=
-weight:
normal'><span lang=3DDE style=3D'mso-ansi-language:DE'>M-r Cvetan Jovanovsk=
i<o:p></o:p></span></b></p>

</div>

</body>

</html>

------=_NextPart_01C73B55.8C26CB00
Content-Location: file:///C:/0C245A56/Tvrdapcenicasov_files/image001.png
Content-Transfer-Encoding: base64
Content-Type: image/png

iVBORw0KGgoAAAANSUhEUgAAA4MAAAOmCAAAAAB0nR+jAAAABGdBTUEAALGOfPtRkwAAAAlwSFlz
AAAuSgAALl4Bzc9mXwAA/7JJREFUeF7s/XeMZUt6HwjG8eb6m95Ulvevnjfdr303nUjRSNSMpFmN
ERajAXYwwAID7MzODhaDBRaYHezun4t1A61m5EaiSFGiSEokm2y+7vdeP//K+0pvrnfHnxNnf3HT
3JuVlVVpbubNqopgd7P75T0Rcb6I3/kiPvP7hJjwxiXAJdBHCYh9HJsPzSXAJUAIxyDfBVwC/ZUA
x2B/5c9H5xLgGOR7gEugvxLgGOyv/PnoXAIcg3wPcAn0VwIcg/2VPx+dS4BjkO8BLoH+SoBjsL/y
56NzCXAM8j3AJdBfCXAM9lf+fHQuAY5Bvge4BPorAY7B/sqfj84lwDHI9wCXQH8lwDHYX/nz0bkE
OAb5HuAS6K8EOAb7K38+OpcAxyDfA1wC/ZUAx2B/5c9H5xLgGOR7gEugvxLgGOyv/PnoXAIcg3wP
cAn0VwIcg/2VPx+dS4BjkO8BLoH+SoBjsL/y56NzCXAM8j3AJdBfCXAM9lf+fHQuAY5Bvge4BPor
AY7B/sqfj84lwDHI9wCXQH8lwDHYX/nz0bkEOAb5HuAS6K8EOAb7K38+OpcAxyDfA1wC/ZUAx2B/
5c9H5xLgGOR7gEugvxLgGOyv/PnoXAIcg3wPcAn0VwIcg/2VPx+dS4BjkO8BLoH+SoBjsL/y56Nz
CXAM8j3AJdBfCXAM9lf+fHQuAY5Bvge4BPorAY7B/sqfj84lwDHI9wCXQH8lwDHYX/nz0bkEOAb5
HuAS6K8EOAb7K38+OpcAxyDfA1wC/ZUAx2B/5c9H5xLgGOR7gEugvxLgGOyv/PnoXAIcg3wPcAn0
VwIcg/2VPx+dS4BjkO8BLoH+SoBjsL/y56NzCXAM8j3AJdBfCXAM9lf+fHQuAY5Bvge4BPorAY7B
/sqfj84lwDHI9wCXQH8lwDHYX/nz0bkEOAb5HuAS6K8EOAb7K38+OpcAxyDfA1wC/ZUAx2B/5c9H
5xLgGOR7gEugvxLgGOyv/PnoXAIcg3wPcAn0VwIcg/2VPx+dS4Bj8DnbAzHmG0XP2aT5dJ8mAY7B
52x/CJivENPnbNZ8uk+RAMfgc7c9YiLKfu25mzaf8HYS4Bh83vZGFGLGqvS8TZvPd1sJCOx+wdvz
I4GICvLzM1s+0x1IgOvBHQjpKP0klOTIcY/SjPhc9ikBjsF9CvCwHxdE4sw/LB/2sHy8g5MAx+DB
yfZAesaCeYX5YnAgnfNO+yEBfh/sh9T3MGYrSRpuUgt0Ont9xhXi/zKUBNIUknvoij9ytCTAMXi0
1mPb2bg68USF+Orc1WlfiZyJ1LlL8NZz++hzsn5PmSbH4HOyhlRsA64Sff5JYyDjNWbyr333+HMy
dz7Np0qA3wefkw0ixq5HiDt/7eai47daQZYu35upcc/Sc7J8T5smx+Bzsog08iw7Wl68s0xNWqrQ
pKYoqswDR5+T5eMYfAEWiopSZDVDRaKxHFs2nWvox8aSgvUCvNrL/gpcDz4nOyAWk7qoDJ5+JdWo
U0mgruNCCXKTzHOyfFwPvgALhZufqSWyJ15J1SrUUOiYXp+tE5J4AV7tZX8Frgefkx2gIlCbOQML
pYFx2080wgX1tEYJT2J6TtbvKdPkGHzO1lCWJUmURDFS0kkxJCydkLfnWwIcg8/Z+qmq0oZhoA/k
ZP85mzyf7pMkwDH4nO0LIFCWBEGI1JQkhpTrweds/Z4wXY7B52wNRVEgcUy5Y/A5Wzd+H3xxFqwN
wDAIJL8ZUVnkgTLP/9JyPficrWHURmDgK265GsJYyttzLwGOwedsCSmNoigMQylotKhMuB58ztaP
3wef3wVbB1slFy/FsqNlM4VH1Pf5N/T5XdL1mfM1fI7WkAZBVGyEoqrrRiTCQyHz5XuOlm+7qfJF
fE4WkaJFodtcrEeqrmmaL6kcg8/J2j1jmhyDz8k6hn5AFEMhTV/S5DiKAlGmlPDle06W72nT5Iv4
nCwiDSOsla4SWQe5oe0EIrFtkFk8J9Pn09xeAhyDz8nuAIMTa66oyMRzfDjp/WqVY/A5Wb2nTpNj
8DlZRVVhE62uRJSGfigZcexVqx73TTwny8fPoi/AQhFFiEhQKQRBGEREMQkJLCvgGHwBlpbrwedl
EZugsVCm7helbEI36UokZ0ZGkvw++Lws31PmyTH4vCyiJIQusSwauG4gpwYVYhUKLmmfUHl7riXA
Mfi8LJ8kUo94IYJFQ6Klc5LgFIsOJ5R5XpaP68EXYKUIqr0QI4u7oGGqAg0lKYB/ghUj5O35lgDX
g8/J+sUxkRWSHotlM52UA8uVDUUxCK+C9pysH9eDz/9CRfAP4l9ZWRYFQVLUEHQWgcT14PO/sjzY
6XlZQxFUolB6oUHsWkvIH+P3wedl5Z45T34WfaaIjsYPgEHq0sDS4lalKeQm23ZRi9tFj8bq7GsW
HIP7Eh8KcsJVQEkcEWex3GqFxGcRnDbKs/S62UQcF5XsvVAsFBUyqyr5wfJHTc7x22s5H35/HIP7
lDkoXWIBN7XWjb/4nX/+QZlEyG+IlQPgoMdl0CfNxaSoDibceIREEcjVeMj2PpfvKDzOMbjPVZAk
AgzS4M8//PTjDz55SITYtSJFPpBa1YFTXEzF6ki6RU+IYUhinxOM7nP5jsLjHIP7XQWRmSvd+o/v
+Am5evu6oiuMfx5pRT1uUHmyGAWyT1OaQ8YVGiJ7iZdd6rGU+9Edx+B+pQ5PAYkqcyVbSqjWzDVX
1LX2sbHXDcjWtUzW99sh2ylToCJt1Xo9Cu/v8CXAMbhfmcewWHrL9/JSs1ip10oPfKICLgck11TO
FaImGR8Dy7Yg0Ua19/p2v/Lgz+9WAge0V3Y7jef49ygUT9zlB4bgU1ULqh/N45qGOmU9fyMZ2UpE
kANDbkpnTkkpRWB6sNXzcXiHhy0BjsH9ShwWGRLUC3agj54ciYs3FkkIg4yx3263PA8MesQPY0Px
5YlRUZNFMfacA3CC9HzmvMOnS4BjcJ87JJalmCSHUrNynjaCoFyuuSyO2tlnt1sf1wlJkqvXM2Uy
WF/w7V87Gbiy4qz0fJwedwhTUgBu1EbUWHn48588wkV5pUQIqpfyti4BjsF97gXsL4Ekxk5mFc92
qZGHwUSHd/Bg6iH5roPYbUGSFTVrqoomec/DZpYFEhT+6I//5C8+/PjjryQykmOnat42JMAxuM/N
wKogEXLsQpa0Wm6oZIJIEpTggGwyTqsexUSUVUE2koqiCq3lfU7/MB7H96j04Nq1m/dn5qbvPyDI
ecRL8MYx2Ks9gA2Gs2dyRHJa4HtxAoormkyjAwiUAXeMb7coZSDE7BUSU7+Jc93RbqtoW7rvOo4f
+Y3CR0vUJSFP/+9aNa4H972FBSS2R1LsuJLq16pCvUBQIrDncm2feWngAYMxyH3BahgHjgM//dFv
obs4Nx+4juu1VmaqFPXa2h8R3tYk8Dys4VFfrBgYFLIyleTQ8eTSw1KsrrGB9nDmDHYE3cYxap8x
TkMqxW6QPNbDIQ6qq9qjuwtNXVXNpCn6ExNEJQcRT3tQsz/4fjkG9yljOAfAuquZp3II3qZyUik/
XGnjpcetHZ2tKOwEGvqua/uiqVJp9JUeD9Pz7qC/aw/uFkJJVpP5gWwyyVwsROv5OM9xhxyD+1w8
5NUCg1JiKidFIdFzcqtQOwgMtvtEMXpowijwPQ80v6qgDJzY5/QP43GrsGwJpUrdDsFPXLdJhdfJ
2CR2jsF97sLMqh8ieeHMoKhmhYVKvvkVgldq++x2y+MouVsj5g01UAJtilbyzqnZ+kisN3s9Tq/6
YwE8Xr0F60vDalXdVOCFfr2hnx161JgUPI8nXXUEzTHYo02n6jINqCQZzkoV568Dq1IdM4OPKpGB
sUE9qDz4qkfT73k3zOoiyJqMOL4C0o+pKYdR+uzb7x0bSREByrznAz6/HXIM9mjtkMkQubEsa06h
gFosvY9VW5snRYgajqGISE3IsbN0s0fT73k3zPsgsCIZK3cf1IgQyaqaOvnedy6fGmTkVCLfd1wP
9nzPqbm04Mcg4qW0fmehdDBxMpg1VC1RUgY4NEKqmMKRjZOBgzQSAMHq7J3pBhECS5+89OYbQ4Tp
RyryAsJdG5B/j3qFxmxOoYIUBVo6vPant3rV65Z+2hhMG5EdxZFoSkc4iTeKWaDC9Mx8xY1BRjXw
+rtXkowazvcQSnRg8nkOO+YY7NWipXIGMgl9UU8Ki9dnDsI02p4pRYy4nFTDZEKPqRhUejX9nvcT
UdxcncqtuSYVUMU7cer1MwIJS1G7fClvXA8ewB7QMwbg4abFkAih1/s8+s59kMgmiRQiRURj6cJH
s0VRLJKoUbhbjHU1DqMzl08itEfISqIor1Kl8rYmAf5J6tVWUHRVEuMgTRyaTCsHZ3tH2QlRIaj/
4gdCIpPu1fR73U/Evg7Uqa+0JEOJI3pqitBiU0oSTYODHtPnbV0CHIO92guS4PmCTKaL0qDuKmu8
n1HP8gixabOkeqGRXhQaNEeTURAcvzd29yyygFwQWhw5W39NV8tU0X8iZ9KSmku4vzZAxFH2xRBU
XAZFuFV543qwx3tAUWATFZU4DhqlxfuF1d6lngVlta0YUH3rsxZEI4idEKV4Qbd2BDE4QEhKJDXP
chwUTUxP9FjaL1J3XA/2ajU1g9ENGmZSo3Z19mrM0gp7yO3EbPqh5W1gUJSyrlD3q4hHkfG3I6cH
Jc9WSet2KxLEWMice79XYn4B++EY7Nmipk0hEvT04EDSNMNCgGCQXjaGwaBhbayXSIYduU5rRXgn
jmImUNxEOuVPr0aGYSRyJ976fi9l8YL1xTHYswXNZhQay1Q11ERaajbadA29VU9+3eqcRcmop1uy
NVPu2Qv0tKNQTZFHXy6nBUqV3MSJoZ52/mJ1xjHYo/UMSW7AJJQ0PKRPyEHp9gLruG0d7E0DnIOG
vbFeAhkJEoEZPlxqu0F6q3R7MGMlTSxkUmpusxmnB0BIxdt2EuAY7NHecJC3hMNoFEmSIMph9aMb
jPJs9VLYk4auQtvdwFpM8jRBEuJMoQXkHz0MEjr38e2QLklhqI+OCpzEaftNwDHYE4C0ye1ZmfjI
SCR1TRP8Gw+KKInWw0shMEj9sEvfmciE1cQKFO+RxGD91ifToXs/qauZ0Sw5OH9pj9avj91wDPZI
+HmPnM1FCB4rvf5+sXHMMu7eEInXsaHsexhokvRwOp47ZQtDgRjK5Pbr00pZSo+NSYLduyPvfudZ
giMzYB6T+1e9pB+f9Bbzf/PdepMfRrke3O/Weubzgkp00zTUXGbqlXGnEstRDT7CHloswVqTHBSr
Ukwlpa0NZUOD2Z8dRI/SSTTFomBiTGp5uWqHYHIaPp0l5pG7rj5zPQ/xB1wP9krYKAeImO1QDVNn
X09RUwmXbtdoL1N5sa9RjF6BnVGXGer0bFqMxRh1QAVERx+V1g5KQHpgtVSx2hzkl97KEUU9svn+
R0BuHIM9WgSvSZ0wcpvxwhJ5+8pwQibFGw+CHvJoSioJlvyUTiM9ycqOksRwHlxuceghX/3oYBDi
pKKmEA/WYVVVlPHXLwmUqNwmw8+iPULaUwQZx5JuKiRde0iG3hj3iOY+fNjD7L5QEcmtm86ERiMN
3GTY14nRAYnKMYgOWQXEA3/BHQ4A1reIUReWXUHw7VB67aLCCPkPjFdgh9M6yj/jerBHq6MkpezQ
UC45YNQdcnoyihJqebbROyc9IkW95SU/rUeRnoAejIjZ1oMk9Jn/48gYZfy27ZY6d4pRWK+FSaTO
o2gpx+BTthnHYI8wCPOLaiZ02dbFlWD41TNhMu0WG21G7J40WHck04xtJaaKAWijZEMuLYK0OmJb
/OhgUBIlmdDy7P2apFGaPXlSINqRTbDqycrsuxOOwX2LcK0DD997MH8uhFKzRU6+EelmbLm9K26C
m6U8uGYXZdZWKL81u2g7Fqd3sQD7lIfCeJy86kolBMtVcuSMEroKbrKsHhxvT5YAx2CPdkZdq1mv
6/cGUta9P801m1cy8ysjyWu3e+acwCauLDi0tlS9LA84km8AeZmEGJmzsypxGkfG/wYeQ2Dws/+3
KJgZyct/g8hsaqBB5m07CXAM9mhvGJJi5IcTEWgHXSLoiTOjmt+qV3v2/cdC1QrlMCUIocWKYpMo
cpouFYLaitVLN+R+xYEqNEHpYRUhaq5NzSTH3rMFyjH4bBnt6BcqkXRjKu0omoDiZ4r6xnHdrVcK
Szt6eAc/AuisaiXMiKJXqXlQNjj3+gHI1dymRQQ48I9Ig3ouXf2qoLqBVaNDwz3LYT4ir3cQ0+AY
7JlU4bMbNpoO42rQCT03LLmOjUJoPWohkVJmTFVBDKrQrgKNlURCpZ6aypnQvEdG3+A2WLx1p254
kVOXj4336O1f6G44Bnu0vAGJPKJLdp22yTNt0wD1oOj2jHswjMjkqbzgo/anxdyOHipi5xOCbwyO
g7Xz6Cwj2IcXFyuB7AuRlzjNMbiD7XV0Fm8Hkz3KP3GIFBDwbAdxyOKyUOdSUBOqzRKYetJQX1s+
Ad1KFSWKZMTFYeVENJnCP8jYLI5IE+mjGfjkMU9ZyJ4a4vExz14XjsFny2hHvwiJAaedljBka2El
IElEaiWSUnNuRw/v4Ecy4mFSaSmgiiqKGqGaSGjFFs1g7uo0yR4dDJLlW49cjVZjTVNzkxLnEX32
2nIMPltGO/oFI+xDbctEQrZXVhzYLWXVMIRW7+rFR03EhaLOqKhIzAtOBKtYbAmmN/v1NIY+MjHR
YXl2JVRoA++vJDIsrZK3Z0iAY7BHWwSxIEmiD4blwJq6loaVJJcjtaob/1+LMFL0YgwR1z4fhdyD
h8uGFWooO5qTHMtdOl7/NsJkUr0YYt99BK36P/1JQQnK5MxYZTl34gjFDuz73Q6uA47BHsm2LUgl
9kSkzgcudGLqWF7VJUdCTqsU9kYfoGuBCqpusARCljmIuDAEq/UsHm5/ooB7RKEVy2nHzsE1nx3O
HWAdxv3N9Ug9zTHYo+UQGH27JgUKQIhEATnKn8lLquKGOI2qKDu072FghBHQqKinUkZ72aioKsjQ
C4IjEagWOfgWVB5VGg4SGvGx0IePj/HC8ztZdo7BnUhpJ7+J/Qhuel1FIq9doqIjjJghSg817z+0
dYnuX87Y1zCDCpGoJRNaO19Q0HRVkGPfPwqKMBZBq71w6wb4bZjNlgZibgJ6kJU/4+3pEtj/3uAS
XpWAgHQikh1H4RfBAtcZqgQm9Sg2a7eulmVJ3v99DRub+SJiAovMamMGoEimngcM9l0VVvBZKH75
1YOWC64N2IxcauRR8vpIJRcf0a3KMdirhRFV4GDoIjwHgl1qIWEuPnHWiBLB9M1SDLaJfQ+zehYF
awVdzdeNUDglKXprerDvqhAvT+/cnKuHsaSqyCmmsY7vjsf14LMXfv9749ljvCS/UIWYDF6SgUEX
abykJbzxraFIMeoLNd/vQakvdscCBAUaeu1MIPw7jSi11fsghu5zG4hrX9ypRLIgKpomoz6iYqBK
Yp8n9XwMzzHYo3UCCBBIlhqXgJXQRXiILUuv5GMhEbacwO0FBtlxl/0rDHykJYaM4gmJebh6UYzd
dwwK7r0bS5FhwlSroBAUVVVVR9xQj6T7QnfDMdiz5Q2pRqyZICxdth5c8MiwGkZ/5ZuLDcm4/xMl
u/9RFBIvNkM3ZRt5HyGpgt6Ic3lf1VrvXW9GqArapxbWoPPrdWIZxnzdLgULY9+7ojkktewkTGI3
+jSr52pYjsGeLRczPwiSqWlhHMQuFJMoaem8YephaaF3XBMUdPqgM2T2f6YVBQlFVSQUAO7Za+yy
I0ZfSBSNKNH0oo06Z+mpMRwBwHozMgknYd8+Dbt8i77+nGOwR+KHvRIgBLWaDC0QPQwZBkly+Lhu
aP7c7d7xbYftRpAqy/z0wKAY+ljEntX73bU4GMw0naj1mbKYUOLxV0/ThpoMrMnTcIwaPF702QLl
GHy2jHb0C3YfZNzXxBfrkjTNjKTYg2OnABN34X51R33s5EdQglCFJIK3sJ04IYjUYvTyO3n2QH6j
CEhtRM/VqpBNEO/0xaGgpZhRPZsmDRnZHrw9SwIcg8+S0A7/zpwDEZFN34qrijqz5g8cOC6Evs/o
JnrfsHQAeCDFdZQg7J/xA+laeDf/1sOGovot/7xGnFCUcQ5nIXt9nFfvBX5QPXIM9kiyTA9SYBCW
ygb0IOsV3oPEEAz0NADTWq+ahMufJLG9zTI1kCUsCdU5u5/8nRIqQgWLP7lRI26VjJ0lJQvuQfU0
iIgRTNBLsv9eifCo9cMx2KMVWcUg0dbugwwhuLaR5JCBK5uDrNYeNbnd2PZevQ86olSfK/RP3+Ae
jDdrLlxbpHIQn/zlyfCBrUe+9q1hgjKgR4djo0fiP4huOAZ7KFXgUDY1NSRBwWdk0yyTIGcgtyFs
1no1DJQg2poeBAZ9QXQqvYP4rqcJAy2ecav1UDfkxPlfJI0lHzHqyquDHIA7FCbH4A4F9ayfgUBM
ApMm6tELl46tEDV2AlOH6eS8uRAcd274KKLLbox7zmnFg/6gYSUUP0rA2hiROgySrwRxvhLk+ukK
l2uuKdz+y1lSljN123TJ7etatkK/8SoCtnnbkQQ4Bnckpp3/6FI6qFcjIRBQo4W10eGUKGeGBlZ9
ZUiq2HsTEyk1DAQzp5vIR0QsCpEUeOdYpMzeO93vk7GqEbdYd1XVq9LRcZ2UWO4Sco1526kEOAZ3
Kqkd/u6NpNuoifIckSUaUUHIDCYCX5Hhv0OgC6uQtMcmEF82B3RgELHQIuw9rNaSZigUMaRRHz0A
1BDIo4eFlqITN3PlHLk22wTPhmLu8TVfxsc4Bnu86mboE5o17jOfnYu0QWoaXste+AT+g3058RAn
KpC0EiJGmwWfirB2RERPaBEiZVCCsG9xMnBUlu8/KjVjNTn6yjsj5MacjU+NnumxWF/k7jgGe726
VZLWBpLMKx8H0HpxdlAT6PwHj+Ai7EUFGDW2K6EDmz+YZYiR0igKgPYTgwD/ymzRcvwo/8a3J0gw
X8eHRzAHei3WF7g/jsFeL25LywqmubiCGxuS/WJpZNTUU3T+Jth+Kf73XocDiWhMGgFSEgLPx0k0
Bts9ERMq04OBz1In+tW85VIghNQyXj8BA6kbq0osmLCK8rZDCXAM7lBQO/4ZcNH05cYK+OdhmIhJ
QvbCREq4g8MorPh7tovGRA3tsiuHuA+aiEEB6FhpTdwHcTFcpVHqSxNIo2SzmO16OE7ieSRMohgx
MRJ9mczzOSjHYK/XTdPihkOCBvRg2wAT2ZUG0bUVhMoAg/sBC7UAbl8wsziJsuK7sIYyu6gg9Jda
zbZCVRNU29VJoQiOG2TwCjxfYhfbimNwF8LayU+t04+Wx8tVtYQK7BqJFTp0eYKWy43CcjuPd8+x
W6pLmkO/ajTJuSC8Cf2K66USk+8rRuZBoNS1Pdtbd/JO2/2GfWzU+r1Hi8u2aR3/a7KbHPufr8nS
3ea3vrGfbl+2ZzkGe7zidhDHgpZIPpj2YZZBdoMxNDGggXS60WBBnfuTN/wQqHjmwxWBq2Y7WE0P
iKoE/WLZ1nEonr5bTQ6p1oVvjhPdeRQooSfn8nhT3nYqgf3tiZ2O8hL9zshmFEojcL6EKJXEjp6T
548lRFlnpQhjZz/yBqAlyXdtC/kI7K6JvuSMLxiaU9jPEXdvi8P4MwRVJHM3blQTOdm5/AMExix+
WNU925ia4hXodyHV/eyJXQzz8vw0eXxC91F38NxJMwemUaT6KSeOGVGsF2dwg9uXM10gqDQRBo4N
DDL6QCQNKwNhrKpOoXboAgajDbMvNe/NNARUWUqMT+CDc//TuuY6qROTez5yH/p7HIEBOQZ7vQjZ
nBIJYpRPs5yBEG4EMjCaRK3O5jRqMO0jhAvGF1CLQv+FHqPPR9QN7oDKkERjVAXtBwZZblbw6H4j
mfWL5PQIXtYpNlAmOMpN5Hst1Be6P47BXi8vVQQxOZAvVpkfQtZQa0IfzSuRFM1/uSLuK4SrrQdN
FaFp7aNnG4OIXgN1jdPcs89jr6+/mrNUuLbipbKCl339GExQlVbeCAMpm+e7ajdi5dLajbR28lvN
EGNZlepNhkFFlAOfDA8nkG1U/vzO/lin2/fBpKGsxmijChpgmDEjOxQiu3dJwjt5x/ZvwClFVq47
Tqglc8deEZAWMl3KoOKLmtbjfkaR7/gFjsoPOQZ7vRLZtBJ5dtPQEaTdVlcBSecSCpGtmcW2T2/P
rU3yq2uSgMT1NQyiHCj1IoRw94M7CXunPh87VpwaGh0heLmZFaESxoouBcx9ydsOJcAxuENB7fhn
Skb1PRpL/5OlwTcfNE2EjEwOVqhqir5P9kzuFBk0TT7zxfL9VEhV3P9E2D3gofi15mTRPv7H19rU
GXGbgftQmhzGevTF7XHtDfL52N/7fmifIT9bHFH1tKkZKVU69LPxobz0wQzCMdhrueK8yBx3LQ81
WkgkMQuhYBgqlJgY42649+GYNyByJZQ8M7rcjMmEaaix22iXV2HHw0NqdVkofvjFQqO13Bw4PmAi
O3JxoeGHYWAOozK3sA/j0yG9wNEZhmOw12shaypYjoQqAllEEB1qrCZaOpMCCaGIVPo9x1G2w72F
qKXEVEqwqqJrzdR1eMqtkkeZjeTwwmVw+L37wc16INXDExfwoVHKN+5VAkq9gdPjzFjUa7G+wP1x
DPZ6cRXDYKRn9ZoHRMAfGCOsxRwckaAHXRwh99E8mHjg5KdIUmd11lYbjUIYZ7xmnUJLtrldDqel
ifVgIU7qSTl9eoIUCKndm3dEWaHDZ0YIZsTbjiXAhbVjUe3wh4qpI8tIBKNFm26iXbOaDEwpCK1u
Iplirw2dAMvgkIfvEVnCG3om9ByPinFQAwYP7TKIlzCsT+/RTFLyjdExgcBj2ShYKPdiKkMT+EQc
3rdgr/I8Qs9xDPZ8MaAHcRZV6svAYDukE2oxdwol5KP6Agpj77GBIIKSbFr2iRRUCUyhay2lgL4N
tQmhBxmP26G1+KufLCrUpuXcGeTrIm2+ZjMrkZrMMXpjRvPI2w4lwDG4Q0Ht/GcaoiiJaNpLTTjV
CUsjpCR5TBbisLGCRN49NmAwJum05hLJLwadmLex4YQiSqLYap9FD68FD6dFo1bW5MvvDoHLmDSr
gSoHHk3BFYrWg2Jvh/cufR6JY7DnCyDDgUeI7tfhtYZVBoYSxHTm8Q+p22jt2W/G8gQJ8mMDQQqb
jS60DaZUGT4KjMPchnvuf7diEO0ol2jZqeErl7LwiwSVZiQRzw1hpGWTOEyVvNupH7Xfcwz2eEUQ
y/wrP6xLunP+/tcWMQnLIFAFdWC0OXBsauEfC0i5w81u91AxIs8kjtoaUAtDyXhko4PqRN3Sqob8
ywmi4kR44PZIBOSwj0vlTx4IStO98p/9VyeQJkmkpd/3R+zG2Ejhv3hLYSfwtXobPRbui9kdx2CP
19UH0dJASvRdqiVRcmFDYeVVu9xoFRYTzGEo985mkTORUkjMQ2PUxTuBuYI2pikqDMvZlEGoF5PK
/NJ0kYZ1OtFjcb4M3XEM9niVQ6TK51NI8wsF+OU796KzA2HdE1oPwVOPq93eeWW2TFcXAnDMABqH
1VBylMzeekBNn44dTyBxyY/j8qPqUjOp2+bbhzWLF2gcjsEeLya7Aca4EgqRg2Nn51p0ZlSJ9DzC
1+AwxEGSEd/3poWxhHjRQ4sNC71QI6VrHztRSCbfPd8+WIuCV5YidSgjDXAM7n5VOQZ3L7OnPqGS
RmRHkqzRRmHFiXFXWm2mIYZSSmmVozYtds9sFk0LSbyxtXeD6y7fH3kRhJQfTWeCRvLN7xyHAYaF
49FQVjVZVLOju+yO/3y//CZcglskIBE/iHFaU8XQdcNOfYlAgiMv9irXK0RgfDC9Eh2ShDEIWH4P
qSEwjkSLVSltuRNvDpMwFpAhEtqeJ5O6mxngcaK7X4ee7YXdD/1iPgGOJT2flgJUQUulzU78ppof
zqBstH211A727BnZQ1ITwoAc3n1QoL715deVVNSSTo0RBwkSKMS7vFL1TaUlnD6zofdfzNU9kLfi
GOyxWGEXJbCLelRO5EEos9GEkYnBJKg3Z1tEgrG0Zz4EzRR8Voupx6+xfXetpdtfXi8pjqONklZN
ZIbfVqkExZggidMnD20aL9BAHIM9XsyElyVBojxk2ItzxcDvnBHf/P4rK4vnFuLPbsj52Nu1vvAk
KrvSDyPNNASnO2tei/V8zf4By9MgVu9MPduJpaY0P7mdPx6Wv/e3J0hyzDWrlAT/9mfJoGaP/eD9
fZW16fFKPDfdcQz2eqngkADTi+8YeqshI2hkoyVySZRl8Nq0E3vzD6Ls7tYHE0lV1uTIZKdbDWFx
B9yywspCxbIasZZkuZCKkxLJraXYMATzGHideNu9BDgGdy+zpz/BUKLLbitpVpaRuLv+Y5+kJkfU
MHRqYHvaIwZF5AdvGTydkQRNamlgNSWyevAho9ajpVBXJTk1wHIhJdhiZj9fUXQ1Sl08ESNejbfd
SoBjcLcSe9bvIVEpbQSOqZUXvI79E3YYRn0b+vWVEnPS77YxakNAcKvd0UxSH1YR4Jr5CA8egwuL
QSaXSuaGUFoJMXcIDrgxI6eQxpg8kQosvp92u7A9tJHvfugX9Amk7WhDOaQt0cbScodQFApi+NQI
zqZWqeIhl3C3b88eEMEv+vhzvm74duzM2xiwZ07Hp0xuebqpqG7TOTWO6FQwicvk6u1oMGHHRj7X
16LcuxXo0fk9/271ei2AQXN0SDe9lld+YG8oPA0gmppMClrUbIZE2BNcGMnv49MNzGTkieHKdICk
pkP4pn45F2ruUkV6ZZJdfHH9vP/Rom7GQe7sGZ0IPXO59HpVjnJ/HIO9Xh2oOGV4KJGyG9S6v9Dp
3fNJfjwtmYLnYefuGoOrinPrfRBlp2VRE1sPbKLA93/g97EvFgTcA4997zIiYiJWde3qdUtq1uWz
33xViGSkN/K2WwlwDO5WYjv5fSqpGZ4tBIWuELIQzoOsIWgiSlDsiWeUqVRWbmlzk0lCkXQ5KuDu
iVrbB47BB2XBTAy/9VuMMZwKcbAyvRJHlbo6dRn5ypLEMbiT/bH5NxyDu5fZU5+AgqsQfYIup0a8
xbqz4R+0knCjD59MScvmzdR827W9q2Yu6OQ+Eax4wTVcmSD2e7VVyeVbxwuipQ+TUl4gLDvx4Jp7
/fdU0WtEuWMqBmpZii7/3l0pZZpJ8wdAPxRk9uAGf2F75hjs8dLCQYDdaI5RKufGJiY2fPHtmxJq
1EZjkTI7iOTe3Tb0yi6DsSxHVrOj71D7JeHCWjNXb5O4HNiFDKn7tHD1y1sFOZrzLp9jBl8lJZGG
oyQlx0+M7fZ1+O83JMAx2OPNAL+DDHZ7UG6KZlrriFchuAYqqURtuOb8VN/DmZFVeSco9imrYbXc
iXXTCR1uCYL0qNDG34GdRasBiRe++HpGyRpk9F0z0OAGkcjCZ001J9l08FyPxfgydccx2PvVliOS
OpcW/Mgrznby+mIWt5bNl/Vi6QOkGex6WGjUBCnE0IO01ehgDfW2TzTB7A2CiYQIBqmDaoPIjijM
VNUJ0Xjre0NsIDgm3DsfWEpCjIyJswc17kvQL8dgjxeZuegFoo6kqBNSp9UBRZtnNDsOUvjW8oq9
+xwfRIYlCWr5PtYkIl5wlThUKKMzPbhU3gSxZxYqwoA47X33uyRkefsKUfw67r/UGD8+3GMxvkzd
cQz2eLXBRc+8ZEpWCiTDTHcVhdYY1dHUpDgc52fo7jEoQ+94BXgWQzGZ7sTDAHoXQjVyVIdlJR5g
uOjsTz9dcKhUrepnid8QoghlSKVMXgpbwdAF5izkbY8S4Bjco+C2e0xA1ArofL1jaQnE1x3zZ0RU
BFTrE8P1vDNxffdnxoiAVDSEryP05dxAJz8hJNIpAgwGxTnEoe4e2jt+/esf3LBVwc68950MnBAk
FHD1bJSbml/1Ry6MHCD4dzzD5/WHHIO9XrmAXfVCdyIrR3a5uJFMxHhG8e+MWhKbyXv1XY8KGm1K
IofpQSmR6ujBKEQlC5n6TnkZnR6YSYY4i4+qalrxzv/mL2tNsKcqomAV7t66q4atMDOe2v39dtcS
eGEf4Bjs9dImGZ+DlkO6nxnMI4wTDdowMgAQXOkk60Qxuxj9aZFErV3FysCoGkT6qaB5wl+eSsUI
1lxtnuzFA6EzOPRV83gUGR0C7h69F5RrvYbMxI/I5eO0SfX/7DWcqNMaS8pKCIvNYcFXT10egsmW
t71KgGNwr5J7xnOTuuWn89a1IlJcgcENBfXKpAqCTneBhFtjXp7eJTKXFIXxJQogUtto6E3QdfXA
DqFwZMYqsb+eXi6XG9LwqfWBWexcrRFINWV0dM8F3Q5I9s9ZtxyDB7RgQ3LLTWYqH67Uoq5bISHv
nVQDxWjdKbisVOhuuOlB3SRoOorQCzIKyKw3FfDWja5/0OP3AZ+vZJL7H8xXrWYw8Mq3ujDYmi/4
cjl1/gwigPhZdO9y5xjcu+ye+qQdxUEUVR86KMXbfUsbG5LcWLEfztjyrqyYLHsQNhcZGBQ1tTtP
EPlDcnxwTgniwsy7eMcVFdE49trFrpdemS6Gsj9y+TSI7Q9w/ANaoKPTLcfgAa3FfJgQGw3XR6VA
lnDUufvpOvWpV3nUkhiQdpxHuIpjilKDIPQUu+2iHqrBsIDwA2qhoBG37oWor2aMdtgqsHFmZppE
zJ04m8fIu45/PaDZPo/dcgwe0Ko5Rlb2A1FxsDtFSjf2qGeOpkDHGczAWrNLDAKvrgOPB6vz12XP
OVg9GMSIhpuuGI7rRYl8hw5OIqXplUgh586i/OBeyTkOSPbPWbccgwe0YCODKUVL6dFKjWmvjk3G
zp8bi1u+uAwX4W4wyHRN7NkW6tILQMIGptl90DjA+6CHa+v010tqEEbayFSy68xZmK9JKn3lJKHI
oeD7aO/7iMtu77J76pPHBlQpkdP9Irj/orjDtx3JxwYFN5SQTL/zg+jqSDT0PbdtF+16VETI2EHa
RUNcQJcelnDnVNPjU0LXfmlUPVmJj6WIi8/JwTkmD2h9jlC3HIMHtBjKmyerD7yMSZA7AbaxDb+d
QCZfS4gpT/jsOkm6yATcYUOETKykTmWyc+c/f7fVZYdEpOj3hYMLkMkS54NP6po4XHS/+UMxlkkJ
9FERUPeHvz/0dmN2DFVfGMHw7nOxdvjeL8HPOAYPapG1oZFEFIiNmkOhPTYuUimiTZ00IzmoLoFo
dOemDCwUVCBSFSKXemFXnAz0o+PAhXdArUri6rIlyv7rv/W2ysLOWVVFD/P2A8cVk8wew9v+JMAx
uD/5bf+0cfJ83nel0lLRY+fH9R+qsXjx1UwgRMUHc5ES79ieicMe1sqPPWKLON5utBDBqXYr2jVv
905f2yf2/KKvkPkzvzICVyHykJOEBgJ5NF9vBebI5E774b/bVgIcgwe2OY5fGI48ubJUAA1uV0PS
+9lMGMrNueVAUnccr4Y+sFYeEoX8REPuxIYxu06ASk8H9RqDZGnBMxSvacrEW9stVFbJh4/siGhJ
fgbdv+A5Bvcvwyf2EBPz+JAQSF61RjcJ2ackl1VcI6wj907d8RlSYUoogi8wGWVaBqPWXW1MP6oa
K6d2ME2y7jUSKUV+Z4SwxGOfZXxICZBrB0mdeo2Vgxn1peqVY/CAlhvOvFwOhBaoig0Zdx0eJZTN
HBmkqoD71C74X+QYFkoggBpBoo7s2c7Zlij5vLzjM+2uX/fOPSETiqf+9pkoRmC2G1I4R0gwK2SG
9MD1Dr7IzK4n/Nw9wDF4QEuGC6CSUAXREGLgxe2AMCkRb/yYEhPqNlC/c8fD0wjRMUH7PljrgjTS
84XBIRlEMwfTlj5fSMqL8fvHdVdXqKPrIiP2rV4PUXYwzJx+9WBGfal63fkeeKnEsv+XbZOcKSJc
E3DnxWH3vc8L8kNqFFPfbu0i1DlmqcFIpY8c2gy6uovBXpOWDozT8MbdZoIux6+REtIT3RAJGoyn
v/ao2mxZwugb7+xfUi99DxyDB7QFAApZVex5oXR/mQjpjbMjDm9B8tT33s1kU7MfClppp8PHsonq
9mrDjKayxZkuK49gEaVVORuLH/5Uak33rLbo6vk5rH9Q0z0nmbLJ2Di8gCmySEjTJVIpjpvWqV85
V97p/PnvtpUAx+ABbQ5UCvRbjpgQqVXEEBu+iVUDppHDsTK2a4wWd2cNykcUFFV15JRYWah1FChI
oghckJKKSvHtkoA9ahFja1q+X1USUZQZ3pgnokNxHG2YrpxJRq2Y+wf3L26Owf3L8Ik9AINuvSVm
xajycLorynJVUSUnaEBpbW7n8SXAoEQU3fRFjTQKtQ1CmpCgiowdCaKqSASZfr1qgYcRmw+/qCma
p57r1JnXYmpEd+6FVEpmlbCdA8nb/iTAMbg/+W37NDZn6IVygtD6zEy9Y0Rh8S4ILRs3CY1r0zs3
KzI9iBumqgStQE9rGwE2IZFDJxJoEIfs+Nuzt6EivhbVmdsSsf3Jb57dGC8qWSS6c72UpGFiNL9j
10rP5vUCdsQxeECLCsGC2xBePeKXy5tNLzLwmTumR3FrrrDr0RNu0Rs+O7px72MnRimp+Z7fRGc7
Tkd85rgKMvYbiyv1XFhTL72dZwW82y1ELlMMrqqc30ycPnFgoQHPnN8L9AOOwQNaTAg2MTKsWr4k
RZEsbvjQgRKk4BLpUjYmfnHnGARuoUx9X/ItmhkRNg6dTEFlxlJOHDZXqrtwdTzrtTFH+/7dmpIJ
4mOXEh1wK1mF1DxFl4J44IRxgMTez5rgi/N3jsEDWkshIsbkuFwF06+q6h2uB7CEwsXtR5dz8NU3
yzsO2m4HbAeu7YqmGnqdXCFQRonyRMpRJLfaJD0NG12+fquO4NCByxPE3+BxA4Hx4ldlRWvQ3CQM
Mj20wx7QQhz9bjkGD2iNmH8wn5OsUFI1TevkvberDwZemE5AI/r2ji+ETA/Gge/bclqzu8oaxiBo
I3k90GTq+j3Ug5hlZXbe0X1h6KRRam7YXjxSvfblchjXyMAQzr78MLr//cMxuH8ZPrGHFrxo2Stn
Mprcyl7/552aZAZzH5gpzUplsieF+4VW4KKsWKee4HbTiWloCk4Nae2iqsudfMS8Z8hV6fVW1Bq7
PhCzwkz7a1EDRtxaKa7EC5/dCs1o+fXfOEXyqY2ztE6sRZD9yuTsW3AYejv2b+5vVi/00xyDB7S8
7crxWjpLQ89qWluNJfqx8ahJvOmkorOA62ceIiNmWk1kcmCZ9xGz2e0TEGRV02EeFXvBKdGutq1o
Qr5xe1Eb0ZrHhlHOqZ26v9bchaJPQnvo2IkUCaXBAxLfy9Qtx+ABrXabAzQ5OibEfqvWxHnxsSZd
PB9W5eAm2/E7qd0Zxzi76umsghpqmxKe8I81LZGMFU+q9aIWNrvhaTD5zH0xZwwptVdPZvEPQKq2
3moPFn0xtC5cmEDsGr8O9mD7cAz2QIhP6kLShJCkR0YVBVVgEGX2+G/CsZO0Zchz912iw8v2TNtM
m1sbOFSEMGIRqN39qcQ0Y91Wivjzvl+HfTtQSnjuzpwro8L9qydY6aiubeIUmohcFV8/xr4e+x6N
d8D5sA5uDyBriUj5NM6JUhTCLf9Ys0heprrq/ukNcBPugCNXkuKQOLYD56Ks612YbaNRUmLdUVYo
CsDstwkiU7PND+7RFKmT8alBxgLQNf2WL8liYvy8iURIDWkcvO1XAlwP7leC2zyPmmTQbboYCYpE
u/Mc1n4fEj2BGrrizx+w1L9oB8515AzhZ5Kkmpmuukur3dGIakwP7tjM+pS3lnA0thdvljXUOBt4
tx0J0wXBpYUIGfXDb6PsEgbryYAHtALPTbccgwe0VLCz4OQoBC2oi9CxtugLlKTPmJ4tVlo+K5+7
g2BrnACNdJZIWiqb7Ob4ZQdZ1NlWPbnWM7XUXIjBxygYp78PRsUQnsyNs/Kf3vZ0gUx8iwgGg2fv
AlQPaB2eg245Bg9okdiBDnvXt70oCjxni4IyiJjQXJtdvWLb7/CPbjsdxhMsZ3KCIBvY+J3746rz
HowyzC66Y3qabYdBD+jRrWbVKBRTxwbhkmSUNRvjfT7tggkgn7FEHbECCCDnbb8S4BjcrwS3eT5D
bVMk4dk0PZZONz/NuSSEL61Tf7dEEq9eTAiJCzf+oRAkuzPjt+mwDFqaUGlFVq1eD8hGje22y59M
vD44M2afssc24jr3+lrI1FWI8+DmNSNZGv177zaRqoEi3qKKmQOei79HM/JKeOE0ig/CdMMRuFcx
dz/HMdgLKT6pD8queIqekn2XRkXbISiZ1MUrg1pFg2NGDJ3CCC222my2dInKg1a1uCgqGmmVH0+Q
gO8AnNdWc/+JEyx8x7lxz0pYVnpQJJjmasPkYTqqFaFy1YEhXvKzh9uGY7CHwtzUVcQceloyr1hN
Gi9+hPAyyLpzhDRiMno6QwUquCXwQzw7Dw/H1VgByy5qPCw/7FBXrFYSlRSi6lGtQvedTKTDIrP8
4VVfr3onz3fpufZGcednBc81puCe561nEuAY7JkoN3cUUgYO2E8Uuylo9avzwCDuhx0OQjcmx/KC
S0X7GjD47FmAZj6RnRr3Q+It3e1QCrIn4RbUBEWJbWtrLMCzO37sF8Bg4caiEbbM198wO3mPUNiE
LMwsxZ5vHjsuP9OfuetxX94HOAYPaO1jgeWYy+ZgCtS4CbryKCBi1OZDWmuBTzLjiVYkWF+BAvHZ
s8BRlhJd8F0/rC92hWm24auooiCK+Pez+3nWLzDDcl3IOurU66bUMSUxTV24O+/FIdUHUp141Wd1
x//+TAn0YNGeOcZL+QNRUaD3iDI1mZMETXIeNthJFHwTa80H55pyZsKlgn1N2Ike1IjfINVFIYhk
CfjdaG0MyhooB+VUpgd59HK8XBCTIpm4lMOMN/HBPbpeTMA8qyA8Zgf+zJdy2ffy0hyDe5HaDp6R
JEmI4Fk7d27ShKcwmIPFMiadstiuofjk3JkY98GHOymhiSwhXDBVeP3FVD7ZdVEDBuG5V8QwUPLI
JtpvC0Q6vyRrtdS5s3DVg8qw06xHd1tDsYgItp1MeL8TeXme5xg8uLUWKOJahiaH9DiiURXG/bjr
zImbFrJ5x6RYCMug6X3mLFDPV0mS8XFDVhK59CaXPtNJIgAvJdPPjjt91kARiYsVgVTSk4OkYm9y
PnjFFT8DDJKg+0We1SH/+7MkwDH4LAnt4+8qag/aJ3402fINM/kgSgQR2eCkZ0bSWqOQDAbVsz/d
gavb9G0Eh61EghsU549d3phVJFMvRRrHjMaIW9f3l1MbNxyif/HjD5qTzcTkKYMagyLjZVxrcSVM
aw3fm/ild8Jg3/bXfYj1RXuUY/DAV9RAiZfQE6o1AWpqY++yMvV6euK8UZXM2cIOzIyxgvgYMxFR
Gj/Jk+EHQeB33xP38l6gKHWuXi34KGg4gGAcdp/tdBOWm6ru2drwMHJB9tI7f+bJEuAYPOCdIREt
kxI9T1qEd4IE3dk+ok5OvJFdVnK3b3XV1d12PgoqjulGFAGDT1i1MAyCcBOl/u5eDHiLBbBNVaZX
5IyWOTuVZvfP7jjW1mzJSDjyyJlRbpLZnWyf8WuOwZ6Kc2tnGrzqoucTefkRtnRH3ylt06J2Yrgh
ZxdndhD11V6pAGoQ/+8JakgUJQneiT2/DeJ1mLG1OV2KzdhJXJrClRPDbFwIKSnMNnQjOPfKabxG
V9GZPY/IH1yTwN4XjYtwhxLw49iPdLUxPd3NwQuWTuZkM46ZgtI22DyrYaUcVMKWREFgCurxpq62
Z/Wy7d/RJfwQwaPPypK3UpGHYWJlBBYbaI+rj8qxJErffGOYhDuY7p4n8vI9yDF44GsuZXMai/Jc
+mqhizZGRhw0aCnE06eonWw8evYsWBwnUdKgtBeQzbulQQci2Wjvy7lKg1G4VjYHJP3868dZ5m73
wTl+eNtHypR55QQJWwKj3+CtRxLY+6L1aAIvejcgtDh5ZhBFO/XqF7fjTb4D3O8E48wrYTFd++yZ
YsBVD97GoeOaKgODwZZ8RNwFw2CTS/2ZXT72A2bpWbkep9Rg4ld/hDNouAnR8YMHUj504f4gnmx2
OIt3Owr//dbPJ5fJwUrAIsLU8QE5kjV3BnXDugJcMC4MjPKJqKo1bz/TMAoMwvEgT8gy9CANt9S+
hlWUmUb38zL4Htfna/WFWekc+JoQmLrJ9lIoKqnIN1gyIbIm9p+ouJ+ZvljPcj14wOuZqQfiKaVm
z1iyiJTdzXsXqsd7NTVYTX46jTAa5Ddt3+I0UbL2XKJRCVPiCviv15pUF3WHpJPScFFSK+aeySzk
cksnP/vL5KR17dt/y8ApFOTg7DqIesGVSuCu+C0p17ol/XUMjErCO6/ZdsDifRG65xg84FVEdCcx
Th+XEroqR053YfrVgTWSGTDExi0EhSFDcHv9wni7iaAlhvQwlrXuGqDtblxWphc20z077kIQZEw/
8rVK+tVXx7p2RZ2IqYSij3xaClvxyVdPHLC4XsbuOQYPeNUt1C/SXzsfJ3RNDhrRE4KqYWcxhIc4
RSIzYntCGMRkx5FoZk8i2kbthJ2yqoTMy1FFJjDC1faOQUci0z+564vlie9/K9v1KcDZk8VoB1+G
iVZw5pUeBIUfsMCfv+45Bg94zcA22CAT4x6SKAS35m+pu2uXfWKpOXsJVhalm8/6sXmB2tAPRSN9
zAxxL+wyS7Yx6BeDWCQR8qP2+joqib/4qhI54om3ssTt3CtzJLJjsvhhLT8cROPDe+2eP7e9BPa8
ZlyoO5MAPHYIt05IkR9Rq7zVsaZTU1629eYthNHgILktv5oISwyB9yGNKG/a6iorAc0UE2+ZYTD0
cSDdY9PI19cqkmhPnh4hQavjgBRp1ZVI7ZoHrgwTFE977J4/xjHYtz0AGyJwkZhC6lFUX+oqmLQ2
I3Hw7HijERfvLmyEcz9xroIowSLKmERF2S2g5MNaW81p8ophLAphAN6nvbaHX6xIsqDB/4fCMV1H
ziDGZyR2/WqZjJ1Mc2btvcqXY7D3ktthj6jRYqok92ZKl1F/fnGzb4L1IVy4mFBT8TJKzD/V8S3K
iixQymiuneXihgkVaU9gjwpqwCAybneQBLXNvJv3ZgXTj8cujpFIyqgbvhJbHjRJY6GZbJWVMV7h
ZYervquf7f27uathXuYfR8hAyFxImeB7KZdAHbi5BfC7DwyMZByf0iiMns4dL0S+HYJEv8YKlK02
FmsN17/D8AuzzZ4FXS1YhurQkTFoOrgmNjBuIfhm4ctbS8OCp6Y3XUT3PBR/cLMEOAYPfEcgiZAk
zp+Y03ID6jVABS7CuEN+75Dh+clHDSG+VhEVFM5++nQUfUJV5xLnCht1ceV6KOG8OzhU8IcRL7q3
+xqmtPT7I7T887/5v0bHEg6fG/7HIRyR5at3B78+NiS/ojb5fun9fuEy7b1Mn9hj5KIKYXpsBBlC
m2qoYL+rhhKHsVMlTvBsftAVR1WsQmPD9kJxiUPtigFGj9iu8bvL1taccuzcDCIhfSG/9WlYcktC
UlbLA29mic7jY3Yp3x38nGNwB0LqxU/yeuhFLC6GMlXXUXcwhJpZA46HRrH1tDiZ9Tm0fEXzC8UN
A06Ms6NHUpNwD1Kk8O56PWGp9WPS+PxL0Q/T3xjdYlcF6GavtlQ3uTL6XUS97jkOpxcyfEH72PWa
vaByOPDXmho05bh+76s6ZcUbNm311HBKjNxWM9ASz+YrG1FDxYwrS+sTZuwVAdFG4LeIfXf3GGQJ
SyFZ+rwwaFnKm6ktyU+w5H71WdGvpZyhMQy09wvngUv4uR2AY/CQls5QEGFm3/8IlSUeTz1Kj+ZQ
2dMFDancVZBim3ldMi1hIO1vkPyu8mwj5E0Uqefu3j8ICMth9cF9dbzmK6eeNKgzu+SJVMoPknpr
J/WhDkmgL84wHIOHtJah51JFsovQg3TTpSoI5ZG8LmtRy9qUaL/NvFTRjk1T2XDgiegP/8MGBmPP
i3a9nrDnaNGdWw0jW9YHxhpbRs2TsqvqRqp+eSKMlK4EyEOS20swzK7X7CWQyYG8IrsPUgEhLu2z
aFeDISafMdScUJpb7k60324WVojUX3Nq489RHOIAWWZ6MGBlynbZBHg1otv3SRhVR0+q1S1Py96s
Z0pUXXrrVAth3bz1XgIcg72X6RN7zAwogRdSlPtscyV1cd6HRMNBNQMO7RXr2RXeYY2JLUvrwqAH
PRg2Vu2ie7iuIU8wXioolmMNTnSoFzvvUJizBa8VlE6ZULI8ff4AtgvH4AEI9UldWm+cHJXc4w3/
3xCwlzkdu6YO4//oEOovJT6YAJK2nQ7CxdjffmzmamLS6hScSOgoTy//3Whhbijh6+Xdvk6YVuMv
Cqmh3NUrIzn/0sbjcDRG7QEri5hVTN5tkAGYXbsCVXc7Ev/9NhLgGDykrZG4cGlINRPy9DIucETY
qCFNmQs/l6P+MFUeJTrxKdtMi5qaSMNoq+3ldF6q12rIQNplkwT/3rKu12RFMzNdVlFmbgUGo+JM
VRQ8/fSb48z+CrJ93notAY7BXkt0u/4GLmdDIvn35pgqETb2cigTOxqfFOuTvvJl+ik8o6vMviHi
yOCKV7YU4TyXUyut6t095PdZX99VUg0hMzaC6143DziIFIlz7WZJFizzjW9gbjiJ7qH/wxLwczsO
x+AhLZ1LBnTf860aYrOlLmonWFGagTyZLqXs6ObT9Ewbg4EXhWEkaKkNPbo+/Yygelp4Y9e5Sx5R
Z+95STk69voJ9LWBMeCNUf6G9+YdKXIT58F1yGw//ELY+/3CMdh7mT6xxyZRR4YUKmk+GAo3U1Yg
0npgyvYCq+J14jSf0AnWKvBcLxQUc6Mcfef+1lLEIeX6ro0yPlHtsiUZ+vl3h2M33OD0hf9EhbK1
V0ANHinZvB8FEv64Ne/jkOT3Ag/DMXhIiwvLy+XXc0Iq4ZQQzNLxIbCAbjDOXErU1apya/twTPDF
IEsJufSoNahrW699saMIWenWrt9GBg2GTG3n5PlB4nkdNQqFB7VXfFQz0140NinYNlODu4/D2fWE
Xr4HOAYPac1xeJx8RW/FQnm63E37gsNfGtl6Fyea6Xru09q2s2lXegGxqGYkTC3eGlmalRVX9B/t
ej1N77o9aNZm32bejpS0oefaKHfuf1FPJm1y5gwxNUWkfrjlHnpI4nuRh9n1mr3IwjjQdwNshoKy
FVaXwL/U0TciyxhsUW00SDnpe82nnyVjSg3D1KXQ3pKjlNdFJ3BLu1/PlbtWPtmcu5AmNkilNvIb
2cWQVmbvWKrqCePjREU5UNfi18ED2CO7X7MDmMTL0KUHDWJlhsXmlWZdj9SNzdwuPZjRyLfy995o
FP7Y8RycR11Q0DzWJBaeJg+eVMl9zyZXZh7/uze5fPph5mx9FcRgd9pJc6yw9qBGanOZ38wifwMj
bFTyFcgyEc0F3ahXh7/7LbV9SDZz3DWxE7Hu8jccg7sU2F5/HiBJSDBlF9l+oBzdSt10bDQpCmJr
RgTWUOZ2Wz+foCixGxhbql7LSUEUQ4HFnKI9qULhE2auaHLWKWtJ6fzf2/pXeCoW6lGmUTJP5HdS
m22vknnpn+MYPKQtoNOIZI6PoHB8gFPpVoycmkyCtLB2NYYyCjZVW9k8QfgSBNdTNvLo1/+qDsSy
5Eml1ZpMzy6CBmNsTGSZzF+dF9R48PzjYmjBRGvfLZF0ozmO6Jld21sPSawvwjAcg4e0irIpkOzF
E0kJbDDgtd/qx8spti+3bjEnefAUCJU9lIpp14LY3JQRqiieVlgrDfjMdQ0JZT738HcWTdk4Mbal
Pxxm7Ycg6Kdk8MJAF7fFIYnrZRrmmWv1MgnjYN8VV7yhnEikYJlV5N3SkF3oKnRpBSHUT2MobLgx
eK9RueKxJgwFihokSiiVvaPXCAUhRArH0p3x03X33Xe3PIPD8NJsjSiNobcu8hIvOxLpXn/EMbhX
ye3yOer7PgpCOJEcLt7ayILv6iSVRaVs2ZluIK+iO5DmsXHSchTJqrDF5hLlfEmjqfqOMYhA7IiU
73q6e3Mmu4X+G87Bxo3ZQCbemfdGyNotc5evzH++MwlwDO5MTvv+lS9rcQz6z0CKl249fAJzzPBE
gsgKma61D6rbchyeHwityEinHp9QkPAkJU46O8Ugi0WjpHjXn1/SR57A3CuS618uxJKjnz6LOBke
JrrvDbB9BxyDByjc7q4VUdYE1UASXtxYXHkCNdLgSFISZaGMgoVPq790Ok+tUEtvWbdICVG7WkOd
0J2dRfErIQ7qy3JF+f6vTW4VQmxNP6zGxE0MGyRSha3JvYckt5dgGI7BQ1pkiZWaMN5UM/VG1nh0
Y4siXBLevig3fDViGPTJlpjs9WlWbudSinxty6xzpbON6uQjou5QZ+XCIGEW76w0T2SGfnFwg54G
BqHVqWkz83pjPjJaPgnwxcgdkphexmE4Bg9r1aHcXOLEsWIoQbMJ0+jmliXKsWNKoLsWYrr3cvSD
LRVn3Z3nD+Lc25hviJlq6rzUnRaosPISyHGcKdDcoFS/PM5OyM/MazwsKb6I43AMHtaqAoMwyiRD
JaH6deae2NwMIl+4pDh6q1SNkTO0swNlVxeoCYNqFJ28xGe9FtSyffd6QU4tZN7GibMrLkeKLDug
s8uWlDRo85uT7WRHziv6LIHu/e8cg3uX3e6exC6Hh/BsRCQh8rytOUABnTgtW8QpFbYWSNvJSLIs
RFE78m1HDYbVwu07FSlaSSaItxqLxhr+i0BlTVwKErpna5On4Y3EJuGBojuS6p5+xDG4J7Ht4SGW
kEeyb+hi2C6RtKUHOyR5LfDiyjLc9LtWg6DuVkRgcNv6hY+PJ4a12dmiJ1lqO+Rm4wzLPgCaRsJb
rYTS9M/9lk5dD7PhgaJ7WPIdPsIxuENB7ftnQB2EffZYKnQJEva29AfHvJoxfN0qIHch2nU+POLO
dqUHzebDh3VREcjbxxhD8MYNFJ+KCICbvb4cxlHile8GbsD2yLY2on3LhXfAMXhYe4A5/ZC0dHkY
9R0Edwv/madi5w8PxmZQawZ0DxjEfTCKnhJo+th7Cs0Hs0E6SXK/ft4jesdMC4UI32T5S9tyYz0F
8n1BT0hByGt/Htw+4Rg8ONlu7pnZRWGJOZkXQxq7tceHDdgpMpsVdeq4jExp143ZReNd2EWdlYqQ
Mkj+/WSj2+wpI440JsU7WZUKulRvSKpChGD33MG7nv/L+wDH4GGtPShgBrOEnP/ReC05sPQZqYLk
kJU8Wmu606SDpzL1kmj/cxN1Preb1kOVeINmZYvdxo1ld/KzgZYmsW63xzAOwWGDQSozpMWqEvzt
xSaq6+Y3HvBjcUCI5hvzViZamvhOWmUzMXds6jksab5I43AMHvJqBgIoea1yoaXnmaljQ8HImipK
uYlTNBNozlPK/IEBzbNqjS33SVSNiWRDdOGfIODU3/atWEl7VmmUXrsrCAvOJU1hIOvQ7+uYUXz7
kZeIPG1klFNXHML24Bg8BCF3DyEl8hklcJwZXSU4mnaSkJhjfvDcm17GMj4Er/V2LacGXqvW2pK8
JElhoKTkZh1XyadhEAseYaRw6c68oHj575m6zHhqNvrTmNPik1tCOnIz58/y3N1D2B4cg4cg5O4h
xFQGmYTGwH3oG1hCui5ajEH32Ct+3JA/eQqVLkoVxiietrX6CsyiclJqlhlJ/VOsqhL8HgqJCzdd
1aan3zlvakAk7bqAhhEp3SlmErEwevEEo9bm7YAlwDF4wALe0n0shpar5GfLjyXThwH2e3rUqLrh
o5Xtg9V0SlVd1rf6CiRdIIrkFVcxuC12JEJhvSnc/VhKF6zX3yKgS2O2nM4+gA6uNqQcETInTuwl
Zu6w5fn8j8cxeMhrWA8VJbLdsPgwFqHMOrYXyu5kon5iRXHcn2+bukSUmOj65upp7TeISFoJqRBD
D8YokLQtUalA4L+IZz6/2wIj6bFkizEmxgJy89ebIVYKokkseeI08uc5Cg9+f3AMHryMN40Qq8dP
j+l+y7o/TfS4y+8mKRLyjoTXallX/fPtU4UYuxqxqlv0nE0yauDHUh3oYxwV278W1KAz8zWqUxy7
mGL3TkqJxKw0a00SF5ZFuVRTJ6dUh9f8PITtwTF4CELuHiJBzlw8mZf8cAX5QtTr2vsKglZictpL
B9r1+rYxo7IgiFGrgjLxm5sHakJYViR3tbjh04Pd/NLspOWdf011k4SuskB1NXROi7Y0gEpnMLLy
dtAS4Bg8aAk/1r9yV/wF7+GAFC3dmiZRtxuQbXdRIa/f8KSzN/Qm8SziduX1rfVTSSjmo9fqKN4E
VRcHG/ouGZ9LlzOU0iwJs8TZWpBi7XnYYltf/sny2GI0cuH1caMJGkVQ+3Zao3X30VJNmTTeHvSk
Yb49DmF7cCEfgpA3DTEkkrOTnhAtX7/VUMUt+i4UVVWTaosIDotI20G+uYma5wcunmMlCLv8gFCP
IvToMwNscPGbu7/gmfrUlTMIzdliX03H5XosOMVTZ04yx/z2F9PDltuLOx7H4GGvbY6Sty45VGve
v13p8tGvT0NOJgCm0pdAX8jU4uMtOyGpqpADMSHDZwejApFkSXw2BhVSfXD9oZtyR187gQ62njWL
txbFlGirDJ1hwM+iB78/OAYPXsabRgiJ72XOxJGekipzDtlCaJYfzwVW2HxgEZhomBX0sSacT2Sz
2lhcBzFh1AUhhkGZUaU9o1HSKi5XAqWojaKw/RNKmc3cWJbTprKMatuB32UvfVbH/O97lQDH4F4l
t8fnXII73OiA5OWGrOvXtpZ3Hzk1Tut+2JhjJNisEPzjbSRUVN9YqQGD3cZPOAcVYPAp9tDVjkKv
5VBRiJV0GnzeT3A9VFAFMQqJieOu9wQ1ucfX5o9tLwGOwUPeHQqRDJK+lKnKicbNG1ttLsKpsynE
TYc3fILr2hPMm0rN88vObehB2g04EbQvkghC/We1VrEWGyp99RS0rLl1+VuOaMZNR/vOeZ1wLfgs
Yfbk7xyDPRHjzjvRmtj45jsjkSS6LX+LX4CQgYsTpiz41+rwzVF42x9rkeqKohXMttpn0U7DWVSS
hGffB9XW3LylaNL7Z9rPbrEJfT0fJ5Q4e/6dcTgi5Sfk++/8VfkvdyYBjsGdyal3v0KQaEM5kzc0
UTRz6S02D5dMjCYV4i/gd/GTcpAU2TRl1cFNjgG4S1EKsIs+mwRDcFeWm2BuO5skFgCIW9/m9tlD
R9ESE6+B4QIw54fR3i38tj1xDB6CkDcNMYyoUD39d8MlZ6jxr368ZfQ4MCa8ptioFwmp6pna4z/w
/b+7HGcjuSYzJ6C/YTgVWneXHceTVNSI8Imxxaewfm4Nv/r8l6npXULZ3QQykzbYfZHIW/VJ/V87
sh674tgF4DkJPwbfHwe/P7iMD17GTxxhQGN1I6ItXL+qKGi6hHsd04NP0GuwfoIRKmKZDizUs9O3
KEvMY7hQaMeqbdGvzPoSgYW79igsmMU8q3y9qQHMuP55TSs5IMXZ4W19/H0S14s8LMdgn1b3VDoM
dTMAYjY3SSTJtBKFSpOEwM2W9ZFFTaZhRLfQS8iaBm+GMLvMSpo9kYswCKPAbz7SiqPl0288Pq5G
Yqi9RtFKpiP11Cm+Lw5vX3BZH56sN410flCgqupsrcAEEtIBI6ZJq8LIzLZwFYpEk+MwElZLEHbZ
dGRDR26g4AaUJSI9wUcREZTdFZ161hmhp7boOShXYLBUoNR2Bq5MPsFx2CdBvfjDcgz2aY3PjOhI
VrC32ESAnuxwQhJTVoWRpG0hcomJKoPTXvECdt7ssoOKpgE9KCZMnRE7bcVgTJEpKNLFQPTj7JOO
mgh+s5aqSrMYHz8vbIkJ75OYXoZhOQb7tMoTIxmVetZWJ71PEoMpRVGry8z0uWV2AXwQApF1v529
1O2LgB4EBlPI0sdhdGugacD68ko3JVuuv2Js9SPCDeJPL3liKxg7LXN76CFuC47BQxR291BSPqNF
NnMxPNbwT3IJVYtKSy3iNreA0Cc4agqKgfsgs7t0/V1DhDcS4imNYBTdcoZdrUu4cOfBQDQa/er4
VrtpLNLSdJH64dAVGEtH+iSWl3FYjsF+rTq8fJH3BAcg9JuhybJfr1ixbW3BCv4sCMh7X2OA6cJg
2y6KaFTXBYyfzMnbWJppDuvHzFeFLYRpYSzQRrkleMLo2Uzz2eE2/RLbCzgux2C/FvXc28m6nNdI
g10JGxtnUm+IkMu/etzVpcUvVvJjW9YnS/IDxZJQVXWmB5XOfdFphRVtxBr70vTyT8g5EkPQId77
6v7J+6XgP7S25ubqCvEaDSFbHH7roi5xk8whbguOwUMU9qah1ASNlLjS0kGxSzq1rdmCiKg3D9IZ
G/e6LWdRSlTdUBGUtiVTUFRlkIu6FoEX8AmcTlqSFGYLLQSJpgcS4hYujJg4Nz6dccLc2bMKzD79
ksrLOC7HYJ9W3Sd5kWrR/M+BhkqXFVOiASWmQvWoXsdBdIuvPSJ6KmWI0Vb6eSWh0VB0miSKva3+
QVBJxTP3Co6fnjoOVbsFgxGpfn21IcfeyAQISJVn5l/0SWwv4rAcg31aVY9kE4YWrPwZUieciNH9
rjaR+hExkgk9blURP7YFg5ToyYQmUNhFHwsP1dJmFIgoZS2L8VY+NAxgLRQCrTH2znk8uMXnIZPi
QjiUpzVJ9DHuzuv59kl+L9CwHIN9W0x9dEhxnDuLsINqXXpJQM6gNDClyVGz7G21rcD9gCQlIUYN
p81mUVROM8NAilnOk0S22FxwdF0p0kTKO/7eGAoCb8XYyt1GdsSITo08bm/tm4BeloE5Bvu00nAe
nDhBbFVaslk8zEY+PZWYihq7ohiaV1je6h+E9w/RorB/btGDJGNEgRTavoxb5Bb9mSSV+xXVjHNT
Q8S3t9o9a9du2JIdDPzWBaKknnSf7JOcXoJhOQb7tMgg2j1+InbSuYc/hSbs1LkFPaFIycgV0TBp
iZXkfawJyIT3EI8WRFvwaa7eBy1KvK0YU+Pp2yUxrpzBZZAa0ISPteKjkuQ8ou+9h48D6p9xo8zh
7QuOwcOT9eaRvGhwkAZJY+bnt4tOxw3Ich4Cok4KKm6E9a0+AmAwwI1RiNo+9005wKt2UdsJiLd6
Ut3U4sJCg3rl42bkiZq4JRbNdcSEu6y8p1fxpyDk98HD2xccg4cn680jVSlJjgwVhBHnD/4t1TZA
CDXETqMC8ZRs68uZ9qUv6lJrqNYkwPhiZ/9QNCxidM6cFhGGdEFVE/ckd5Cl8662yEGmbgiQt0pL
TUlofHeUoOKvMLr+9xqK7hJSn/+jeVUzJ46lSQ7eRYWXnz/EbcExeIjC3jSUpJDUhbOGh8Rbb0sW
ISHjaRJG3kpbn9GucyfsoqYUULVRgxOCQCOuN6xkxOw5Irjs2+Sjqw25ULCSKqL9sCzGTfEEgmw2
TUPFMCg/D34aagnjE7zg4OHvB47Bw5f56ogakpTee00NHceHT2/L/etMNvKoM/spQCggX3Bjli5J
5TU/MmolVpOChaWtNaykD8+G0K5b0ZV3qOBoS+T46tdLqtwy3wN56SYQagT5hs07X9ZE0pTPne2X
NF7mcTkG+7T6Pg6d6shxhMpEJLC3+gpGdQ8cgyu3SjDLxOAaXG8BkQeSNFKjVgtOvrizfhKJXEGK
BBn5hZvy69sxMdaNOzXDEEa/8xgEAVbUnWkuzlJVCpOnx/okjZd6WI7BPi2/pLJi9CZJqZJMra0m
FFMMQlGwCveQwoR8iA0jKE6buZxMhST1gcGueFGJOK4gRwISdTdhELoxJuHKbJWqRv7E2VUt2OkP
ZN4odNbwU4qYHBt7Yv59nyT00gzLMdinpZYoOy9KQ9j7gr+1vDx4BUGbHfn2lw/BgsaK5641LSLJ
gUQc5GWm3jrLF0vEgx6kjBWmG4MR+Lpj0pguEzUQR9doZOJO3iFi3wxSakgpLxg5k+cY7MN24Bjs
g9DbQ3qwlBD9vAqmJatc3zIL2UzqxHO8r6cROaZ0+LaBQSGfEryM4MBc2rknovyE7yN7EPdBpuc2
+luNOa1NNzSl4Q2hqmdbC3ZHfINIca5E1Upz9KzGa372YTtwDPZB6O0hkTqoEOOEQAPf6aQudWZj
JJBn7wVzRfgWEJu28QfAxzRIoBPf9bpC3GAJBSaZXZQpzc7PmU0HJBVlTxGbrrkWJhp3zqJsAzQL
jNbQym44LPolk5dzXI7Bfq17pi36d+eSaUma+QzK7rH29o8m5MFR8bUK3Heu1rGbIqb75NcT5K5a
S5hWduMheARHRlCyKaoNOakqos3WGpwNyem//88crVEQzrwG3x8adOWGA1At2iR86A3Etn5GJcgx
5O2wJcAxeNgSf2y8UeJKsmVtjQ1TUmnJ9SXXBi66Q89EjV0lt8SxQANCa3b8guvD4GRKK3UXZk9z
/PjqUXRzS6hkIdJpS9CYh7HP0ngph+cY7POyn5dbilKvbI0N04dHNcuWVmmfwg0vPpVxvYMP8PFp
A4O27dEnradVrVq+ShLnruSfkNtrSnO3w0TQMAbb4Tm8HboEOAYPXeSbB7xoeKLcrG6tPy8OTaR8
F9l8KBKoChu++AAaUzL1rQkVTA+CFOYJryNTBJES3zh9jmw9bPrEvX0nMKNo9DRKTGxJK+yzdF6K
4TkG+7zMU3m482gL1SU2NwSYjQ6IoZAglkM0RJytNebfU/PmjmtU44eGTIMgdNUJnbhbDpsRXby/
TBVqnL6Q3Y4Kqs8ietGH5xjs8wonRlJ+oAfTW86WhOSHEyQ2ab0K2+bG2RPGlJCMmFt5SQWiaSgC
+ng/AB2L2FZjagyS2O4Ya9Z+KC3fWQ7xWOrU6S18iH0WzcsyPMdgv1d6KOf7SeHRlmmERBhIS5Hi
VYr1qDv4LPDIsLEFgziFmqaG1MPHGmwyiws1MaeoqSxp0i2ch+r87YYmhqIxMkTrW1hm+i2cl2J8
jsF+L3MqEYSGuOUsytjqk6YUI4imDpbRrjMkWO5TypZMC2BQ07p8+euvpRBreakuppGZZBD3Cctd
XvJ1EWGmJgmaNo+T6cN24Bjsg9C7h/Qzb02UpJHifNCubd3BFvL+EkrkLkWpP042umO61SyR/+Kd
tIMqZ4lOHV0R+FHjWB+ZahlhruPnK5HEw+nhkTmLfptaw0ond7cGVlNcFuNqNRIiKf+3RgJtMsPr
DfZhO3AM9kHo3UPKicEBPaKaFRDQoXVxMcHprmQzevqcZszmurnrYZSRWXrSkxt9rLx2gtgt9Exb
PjLwidjJD2TFCvHvqwXRQHkJUd3q7uizZF6a4TkG+7zUYmJiMuF66jxCRjc5/VCVyZgYN8kZL/pQ
e0w/aeqWe9/6azDCp26AGuRRRUDYNlUMXBalzRiUSP1ni7IuSom8rra3wrb99llML/LwHIN9Xl1K
BsdNu0VvLmwu+Ml88cbUpFE2ypUPw8cCWEx924CWCFGjm2jVSveqokjl45ND8MB3uQ+x8iiSNnO/
pQihPnXZaLsGUf+Xt8OWAMfgYUv8sfECoueTQcu7+7BdDnTjPhiiWqA0OSZafmCVin73OlGS2B6D
KLa7mSB/7qEl09j85iWZ5SF2RkePInEe+Yrsuqmzb7Z18GPn2D6L5mUZnmOwzysNzZQd1EK/NnPj
NtgpNs6CyEVySTYbaM1sPPCgtZHkCx0Xkmfowe4DpT2zHMlhnP7mmXZGU+dPbQxaM4omeVH2WG5V
DCLnNDz8/cAxePgy3zQifO7ZkZwq6KUvPrrrMLrf1QawIH7N8BKFrDv68xmcVFcbcBQSfef3QTgm
JCWI06MovYuM/E7CPrPJEG85hr1GSTGKYSQVPk741GfZvCTDcwz2f6HNXEYXU+7DmzN258K2WjtJ
8qWC1DK+ejTdhUHkyj/NLrrZrFKr+5IYxgaUnr1qel1r7ath0PKjWFTZXZBureTUf9G8FDPgGOz3
MlMrfu8/+YHSlBCV1pVFmAh8MGInft3OVk8tp778krIcJurCyy4lydhboyunwweEFDumVBkB175P
FeU2MR0zZD5+PPHT2Qb1m+T0j8gpYo61qUvXGhSwSu5E2myJupljOIZKMt8MfdkMXOx9EXvXoFRW
5chpwpbiVhYRlbbRGKmompTjEGkT9VlRYVc1Vosex1S72SCBg1JKbeKK9UNqm6EibvNvo/ksr56U
VxxYQ80BVuRwc/ORivFgUfJHBq3opLI1b6Pfcnl5xucY7PNa0xjYEiXF80N35cFiJ8AljgASMz9i
hFQWa9OxolJElDG9R4lrWyKKZYPnsHv2IfjvwYG/dhb1beCqtTDnq4KYHduoKbMBWXC5lT+7r5eI
EiojZLnPYniZh+cY7PPqiyzVIXnskhTTqFGodznwYhQDNXKvjcNuKVAHNKM0XLWZCGCDUuWwUbO6
vfogMAwpjKaMD5g5CBEDiljRQlVKimJ+eMtbCjC8lm4sJrWW/o1vZ7epX99n2bwkw3MM9nuhpSgg
2UvfGzJEKXa8znoIkgCOJv29s8nAF8zMSgCq31XfgkSS6YwWuyjusillN0QtplUMMpyqhi4TuxEl
zFgeym59SzjlywVXH7dzf+ff08hEv8XwEo/PMdjvxRcALWX0wsVBWZL8LoI1SUPVedSdmMwrCCfN
MopDtKB92xNV1ZBjkGx3+dyZHmQYXC8Qo8hiRJqWqIuBMbHm/ut+V5P4xRBB4WU5T5ZWto0/7bd4
XoLxOQb7vcgxSHnRXhtTQUG43C60xFrMyu2yu10yhyxCKk7DgQ+t57U1n29buirjwU1+iHZtUPwH
ozYU2KNWpWpT6rvmseSWt4RBZ3lFMZrNPBgNvQ5XRr/F8RKOzzHY50VnFhcgzj+Rkwi1S92+eLCF
otCEkEgpkR+UYa0B/piPPSRWs6HIMiyl7Hi6Dlp4+Bj21rhDGX2+XW+6YeD62larKPNblGuS0sq/
9w4hx4c5kUz/9gHHYP9k3x65bekkgjpy+ZRC5ZU/vQ06UdbaC8Ngdva9DB0cl3IG2LZDgmgXHBth
m1lZiOPfJ96Gf9BNkuGVSaoJ/im/mfCEFLwW5mc/G9VadRNH0Q2FWYe1lAYhHWjdutOM5WT13WME
7gtOLNq/fcAx2D/Zbx45k419SfGLbQfgpibEYSiA2YlFuaw6IwRBRCkXOAg3h72gQq+XzSRhi4F6
xC/rjUA0I3F0HAmC6z2mwBrDuO6lpFyxs1l3BMdU9MLr7vZvH3AM9k/2m0ceGZc9VXEe4TYH80uX
r15QRc8XqrgPgoFtNfNWQnKhGDWqXRhk9pkABUXTSZPVk2d9+4tFT0xH+vlzXUlLWHAai3D1e0sL
NUq98+D9ZcEAR0UML+E8OAaPyqILExkZkZ2zoJ6HyuuyU6ppI/SF2vIK0Nf+x/D9SRJVxFZlU5ZS
TJkeZJdCBlX8sjhbCgRNHrg42b5GrrcokmCCJV9/3IjnC/lL+bZ+5eS+/dsHHIP9k/1jIw8ey8eB
VAG7E65yXZhIDOcEP7Zn79XXsulFFEZTQlX1UYJ+y+wthMewsmoxiebnWzHxUydOrJpy1lrgRO2n
vvw6MVwN3z2JCBoWAMdb3yTAMdg30T8+sHnumN9KRHNVJRt37mcxyUyOKAGlc9dmg1X7DUvzkwLN
hP+vGzwCvBmqhlg1ZOJCVZLSbJFKUWXo/KqmW2uRF7KHGvVSkMwPn32flaDYQnh4ZGTyUkyEY/DI
LLN49oTXTGtzM0QOEJm21kIij49oNJKWb8wigHSV814SpUBJgAGms3wIU0NVXsNIp0yhfR8MC4tN
WY0KQ+egFDv5hrhKwlpTmv2JMFSpX/gmIMiibbp8HEdGHi/NRDgGj8pSO/HwYOAYWhWHUdpJY4Bx
JptSYio1lsr476ssvAJqnMkamNA6epApOqYHs+kkbDLIuQibdV+Wo3pqiLS66S0YgVpUXflAzs3O
TZ4NSMi65DwyfdwGHIN9FH730KjuIiRPncpUl27dI3ontkx34UIsu5NKeqz5KRFAagGKbffdeKBQ
j1aYu3CtCUi7lzSUd8FNsAaUlj77eBlshuJ3XgHCutIrGqIIttLC76e+tE5Y4ZhPQO4Lxcrtov3b
BxyD/ZP9ppFB4SToul8QhTrC0rry3YGpzLCJDCS3UmyRjXoRcbuQ52ZjCvP71anBfBNhZXY5oDU7
cSrbvkFu+OD1gJqkWQIu4zjBsut567cE+Br0ewXWxodtUsyNqNVIat64bnfXCQzJ6MmcK8ZOeanc
4ZuJBUXTWO3rDT3I8nejyFaYbhTF6mxRNxzx1JUBEsKUs1GnSfWhFR/NkVCLyXCOY/AILD/H4BFY
hNU7HiHD546nbFWY+/ym3Ylbgblk5PRg6FIBWbudycYCnIRdfkTYVSggGBkZAYYbU2yW/WxOzb92
AgdS2D07Z01GFvVgHuUIIzI5xBKIeeuzBDgG+7wA68OzwBjj3GuXqKS5dz952DUrWDzHBiWH6IpX
izfOlCyeG9aU7sMo1GAYDMITgZshWaxTUVQHjmkkZMWWOhdHRSFLczXim1F8fCTiMWr9X3+Owf6v
QXsG7SrW6YtvDFNX8W7fXIvcZvoRMEtmTNU0BatmbcSwSbFnWYRuYBD/hR1FIxSPgOb0l+87Qquh
ZEz8U+b+62DVUBr3y/DdG5RMDnNq+yOw/ByDR2AR2BSwEC2b5E9ddJfUfOMOONNWm8/+Ipqpwazq
lqvhRr0IhGw3mm43hphFJopaFglUsvxp0cz5bm4UEdqq0h0EDkW69NDV4lCj8dDWcoVHRBov1TQ4
Bo/IcmMh7HpM0qe8ZXFQKsx1YRChL4o+kGJqEO73tSbSwHX8zXkTSB2ktYaLy1/xOs0PqfLQmMk0
YNzqlFSD57FWjHRCQVGa5CVejsLqcwwehVVYPSwOjyEjQhnIRU0/av0EbkD41omjKz6MNenZWM+l
730Jv4MOnu2ZY3O6VBv/3frG7FE74scnU2Oa9hsCyZMHs57glMx3X2//XUh3yi3BufHhJ2a1adu/
/L9C6d4uK88REcTLNw2OwSO25kE2H1qCP18G2YQCDOIyB2VnDsjVYiTUiyTyXfgZjLyGeDUSrIau
rZ5ZQZrdsMMhE57G+zNeynYGzwxtNbnEtZqTkqihn3z3VZhv8C/e+iwBjsE+L8DjwycvniOWrizN
rBCiRT5OjawaUnpq1K0bWadM3CAE3NLjSUWUBbcTVwobqV+vOkQC6ah9ezGRqrdOvAP67Meb+PkH
rQHRT0nDx1WfF6A/CqvPMXgUVqFrDlNvnBctIxkszEPd0SAG0QuOqfrUWT3KDMuWKxsmCreYw0lJ
UETX3rgQInY0dL1YKeBS6ZW9vNyKpi5vpXIi5MZnTpr6mctTUJwhp1M7AsvPMXgEFqF7CoPjAwKI
Q2ljfpalHDHPBEvvGxpNxLFEqo80UUOAp5TRhViRfHcDRAYOprGiaxbqwVQbnufIA2MqAXfpY60x
vxxKoTL6W5fh8hjgYaJHYPk5Bo/AImyegjGAmqCBsHy3SJR2kXiFEVgYybjciMqfwrcASguiy1Ek
y2HYtX61ppDQBWOY3L9edZebE6+CtDDeiFFbH+N+FZwX0siFE7DDbgHokZPFSzEhjsEjtswxHXzr
jQyVzdr9hXCVelQEnxpJjKZbthHcnodzAZlJqhCEorRe34X9qrlUobrkC1rrLz60U9Q59w0Q3G8N
RfuqlRBc4/QbEYk80GaUjtjrv4zT4Rg8YqsuKWNvvzmqJwynUAW56GpEKMwwmbEB1G7R60sVXONY
tExEQa7W1VqVOiLPvKYz/+lNYSQXTV5gBbO3gPC+q5NAnzDhBslliMx5Rfu//tJ/t90caJs6nTON
HPYaRbjntRbnPNSozg4TV2YVzXAk1Z2mSJu++jNpPIUEemdlxRmWK+aFdR4KW6jPe8MZSp3FYpyl
c5ffHYltldjrIGupkaWRpX/2+evpsvT6++1Kamgcg4e9vlvH43qw/2uwaQYI9lQHx/OK2FxaxEHR
wUl09TuYStgNSY+06oIbB5ExmhVtVzQ2nO+micISVr1KFmdpVmzWBxLMp9HRgxIVjah8vZAivpQd
THFjzNFZd47Bo7MW7ZmA/JMkjw+KBm2WVyoMQ6KIIhIRGRi0K3Ii1BYfWqThkLEcaTliFxuTZspB
o1IRZh/SZOgoJ7LtY+yGnhM9Qa599PFyOmhKIxOduJkj9vov43Q4Bo/aqstQe4PJUE1l5aU79RQj
SQPRtu/nRiRP0SOhuIxbYgCa39inQnO6M31Fpr4fCJYd+63kWyfSeC7q4meDZ79y7b6vWjV5BFW2
eTsyEuAYPDJLsTqRdrVrJaH56oA68/Ht0EMlUICQIpt+LA2Ki8i1KUlIpObRWIqXP12ffkRkVRJk
LdSTUTU4+2sj4LfvTovAk3Sl6Glh04GDv5vH+4gJ4OWbDsfgEVtzZCMh2mzkRBjGYeHqp1dtD44J
UQKcBi+fFCyRKP4y0Q3S8sNIiAtX16ePQG6UQ1N0K5Hy7MFX32bFr5X1utj476LhP3zg6pLnq0PD
LNWet6MiAY7Bo7ISa/OA39zzyOm3R0Q71rwHH9kuAsoEGSdU48q5GIyhCev6A6LEOHm6AXEK69NX
SdLE5VGooYqhdvECIteAwbjjhVdV9+btQLNDKTc5csTe+SWfDsfgEdsAQA2KDo5cnDICdShnP/QC
5gxEYWxCjo3FtqgZzv2HPqGmGns+yu6uTx8Y1aQ4jJoo/JI6PRihvhnujR3eUNwhZxdCoUmUzFBm
rbTaEXv1l3U622NQBG8X0mB4O1wJIMw6g3Pk+b81OLMM2nrz92ZSqJEUimrDlU6czXhypZ5INql0
bkQjvisjFma1VQmiZLxQEyfsyb/2OnE1kFrgzAqvPWBaRzJi9Ss7K0eJujJ1RiSU+wUPd1mfNhoH
2dFZi00zEY+dNt1Yjlp15CexwoNiLKZyuu+qUr0SieSLWWFoSJj7Yv0hg1i2H8JcY2XOjquk43xg
VKVgIiWFhZVmGNPMmbOAucjvg0dn3TkGj85abMbg5W8MOFQOKku48ok4U8IqMzCZcixNLs5ZxEPA
tSyjMP36Q3pUrDhBFKeWR987CbxudMaivsFEWlpYqMW6JmZfe51lNHUSD4/o+79E0+IYPKKLLV14
bwqpS0FjaSEE/qAIBaKOZ0NXlqpzJdt+dYKUS2TitY3pt+ZLPo1ibWb0NZ2x3a83VgYNOLwzUxPS
GY0mpjQE32wqSHhEJfDSTItj8IgutaidOzMghHFUWmq1S5nJWKpMGvVaorA6vWCNpATXE9Ib90FS
nilHAo3EhTFQxnSXl0eJNBLXfn63Icix52SRfYiEJh6rdnTWnWPw6KzF5rMoUc6dEB1Bt0tglkG8
moi0Qck0NNs3grv37OWmmEqJzeWNhwrzTRkshmJzElVhOsuKeqC4EDZnby46gdXwpVNAMdQicx/y
djQkwDF4NNZh6ywoOXFKsqRU1IRSY8skIxJNTSZablZ+eNezUTGp+z5ISisuTC9UESbJSqc0DDi3
Wcx3fZZqhmD7mTNv6lQycJc8qq/9Es6LY/CILjo8eeKQ6Ium4Lcp7fEfoRNIhu76SaW4Eg4mqWXR
RCfys9VCYr1AVTULPdghklnlw3cqg0N5naijF8d0gDfYkl5/RKXwUkyLY/CILnOsxCT32kSl2aws
1R3U2I2iRCYsN5pT5wqZoa+G/dRwAiHcMJparIpLjbRqkehHiRuv34oudL1TwvYQXHp3Zn5xYdGd
+qW/QRQwtZncPXiElp1j8AgtRvdURCQSZkdzSkvwZh7iRtguV63nx4VGrVn3iJsEKAUx9i1bFeNA
yTY8WVVVRRw6cQa8a506vrKp0UcfXFuRE4acP8Wj1I7gcnMMHsFFaU8JYWjpqUHSUPybX7AKMBRx
o8ljl4Z8J3CUDE3LYSBI1Jl1FOIFEnlQlxCyLdGhcaXNFLPeoCTnP/7gvislDW38tZGNmjFH9bVf
wnlxDB7VRZeAnkHTDXQyc6vI3AsII00cu3xelQySHg7BPQpCGeojZIaoRuRcLyE7Kaa+APhRkBqu
v5bdnL3xsEqMWJT0iXOEaVTejpYEOAaP1np0ZsM8eLoWKprsFguAjiAwUE6dRuSZKyqLpSZSlyJK
krjaiUL54ztVGjp+6DUfXW/EgrFR5CVZvXarYehR7ES5CXGT4/CovvnLNi+OwaO64oLkEzU3oFNi
RnMLSJxnTno5NYEjaNNuXr1djGVk0qurLL/THxYCNXZDJAZWl2ugPuwQaNPFBVsIa4pFj03yfImj
uNocg0dxVZgJhshQclPn5VaQlmcf2qjIxCI/hQlNT8aR++DGClGpG+t3oSK9xYd3Qy0hx8hsMnKD
yZjEMH6uNadZb7oRSXnSqWPEfxL7/RGVwEszLY7BI7rUqN4Cv97oSWL5plRawi1PwlohdjudzRu6
3JxrgG87JOo9lpa0sFKXjIQqKrqeHj+Rp+0S9KvNrbrw5ys5M1LGsoHL42OO3nr3HIPhaoNrmGWE
d5nhYFPY+F9xGCDNBh977izebksgrBM3vZG/cjxLQ1O984/xOzD9gkjt5LWZ8eVltdiMJAm8h3PX
PbL0FzOXk9ShEvW8pUs+GSF6wLwTOJD6c/cWlbxsNe/o58ehS4/eDuQz6jkGcVwC+wkooG3sgm5X
MIiJIj8ILdtxkVYqRGEQoJQeD9h4xh6czEtBJEYWqn2ussOMTsqOYm4UwY6Deq1QdxyUqkdBQhol
NalNzQ20wZAat27MNRHjpqTfeGUKTGu88O4RhHzPMRgLDIECaS4uMttcpwgzi1ukgaepKvLzZVlT
FUVWVB6w8YxNcXkK0WlCWK04LOYMIDtzWWmqqQ6HRVh+NFO1LY+KOLwK0lB6NRQUl8dAJq3FGysU
VN3G8PffP5/C55EXOzt6IOw5Bts7BdViH9y4eheJbxv901iQgT5NlrFVKDursu+6yGOHn4XBU+kw
EKN6KySMn96Pj59VLMXcwKAS12cX7ThUVZhJfUE/lldjpiTxb10gpbs1mkxKsZJ55cIY0469X++j
t6eftxn1fE3ahUg8q3nv7u37C4Gwoef8VWoiBP97ngdePlxvwFYkby3W/LxJ8IDnmz42iNgzwWvg
qyUjeVDKZKWwi8tJEuxilaAChShGHqouTQ1qjOM+bpNVRPN3QiQeRgEVE2kVQscBhbejJoGeY5B1
GFq18koT1F5drCVrZboQ2wGuKF2H7RxqkWvBZ++HwWGD4lv1qM1iiPOm7wiy72zoQdywq7asC7Y0
MHlsbHhoMi8yDLbvhPbDR3OBY3liIptDWVG762Lw7HH5Lw5LAtvXXdrjDNiH1mlU6/PK5KVJvaPm
IpjWY6dWy4lC4NmWtVIqVlohP4s+U8xxYd7StbiWGjZQBksmpZsLTuhFcDK0sRaB2KmkKq597I03
zh+fHD+bITFFni48+rO37z1YVu3AHDp+5dWkKljUIB7/7D1T4of9g55jkH2CHcT21zJnX0lKtHP2
EQVq1yq1Mbe6+PD2zZvXbt+5Pz2/OHfqsN/4eRuPFmbqmh7PDIwZAvukLd0seY4vwtnexqA3JC1U
NdkWLnz39anTQ8Ngu6AUh1aFtO7emitZKUcYPHHhjRO+CvuYQVxOYnHkNoDQe0OZO28ZgvUnsydf
E7LjdlmSJTGmcRQ4zWbLCd5fnGuKomtptpyTmnHySmp4OLOqLmGpiSj4Z9sNNHzMLY0LTHmlVq9b
kaOcfLOdesP8jPjHAgyw7KG1369n68A03+6K7TVQHMUagp0Rr0zqoiSzotKrDfHN6ACdEFuCLR89
RegyDkO6HmCCGDBRUvt/fYqFP/x9Ijc0f+TClTN5TL326R/fkPPa+jHfPp1crJqa95f/5X8Cnnti
ywKTGYyiyo3fvZdXViTJTfzyXyelwSO39fiE1iRwABi05t2U4v74S3moIiTKI20MxrQWU1TworGW
zOjUdQPfEjNCi6SMKFZzY2NZRdFNRoq5jqn2RRUFShbqRXi/LGcgkIdPTRjxJPC0DiTK+lv7H+sX
2xaALOm6ApjFaKQF7DFT7ONtHbNwc1MqKCJlHaDe5nrvPb8o73nLffyvbbeWCuTBy2+e0kO58dmf
3aFKsP7ezqRZdRKyPf/3flts6bIDDK4WLKRf/MuHQ2ZVjKSp73+D1Ne/bXueBn/woCRwABhszgcD
ieAv/ryVaRmZkiSyWgnACr7PTK1dHx0VypVIHapHZtwU0lm77krpfErR0/mBgbS2jsEmEBkszVVu
WU0wu/ueKsh6Mmkok3oyZcIMCEIxoKwTGLlub/iJ3XCV7FB6UFI1HZefuO1Vc8M0IAneaobZdUC2
n1/HHE7N7X++buw4Ovem2T9aWigNGmV66Rfehue9+ukHj0KvNrC2I4Ks6gtmbE385jdIQ9U8hal3
1vwP/9XccNbxvZFvvZun8dF5n4Pays9tvweAwcYSRU3mD/+4lPbzQ9XyKgZpk50e8e+cHDtWnEzp
ZVv2m1KGOfRpEESarCcSCV2eWhNlQzOF1vJCFeFX8GoFgaUocSSZ5oqZy5rwOk+KqqprirS+t66v
PfeJ3XRBSJ3IooBfLpfULD3JArTaao41xnHEJsKwx87hQtzmww3Wo7jWvwG+yPIU+t8iqfXBg6/m
xibmrUu//g7ms/TRBwtiUMutTY3peEWNg998Z4I0JI0q65+Y+k/+7dJANqxHr/61U5HPi372fym3
m0HPMRgLdoEMm+TRHy7QJTFdzq/pwRwLYUMIzYAbJQZzCv2gUBd8W8sX4KoQaRiZCOJgIW7rG98Q
kA5uWX4qCGVNhB5UpCgUDP2unkpiy4WWhAeBwfUY1PUCRH6EUFQYEBuqkUqlTKWeHp0YSqsiiB82
qQIf4zFfphvEukpi6/GEAkYAyGDa7xuhlQhvPPzzW6PDpfDcD97VcTb48Cdzmuqtn0XNkOI9zOR/
OqmBPBunhdVpE/Lgg59XUiYtpr/711JB1MmjOLp78WWdWc8xGElRRciLJPjIIg+8bGuI3QehBy+z
s6GuiMVIzQlkevanhSYc9LnRS81ioe7GAmwo7dPgegCphnhSOBNFO2KVSzwviXLQIj76oayArCEA
scPq/61jcF2PSbCxBI7tJ5i+E/Ef7OyK8JAJUVIURRJP41vArofBxr2yrSJtJfB8KqKi2NpOyLb/
fxj0W4HUM7RY+MOPcjRShs5ePj0QNK/++FZsbJT3TPmCFEgnzv8GJoqbMKviyyym8Z2HV2cDHQE2
53/0nuxDKLwdVQn0HINrNnBfnR8w5sPx2FmzyTTbGFjVKrXbN+b9spfJZaaOv0VKs7NLFcduQ1DY
CPO2YMJBUVoJJ9FUWgk9pdkUTQWac+1el49jmHhgb12T7Pomc2TEhXhuMIHbH7OL6jQKcNSNpoBI
lmfwhiBhRpJgSCoiBRCyarmqGays+J5lh6jzt64wLmtJk8VA9zvTALZO4v+rf6eVEloon/nB646x
9OOfrrRJQ9tNhxp3jG/9wijT2AiKWYUgjf/h/GKcxIdM+MF3Mm4nXOmo7sOXeV49xyAOSeyG1TIr
4CNqjgtht00SbgJbdKZvPLJEtRaPTo6fP1k3FeLPPirOr2FmvRhJyC5t2EuTkpHLG9RPFspCVmlU
qnBNUJTjA/0mjDyCsG6jX9+TgBr0WhwX8FekngtluBiYAi4zKyklscz+MfQpjrKmaWryWL0pqvbs
Yt5ptsC8Ka3bD19JD48MHIGM1/ZF9cPfF5YH5JXK6b/5DVcnn/7BrRYoY1abKGd0O/PrP4IzB79c
vfYy49N/W7Dzo7ofpH/zHKkw/L7Mu/xov3vPMYiQRoRiP+Hsw6I3SGSn5v7sgYRkt2lz4sobk537
ljU/56d1t2EuVCVatWSpUpZPvPHqeCulkcBHIAiuQg743ksL817CDG0XkXAs7tTW5MgjZiIYGabl
lpYOohD/PNgoflkGlin8fmmoTRS0FVREigsgIJtOJSUfB1sz9H0KR6RU943Y0fJLOM4x16OGeyw7
u55NDgxkNHg462qS2EHm/kI5ezpTXvBNLbBCPQE77er2ptHqORD/zUdg3voZtgH1C72LbMpVv92m
hm9Su7on2nrF3A3bEO7ILAdFRdlq1f7Jn5Xr6pCS+MEPi0PN1E//7yoOCavNGZOq+R/9oFN3gtD5
IWP6H4U3ozPC/Mj7f/1o7z8+O2YW7LEU4JLDVu+clTrde74MKszPSnOFlu+HlxMjJ451O60Cl7HP
eg0rCOZulqT5kfPnj4MamhkfvEDRGqYcesBKFFJFpc1WHsBiPv27yB3XE0ndSpqRQ832UZLin6/b
aOYpIiZblj+tok5t5KPMOzvCUqKLQszufw1AgOmNi8tWUnVCFaVsRVUm1IJCZRdKGepSEYDfpjIo
lMLU6PIKyUiVom7q1A5VfSo1MjaUXvXIMWBYogyWz8eEiv7XsbWOHZdZZ4FK2rYWt0sjtVs7+IUx
OG3q4tMP7lVIkqZ+9Vc8zTGu/z/D0vqf5XTsT/3w3Y38eMcgvhr+7N/UHD3V8t78pYs9Xl/eXc8l
0HMMsngTtqu3GAFi3LYi2/6fBb9Wi9OZX83kkxJsk+tv1HVYanz4l5X04ps/YnW9cL1k6fiKUmNh
3mhr9soNQQAzLDt8k/2S4tDZucf5NgJ0vOlExhTsuu0hYKfVtPzjjhUQ1CmiOJnCS0/TK14u6Xpi
qokaD0hDl9sfEoHU2d9BYBY4Uoo0IiNj28Rgtg7Mx8crtVLDY8M5Uz4FdejBurs6ERquv3+0Gs6z
0TaCrZld9gnLueZEwVli9Y8suEwkd7/4WTWUbfM3/n3mRqn889pX64/moiDxxvfAtrbW6pAq+fqD
60ujmVpl4td/oec7hnfYawn0HoOrm+9xqJC5VBZK4sbMLd9y9KlLJ0bxP6E01PW9ajNnBApb5kl4
/8dfJM4nT1/Iuq6SwN9R0KuD6KWM6dVpToNPvm1HxfUT/+lbOSAAVRn89Zis7rNdDKOMgHRh2mo4
A75VKSyXWoYfipJfawyxLEZFleuelhMsORvXm2rW8Fohuz9CKcGnwe6PohUKEnjMJOjNWDQyiXlY
ddmxGyoa1t6YvD48IjnScB7BBAyD/rptBz6Qtj+y2bYFrfokWVuFals/0rgLjasmTIQUMR41fGCs
hBQp4uL9f9YgSp388LcH2Kn8s6U/WCcKHal4J374focmxsUXafHffWVXJ5Wl+Bu/frzXG4b313MJ
9ByDOFthkquO7+7mSjKt3PnqgebGA+dfOa3bIEwJLBG+uU7zfUmJaot3rrXe/G4WTuhGmMc2RSTZ
2k/Kc9HAJyfPJt0oLcDXvpqvj1wo9mcvEjf5wNZtNY6ktLd+Gxk4UhokXJ6fL7SWM2NjSa9cTblN
T0pmEiktLSytZE7WvdBIq649E7IjrBskIuAXKf+eGMF3QUJDipr1QDNSASpP4xB7DjofrpIoHBkG
BkeGF1ODwzmUgV8/c7LjduwGiNNZC1BdexefoRH/EvGCMV5k/f7os2sj+l2VCw7Oq29X/O/rcrpp
Xfje6eONNGku/H+X1voZWIje+vXX20f21RbTyqcfrCQE2fZP/uANzuHUc8j0vMOeYxDHMJYe/4QY
k/v351dKLSl9/NVXgC/UdCY+2NofJ7P4+v69YjD63W9jp7WR41LCrmeeUS840zfDiU/f/hG+7RtH
NQKtQOoNP76qp3J53B+t1cvohjUeexruSagV2FjhXyROq7S0XGp6Mxe+8UqeOr5qNx0hkU7oNG7c
n02eiMx0SkHwtuTWy8VS3dXsRgv+EZnqfi1KCHYGYQFMhZ6qlyxgkkbsWgf7bB33UTsyk3U9lUlo
0sZ34zsyfCDrh06YdNexFrTtt0DXRqTPlrX1ApiPUNCTOEps/w+LdJDW8hcufKcK6S3/3+bXfp5Y
UH/4myfaYlj/Un35yQw1M4v2qe+9meJkhj2HTM877D0GQ8sj4Lp8fKbuwy/v1gRVMU++ekYHoZrS
vsfFwYYe9AJVJfXqp9cfmafOXjpV1U30gSCZCHCi5Ypxa4muPEhccs+8PoGzZwg12tYj2N6Nz242
pQXDVFGO4fh6f5v9hmGEI2Icel74VatSbuFcWXz7h51LFLqqzC3ajSpJj09heiw8Dv+s1bID2arW
PQk+uKS3EmaluqQk4DgMA3lxuhTBxlRiZNfAIbCFAyTYIqAWQ+jb7JoAJo3s8MhwFiX/Vg1V6zEA
wAz8llClBkNZh3hH8GzIz9SKVq3hoMTgiQGyWJJUeu1aYTBha2PnfquZEOP5//O6UcZczv7Vv5rv
3IdjYfZffyVpTvqO/pu/mvc3Ytp7vnN4h72SQO8x6DdsYqa3pKn9L8Wlpowws1dOnyC+ncDx0mF3
wS5TDLtC3n3Yur5y+htn0joibWLYIwPwTIvEmVsu3aykg8qx936ANCOw+q2euhCDXR0Rln56zU16
ctSKj7//mswc1Pjn64ewsKNn4trSUm3RqrWokTIa73x70LWTak3FRdRtOY8+vSEPiG70xuU3JNKS
DKft02fDIP0c8eOeRhfCQak6whKhSKm6PH1rKdQU4Qdeq96EpQfhczLcJD4mBd9HJ1MDxmAD1XPl
1xQjkUrqpLq2clm3WSlXmu7J5EBOhatl/eBw027Lz2w2CiWbaOqVgXh6STDFCx/cyQ1GyuDJv+WJ
ij33363HExml0d/6la5gnmbq4T+8MaotGLcn/jff6zqi9mrD8H56LoEDw2BDWz1lMnMoaT6Y+6OR
RKEw9Tdefdob0C8+XwpTk+eRC47mQRcF1WHSvP2o6QdlEPQNnTg5BL721QYPA1RLrNFbn99pJjJf
5gzLP/lL33y8/xbuZggKpRnn4f35qk9zS5XslddGlaTEgnbiyANYV27Pt4qeG8rJjPn3tp9gDDsN
i6mrLc4u1FqR7zOH46+dPu7cnRWzs/ViM4Cv0Wfhr0RWAnwIEAggttpxsixIXDWTLNS1Vg1UJfIT
0MpIyfIzholA2BjFOxGrEMTCwlocj+y7IQ09P8csQrhfJ5o1B7dn6fKvHXM9/doffI3zPrwrtHHy
5H9Fvris+Wt5g1S880++ziRquZnkb/5G+7Cw2tiF2A4NJUL9JvhH2/+IHSJsefVzyeyxCMhl0X2b
7hEwdHX7STZi3x8XE2xX7QRQ9u1jR29XkRHDBJdp6CMzzPcyzCHE7gXR6v9mVw18giOw36yOx84T
jBpum7ZuL+5MDiQ5sGsbIMsRVi177feBzwfhUBtvvZEk83i34Bvb5P9Z7d8PFUzZD8mWO9L685Wk
uhoOsU2DbyiuRSnNxacaKag7ifvvPQbXzqLsnhMj4JNNtTZ9e96qOCNvXBmWtgs98UDP3vjkRkM8
cflECiL1caVkIaJBdXauYrdaopoampgczXQtUuSQhED+4udq9NCbmEqbgZ+7tAHRDRHBKEpw97ze
LCwVanb4ytDUeHYt34KZQ7TFh75e+/JaVjKyI+Oj6bPbCRf+jvbbWLOP5stOiBVsZwn93XH4JCpy
0rVbrOKKPSvTetlSDCRc4VRKY9B1KCrMQoi9i5n9taFIIZ6WWR48IBtpCjALMOPA7TlQpyzMqG2P
xbNwdAYGMAgDKR1ymmBs0uT8b7LkiWu/d52NjgeTidT/MVHLEtwv1/bUp//ifk4tDbqTv/QeLtLd
m6ATeUfp6j2ZUgZTFr2AHQM/DWaxlsPVEQM7WKCCBQvSxWdlFTtbG+C7FT/ta3sbnThGtDG2vikx
InvL9nWiHcCEE3kbQ8AlIu7kx3LI1v7UNayHVE+ksAHFbPL4TK31j/iq9kTaZ350vl2gbLAaGrmR
I8DekU0OtjImh22xUzeU0AqQsrONHPAZbQO0fcpbNVA+q/Uegxs2mba3nsmgdffGg/Jg03jjh1lS
Xs97e3xisKkH139e0Ecvv4kPkSgXsippotTCV/OPqvDOBacyo5Mj2c2v5NAEmf/H98/RLzK/9E1I
BXkVWz5QqAfW/rz+09pKydNSiaE3sIcbyurpDdu8fu3LqiEsL4wmh4+dmOqUln58fjYLGGf79dHn
X80FZqKZGpkYG0gpg+xYvd5oo4lg8bmv7tSYv0Nl+SDVNXNonsWEo2ZEYSAbVVqqiW9UO7cZvov2
LpSZ2pQVsbmGwSb+zvyW8E8yMkiaAzW5oGhq8Fe/m5PJx/+s2I7tozRjef+nNwOlnF3PG2z9xR8j
aX4xPfbO+6NxtHEvbx/6OxlciDxq+0BQWg36aVX9rH/e2wvX2bvsU0Jxtmeemaflc0GYa7kmTOVp
mB97LkWg90jgdb69bizFrsfyP9mo65eR9mZhsKCo/a2o4nqOdXtm+A/4p5gFbOMNgHkW/7suedZX
x1D3rF2/uvTsI7BxX45wGJHahq0oYN+A7Rqbr4f4qm1BirwgPFv20zs2Sfccgx3fRNtbD5m1Hl59
0Ij1y28fkzYRbz/+lrXpz+6nTl+ZyOJjRJWWgTpC0BL/dGHZE/TRsVfMLKO8eCyXqGX/K4Qmr5S+
9x+v9hayo+Wm1tRw1io8XF4oLTQz5187Xjk+TFbcIdNty9kPfiduzC7pF84GiYHhge0+8vilDess
zpGWMv3VrYoxmldyUyen8PFuRZHMHCw4hska8Rxm8v3Lj2a9s4lcDpYpehsB5DaKkhkI8BFVTamo
SszswTXE6LAzpuo5VETR3ZQfSLohk5V2+IwgWKoqhHDwV1ncHz7NIGnCqU3TnG+/Mz4q/MXvughF
h16KE1bz//ALobw8sn7qevgnHwdD3vzoW79wmnQF67agTnGUFtq2Kuy+dTtqWdnkHmr/cVXvbbQ2
PKBftj8otn9KGX0625ptF6gcsi9OhKSpAJeR0JfW9NQN16Vi7Lqi7wYibE/nzMxTN+u6BvTZhxRy
6DY0hH4srB63GYUO+9ji870W+4+zQ/s9nkYizf6+jjb4k9tfDVBisW27wVPw+C712lk3T2vY8s2l
Ujh6bKcpNz3H4JpzPpKYWKCSF92VB9N2Jjf+1iniVAa3F8nKzfsL4qvvjrf3iB8maCAqYb3xOxVP
kzNvfXN1z6x22m4hW46btz5PhtXke9/BDdKNFWn9ntElI6QMl+9fn0lSIX380iW23ogbR44+zv0e
TKT/KKnY/sS33mqqJvpb5aF5UsPKxMVHj4pOs+aaY1ODr2ksTjRGcRV71beHew6bY0m0Ht5akZLf
TOSybLD50MW1z40+Y3oLu9Mt17XBhNMYxVmQ0Xska1Uf6cnhEEw/uhS4w9gIaDHgaNc9WWtvfZwt
mmaC+JGq+ecunL1s3P6Ta9CruNkJWd39z9/emHBMytf+4q6Ssxf/+rtXuvQevt24Z7b1HvydCIZl
nyvoGxQ31LClmuUWTseD7FPCNgQD3YZ9ee16WFbxMaN+uH0YO0thwQ2trffbAsGToYNAQ0ERfO/T
NQwuuB70oOcqvoOztaGOmpmMIUbRm8xxhO9UAfFMeHOrvQ/YirMgfPhMgcG2Hlx/VVTewCcUAcTt
k7uAKlWrZ13YqtrfDNinWduwT2+zrBv/mMVW2CuLtWHIIUei1nbcHzC6YUVi+hRs1x7OVIPgzBXY
73fUeo/B9Vg1rDB2ZOF6o1AOB06MfY8dYxi2tpnW3FfXg6HTr+OI4oSayhK/cautPZi9VjVOD6Ve
xT+Hs777ygHVIsx//LUcr0S/+lukOISaJywedcsZwfr6fqleaYhjFy8dz0prf6c2ArBLS4uF5lIr
mnjjygj8IqwFQZcZ47GZNlZmHs1Vi1pm9PipY7n2e8Sun4H9ll1dV49hjvNpabYgnn7zXLJDIMXS
P+KrcWDVSmUrWGkOXxyqL/8KdipqbkS3VhYd0KZBT2hjJwaJN8wwa3vBeNycm0GcuM14BrA3vVxW
aDmy7g2eePP7Qvzx/xi4qMGLfTvs/5133bUdg+340a2vEMtqVf6H06saaHNDzPzGWQKYWf2kW7P3
7hdNdfj8xRyQyfb8xt2SIan7TuMGq56Urc1SOl8vdg8WajWkktZqNoiHVWDw0RpGCMjAVdBbnoS9
iWL+ZYTXwvwdvYP/jzCncDqZS5FmtbV+sTdYvicOneoaBptrQw8PDmpIv2buLZwvdrTXN/2I3Ru7
/wELcli+fWtB1CCHoW5/65P6jv3tMBgL9TtfPULI7mvfPCnuLAO85xjciNkOYpVUbj4otCx1/Mzx
/AhhUVRRM7uNuP74y8Vz3zu3qu1wIG9fqwv3b8/H8/m/8jaLU1mzgawLDgea+szt+4WEmjr9/jAp
Z9lBdSsCSevGzx8GONZdGjt3SiN+CzlL+KXtDJQf3JurhyQv5s5cHFu7lmCfbPt9q9+5NduIhIHE
0PjEcAbaj2ULYwPjP2FtwWc5pvbSo+WVasM89/YVpiNxcqI4820sdXPu3oOCKw5evJJvld5sv2kc
/cO5mZaRoJ6ujr36Drssr+V9DDhzX3+9omWLbXsjciiGhuJqQ9Ajbfybvyy4P///4SwXK5rSGGj8
jffJsSK7ybLT1z+YnsV2cpz/Jhm10qe7tFZEERdbrR1nsAyQNKmyYB7oIru0MDu73EzS5Lm3zqdj
i/HPrWeAtOeImxKGTwce48radrOv2sHhYwncVstyQqdWF5NivQa7U1sPDqxh0ESyCmKN/AaLLgqi
eHD1/gtLBvAUuOAsaWNx4yyotO3E7LOwqgfttRnAPGAGcTKteXagpHJmc61/ldEG4ZvXknUjsf0H
FecV9p4dGEYirc1cv7mYasth++Mx3FDG0w7Pfun+7ekayM3f/v7kEz6CT5JfzzG4kbsUUjmc/vmN
tCOMvXJxsE3s5fmJba+y/+Sq/cPfRKzoIAv4ROIq+/31T+9Wx28N/adXSFhNsfsbzi/rVhNstIW/
/NrSSpeRIDeTGGyyDzRsZY8f1v9o9mHLMCP3f48qM9LqfSL28DUoT395vSDnM8a739J8C8ae9tkl
Jtsu28xHny0pw/nf0kyw3qxuTiTzC+uvhL0Tl67//G5aGrrydpuDsdPa9leCb8b1G4utE++8d4LB
YC2U+5/MPGiaSeq9Kw2cvwARUTgXV5+887OP5vV8u1QONms0OhyD1B4fkOFv/CB57YOPsV/ZWU40
Fn/7F/TUEqsmwRym//1yWVACl/4AkX6Xf2E9ehb3VmZIcIuVM0kIamm+HGbxIakXamGzVASPvqjV
w/HXr4wgJg/GpE2WrdBxcJ8tOa04c+zkthrHhZHSKqzU026jUqo03GTDTY8hENBcw2B6DSP5gCqm
SgM7hlkY/HrswwnLsVxUYU8LHH+YlUBAfGFtTXz41sm4yoqNNQyua/aZsXHV8o00sZu+OjCcLq31
z+IHWe62q6WyA7mUts5P9PjmfyiB513tYtyLWisP8U1/oy2H7W1z/zxSh6eG1W1zu51bnz10JRLq
7/4gjwBKWBGe2XqOwXU7F3JP7a+/XnALo5ffviBu1e0O81HhTpLA6W8l7fzk84tvTSkIPIEvL8lw
tDxKrn+84Ef1qdde3eJwiC13kJT/0dLp+gfJv/OLsZPqcDJB/UfMLx9ElpImxT/+dJAsRxffOzna
FgUjVnF8E5vxD7xmzTdHB/6jbURUY9fDVagxTrL6z53Fuyv5d157/bHfs33PmGpCmf7JT5q5dGbk
9EkWCtvZxuxA4tp5aOSvpz3l19NDA+xDr/oEn9Olxb+cLzhu/pd/fd0chKAzdhD3VedPPgrL9UnY
qJY/vx9nXntn7PZPHrl0ZE74wW8P/uUf2Y4dw2wTWVOvvX46K0QteDsa6fI/eBT5TiAnTNkPtYHR
vOHmcmLLjuUV2w5FHARzUCaoOReWMjk98iPhnqmHLSeWNexJ7EgU5slNnRpLipEBTNWdaFGtPyjE
YcsES7eWfeXVvNn+uuMuChMUi82/1ThDvyiP3FcEt9bCZ4HxFiBfc5AZqQxTq5DI9aRE4rVr4Ttn
PXEU9t723ifCgj/14I+W1TrCF1WniUsqMo3rzUyIKCs1CqRGLWT35MSqv7QdRMv0ZUUaylfnjJNe
wU2qtq/C2UrxiB6z4ZQoaKtBnIUZbQPubfEpIzOQy5gKi7u9OqsO1vNRkQxJ1U9tYfLKmSSKO+Ib
h9KNwcyNB3V8wmsX3jie0DLEE9lhgJ2snJidnBA7SaPWFz/TVtxT332z4zthdii21oiDah/aP52+
sxTCL0F/6YdJZhFmqw+znfgUvr6eY5BtUWYk9lT3/hcPQcdy8vKJ5Ob0nfYudqTVPV6LMvM/C8Rr
r5+4MEADrA3yA1d1WfHz25VG9b3h06egEjfyMFgyUxRqpFq+ebWoquHgr1xhAG+rwTbKGItbSAUE
Zrbs+tXPLSPyht9+Ze3+Br5RbHbr4b2FInRF5tzrp7bTex6zWiL0lTnlSalYbczfXjRf//4r20CW
LDUffXVPvHjpgp5kR5XuvHVYCLGI1ZvXZrxU+m8gRgezBMxwJKhce3BvyckNj7/xxjricQRg1m1f
vf6vV8Qb9K/81mC68XApNo2JgZWf/bwoCI5x+VXt1jXPdzwRNsVzgydPDrWdJlJYGS78LzdQXzWS
NFX0sHeSCdWD3rM9RJ07NvLJfJQRhWufRdVpKKUNNMEfBnIebHIU5GFskHWiZAYAQcUwaKvlxZ8O
mUiRjhpBK1RF9cS5qdGEL6ejUsqxPc+qNNWH9rA410gWTSR4xIrqrvHIJl1wg4iaPJtkMewC/U5K
F7QkicsbZ0DY1yr/rnQbfifBSCdW2tH5omTAhqMhFhAVanDCj2E/a59Bkc/McqFFIVnFsXjZTSZt
KUVrNAWDFhH0TKqEcz0eYamY7bPtOOpdMr4+fCoY/Z4Q5xON2aqeaabDcpyT6oonT716No0PtJTG
HqB/UpgrRzgqvT11CqeSdhAD9LQXpOrlhufZ7sioVqr5pQWj7B//5mup7ryg2MM+0eCt8KuV1geV
kqfoMD//4g/S7GOFDwczY2xwrjxBLx4ABplnnR0JF3/+SWXk+LFTZ3DEYClIm1uX+/L67zaHKn93
KI+zpiS14zXYr/0vPl2Omyv/TTKfxSJ0OG0RAO3AAvnZlw9D2z71buZyiv2+AKPNKgYZ3mGv0BOk
/OXduRJM7+lX3sPhsJ2eILbPuDc/utdwU4Ojx86d2g5S+OfMLxbFEX4/fXXeFUpV88K7V7bYpdsJ
jjA2fXr1QSgkv/EjAGxTrhWzc1NULWve/Ph2OH5m9BfbI2K34GoVXv/kTtnJvHplcnDDDAcMWjC4
e9of/I6c+zr/X8DPDjUaCbprkq9+95baNLIZzas3XJH68vilE9/QV78+tJWI7Cz5N/8C/519kZMB
Qr6h2hrQEx6VlYzrwQ4Pfrq1GHZNFgMv1vTQsZm3CzFAcGkiDcvFfQ32WV82TeI6VMAZo0WScSPR
DMHqkxmPhrJg4vGqSccJYxxTYVrBMQA2Vh2GJcQewHDZtqymoggpXhkQEAd6SrKbv4GvF3s3GHpX
IwChT5WHP3E+0wQ3HLx4+gHxqnVpaDCJL4gqeO6XshR6iI2PtYQhwWeYbvPoqeLUdElVayWbImrI
LZO0BCOrE+u6m9CDZqAn1mInBBh627y2bf8ri1jR5NAOJTXSgzo1RVsP5JEzk2bs17zBk9lm6V9Y
LZJAiOSrg4NCvR6KsH8ikAnZ41YLbgvfV4fVpWViSmLNHTx/0gzXT6tZ32rZiMOSzZRsLc2VmxAC
hgr0H343g7BkElm+hhVCPupqOxQM0qCtOgi59ZdXhStXzg3gI+BuZA507/l2nTzJq9/+iXGZ/Ig9
BCXG+GhcbOT6yhdfNPKG/1+33aGIaVp7su0FwvHmD6ZXYiX/zvtiuh1Ss4FBfHFYAEgoSdjhDx2p
PnV8/OxJZv2Af7ddaq00d/Oukyicfusi9Me2sVfsDCqhWrDmtAq3rhWl4uiFV88ObnUNWbg80WbN
/vMvw3ePC2cQZgMfc/eFKvLxUbVbM7e/qo6+9soYvjTtiBBbF11mA7AGL76Jz/FGA6aZ67Lu//nv
Befpyf8Qll6cC3A8rcuJ+b//ie7pBiK9IhD26GLy8g9YnjM84F44go8LvkV/+o+Rvgys+QpqoUVE
hYkCbw5fZOwjRh57W2O5+zCyBMjmgDLUcNkDI6Lr5oFXAXEAaWBKk1Gs1TSFAJhK0fJynFfsgSY1
goaQtfAcYgjdJPyZBo6BQTKqiXkcZ0xTjKiiIFaA+RLIEJGNdD5r4lI/Fyuh/d23jrMzNkv6aLda
dmWB3vhKrYuClD33xpl5LSou07EJ+EATileu/wPUHrZoInk8NTiQlMIow+6pCCwQvEos+zWr/HAR
gXpIe0llNMTYSeXhgbgVDwyx4ZkJ5w5OS54DbmfmBIQmUgM/hlEqMoTAibCwgE0inxTCTMPWc2qr
vhjGRjYhxc1UklitSHCYHmFfYZ+qCS2OmhqtNwVT15q2kstI0brzD7FyOEcIwnwibdBGtXmcaWMI
ePz999KBKIRi1UoAr8313x8KBkHXyw7Sc9WH92pj7115hqMynv2kGlTPf0NlZgxGC4Z4u8gzSfPP
w/k7/ukLA99aW7MNY077tnT9zleGXR3+3jtYUs+HRa2d6rTaWkLbblW7ffNBRUk1vvHeCP6O8NJ2
MJIoLH+2VCnGmdMnXoHusax1/dn9cVj97+0rXSjf/nS5WhJyS2//IkwmdrTVNu/WEQXXvFU8/x+c
q0UDrdUt0OkutMB08eXVWrmeuvDaaRx7cHBp2+Pc+1fvV6Pka+9N4ZuxwffNECoQa+6L8C+nv/ud
U8jTas/D08pibuV/+pjdxBAeif1l6lLqlR+ef+C3QwDo90vDEIH74z/wA1mPbSsw9Mj2JTUfBrgb
wTcPQOrEdaEKmDkwtgydWkhMVlgMOmLsfjOR1oJKsR7bDkU50bBlwGuHG+c8imvn8t6K3yRpoR7o
xxFMGfpUznpeLFIHHOm0THOKrWVHBjKZXNJkvgQMuBrBGcWzNz5flJOCf148921l3fzc9o1//YXz
4BEurMLolTfOtM8+OBPgbAnZ1e4vfAL/p5IfGziWGhh4fN/GzJnx5z9tGZEVzp18/cKoIUtXh1Yx
yHLCVguRNErLyyULAYSYMfJabFswNRrALosDDkJWEczK5MjOKQguEBXk55gySjDg+4kThIgYQXYI
jmUPMiKem687iha5fjqALwoSXF9hOHlZjL5YwFEZOjjGlZStkHrx9UtqIIu+3BcMwicBT/S/tB1l
7PIriGBlVshVToru1pY12t//0jidvPQ6Oyuy6wDDoCuq1u0/1J2S+QbIo1kQcbcrJ/bVePpnX1aH
pfDCL0/AEYMPFbzHGxilTZHhxP/qs5mKnxoa+WZbVSBIBX42XJXEn+HGtGQn/ncwWzyVAZ6530lU
Tf+bP2+p8tgZ4fxlZGaoWz8p/sL0zELFMYz3fh2bR0y1X4vFgK01oEVY+LOPImPk9LmpjOyy+0E7
0qn44cdLicErb0FJ4+CzqePw/o0fn3mw8Ou/vX5ExVkcR77pf/OlT5uWnDZDFyKJtMlXTn2ChCxY
Esmx8tk3B0bIo/8Pvta60GxeTif8Up0qfhBIKs6WWSIZhuA4CRWR4zCnCrFTnFtuhrGZEEBlLv23
qAPiFpeqj5pVhyLGNtA0ASdgnZw4M5ZuffZxUIvzastTBm0hIVi4ISKvU4maFk44YSgmk99N59OG
8dgqOxX731WrLI7BOtW8+DcySDnrxIj92c/j0spQQFPn370A5c/O5rbEquV5K3evzSScMHvq/PFM
1PZ5ML9t2+dOWDI0Wsv78V82E6iOqpx+8yJz6TD/nh90FdtjewA8Ql87zYblI6wb92GALpahz4kj
pyr4Fimw2SACxLdjM1kOI1mJHXecXStZrSAImNUAysP4hNk56WVnIOfXfQ+ppDhlbywXi0dkl5yU
a7lUMbRlVZVkM5c+e2Y0RN+h1I+zKDMlhfdmfhyYZ9+6sPrlixEy8fgprg1KxGf8Tu3d7wqJbPub
2Y4c0UgrISz++S3BjU9/+4LiIgy+26EBreBN4wyXaKXefm9CZh5BHLa6wvc8HyEmlZXSnWnHj8dP
v37MZHMIQxYf6TSd29eKWVJKnP6PEVsVrIWNPvZ5WP2f7QDn+YXWxw8SKf3SNxOwk7K48sfbbGlm
poz8/7eHTsD0ilzj1R9seGdxUA6Wrn32QD/5+sUREHrD590OrhbsBx9+7p45//ZJnOwUdlVabe29
WPrk50sT7tBvn6bgB4eHHpZXiMv6+tPbZRwQiYLXDQNEzaTzyWLbEo+0jOmJtycujy/8UWEF1L6t
xv92ME9LtVibCWLNJK3msKAmEoJjjyuGqePYqVvTN24v+VIxl/ab6tTUf8QUV9xym8j/CGHMAMIQ
b64b50fgY1z8g383VvJzpu1IoKS8kG6EzOZniHapKlfkEVobuPTX26cGxOC1aXhwZzdMobEwV7oG
Pcs0SmvytQtJX9HXY6VbpT+6NRwWsvbQuYsnUwzHLISc8dGtLCzMzBSPW/Lp9y6vBaCCA4ydYRkG
mQ4XcMiZebSIlI7M0FtD42no7pAJn6EB9JXtyBlkkrUvQAW33nDY/nNqpYqDk241zsktZXAe8e/M
nQH6RxYuJBSYJQsBdMdxZmUazWrHytN4FAdyIWhauHsiwFHJBYbi1DzNXK9vwqKamNUlAW5MRC1q
wsBYzjQzKQPUJo6pR4B5H2wy7BP/1e1GmH39fYUUFcDLbeGC/4RWnH5Uupf5D84Ry2RKB7JFghIS
eTPkwe/SZj3xje9nV22KXRxRiEdu/uyLsnT85wP/+Zm1rRvbnQsY7vGgq7h1H8e8FJHOvXmShDUd
9rj2ldQuNz94YIEg4+2/0o6tgJVwW/8N04OtO7CgClMGeev9telviXz4F5XFijAwPvAryPxlCTnI
WYJHq/OyuKjan3027w688v4x9iJruQHRvWj56j3jnTfPKqRmaMxEsdpqCfDHzf/5T6YE7Ze+TVpJ
fKuoC15tYHPu4zsP50xd8eEmSNQ9j3kgWDQDO/qTtz7y8nRkcHlqYc7R5Fbj/zIxjMq7itYMBUSV
N2u6CKvkqrpAiyK19vUnt+p6sjSYbDUG3nvrFMu1whkS6wCaEDhS8b0PIEr0XWstfvjhhWU7Y8AF
75uvfX+i7pqToe+UHt6eJ9P6JXF+7LsXTXZ23SRN+ujLL2eyoqjlT16c/B//2mlSwWV4PWfoz0p/
sXxRXTHUV96HYQxPxo7QzlZYvvOo0LS8Yy31yreHnlSzzXFz5Pqf3ZVSGpi5Ln2z7cliJw+oufVv
3zqPnR+EGdihqKKLsbV0+yZMa7mSMKw01VEU+goty4vSywUJydG1JCxnCbDqZYNISaYMMUCqGWQt
DjTLpcL8TDHpGDnqTb5yViel6RIxFtbWywa9EFSqtAx/LUj4lJNTZ8fYlxrffQtcf4fqm1jPXyNV
MRN9tmD+7LX310P+HkNfexu3ZKKTWz8pZtyLb423i//BFMf2R9xMk9q/vJcuhLm3vpPFJlx/up1n
79W1TOvf3lT8efW1b51RPBzN18GxurkR9IV9sPLh9UR9hb76CxfWHXWx0BSS5KNPlMJyY/yb745v
l9KyJjNsRqcxQop/8mV6qXr2b17usvl4rU7qRzyz+Kex25DOfrd94H2sYR+3bYE/+Zd6+qv/Oj3E
TlG0NExqFk7Y/y+rWJSu/MqZxx+K7QS5/S8fpO+++0uvGmG4wclRyUd/+oezamI9f94+XqlOKe7Y
HGyWSE5osngS5kYLvUY0nFm+9f94NUnqwurJuLsxv63Lot8//9lszZIzddiGpLM/fPfxH+J+1k79
xF4qfXq1DB/cij6+ULt0/cJ33mN3aCTA/NufJck0yCHPf+uSYrEYAdbqKRG+EB3gLX/1xYKULOrZ
8RNncOXdaAVnXKl/8q/zWmHRePstBbW+o/YhxQ/YWaBw/+qMA//KO4/7WduhwtSJfBDOXv1wRl+p
DbzxxgQ8eU9va06rpvloZvHWA+P0fS01OD4xkjIGJd+Xvdrv2K1QS5gKLvvtlpc0wwANJgKqEEEa
RZX/P3v/GWRJlqWJYa7dn9ahtVYZkTorS2VVV6tpMTMrBjuLxe6SRoPRjCBga0bDD/xbmnFJ0Mhf
IECjLUCQXAA7trvA7GzP9rSe6S6ZlZU6MrTWT0t/rgW/+0JkZIgUldXdGZXvrujuSH/u1++9x++5
53zn+5Cn/ps17JHlMtNx5Y0D0MM+d6agSemlzrbVP9N4IVtondgrHiC3Ihy3NJdKCh2+4xxnh3r9
leUmDurXcDIrzKXcxnZk1gls90gjFkhgbJRRykwt+fubmjGjiATu8qvoRgB5qNlfbMf0hv6hdoQc
H99gt9yMTd5/uKS1dCPpISE+fajQi9T00iTrVl6ZX82rfk9w8CKQULXcGQISiFalpya3eSfQOwG6
iqc0gkBkdZTXL364weQj8Y4LreSYutdUF1F1R0TtjCNvLyc/SjSFvI19HUfXcK3jhASqqn/6F+KY
8SeeAPEyDRAEEHRN9n8olKSeC6P7YcKD7iAvWfzi47THGH9rAHwftfwvaYaQ+cWvkwzyebtNi5aN
Frbqy/tdREsY2Yu7gpWYrVpVJ+rfmvk3eMcKYWw90hC8AlDBlZcePMypuhBmXDbSNTJ0rKQMXp1N
QheOmZufXFUZJahKidXM4OLVb50jLoQuZn85Rysb3khnf3fTY/yTSs5LgArrWmp2Ns14+OaBgQaE
IYl9ITLNko3YLdz+3DRkVeq90CcESTYH/nitLEPN3t9ZzbrBsPfvHs2zuiY8IkMPuKvl7ErKWoh3
dLW1NDwHUtSR4S5ozi8/s/1qXmsMt7S3Jvy87KXxiUwvzmxscT39ce7C3jjVcDnwnRURNHq1CH/q
1w90kdnyxtr6+okrs9sOcu75ICd7t/5iJ2tGw4G+oUMf1d1aqu2U0BZ6Kv70K7PBfWxvLqAvrqm2
/r8iKH19VxX3cINP5eJ4D59jZjnFj9WkdTXDi/dAh1HEGittlBYeGi2R0Uu+A0DX3g3Ip7D4yweW
XDn//WZskLq5hxoj/w73icR0cMh8dHfd8c6em2hvaah9f2rkFmrYurOspRYTzcPDxwt9D/cQ5yt8
DxDEz3/4cTWRe/t6nIE97jeDKPUqKFyk3dzy/HppdviNoQiJmh95z12uJoBVbufWP/J8d6gfWyvJ
CQQ1OAD5Rzu3Sszwe+e4x3xoe7+HsX/+yaZFTXQDxUqOyPv31Sd/+UB2DkTMOJeONnKy3syWthAY
QXYQgFDk94qorghK6zOfNjJEsOaY75yNkIlJrk0ubZmuJUVsK3jurcFjpkpOV6grRDR/e3pqtULz
eqtJBzfKw/bVd/xuSfDay5PLeVXVu0YvNbkW4f7ZbRg9EvU1/1rN7mQNyfPNpl5YHdioCOIBJyO8
gLmyPL3Unsr5x670h2s/wiyVSLgrP7f1saXbvtb+FhAiPJlndfUa1tufurORzjOh+evf7HH043nn
Y2/iyqhHMmdLNx8wTX7bGYp1dhC/HyB5rJbJm/biRvTN663MEZzwbk0+ObAYdz7Z4llNbz8Br4X7
6MDLLxY2ftmYNtuHe7t332e37dZHpnJ8U4R4N6e2r8wG9+u8Sv7ln6x2drPfFGicYwAEOtJIpN1B
3mlzZqoUGxhpw/+u1cOTWIQDPAe7/nAzWYp2D/bg01wDtB1ucuWvlouRSGT8sizytn7ACIjf4uxL
LFAvrk4vyd7g4o0bbbV0P3kY+bu9eWdW9wrB/gvEnzg9L1jzwNA2Z/KFpMyGvnXliWoyEruuZSSp
yvyDZZmWBq4MkgDq0Y8Njvuk73b+Xybj+cB3z9cWNQZJSktB6tc35QzX+sbbwuGcyu57Ooz2bz6m
AtY/ijUCtXaolDb54W82Wae875uHCl2XG7xO8ttI/q/ZThXyLg4KEIUycnZednP+Ab69hCj/6EZB
MApaYWoyn5Ih6yhFtwI9b0BS7QBntD/aCHDUkExpcHEVwMXV1JhO+3TPld5WbN0V1pv56G4VCLz+
8734ihbpxxHRWp+Tqb8uZqtiojn09/b443BK2M0bq6vzWxXEfAyh6/wgsQY8CUWzNFZs4d5kZjbS
EA61DrSDQflIntUkHGDG3fWkqlTYcPtF1GaVKf+pAOS9F8kTv9u6dbPoGmWt4dolyx8lE4haFZDS
Zu7dZap05+Vx8BDsXU/iEoQmZc+DsG65yYU8a5a/0ToIh80thfeuO6QXvfP/2WgCOXusq7MBkmKH
Wq0SMV/iY76nEvt8ZTa4+2hiibf+vPD2jQYNsW2HfGqOtlq1dnZ9LpmLX7skuAUROl5IHJDLSGys
8ujelh0Z6K0Rz+AA/zgvSA780/M/Ddla97fO0XlRYg8zHOzi+4B03phHtI9xW6/veRcIH9Zs8+ZM
ZXNn8FtsB/wJE1myYx3b+4NtEZZeK3P3XhEggMaW0RYC3znYT/DNqJ1M5Mr6o7myP/IB1syxDw25
la3XOEk+/3/JH7TGzgVq+wqS72Y1yOz8aFpw2ifO4WNwEIt53J3lP3sYb6b+9wjUAPT3uHBo7hef
wI/M73+vpe3v/qk/5Nluoe7/dEq3VUKIASQmrwOuIvCp1V9HeMCvj/tA+FhUdjYePgqULehreGLp
gatjCeLjHRkPhF8RxbLlm5uLO5bHL37bc3sy3NDz9n4+9ZPP5vC1uvYH7WSCIFP3RF1hcnLJSKW5
nonBOJafSonYkOEB18bp4afLGuqUrPaxgQa46iyoK3bL84vywq1Nmmnvbw1CRflonrXm4IIN7P+X
R6WfHWz6fgiToOyVvp82l/g7Pi7W+urUnAaXkRn7bhcJPdTSD0EqPbW6viO0DvU1+sUDO4At1lgu
gM2BGW4t/g147UrBmPgnXiJosOtTk7Z/JhCsyqP/JdfFFc5f6xTwkT20n5IZp0VVYYNP/1Cw//Qp
/X/hf0JQuLj0IBkaHkJIiRCTWYSq/clm6/gTyH7Z5qEJTBAh36QZch0CU4jMPFhZKwcHzvWihFXD
GtIPNkLEG83VR7NWws0GLsQsoocNNRdj3wlCPhQDUyxMLS+XOAj1fnMAmwBZwUg0k+1o7VeTNG31
vd8QB5ZVoWpMDqc0/FN28y+2DS1nn/sOgC0Kih70/efgHzU8Kj+1NL0iBzs6vxPDqe1xfdLjWzLk
/GKXP7sfeOtcj59k5msVEaxEF6dXLH/X2EQMm/NxAFHu9pzb0tM5Th5IvmL7d8wubRhextj/33Ly
xneRdPfRZnKr7MKVQPEP8Gek+JZAhZ0bIORH4v8xmcXeffD71cm51QxLcMoq62u7eA0U5cfLRfBk
jrI3lj/ZySpMuK39Riyb7xgdwgesSHCD5Y+2FSncdX2UtnCAR/zi8Yu7ytbM1IpY0qJjF9sFVPBC
9QopGZLqpszM6uSSDkYdo+fctTDtKpYIWZtascvO4tr8Et15fmi4L4HdDaUUiDABZLR345o4jry9
lQRvD8qLLnTQ4ID0PLssQURXP1qssj674rn0QSewT9iDeU4wRGfqzprGD56/3o7lUquMI42Q0CIb
hq8Djov5hw+STiVjd1250iHgK8A8rlQkETDSqJ9/lHJj7HLs3CUJ6IRDOGEIaCJrJLAs2Iye2r5S
GyT1az/+YrN5oh0kfrWGKvCjjwd/u7k+s2qMv9lJCmd3bYylWIdUMm/PzO1k7cahPoInYQTEyPdt
0EKs4uGdVdXrir0TrajsfLymdv8bXlTbXFhcyCuUr7F/eChEwbDJ5GLXstaX7m4ovrbxS12IHiDj
s1eye9LQIKzjpqcfzst8Q+fQxU4fSrPhBB2qg6Cwka99urqRcltHx3qiRK/lxEHGF8RcnJ7Vz78R
9wOGT3AUteet3Zyzef2D7jgQX4CVHWnuzU/lpt6R8yKg/wTDcfAN0rd3FMZW9n9gFf9oBB5VFWgV
xoPSB1YKBP2IUNECDk7gUuwNh2ickI9xGjm0/vD2isLaCIJYtj9xrh+ZNftQwfHBuILbf/PenQxo
y7ydV67HfAp35TwOkxYKNzceTq6rbGLkCpLrwEc++Z0trjyaSelUlesc72FRNVrbKDWJ4HHc5cV7
KxVEOyI97/Ri5wX1AGaIxGLyuXszmaza8cblxmCtHmN3rB4TrZEkm4ziL3xtvKGWcyPYp4Erffri
rv1r+dana65Ai819wxP9dN5LcMNYlIKzcneNCod+0EXCYsji7bV9jhqT5/W1h3NZFP1LA29OEKqQ
EwVCfv7rbbPAtLZeGQ2T+xzorBSBNUUNFpFBeBa52rPc6ed4yUOX4D0WFp2L3x4hJogPFnVChTNK
wZbnkmZwpCtaXFc4U1PItk62QfRl68FOUackmLBmAdYBucD9u8NHqD66k5KUbe8ffbNJZV21UIBu
6MG/k/8iJxen1queYKD1+vskZFMr6WVBNVjcWp6RWrwdf3Aeo48EkO9p4TTUA6UWJzvNdOxv/4e1
iDUJOBz+lMAs1m+lC05i9Mr5Xrlqkz31gGPhYDQI+kxeuV9pPtcM0LxNYm0kLgqqxk/mHDbfD0cU
YOlj4ysvLdkNzR1hQDcR2q5BancbYoVIIe/TilIBP/J/RaoketuvXx9tkCD9HY4EPEJN9Jj1BHMg
RYL+1LFVqlHV7GbaCZPyBdEbijaSgO8Ja5nGF0NJzT8Q/eFQpO18k001DU94BQOl/N7kZz/5MRg8
YiMX/YAthHwuMJMH/bTL63PriiSF24dgoYoPu21VQdkmef/i1uLsVkWR6aEfnIshZOwgSgzWcldJ
wTteypje9tF4hJTp2lWTFFg92TO3srMwuVL0dAz2tlJlfHkYlAE/a4Fm5hfyUoTJ50b/8R+1qlSM
8F1YVVmm1bVNI9QQ742WseLIMWi3kfuR0g/k4I2FBzvIeQZGP7jiw3PI98BE33YbkES19rnVH15e
HvvffdBCZUqPJeyofFHWwc/GAWoDqz+Q4jupu1/deRCH/ZUG30+3oq2tUdFFddGTbYtQySgkDZu/
e6fU1vs24QtDrRdO2rX3nm8OUIsPlooUHR292GAXD4LlNjDEZLnK60uL26bYd6w+D3J/HCq1BSo1
OZXSLTt6+QbiEfY+bInkSn71SNfYhvPXdgl7TmwogjVKfo8h6OXC3L00t9N+/gLoII42O9lKLU1m
ixmeSYxfwPkMEd6TG/ItlV/Mcr5v9xPgGgmFoDmmcOuXS6Hx823A8T7ZCEoWePKfeQrl838cBFvh
kfbrh+v37DZSN1zDgXT8+J/9aUFCnoTa/JvVpr5Q8b+vviMls5sh8u84l3/zm51UxVtLBdQaCc6o
iNZQ6s9+XmwU8jvDdtHDnfvTo/wwGr4o5Jy9jojWg89Xqr6kee575x7z4eFFdv7ytpswxsHVgEKE
/XMkccJskxx4701P7wTaE619TRLsjgR7HJUTSdCqMPVgzZXz4pVv90KYq/b5dGmEOyn5r28GclrL
lUvHRxMTZlaYMMlT5u48SJnZtnPjXQH3VN6fGliHQI6rWADlR6WthaK3Whr+YBx5S7C744hbIX02
/8pKL+bav7sPRz4YbOQkamENIJRuP8hXK5mJtwcDh+Q0Sf6T3CfL43yYvzW17ecNqufdnoMbVPJ8
AnHG/+vAuWbaFp5SyX/wi6/OBvMKvVBqCWR80YgXJFrHOCFsgyLJvLXyzraaGCZ1rjXiq8c7UmUR
oX5TaBvqieGPBxsc0e4kzuDG5s78ZmzwvSN5o1pA0qlqCXtqZrtiumbjwHCNr4GsOxBys6aiL32+
6kZwX0JadFrDfUjZk1Hc3sluJvmG/mh7C0zwIK5Y47QDVk2T9M/v57VqqH20L8YDb3L6Lc17n2yy
l95pISjzqhfFdbjUmrx/3x2/1nmUzGzXQjcnl40tY/itgROm7t/dT85SDcQXrUHdOn/6z/64KJmB
xY3N9Kb71h8s/Ndb54WSlkPqh6wh6t1v9VJgxT+wQVCs1SK+xeydz/MBN29G8+ylzq6rR7sPnhV8
tEnx5CqqyjXX9DSPntvjBSAZWqbycCVfSOX+w44+0BY+yXVIbPdObmdzRRu50h7FwRsx0loNK2g0
8HY7C3MbpdLISDMkqmR8Y2rzD8C9m5x+sFbpnhhpwJnraGwIGsIkS0Fz2sq9R2UEwGKd7QA7PKXe
ZXcomaLrL9yfV9x1dqTBjA00YDI1k5dKJLSytZ7frhSM6NBE19H3J7pXNTbizK0HO47X5+0fb+MI
2GKvkfg9uQ9JGO9MzyaVMtX31sShXteQGamtn/ePtzAAzD2Ho/nVnQcLDzPyp+uXuhIhfIAO81Pu
dd7RiOdV/NnMfDHUO1D7/O4RK++GN+25yYW8wzeOXwcK/zHBI3J1uA4RmrmVUjrTdH3ULwCz8djF
Rn0IViTOGvd+czdlOmbnxJtNTO00AT5MUqyUnZ+e2dD5oYtXA2zpdJMhPLrgx9uYmZ/fLot9E+/3
RrHcnYMzNmzUUFGF7xpLd+cgnJEYvx5i5dOF3lG0Pvn5jmG828kT5CniQeRoq+Y+3dB73h4XjzHf
kKBPbvr+fGDD980rUBA/uja0mwtlWRDyIBKrVbP6N7/bZ2F3+fzXk0Y51X7d/XxHrMrkXENOLjTd
0JWgwKPzWAcSBT6wGPN/Wd3O6Q74XehM4BvXm47t9CSJSTjkmPIXd9erjtM68e65PSwK0i1wx1Y/
nlGxNP8UOFxE0Q51E3ENSqv+6/VMUQlevtEK+mVSrELYdkAHaLLu6p1bS4aXfvcHrWEOvGQ0aodR
cwsEdfLzW1sud/kPGkXEko9+09AV1Ny7irIGED7bM/hubxv5vB8foMc9IWZPI6pbnJ/aVipyw1vv
DLdESWAOC4IhyZ3FO9MbSkZtfeNK83G/iBAjEKzHh7/aNg1v29W+NhFF8AemRLZ7ch+swM27D7YR
Veu6ct27f34l9auYOnVqatUT8YuEIv3Z7TnM9Nk3IVcoDTEG0Bg+hFoXUg567PtChSQq98lPlpV4
X2eodswBsBI7DzD68K+oX/3NcrFqh7rHB8hPH3ednAklUU9VFifTbCiK0DhIZQ6dvkSIpIDV0Pvj
2xkmEG1suzyCbxLmFqBmoNhZanP27ucLTlPXub7aE5/yMjSn73z2+b1lLTp0+fqbuwHLx3pqPNCT
Qb9WWbx3Z7kitE2M9pCsYI1K88RmUSu3NuODrV3e2heGr7Gn5x59nvWOXenFcB39EV6piqAfm2t9
o59sQ0dbMVfUgZLGukUAHEYo44uBkJuzncvkPYirhHxELYqwqdTq5dgKgIy7TNK7DdEZ3HT74aO5
NOUR/Y1crKuvv1HEqfFIQzkP6p7Z9TmoytGO+8G7PaRsgGyutfLL+S3XypkX/jcR4M8Bxzz0Y3CD
5+ZvG+Uy1zHaF8ApCIdfxJwc4qkU17Ym79yZVxonboySGeTIxoHCfQ8qkPOPHqwbvu9f8QAYi+K9
Iw3VuWVyLrw1uWnHunq6EN8ieZ/Tz4Hgq6rVERullbltjeaa+jvxvjVvCXB1ttHe+vWvHuVsNtw7
MUHCMccmAoUSWJd37xebumOJoeF2FLTuUqbut9p9OGXpwVxKtRu+8Y/f5xXz8YQZajU1tZIqFwuK
ezzkdtJa+cp80UwidbfTVIjeA9FRP+lZ5YX5pEKNXWqEc8YT2oHDxRT/h0Zfdtt75XIzApdPsnwS
d3D9ofCLld5uT88VHJ6frM8jM6Kq5v+AT7TU1N+WIH4o8VRqeUi1/Mn2Qj480B26ABzOburv5EZW
ytL95UrS1zve4o0LBlnph79QJhi0qc2lhUJOk9rHekVAz6C+dDyosnf7Yu7Wvchb8fR75BBI8Fl4
cmp2aiPYNdbtJ5jpY2s/S2A3lvX9dyX4rsdy/o/+5SyLwqM1L4MCcQR4lJn/xweEQO2/zKXYifcG
Re7/8qDTriB7TookUZmR+MFbNJJZhzk1kHC/P5/U4HJjQ1t9Mxp7z0+Yyp9sKAUTSRLhn3NmNu0k
Gv5T8s+Efn7P9fiz7FY1ev56E+E8dnD02h8i+HB2bnF6w7uhdoz1dEWgVI4CPaLcA9uvLqxVy9tJ
p+vqMB/nijrBp+0ndzfv3d1wY9F/AgJEjTsJTYIZ11OZD+WiHhm53EfoYsjMnDaR+A6B3cLVP6SK
y+s6eGyiPZ08VHQeCy/cnMzCgq+EWztOwpqi3BKBIqf6Z1NGr1gd/R5xo/cKB3YHal/AYef2TNZ0
nH/Qi5N9gXksNKYvraZKihFr6uuIPN8O93xXnbZwD/3dMtYWp6QR9JHAQU5qG7/6ySN2ONjchoQR
altQWooD8l48zTEprVQ0Q/0DAUavHk4E1O6kLTz6rNrYPvaNNyQfMo+kDHr/CRhO1lj8xf+Uq2iG
G+xv5ii5DD8QGHYlk1y49eHUtuHrvnRpyI9CDJNUF5/SsImkl2a3TSHSPdrXIlCCeBRnByOtLE3N
LGttFy+MtCUkDXlDFLCd0rYmFz1j50cu4p9BRFu7qDg/nbSjbV1+JP2PHyPV2c/vrha1rvM+tnoo
vrZ/+82iRWOUalkz7C1WFS6aRdmljCsw/m5EwWjUmddUF2r7IHicat7CEy+cmZ1ZsPJZS3QLO5WW
qyN+CowfRxqyujBBeXthGcI2nuH3CfcNxUlSjZ+7mlwpLy2K736vySA3ZoTHNWOoSSotTc6uo4Kn
YWQkgp94EbjE0QrHhMrS3MKjhWLk/NsX2vGNlGLg+iGqyaTNfHFrhWnr6ZCgeoMI637q+6BXFQse
9Pad31QqKhNqbkPpFk4muxnFExueCxMs7Hx+d3LV7hgbefedPl4jMWJUkOIHlr6eNgAZqA6fJy72
8ZVKvl+UtTGTYUTdbh5nHfAs0of8kv37ELE81ZNofiOUM6hIaB9KDw9n/f7dFSv6x++PxGocx89u
X9l50PlsOyqEmww477X642PGnbr1sNJ88bwEzi4DwnooUgKxcTFPdPsqyZWVdZrydU8MkzVRSwo9
HmS2unlvJp0/995weyvuXnunx3kj05S352eXdiTe19jdhWgOjnDkFM/m5ueXV5dWwTfWNH4pxoG4
Aav3mKDJwQhpi/dnllJMbKwLwFwws5H1S5yE/X7oAmduTs7nZLrl4lhjkKQrsBKQ0j1ljD9ats5d
SRDYxO6JFkXnC/e2w0PnOqKoaT8hobh9dxaUvr4/QvDAA2Wko7f96xnwciCvKO3p9FrqH7XLnsLm
ogKaOEWIO7/Z9Bgq6CSII4qdUO/vZOEJHOqfvTMzu6PqOXb4fDM4J/5wCEnS40sZGUYgnJfmFk2D
bT53eajGu41xI1miysb8fMaFkAUo3AIEXHa4cdba/TmoXNFtl8+BXhgDWEsMkkD4wux60XSDA1fG
IqS6lDjFKNIj56ZC9m/Wy97O4cGuUI18wNaOxvLgulQXHsynHKFpeLw/gh8T9+RpZwo8dGtmZh2q
Nj3vXO1twReFRu0nOcyCUWr79lpaYUNtvdcIrMw+fiMy6eb2w/tlTzTePd4DbxyPxFdv/4n791lb
Ws0zLeOXG2kE+3Gn/YP16tJi0mkaHRuuQWidJ07MpyyVr8wGpU8T3+/3SahnIxWcKJk98sD87Izc
en60oSPsVC1o/tXENsq5vKBrpeTK3GLG9A2+ORE0FR6jDKKv/Z/j5TN376cZ5ofXGhEeLSMnRGAp
B5PAZqduT2X5WDDef/1ag5BzqJruC2MsTc7tFCsY72jTUCuOIAKQO+BhOe2QXLz94VzeDMS/3Qws
PiqiyfNJEmDfxkpe1NA+yLGst+tCN74gSs2tPdUEqZ/m4te7gfWHX4BHWogsVGam1MFrwwFEPRzz
2PhQi1MZqbk59sNC1Q8am2Pd/MkKqEksCVR8NSUFh9N/2FL2pjfclB7K3bXGmb9e5XVAkMCxV8tz
aYNdHPHGH69WeXV2Q5d4u/P7N0Z72vw3KKBD1CfYfGtjTjiXMvPzFcrTeeEi6Cbh+5sVBJhxo/zK
/FJx+HtveFFIDsUApSaVtjdRIMRYfLgttXDIGiI1ZNGqXvNTSdJ3bhmcHWJ8GOVUGRwJ5DLHCSR2
YRbSmY+scEdvX19LDXRR+3w+2QQ6f//mvObLJS691++n8nh/qMZp6mmVL/hkGNmFh9MmyIn6rjWB
8EvWiMIkSwJKle3tm9liyWy6/i0gKWvFtccakJPVtfsP2XjnwOUWOuOna3DjgwMfMra799kpamLP
u70K2GaKef7gHPsXazkkji8PYcclsjSnnlUOPfelz4NgeMRz7nn/XaRrEHyqB26kSmKjNSV4SO06
s4ubFBto7Op4ok+l+4uKKog0PoeVc/t1hHudI3klKH/R1NbK2lIu0dsbadxlMSCpitou4WR8IKxf
/GJNUJPRc717vJ37zlV26ot1V6LN64muDhjCqbh1k0BaSzMrarpsVT1vfetYUICc56BkAbT/1Hza
ZNovozK5fHJqgWgj1E5gq4uVX4xd7/PACFBzvAvaXPjL2e5vjxK5ricaBqwMzNnOr7yrn7jf/+E+
HPPgGpyGydkw899s5REcdr0BGWoZrK4Uv/O3ztGluw8e2l4pV2i7MHLzngHjpRV4ooRaM/uDf8QB
TLoDRFFN4Em498mqw1RKnu4rpFbl2HmTYBdq6xoDv/Lf74ysM83X3qFJXpCgeNFSW9TqTbn1P9/T
OdzvYO3s7oLk7NYvXSGVY/8LT4BU1dYIBRSCIs3eX8hXFa353BstmNC9IJeJMkCa2rw5V8mff7tf
0Bz2aDaG8KqTZ3BTXxSqeTra/6x5xNeEkCuhwPeXdyhBudd/dbyFsEha5Hy3ey42Pp2WKwrTcRG+
8kmN8OhZAerWJ2WR2XzjRivRiD16nUkTNsWVv9zKaZ1vXUyQTwfYk0kGOy8Fcjfv8rIZHx4hT37u
9tL7IFBmqvXhrzehBRbHN+4gFs6j1aoLSGhs5u7M+WboFCWe/MxV15HRMxTQX3ojPxwCZgqFwPs9
x5W6CpjNzcnJtZzlj7wRxXyCOB3V1rgtiIwkGlmKxc9KSwUIvneOtoYJxsk5iHVsbG1rgZb2tm+2
J2pJ16POHUhTYFyGBipbStta3sgXqJbBgb7GYxuQAbJJpNXuLC8tJfneC92dMazWE9M+Ne5E8uFP
fj651dPfEwVvEIO1paAKb/3+o03fpTekY84P9g8k2pW5mc0tdvRy17HvJnZa6A5bym2ch7DJIZYF
AjReCgyfHwhC0moJukusH/5H2xZ45lycEGuZGpYJJfpIWFiCtBHvALU4ubJecjjJ//fG+xPoonl0
PEB8tAtYE0FmXLULdssY4H4O4f4nZJUU9eDBelJGpcshLQpyORFeMFyJW17cyRWchu5zwI0TVDR8
fzChGUp+9uFiUUi0jPQ0g117b59D0A4hAQOUFUpHD8YJEdKjO9IuapNh1ufX8yUz3n3aPB6sdKw9
aJyKntyPb6pePd3f10vCe7VjC/qDowCQkPMb5bzUNtiL1OUJzQVfAa94ipMLMsv09nVg+I7XHLAk
Wlx+OGP4OifOtYGWB3IzmCJXAa3ivU+3xDm2dXS47an1qUcf/dL7IOHX1W4tdd3um+jyYmyPvh3h
lFya36r+fR8EBfdqqmqdQOdzt6bLChZIuKEh+C7+ROoID3UQZaS6/pdrGTESaesgdRRw4hzwYxJA
hsWCXa2QfDTt23K7G6TOsd396zEHora+VA23xmvsm6cK08GvRfcK6ZXFHdptvjwSOo4BdqooP6MK
S79ylILb8/Z5IiyBXP0xJ+bQ0bHw6UeF4D9sIN8UrOtateTa/Y9ZX9/7Tft4mcPTQNiEpz/Z3rAv
3OglRZRPNnzA4UfTyn+1tw8S4gvX39J4pbUZTCEffypDOs10m7v77s1YIvYZEm8m+2AT8x0So641
zZT4/28+WeISrdG/U/tLLZH8RMse0I3MfZzxlRbbL7zVSNDqhMjQAqxz4df36Eh4cLztCQ0YRG/8
YOnBmv5vmOyCNnS1uxkaiYQMCegRfH5W17PrC4Xw4HBLcxBFHBY0LvZ4XpGyn53ZKJp/v7X7hCrH
va45iv7J2nqViY+f63/aPO5ebssUmCt+82EePN7iN2ONtbAn2fBR1QWC16KMsji7PPjGBFyTYzl+
knOv8dYK6Xurnvb4lQhBMhGmv2NNX15dWNU6zk+AO4CAcsiub3Jeav7jOSe4NvDGBB78LAzB4Zu+
tA1utxgFZUa7+q+GLzQ7IJ3avznhtiDVs3x+Zb3saYi2E3qDw/qAWFzKvflqmiFkBx3h/TrC/d+X
iGKvNrmYTlN9g42xMDatPd7SPZExan1xq1CWNathvNOX2HUunpBr3WVUIFpPQOYfH0lyYCYDqC4v
bWTKelusf/SYI7g/74WZlSXd4JrHLpF5BTsAoFZH7mjuExoquYXP11onvk0+hQZ4rE1b4PP3H80O
jPUjL7h+ov7ByucPpZ3mv3WO2q38PdyQf7AUSbD+T3s2uOWXdLfz7YvDpAPq7Zs/bYlml8X3v7k1
veJwGkJi+za49O4/8pTBPIZ9y6rky/8OdeuegWtE/K3GQXR0QGp1nTpg8hs3b+cDPufKAGLcqBPc
1ZiTi19MbsYHegYbjyriwgaLVJia+++alTnxO9+IadDoxjfSFggPxub06oZhBzpHh2rzY1io5djn
ea1+8fG6GBH/10HM8wmecRUOirO1kdveTjHt4xdanjKPe69CqpLU6o9yjpjJDLw/AFhejaEIva/5
yxvTyVQSknoXb+DjeFwdqFbH78rqv3EqeaZromtPuKx2jDjcsKekPp+rUPmxt0bgw5igKiJjafLp
20tVaE2ODkzg27MrBPqc7eV9UT4/v/AgFwOZDVErOHgszln4YjrOzuStzeDoRBvWLf4NEjx7V1iw
QehLxBu6IagHwg04SgRBerA2AMjX81O37nN2w7nRJuRvdZMU0yhFSGWSpxQWH0zObukeX9PIRF+i
Zt9gfji8jUB+ALgNorLHn3T2tpUqmKdpdXPq4ZLsa7xy8QLSdsd9FNKjpduzGSBgu6+cx67qWjh5
uMrR4MFeCaTNlGamtoNvfmf3IMEiRyfxm188yiWuvtkIwtgaS9LhRmZw/pMZEDtMvF1jdjzSYBtE
Pp759Z4vSntonen5xgQ54zB4s6xHVSLjE01zaThQ4DUi+zHxRT3riYtSBXkRBGoYfebWJkgzvV0X
IyWINZM439E3JSZNGK6Tn0wa1e3I+2/EMHvA4cKeyAK+91BtGL/YH9sraHxsiYiXmkEaJU6cZve/
3UHiluTTi5mmzPkHC9llb9/FC30Qa8B7Ai5HwKxkjkF4OvvIOvfOpU7iy+KIf+y98ffS8tSMWzEi
E1ebqdJp87j/Q72Ksdu4dT9pSELkypu10wLhyCDgPnL3uXtLBbqpp3u0mzzwmM+PJAQ+GtM3FzJV
f9fwGMGCkKk/9q3F0WtlapVKJHq6IUrhIFAAaDZezZm+tahH29q/1QMslQYv7fnbS9sgQy/MpPLB
8YYmfM8OSdXVFG1MVf10XWmaGPIC+oFgCoKmB10jS5n3NfX3dCWAYrCEgzrC3StobvnurZmMNdw4
OE6KZOHl8rS8PHu74sG7r859NrOlmpY3NtI32IlHgUaTQAMe3z5JAm+IPwaRTmTAL33scM0ApIH0
1r215S01OjByrh21MZA8PGHoNm9PZh1NbBk9h49bBQzexBCPYapqixoLfv1RNtB/IUqWIdGFxUHH
+OKzQmRkPA554drO/ESD2Ze+uFUI5tom2phdceAnGqkXxgNzt/ZsMATmd2/PJewrLhZNwDNibQb/
8G97723nNNTFu+L+edCvj12jWfi2pGBjZ3JaZqRQU1eX5AoivnQAER39Fpg6RSgTb9/cDEnu8PfA
Pa2DgBOfNfRAefhgJz4Gf2MvRn8oXsxpYN7ZvDVtGG7rhQGhgmkkZMo4zFkrD2dzltt5frxdQIGj
g8FAPSAB2tHYL0rrjxa816604HJCj3rMCMnmu7m6nrGkhu7hHtpCEeLJ87j/HqYFZMOdW42pNWfo
3fMccsTwuDFyta9NZqs0OSv72gaHutt4VAITytsjDShtZ+3ufdEKDIy0R4nuSS2GfuxbVVhZ2VJj
Xee7SeiAABU0gKCquU/TIPYIX3wfZfsQOH1aXc7xJ5+Otno+Qzaqn05xzMi3a7LLhP/x8c9cpB6U
IhtsafGQuOQ+wGDvAiJTsBeKI9GrvcV5gJEuJudmktAfuME1YOUTciRsctt3Zreaelv54nauWBWi
PN02EAMnFv4dQfY93s692xP8/0GrnfuebFVCs6Emix8ZVVXomugDtwEpaj+GHzTU5OxshvPbYIIi
fQRm8/SBcap6+eZsZKK/QTwAC9mllc+WOq+1tOJ1T4hU25Xy9hcP2E7m0kTwZPSpjiRj4dGv9nxR
AQJ/4uCNiyAsJFwVJr94j7/e+Nm/cvKmn6263vKeLxq2v/cBOkpWoLoyOQO++pb25qbEbvgRG9Ux
Y6/Je64uT83lGzvaxoaRkHdFngS1KTWFiiNx7HIbUTAho0rA1gevUua8Oz+bRklw25vjXjieuKYW
WZOX51ayFj3RMdAMcIHLEc8fmVGwldR4Xn/tLC12/t3L+FBB8Rtb57GhsbbXNpJFTb56MRYM7DkI
J8zjwWTAvazOfz7dBqXGK+cRJiLBJCLARbRiKw9nAzNbkb7urhYQILqyTUgKjrXy2sxCJqS3XB8R
wc5PnAUkW49+lKv3H5Vc3+BYnHSYrBbdErji4tq2qjINQ+NRwpry7MriJ5790vsgq08t22xDH4hQ
TfAzH/KfrWJyY3Xj3YGBKHSJ4dTsCso+fid8pICBUEErgM8mbxJu1UNA0T9bz1XpSE/fMHBNVlLz
logrWlxYNqs783NrOTVicZF419udAYmtEkJMkQBIkFjbX1s4lWgy4IKEypywuB4d8VuaJMhzt26t
G3yopXcojI2yxrN79KCkbgHhwfu9iUvnkEUA6yYe4J524rZU/dd3M303mjkVBXO1R1rrswvb0hvv
QLhGRSeyR2PwzObSVqribXjrKgTMOKp8rKMQ5hKpjcni3j5YAd8tgnzFAZz8dHAV2PHRLnvz/iyA
MxILUl4AM2q+qB24SOgGVXzU0jdvZ9hA8/D54TCvgnUZiasn6x1qHSWUtsrNX5cdwx76XjsWMT42
wI7idQv3HmTZgbEBoja8uy1gHzyYR6AGFv5yq1NlBz/wMw7osInqPa5JP1yQIdnyH/RApMMEag1U
ggQgXCsXNivyx3D8+64FMN7ELGu0x0+23NzDxTzlqdy4SgLeYAY4eR73fwSbsRenNvWFG//gjUZQ
0yD6Q9FEyMZWGC774I6ybbePdCNUCu4F+NjHDh0KTxXuT1cDitV4PkEEn4i3AzXIoza4cOu+0jB0
LV77O/Zzx+bgwD+437i4GPveVQ/mF0Fo8MMd10Q49dP90jEZavKTnfhIX/TxM6uEe97mjI3pJT3R
+P1TH33kH4D3IDsMIDRY67OrO+WinRgZP0go1r7AqdnVJDjFAbGSih0To4iCVWLPe/+D60BMSFVm
/mxwWNhYzNu+TOxbbwLptf/P0PqoIb7Atljw+qmND93Ccrb5G9efxWNJpH0p6uaHKU/b+LjfLURr
W4jGfzE5LV15E2GAI40UFMI+jI2/WoxW5jt/8J3T3gObZz6a+/NHctmAjIsFfT9QyXr4/xSQNzAP
uKYs+PMffbYdXGFZuS2+7NvXZe948424ifD6RkqfvkkND3T2+Wzj5OAUeTRiP4XV3PJcOBd++0KA
Y6BNiA8Xkd/RP/zpVucodEaf2KrwsSP7V9GJUo/+apEPb138xggCLjVjInOl//Ij2RvuGbh49L1U
M0g9+nx7fXCj4Z/41giM5YlW00CAN6vcvp8t600Df3IkH3n0dvufQxRyzv1kU/Jd6OiRLI2TYJOk
4gmXl3Vl9d4872m/gkKtY/w9NY4u0u7fsbV1JXy5qy/4WOXr8dMwPnhUefrTDXnwu2ME57ObpCbG
fOs3Ke9i3+WxJhSDnBj9e/oaPTFR8iLLeqca7h8bbDswwYrqC0Dfqopj/Kzde+3t576XN8yUyxTl
8fDa9qOZpR0tMjDWSziwdhvQERTVeOmDjs4utM6OH7zTR9IRz4NDONIFEqDJ7qi5teXtKuNRPY0N
4pO7Hwg4BKni8gmE/Ha01Jbb/8bIM03QYHFEW1nKa5H+Th68gxR45bWSSX+YbL5yoZECBPTJRiAI
cASyH2reMnvjh2OnjhNQn1juVbK7Qa+W5NGwCzkuYR/Am1hC1F+ZW8/n0uLAaEyXa7BO0vz+cBPv
hf7Iyhe3Nii/B7qBONucfvLA7Qrz91fkDNPYFgOSwBW8HKBcHnvzN1OeCyCtOMLAQ05aeAwbrcyt
2LRWGe1F2pEQu5O5og11Y0cOXfzOB8dMkExZejVniArX6gPZw9H3BnSbUEIUfv0oLVuetqEjqZBj
w7S/gKGxuplD0Vk76OjI34jwGaibELQNmp/+dDViN5BgzGHKpd1bgda8VoVTldXkjlLd6gAU5CSj
ALAZAZ6Fe0brm1eRtQBOERs++d458sJKwfVcGG4P45P4ZY52L+2LZqlgVz8IsvYbMsLE3+TnF9eY
vktgBn/+tr6Q9+LIVVl5OLkG/HbPuVHESw8aAg4sJQQbOjs6ewcG+gYTyMC6iKU///33rkTVQGXu
oUJVkqkq64m0nhs67P+BFgmnAPTChy96dXY6vZ0LX7q+F6l+yrPK0NF6cHPVaJjAFMEJU/Qgz5Xv
3qo2DE90QmDl6EAAPgWugdz0b3in3Pidtw6pnx15CGE14ko3ZbhycBdrxCdw6eieAPhiXEtJhqmH
N1NYbYk3+qtVFrSZu5HHgBhBDTIoP26hXKp1YGAUJxXi+5/2CrLXmb23qkvVxouE8IOcHOCQMdTW
7Y/S3W9fbAc+m/z0ADdJPEoSCxMnP94Bet3/zT7C2gocvgnqHGt9Zna23H4FdHJHGzjVSg/vJYn4
21vtlHz8AlvB7rW5cCtdZbxt585Bneb5pnjj3sJGuedGB0YSoWviSZK0MAquKlO3VyzJP3E9Qskk
z3Kk0aB9gSF9nt7e1BMx7o+IoOoJeF5SDF1auDPZMPjmmB9kurv0MwhC7ExPzuWC7Vf7OnDc2D0K
v2B7aRv0BqLYL1AJcPBgmtWzS3PLduvE+ZMSbqd00NIWb02VUUCaXZ58lBYSIFQajD2xsaPQEKPl
D8USDfGQ3yK1pk+IjD33m7sWNHEbIBanCqHQ1ZEhnPiNA78fowvVLcsmaIHszINFxQwPXeh69r1x
wpj/m2mh7+pIDBEiSoSaM+vMzm79B6NQqgat6LE7OCo2gblPdaXsmbh8yBk+eiFglzQjf1HWUGkA
8g/QXBGWIHoCKWjAl+3tJurTz1Xe7Ar2t1Q0RquJ0iNAzau2Nw4C/K0HS/4Lb17sr2Vv3OPcTfuP
gyM2t6H7Ip7hi2FiaohXgkl8Z3V+Lh2/etXP7e5YtWLA/YbjKOj0P7mnsFR86DqBI8FyAdQRqMKd
zwy++8IwxGaOLnqAN7dvT6seJ9PwLb+uH4MG2o7A6ysPpnSDCveeG4g+ax+sfTDRCh/drpjMyA3S
TQscTvgPwpDmCJu/eWCEBOWtERyPQQJ+wkziJ9mtv1GKmcib13oG8UvQRR27DEEs4JZT7PhgNzFS
FrC4WhVdZubefF7sGTlHCvXJ+794+zK/eeIpYiCEYSbh5d2WgSshZn79L7x974yB7OBYreqpXSyB
7zC58OGtW3fny+Gxd9+/Soi3Dmgc8V8h3KFXKkgUapruUAooY09fUU8fCAd1lo6m0I3DF84TE6yA
kfPxLxhB8kgAe5Tmv/hiRYmNf+v9HuILPqNxVOr+vNHzzkWcCrmoD9jL3/yP/2Jx6B91N3pZG/09
2iA05OKoORdPJdsnvObpNS413lQpCHklkOVBy5p84G3b0lCpahhyJYz/zQdjiXF6cc3kgerZa7LB
YIddmb6T5JsGz4HhhICInrKlBNIPljRkDS6B2B+YdUKrhEPi9I/nmIkbY/h1bVU+4WqRogMlcy9p
mE78/HuAwZA1iC0E1MSbi4vCpT9596TiIICHk0kVuAE5EKeqx48SMs/RuanpdaQMUS7YtBvfefLB
TwzlridJOZ/fXXHaBslejPfcDR2Rk2l1Y3J6JY9C3ncAjnC8J4VDYZbFldmdkuNr6D//Nmq/gAs6
PtnQzZn9Ys73Ls4VNWcbpXfkKKDPzS5XAj1DgzVc3KlsRU9dPC+9D5KCdZx9DwbTp2+vLqTo+Le6
MdqV47yVp/WGsTYW1JC7U8zJQsvY+aHWCAkuP2ZLKMD/AoctKP92i39BpknG+IB/8lk2sv/vGCbH
1XeShuw2jl85181K2AUDjz+P+p6OK8CFCwtJsWNi/CKSRagbeMYDlM37c1b/9RFWLYKngTYKk2tW
uHWoCWIsJFFuHF1tGvSWNpfmN0P5yNuXeBL0PaWR+AYv7GwTBTTEfQVC04WFWarkFqbn56bL1e1C
07VrE/TdZTVXrqR8e76om7hwKbhy84vVaqiXcLiZNqjmjyEJHz/TmLq3Zbi8+O1e3JtkNcEbQG/e
ud/Rffkc3Ls99MJhgA12LJCCTimO7Ru6SkRdaisXwV93cSpFNY2Q49fxWmWW2nm4Aj41W718nlJC
x/cADMTcdNpW+FjnWHTvuYfykce+ZWQZyKnkp1tux3B/Z0hDgSFRLkbECP9fcv1HRQiqO2PfaOOg
e39C9ACBYuA9FrYLvL+lpyOMVAas63g1CUQRFxdT4vkbcd4ggBwUroD5pJRKPlyXG0dG+lG0RxbW
l9rSXtoGkQd7Ygu21h/MlhsuvgvqHAeyfM/fKY+2CQ0gxWQSw5fPoRS3ZoGPS9nVvZAeCU3U0hC7
k3FqPfVpS9omODO3UNCpYN/FUR+PZPs+mL/2k5qevV0pbc7M75T5obcGGtEVkmd6Rvv4wYwz+mY/
sBY0EuOF9Z9nG9640go+YYfckDlWq8SwztydhTIvT3xzMAgjPS3rSKAMVYlR1xgUFZI8GqnShYO2
VM3MTS8tLeQeLvnOX0k0JG/tcJBOV7x7vqgn1hnJ3p/a8baODTZKjCGQ4lxEO097kQfTazrj6xof
FgFQgjwqzQj61sKW8Z3BHpLHJUAuHA8fb6QA89KcvTKzBn8z/nY/obCp7Uc4+G59vhyeaO3yWzIY
JY454er0/YJfrIr8W50lXjrgTt4fXsiAT01t65w7cnUAu3cNW05iUKd9A4n3p6zNzha5SOfoeASV
wTUAOGQbsTRAk7GKfdLT8waAdwgZnbAagUAoz0zvaGWh+/qoBCoygL1ACnoMMZV6+MhsHxmNE4QP
4EgcISNDQnEuU/afu9ofoQmP6nEE3LNWze4afq6rnnIRmMsEDoHs/Uv++UfMte+/1exYlSKwDVzh
ee8vU80Ru6LTbABikQEwPxPpKPax/w7gmVUqoi5gr1lQq5RJAdsLttp8SsFINN7Y3IjTC9YI/E5n
Y/82pHpeXnl4aw7EEnR0YDjMltMZQqfyjHb33po4NiKaYKDFMpqfjgQ9EHr18mGfiWAlKZ94siG9
l3w0rzdW37/RUUEI6NRvBgl+UFRDMAAGAbE2HjV2Q4jHa0BmmPzOsiJADBtU16C84cL79/HZm198
PKXFuy68Nd6AYBY2Y8AYrOP8MXs/eLhpeQMNE98lXyB4NbYOUMvWJtNzEe4dJDtIRfwTDnWNXNyU
cyrH6kIbmS/Sal73zkImfv19IL5t6QRuP3knZXo5VQxDmJEoahxtO59/Mluy3aZLbwDMvSdvRJiq
TmnENivb85NSc2sojow8IOPY2SBFQj4J2ZXpPmebuvaDMXQQIlIn0NDA28qvYao1I3a+IYYiCIE4
WMfHqbi44J67jvJuMKXb2m4djgy+U5WOdPeDF5w8j9Rqf4n28vnB/Ycuq2Drqfj/u2P8n8/XK5Ov
TD1U+4e8qHg5JmL0fLd4oatmOAE6c8d3BdCPGYsPMsKmzTUMDned6oLu60zVDgEzt9Z1OzR6lZwV
kDHa/CQdvBKIEfpG5NeebClcAzCAIUx9sV2WudDfO+W6Yy/z739a9SpFC4VINWVbzYXoOY4lgdxA
53bij3qpOz9eRa0cX0KkgOgQAsdOz620Xv37zxgV0h9ddDP/RZOVavr+VbFc054Gc04b9emjzgtP
hsUO3QtpS3fx0XxmvUcstH9v1CpIHlC+YRUWo/9stvT/bD0tmOkw+v1PtsLt7+zVGR58RMmPUcUW
vv/zst8uyv83fDOe6wNbkkTzx58pfxuIe/2Q21Uxo1Tpr5YDSZG1hd43jkHlazlAVD1Yurr2y5v+
8c03v5GwSsJBnDYLmUMTcYIacKMyNakOgWubYLv2GvKRzqcPSoI7dLH1haokjs/HS/ui+7e0Yw3U
yk+KnQ1dBFv2lALz09YEI8Ya+0YbUclDltAL2dOXuZjFtlKrgzrSmNLq4txSVmWjUK6MEYK+k5tq
g7UI/w/ZfGrzi4Wqt/3ChQbAoMgsPdzq/76BTYuA945aOfiadByk6LWVjUyB7r3UfMp1x57qRhqZ
kiYRKjdSKV/joMb2EMzb8qbvfJRaXFYJzgjnWaIeTlfaA2v5wXeHcBR8asPOCjBBaWbD1OMXx8OI
5hLMNcGJr3283dC+p3J7/BYIkNJWKZPv8Mpmz2Wv7IOqAonV01n6Yz34nVN5NeFRc76Oc2P8Xp3h
/keOpPcp3iNtLCRVje283H+Uueu0t5C48s0vsswNcEgfHmxwxmjT81mlLBcVoaE1fOznpMIECEh+
5pNFy8MbV/uaBdSFHkwXocFDEQC+K0CdVm7/zYWmRgkErQffZCRQSvPLGflCZysQKc8g13j6FHxl
NkiSgg8m2ebWI/yfz2sfFZblI2CBJMRyh3lcnvf3L3odtFbBDXUC6mzj9txOhRLCEOhsIoCnUxoc
TZxLCbmJtfnZJNffPzqOMCBKGdTcci5yAdhPuH6wkaN3sBmLoFUqH61ul8zEG99gTrnu2GPjA7HS
pu6HG1SzQYLqJyyHQoGxs1IjW5rbtEDbiaKKGp0MrQ1wc9S33ju5WvXQzTmrgs/G4udUnrn6zUZa
9yBcS76hYv7WXXq491QMBMle8OX1jRY5xV2coDRCh0eyY+70+qzU/9aphwR81PyNneDyR5Ffrc5w
ry+7foVd+ulOFWezC98m+LXnmVPEVG59mIm3IQhLTiba42+ee/t2xpA9hiG19bUeOwvguJi2PNac
Nj2VcgLN7d9plkAw+5j0qxaQAOAdtQcbM0s56npTmINNPrZBujI3k3I9f9BKdDO+DDzm4O2+Mhtk
N9ZL/vYEE8WR/lBXn2cYa9fgGAx4hFrxkw8xkUx47l++xIUw9qM7of3gXprxB8Ot/SPeQ6VUJz2E
MOcAfjh/f5699oPBJg6lcQwv3/5NbuCqn8IXFYUiNZWFJxpCJlBO3Fqa3CxIbSMXw6ddd/SBSIjT
yxsaq+/ZILKLDOJwnK7FgkgLPmCWUnDzDOCzSPU5y0TEstZzNfHsWlLbFZns/WlWbv1mK8KQyFfX
CGxzK/PawDWS2D+5Mbgzl19asctOy0WoniMYVYs+rd2cVeNXup+6MSDChfMrQbLUihN35x/ZfdfY
mL1TtU2V6+4nf8MedEJl4ZP9UaTtD1faLvX3kRw1kc89+OfMR1OOaEQZX8/F0eOIRsSlq6JY/nRG
5oyS780fEgkS0qVDDQqSxBLpWz/evvj3A2FwWTqPw+NMfvKLNX5gghSPI8/0Msv1uVzu51nlcnqz
3Hz5QrMMfY9D6rjP89PaNTgKI3YugTz1OT+Az33nky8kIX5SY3P0Xze20lWkiOS+VnyhT8jr7V9f
E31Ac2amim3XroCzREHWKzfz10tUooOj0rvscse3A47G6Ozcv1UtOx1vvQk5n1OuO9ovRKNWcyBh
2v+7yXh9+GoDK4OICa+uzW6UdENHkWWt0Uxoca3/Rqymp/PUhmAou/3Fol2JjWEZY2Wi0/iB/uGk
OXitBfDdUxqqC1Fw5AkwzVffQtgGVrXLVjg5Nx9vHDo91mepkAKi1KKIsxuhDN+/PXxr5LjUHdsw
GMHavF/7+5E40Eld8RQezDtNieO8L8ieopk7FbG1/4RPCYJTYS+VXJjdKjuxIUAFd+EHe7ElEocC
YBZ/0ezFFbd9zBslIgKHv6jq4kwmPH6Ds8GIcjKf7rOGfv/fvzIbTCcudkOJEizoT/J/Pm9HwAuk
ahSpfSS6hc9Mxz33bU+7UNWQWz4h2qZYKP7SK0Wiaqw/hUd7lz5OU3/0cbb7g7fAvKIgJ6FP/tWP
xD/6lmRSQAhB2PyEzwkhKNMXAWenQn0XOgXM+cnXHe23Y+c2MjYBU+42gw1EAjh1iW4xpTf096UK
Gk6nJHuwa4SaEZ44F6yx1z214QxhLt/fFtk+sIVUiTtIBiW7cnPdN9gF3/DUHxNfGMyt73zrB+82
kgKLmsaTnV8oURMQtDke79y7kQryZGQLIjWSF2R89+8PRAAriiGorSLn4ZZ3an9/FkgGlwjb03m6
svCwiO8A7nxwP54KD/YJVQOBWx/hzzzhPUQ7t1KWcgvq+W+HDJC1P3EJylNI/lld/vQW/4M/bSjj
HwmTz+NrimUX8kaSbWhgS3iZbfDlcxP7nfK0NMYEhGZ3d/OaBO0LtYrs0mCTrZW+kNDeC/34S1zM
n7LfNnT093d3D1+Mi4gSIGlx+q2d0sb8o3uTaV9/O8DdMirkzfmZxUq4DXXrNaIMcEGd8InDAG0s
puwS29gWqbEUnnLdkQczbIQ3zMdcebDBaAg4fYcVvIn2Rm8Nt8EIoP7b1bI03/qTYYo9Paa0f3uf
6+aTOzLbNNKFYkRybMJazM9+AakFokd9KiWDge2STVz6/vsXof/gguGXIziNzFo50IF90Tw1ByL4
A8ROML/IdRz61sJI8H+NfBVL32ZjJMFfg6k/a2rd7ZzXszO9slmhOEzWoXSk/8132/2NN96+gMrN
4zbocSgz/WCFE+Jd/SjzzzA8TtPOY0w3Tvqoe8utT5Zbr14J0zK5xeFt8DcP9K4rqMsGhJd9yTj+
V7YPNnOm5QMlxQm6cc8axtq/S4FAkMBVCNrxd9GQAIEG+nFduHjv8Oj41W/+MVKxNEjsTvXFshtT
dz/565/+WAhEASPhgkFIMk1PFzzdbMEWYJPGcem/vdcyK6mU7isxkQD8SOn0654cBURA4pz9uMoX
FJ9+j8C4Vb65v79BX0NRBTjwQdxKNg806bsXIuB0fzZW0C0VqyhJbG4HCpB8cwi2Irsy09TWDp3g
x7H6o3Oyu50lOqJYzIiiCoQxhNLzSSraEYxSoAk5pZH8q6HA3MhR4FAjhV6ysb2EOlHQ2rTUhB9J
8OlZa6GYt2PBaonOYKYOqTWChIfyXuxq7vlHf/L+AHGujt7Ho5bl1GLGW+7/w7dRdNkITgW7emi0
kG6FI1RIrbbeOGeDcw9Vl0/09y/vKu3nobPJiSAm2M9jPquzJ//7l84P7ufHNkUf0cy1XqRA4st1
9RX71e0FbWOKG7y6V6+GMchsrmwU32tqD4Kx/Zh3gspRwnOpayFq69ZUkT0XaWs7Hik4/R1RD5f/
q78stpiIXXmEcsYveATUKBjfeFP7q/yE/iFbbJTWvS2liuRoPAzj//6Murv9J2UShR/d5dnc/1lC
opk0FAbKj+5v9l44DxDXce6NU3uoaWGK+tlf9+z0/h1vyXqRV9u9JVFpNP/6s5xuSO3nxgn27bla
9tZfr0XHhhMTz3X144vK0KO/tSLERo7kZ2WSUkIzKzoEaKrp1iPjqHjXQWhH/ZeUEyLo9pOoEV6w
J9SXjouiigYgYpx6ax+M43mwF+3IWbu+ePNWjpFijRNN2AZrcE8m0NTWOxxOhEm44lgwRhcFGnoq
Aqdt3L2z6fr+qKOFQJoPCfY8fQRI+CWfheAfIMWAZQ0vEAw3xMPAZZnJyPmcr+BSqk/Ke4HjELhY
5+UjPKCn3V1idu4Xe69fadrlQHFpmWNSv8qOjaC6z7DJZ+M5G1FlWl8pulv0QBCsNc/5q8eXERYB
1vZ6otFEU1PsBPTEyXf0unzryEh7+ARu5qd2AbyoghDvHWCP5GeBFYWsMLg6RC9QPIoZODKOimQE
qGT+diY21B9Gj1/4PY//4EvbIKbLNg3dYGsH1RP0Br+Czr3Kt5C/eED3DPS2E0AzqVcrQqCH8YRR
VUWO8ofZpXbfgnww5SojVrfu3lxm+0ff9NdKGY7l8E97ZzgsHGTeFM7FqTl+6d1HoosiCl6M8Che
2KlInmogzAY9+bDOYWl0vdn8nHV3iOdm/RNXeqgaAzhqP2WOm/qF94dQ/sAH4gWO9YCcpFa2ZC0p
jMSPp2SePZW1PFG4tW+gv7+3k4B0n7P5Y73DXZEXpHAhEukUG25oChzN4yLZZBLdHK66s7JZcMHc
+2SxiSEC+f3hUrY4eK2DPUEq4Dl7ffiyl7FB+McQ4tpLpj7/B/NL9PIV/ImUd3oujvXWqoxJvZoK
xmUo3db41k4qUCAWh63CfTT/aEscf/+dGtHmCXXkp74qXI0gndvhgJc1PQPn+TitarTHV0kWHbPk
Rqq+CwPQXtK4KoP9dfi9Z+Q2Dx5jssFoW6cf3Mm1LwVI/4ydKW38GhGGPK7+cPpEYOu31fx2RqLb
zoVPOH89awqRmQQVNiP4gtFY+IWYAaWwBwUlz2+0uz0hnAJQ0tD9x/K4+C6KgDls3ZmRw21geHzy
KClAWHXtZ9st4dEhEFe+XFJib0y+tA2S3Bcngo0MwnSkcuK5QA3Pmogz9O90tHO4K04yu6RejYOu
JilyJ3xlYI0/ofYFpWyI8ZjJT9czQt/lC5IJmBuAn8//xq7NMdLmEmdSjG7GWy4FrYqCB2tbWVYA
H9Zm1x8M7CC7puvAVwXG+/bq7p4JotJ5Khj1ubvcj9gALG/yo/K7b6E6GC4O4iTPu7Zd3RS8dmqn
t/XcAKe/OG6kSmLINcYvhCcxNs/7XCKohL3rxR+IzBPt6grB98D2D7Fi2iyospjKWtI7et5zjE8V
9f/ap7f1d8fbfARR9OJFA8dn/EtvX+T5xO6w9Ail65e+z/MvwlfsythwNyGgQPEC9Ol2+waPnLcV
1TxxMGwNwcDk9Hqebx/uAO+o5PVBNPwFGtyOgA+8yA5kibNppmtwpDfGKH5Ryyuck5H93e1cqaDJ
AluyWvc4pJD6eNYDJFtXwE9QO04RlR7H3pxm3vDJYM4iRVun690evbGDnay5u/fc5XMiKiae9dhj
/07GjKZ1BBiIfuULfNIJ6Mbeo2B/kacC08SyPsBpj+ZnCe2jW/jVevzqBRallLWBOTSOFrU6T0n9
o402SAyZZ2IgnqNLX9p2CLyDVHbXKO2/XP3wc3Tv1b4EqjEo2YY7QNjdIUOjGcD34n8TeMWxnrM+
1lyfnKzYwe6hNq42ty+w0gi7hEmQ8B6UAAaDfh/FDd744FKLSDc1OyXKJ3QkfATASukBT4XuaanZ
Dsk+PmsEGSylvWsIUQ3vS61YYVKb75FQxnsC/8ppNxQRHheHvjXRA3M+FbF9em98ECdDoJ9DzohH
5cxzx3Rsoq7xJZwwF/KRZApOzs9uL22Jg8ANlWr8CU+Mo0FlCg3RBEqhsHe+yIH51Hf/0jYIDi1L
r1YIfuB1bQaQlYif7dar8djYPOS/i6T4xzmWH3MYD59dWFhHgWFDu8B5ysrzbzFkgGEoJqmmE3Fr
fyzRWKW83WCKj5QDjazKxptHEMbwREOS45dMpimym+l6St3dwaSx/oDoyphHuDPko5BOBUIyxZPz
oao8f3wTUgUgJEj0ix7o/3q5F3u5Wmd0kovFU+FPg/z+eRcVNnESXj41H3nafYjZOpqF2O8xA3ao
cmq9/2IPbWY9QMI+OY6g99PsRECoOhDW2BM4eN6+nnLdl84PvuRzX7ef29UgtfOLe2Z45+L7QwyE
3E8tSDhlZAyGnDrnP3+ggU+n9Q+/gfwWXLbcZnFrabNg+4LMf96+889nvX5TL/4fm1auFMNfdoQf
3tLAkngYcPJl73Qmf4eMG74Blt1z2jwID7fvZv4T7JHP2fb4Xp9y9ZffB5+zC6/7ZQgZkAYBI6fo
BqOh9gbC/vPi8TQBzFAUFesgdGesVZJJBgTVgw19MX88wnCxi0GqyAUFnOISoWCMegHZnyMzNPDO
t663Sq8d5GJ/FAD5kbz+wKlck5axvGk8pabtS6z3ug1+iUF7kZ8gyFA7b3GlB/c2DYYeJ2Bw5HRe
5B61a2mgb6gw8Y04zkjO4TADkQC+KWFXWYmNnHs/RKVdn+BYVHtICL9EjEzoHXwBnvYXfo1X/wfI
jwRCp7oRYnlpg++IEQ/4q2ovvha+qie/Jvep1VeQVpx6lPO2do53kU/slxl2gIpR1IDCV5YztqfI
ZkqQmm5+p2CIXW90Ukq+ojN+iuvzwZF8JhfjacOfIyxLRuX0eonXYd6eghVnqUIlNBB8oYj2M4bs
yyyG12EWvrJ3FEmhnFHJV9dWi8GxG9/qgATKCwVE93qiUwSPXSpARRPEobllAPlJrQ4lxoO8p6UX
JXyFYqFoBUKhMZbyPn9M4+iL+mu6qeLpvN9f2ci8mjci7CRP75mpseE9rqmv5hXqNvjVjOOpd6kV
xGYWJ3/00aoT7+yqCYI/M3F+wt3g/BDuBwe0gy7HKBnQK5C4jk5dfe/c8CWECAqLKXBrUh6pD8Ea
50XhkwdPRP8shXC7vKbNJgTKBMJ0SrPgZGjal/czTrht3QZ/B2utsvHo1mSxYfwcKB8ByUQRDIof
XrDB3pCMjbT6WBusq7b6YJUw/7smFb1x7dp7fZYye2eTD7q5XI6h8tDUfsHbH1xuVIuy/RQOxC97
37PyOyRZiajHqfOjBduiLogSv8L3qdvgVziYJ90KiTJHTq8uNI1+8MMbzUIFpSZEdvaFbRBJR82k
pA6BFJoDnLW4Q1KANJXE3/rjjKZvzGakKJVdXy9kkxQ81S/ZRB5VtlAo/pI/P/M/q5HxgC70tBfh
hI5GhEW/fNz5+I3r+cHf+qrJzCyoDS0fXr/BUAhhvuzjcv9saayyEYbM2Q/4P5T9LghlUO/tcJ88
nLcgpMpN/q2/3QH63S/Huv6ynXsNfr8PgHrpiXw8VvV98Le8biqyE+4cOTd2pVaV+qVdxINeihGv
ovJOslzcSLoa8IzklqZSKFRU06F5MQpu2tf3NPdbnkzieey1r/BJdRv8CgfzpFsZlL9lYLgv/DaA
FzVZvJds/tGxgOPzVGx7K7cNuDLyHMgTarlMUUVJL8V1NvrJOnkmTvQlu/Ha/rxug2dv6iN+X7wJ
hbZILDisSH8JHOWRd77y3WGR9Yf8kaqVDVFIpzMuK7JKRXddU9PNXujtEgbuszdSZ6PHdRs8G/N0
uJfE0RAExLrBPQbTOJVv7LnfrPXSObFoRriQaiwhPbh7Q0GxoMpkgR6y48WZXJ770fULCcJpt32F
Y/FV3usr7NbX51Y1qR+E2hSVFHidLjP4vG+MsonOaKVAV0W5fD9dK6VA6lBN6UQQz3boBHbGFw66
Pu/D69fVbfAMrgHWNWv6DSwU1tBeOpzGlKjAUMiwoCZtzGUKJIiuqtTOPHxRUPtAzAhM2TU9mHr7
rYxA3Rf9rQzrb/WmHM8j46vJhIRS+yqqrkGfOwRaXTogcUVssritLpfSa1UNZMGC1496VoRm6jb4
W53Ur/bmdV/0qx3Pk+4GJmapVoogPXd1+FM6FXGpjnfiJc9CY6mx3AIbtJv/6i9+UhG4YNwtJn44
YFEC9sG6O/rbn9ev6gl1G/yqRvJ3dR/QPEh+v+iFdJuN6ggeVsiwvGQ7hu764wkWdl53RH9Xk/GV
PKdug1/JMP4ObwIaFDEcgsw4y9kVA4dNl5JlHShUrUpFW1sIExNn13MTv8MZedlH1W3wZUfw9/H7
QIBxDJtxqhpbdWQqlSoqloODYjCCCA32xron+vuYlS/7zLoNftmR+z39DjTCFAWJD00xGFe1oLXk
2nLVYkFwB+SoWa1slkhhYX1ef0/z8yUeW5+rLzFov8+fWERdKOgn+yDrKhoA/H7IdHlCFi8yrr51
/+H0NinTr8/r73OSXuzZ9bl6sfH6vV8NcQGGCoVxHuQ4q0woJxgw8dKCI3gFSl6+ee/RFvnTywNT
f+9v+tp0oG6DZ2yqd43LV4uLOlUZXGumUa1qpsuJvKsmF1Y3i1+OruaMjcPXqLt1Gzxrk6lnKxQV
abdacpt9ibxoUuWfxxSB8qmZIuFwy3q3bhvAh5+113qN+1u3wbM2+SwhkpfiGdmltDIIsdN3HyY1
pQC5rpqwrWhlN9L1nfAszWrdBs/SbKGvNueFO+rv3JIZRivA78w+Wig5rgkaopoR8mZqeeflK6TO
2Kic6e7WbfCMTZ8N9UqD8raUbVFyVcWgqiojslwAsoQ1vSLH0Qpgk6lnCM/OvNZt8OzMVa2n2Opo
lMt7RUkCvZOp5/JMxGuaAoroYYMUrbICkTJ5YQ2UMzYMX6fu1m3wjM0msKDga3L0OAQsoCMr72zl
bdaQldo+CCPUJa+WztexamdoWus2eIYmi3QVE+ZAr7oQFzTVdrWCWFgr8D5GhQnW9kFo/2Xm1/UX
EJI/YwPw9etu3QbP2JwiI4990JT9jAaMqFFpcjIVT9wHESYSkqEphrezazvGc0tJn7HX/zp2t26D
Z2xWGV0hGtViMc15y7b5Wamjuzhb8bKopXCKZcOxKm5jVCmcsbd6rbtbt8GzNv01GSeGg4az4PUw
dqChvUGkOH+1anBewdYtlfwXItxSb2dkBOo2eEYm6qCbNGTQoYMOOnYgRI28t6WvmalonOSYvJd3
UEjBBZuaXm8FwTM2pXUbPGMTRkFsAlW6Xi8HQV4ru8wletoERbEnGlmI+9J8sHHg0sWel6aOOmuj
cpb7W7fBszZ7DFezwagEITQtvURHB0b7muKJD/pEx3UYb3zgrQ+uNX6l2lxnbYTOWn/rNnjWZgy7
neOynojkWDRjVkwqfumdG9cvYx9E3oLmAx0TPfBE65jtszOvdRs8O3NV66lLxCQchvGDNEYKhYMr
MhW/euOdayLOgz7BNilfTZbrq9TmOmMjdOa6W7fBMzdlsEOCzaZdxhOKRhc3HCrQ3d2kyLWYjGFi
BywXnPq8np15rc/V2ZmrWk+Jmj2PDGF3V8zc2lR9yjBTVk2FEufbXC263H61B6dFoT6tZ2ha65N1
hibrcFdXtiu0L+iTIM7L8hxDGZxhO5boFFE0wTB12aUzNK11GzxDk3W4q7btMgLn6GCz4DmaoTQJ
kFHdZ+3kkT2EXvYZfa3Xsdt1Gzyjs36hJ0QbqlzEPgjPFCITYQgQaiEjlVdRYVivHzxD01q3wTM0
WYe7eqHHZ2kWc6BgwTTbDK2FtUpVJ2n8Ot392ZnXug2enbl6sqeiY1CeUETiiQShS3naWIHRQ7rj
OJRD0/W6ibMzr3UbPDtz9WRPbYcl50G/SJkWjn/eZl7kTJ8ucCABrodkztKs1m3wLM3W4b4ysDmr
uIN90DYthGDCIP91BLtmg2f1nV7Pftdt8KzOe4tM81a3KcmU4OEN2yhZlaCwHNu+WWBQRA997Ho7
IyNQt8EzMlFHu2nrJoR3RYlUMqHRjCCyrutYvIrkBICjZ/S1Xsdu123wjM46eNRcmoXS9m70hWZ9
AR6FE7pU3qjvgWdrTus2eLbm66C3AjLzrm0a5PwHE6QpX5B3acoQy9sF/KE+r2dnXutzdXbm6ome
Ml6BdXRFFmsiMMjRc0HIYrMOp5ZNOKL1eT0781qfq7MzV0/2dH8f3KX9paBEyFE8wNo2LdUjMmdq
Uus2eKam61Bn98+De3/SKIGhka5wGE+A0upU92doWus2eIYm64mu7sZFPbt6hDS2PnBcsDzjMpKA
rP1ZfavXsd/sP30d3/rr8M47HwlC2kclrYSo2F46YNL5DdrlNFoc8Vlelf86vOPr8Q71ffCszrNp
k23QG4kEcQp0bIphWRoF9owtMS5fj8mcoWmt2+AZmqwnuoq6Xccy9CAInJCdhw0KPIhmKNYMsZRI
1bfBszOvdRs8O3P1ZE8Z11QrpQLqB5GJoGmXFrEdOhRnxDmHNuvzenbmtT5XZ2eunuipmS8rhMZi
Jw0jZFjOoTwisUHeaOBcCoQW9XZWRqBug2dlpo70M5UtG6wvkshAdRf4GNqlRJG2yT4YY906xe9Z
mtW6DZ6l2TrU14DPKwkcy6B4sAbQdigBiQmX4swwbFA9o2/1Wna7boNndNpD7Q0B1qgU9kDbKNtl
WUI8SjuIi5LS+no7KyNQt8GzMlNH+xke2JTbCmGZ81LlKqKi9uSdckuzk7r2i7Kotp3Vt3od+123
wbM66zTY0wjhdnatIvoogwbLKGVbFueqlTpe9ExNat0Gz9R0Heosy4O7wqHo/GYFdfM6RQGjZhkm
a2uqWS/hPUuzWrfBszRbh/vKSmItJ+/ShN8QOXmvSJumZdkIznjq03qGprU+WWdosg531eEkkUEu
gvdEI5SmQ/QT/xs2aZi0h0KE9Iy+1uvY7boNntFZd7APEpvDPshSOgHLCCgepDnXVJCYAHat3s7K
CNRt8KzM1JF+ugwPfChyEblNlfKzlEExHNSwedHIbGi6U+f4PTvzWrfBszNXT/QU218tH0jl1goU
y2EnJAz3DCda+a2dct0VPUPTWrfBMzRZh7taYCOcI3g5tiHUsor6XZ7SWbdYcnON/gc3Hf8ZfavX
stt1Gzyj085RAKqxDGOqBJfm0ojOiCLEeU0q0NIWJhwz9XZGRqBug2dkoo52k4fsIMeyrF4uIRvo
MsCLer0CshWut7VDJPnCejsjI1C3wTMyUcdtkOOIxJkFGwSZGpIRSFYgay/aluCtSWbX2xkZgboN
npGJOtpNlpiZ6zisVkWC3jmwOb9VhDQvdaBLeEZf73Xqdt0Gz+hsu5Tj2JZpeh0TBmcTll8NVGuM
16hoe+VMZ/TNXrtu123wjE65A4C2aRqGD16oCBtkKENRDJcBdkb04oB4Rl/rdex23QbP6KxDbde2
LdsiwktEcoKhTF03ER91oP5CufUCwrMzr3UbPDtz9URPi042Z0ei0pJvoiIiJy9QM1ttsYJpcR5G
teu8amdoWus2eIYm63BXUS3PsFDc9fDY82hse2DdNlE7YTCS17snSnhGX+1163bdBs/ojAdgdIRW
VOJdgxLdCqWJPtX0sibDI2OBA2K9nZURqNvgWZmpI/0UKA2JeZt2WJDHCB6XsiMxpcqqDK2mUvX8
4Fma1boNnqXZOtxXtWzRtsXqvBdz6PdSdqJVr9JFni4tLZXrXPdnaFrrNniGJuuJrpYLqmM5rBtp
8uHvHFXxtlK2UKUZ7IN1asOzNKt1GzxLs3Wory5o7m0bOfmWriD5cz5NxcFj0IgAALrhSURBVHkh
yJgMR6OIot7OzgjUbfDszNUTPTVVxQBAm/ElGimqqlO5AgUJ0IBgMB6vV0JJb72dlRGo2+BZmamD
fioVEvQU7HBc56Pl2HlQyfho4+E3KepaacGvUBKMsB4XPUPTWrfBMzRZu131Boj2rqo4IK/guNnF
XI6C8K6u2oYJECkNRTRkC+t1E2dnXus2eHbmqtbT2iaol4tracWl0Wyk6on4WdTDcr5wOEC7lmEQ
+Gi9nZURqM/VWZmpvX5CgF5Zefjg4fR6ybQMTW9uCKNcUFcbgBGlOcqALKEGTcL6Pnh25rVug2dn
rmo95ajte5/dvHV7ar1smFpV9ks02RmZICUXq7qcZ1xDVUGydsZe63Xubn2uztrs7zz44tHS8vxG
zmBoU9e8AmTPqHC4DfqD4UQ8tLcP1uf17Mxrfa7OzlzVero9eW++RNmybPEe6NC7lpxdS5ZTVSQo
TD4UDuE8qBtAcZ+x13qdu8v+09f57c/guz+YmS37A65qc5KHQwiUiWcnN1Zn1l1hJr8ySyUZWnda
RwNn8M1e2y5DQ7nezsIIbLVSZVFc+bdprapYjMBv8ZLAuJbt9fpYx+VBKWOZhmk5js54fV3fHj4L
71TvY20E6r7oGVkIccpiRSqZsgm/PbgqBA7yg47jbGZkQytsLMpyVdF0w8A31XVsoj9Rb2dkBOo2
eEYmSjRkicrMJ00baUGYmSSytAvAqJfRSsWqzZbKFUXVzRqHhWNoZ+St6t2s74NnaA24Alu9N6sb
JnQ/adiggCp6bHpxSc2kFTEGP9TGDklEzxCVket8Mmdnauv74BmZK2hLOFO3djzgLwQ6hnIgsgQm
J5Z3PYm2loBd4kgD9TZex7U0uXRGXqveTeAK6zGZs7EMimFq7Se39UCFdBeTJoFUDdpL9EBrlz+/
MJ+OuOR06FCuyQpu+Mr17rPxWvVe1mMyZ2kNTM27ftskBL7wRWsGxwmeP/yD9y4PNockMN+T0Khe
i8kYIN+ut7MyAnVf9IzMFE/JK1lvQLddl+TfiRG6kBvkx5uc9dnVMtF9sS1Dr2m9IC5aD4yekXmt
x2TOzkTxVIbzKQWIu1g6gDBOQy6rVJsvxjIUu34nw9JRRtEpwRd0KEtn2aU/h8+qYjOsB0hf/Smu
74Ov/hzVeihY2XSJKEnstbw3IbjxsasJavrOSo7vOhdF4l7JyZqu60oply6pDuKkFCk1rLdXewTq
Nvhqz8/j3uVWd2TDOuANzUsRmum69ga1cU/rGj7/3qiksB5DAYCbYWhLlYuo8YXTWrfBV39+6zb4
6s9RrYc7s8tVgQep715zXNMK9nCBtY8zF/7hn37rRtAsWYIghVhe9Hh9Xg+4nTxIVNTD3q/+/NZt
8NWfo1oPP72XFCOex/UQfrXk7W6hkh/OKNHOljjl8LxDByJ+SKIhXip6LAgUQoQQdU319oqPQN0G
X/EJ2u/e/UXFBwM70Pb0KczIpRCVzwqe1IOpR7NpfxPPdQw2C4xZlauGkyfZCaQxzsjrvc7drNvg
GZn9rEzxjmyCt2Kv2a0fvCG4fmvosnd1+vbPb+pRIfTG995uT4BkTTft5W2LAqyN4Gbq7dUegboN
vtrz87h3NEtpsiXu/8Gk2y43ME6D2vP2WITKPvosyzLhS1fe6W6LeXmW5TaSRcDazsrLvdb9rNfw
noXptyd/tcpYsi6wsgswjAXYNudenaAykmdMuPuLe2mDzSIxQTe2MAuLS65HVxy7sVFiedqoB0Zf
+Qmu74Ov+BSRAghzc+cAg83vtXw+a1IeS/6Xv8k1j3eZSz1QHqTLMgU5bJCMMpQkiqLA1LVAX/Hp
Jd2r2+ArPkkEALr1aHZnv5u1+gg02y6vp8ulTdbTeumDt3t9bUbedTYXFdmFKiEoR0VB4LEH1mMy
r/j8ont1X/QVnyOVY6zFO4sygpyoF4TuPAGKwrR4vplZVXz2mwNNsZCvlAsspiNRXTHmZdWioPsS
6mx/HL95xd/xNe9efR98xRcAh31QSaXK+9009prrs2a+SEf7Qj4vj2BNpaKLja3e5N2CA6YnhgNu
G42qa7+84tNb90XPwAT5UKgrOI8jnLWiJbSSaZTshhC3QxSWLEDT/M1Nnb2e9ZINgXqGc4FYIxWF
dU3sV3+O6/vgqz5HNOAvPuFAUXD/PEizfGx0jHowv21TRkFlKr6gK7aF89XH50GUFBItinp7xUeg
boOv+ARRkDHz+sQDfMx+XDQaCLSOxuUfF7Nr0188yjgVyinKoijrLvY/xEURFiVvdvC7V/41X98O
1mMyr/jcay7HRCLGZnA4sblF6ysh0wR7k2Nnvc0XLlMfT6VT0zfni/n0TkOLldQ6boSVdSMadHTH
1xiCFozJ0VbVrFviqzzLdRt8lWcHfeMgbU1bpvj+kJCqBvw87yI4SjN0KNTWH1i5OeU1ixnF1ZXm
mJVUGgb7BQDacJGTSMS9tMlI264owQTVujz2KzvRdV/0lZ2a/Y6ZNhUeuHpjvMErcP6G/b/6KM6v
z82VKtlkrlgyuKhgquVsQfH5JPBucx4rvzi1VBKoQI1pTauj1l7dea7vg6/u3NR65hgOQpwUF8jP
z2YZ1jb39sEg2zUuzq8zumbxXgGpQ/AdgmtGW13eVHiJZ2StVFD5CCcKpmupnOcVf83XuXt1G3zF
Z19jRYaySpVH83NbAH+ayNPXfNHhhqF+TpW5jONtjHPIXUBuwhYaWz/LyKyHt3XaqBRlUDtpKSuE
WGodL/PqznPdBl/duan1DOl2ikqub91f29EFgcJWt2uDl9raY5S3mk8h+BIwFTeklRUnfuW9Xzmc
yNtKNe7qarWcWn2wRHUyjFGvYXp157lug6/u3OzaIGAyy4+ml4q5ssu7OBvu2SDvcQtSuDRV0Sgf
XayyPs3mOW9n98eOCf0l2+UJEalRTBY3ZZ7eVsP1jfCVnei6Db6yU7PbMcsqr08/mt8IVWTYlGZy
ezY4R8k7UmvhtlHReauoC6bpj/Oaa09VyxXkM6Sc6uBYaJsd6VQpuS221oNvr+xE17nuX9GpsYFw
MRxUHy1/vumo6+sJ19ZNxiMBfgbqNJZRYj5Pa2N60gZ9DCsIXB6ZeTEQ9K66lmWathO2bE5gLVML
BHmHkTzi+UsBTQ9R5iHoTJ3q4pWY/LoNvhLTcHon0g9vbTNUIRt3bEhcA7NGOJsYhpFDXrEpnp4L
gXLbgvPZVFXYQJBzs1AfhCSa63glR7cEaYfnGQKciba1SzrT0NjDEfgaiIJxqESN7yv+9q9F9+q+
6Cs7zSbhB63eXVjMILuHuvna9ucQqQmiOGEwSEeY+Sz+Ah1C04jYruDltIpKNkZcyEbiHkO1qQCL
fZKxNH91Z22rUM6FdQYpe4jFEJWmugm+CrNf3wdfhVk4qQ+qBVH57fV7qW0ZAryWpRvAzFAOs+eL
miwr+fhKUaSRPoQtmf6AaCuaKeN/k7/E/WFRzySLbYpGS6ypx1XVEb0iOxpqbk3sRUkhIGMD0FZv
v98RqO+Dv9/xP/XpliOAxGlmak52UP9AM5Klmhxfq0eq1fBKLi0wusWPhXgbuqButaErVC0YfBX1
hkC30VGDbjnXK+gVHeK8IKDRqjrFWoWkmi+VCqVSkUeWg5AfHpBEvaLj8Bp0q26Dr+gkM2CiMFam
V1Yt+JqcP9xBa6DORn5wzwY9BmoiNDrwfswvETnQzpaImUMBr0oUQmGqbqaSOD8SD2rxiGgBSiMz
Hj8ApCallFIbK4vzDQbjZUHK/Yq+/uvUrboNvrKzrW1N3Z9P6xzjMJG+0VFO0Vza1hmigA0742Rb
cBQu7HUDzV2dHR03vLnNguUY5N8ogGmYvCw2Ncea42M9PkUVQoo3CJsT/ZyrVUqlUtnOVXW6Fp+p
t9/zCNRt8Pc8Aac+3tmZuTu1LUck1hXazl/sMHMlyzV1lETUbJCWbQk2GJlUI73nzo0MdxmTSxpv
ywK2TTQnrGmUNxQTmhKN1fUdW8wytKnorEegHZcRfN7bmzs7mysL84Ov6vu/Pv2q2+ArMtcapK2R
UXAYqopwpbE+OflgPut4ggXX8l79o1FT0JRKWRfDUkEL+WypxWFp2h/jijGlKLQH2apUSuYtzqpG
Wco2dMPgXFurljYWHwjxNr9RLrVwhmq4jsnbFpqpyYiw5pZXk7fnt7a21QhS+GUDjqlZ3xl/5wui
boO/8yE/+YEk8IKMHWOYiMWU7t9f2txKFauGwcZb23s7vLadXVtLVUyzXYPEJy35q4CjCZSu2RXD
l2igBXpnYVunUTqhGmI4IjKmjaCLWS1uq3qhyDQPGLRe1R2WA0cUw7IMHaENm3bVkiyXsgXbg/Ao
+St22FdkPF6jbtRt8FWZbJL3AwdF2oNQy8ObD5yq5jCCJGkd42N9cUqgK+l0xRU9akb1t/WPDOd4
CNADEcNYbLgxJtDU9nzawDGQtikp4KVdgxE4s1Ss5PLJtB5o7wwGUQmMSChPc8jaUw6rAOSGII2q
l9M5xTElBIFot26Cv4flULfB38Ogn/RIA7l1bIQU5aOouYdLxRDALSzMxe6/MoY/URs760mZljwV
KtDW29McMiTHcsRwIh5v7W6PIu2eWyralsPxooitkA9ZnMdjlVWKqebKJu0oF0KQoaBsU2Q4gUOi
v8AJtiP5vDTvGqoqZ3UnzNQZgX8vi6Fug7+XYT/+UBf2hp2NAn/2o9vzVclWFVk1LOv82ARD5XaK
v5pd3CwZlNvY1t0gKJtzAa2iIFZzJTEwNtTqQe4+u6K5ui2okqhX2O7xnG7zZtmUWE01bCW93qW5
LEfjvAlPFLUXVODcEAt9NNBdsAxjVwtZ2x95RYbidetG3QZfkRknwDTKLOQ2N6buTGVoL+vYtCfa
1PzDHg+V++SL2YVs2WQBvVab2thSLpW0ckUj0H/1oqenKyTQAGjPL1m0YntL8F/DfdeubOTzrl2x
JdVwaEeXS+XtkoETImMCX4r/pC984wqbNygTcDaWZ10ra7pIVeBA+IqMx2vUjboNvkKTXV6emppf
Xt6uuCwdYoVQx7lrV7slSpv69OGmZbNIsouc2tth7JRdNqsYlCfWHOEQTXE1RkjdXqQ4xQ34Pf72
i9dGEnYqyQoG7dew+9k2zWeLFQU7ImoxLFQXMlzLuXDY29URdiXsjDzHmXq5YnMirLDefscjULfB
3/GAn/a4iutW1qfvTmZzVTChIdJiut7W4YkIpeZzy9M7hkz2M1NVrl3vLc0nFcNmCIMvq4dZzigZ
Pnrq/oYgKG6wT/T2vjHoURrXtwS/wwYdj+AYruijKUtXoUhoocbXAWC70tzsaR0ZabS9NMF4c5BO
q/LBoFS3wd/5gqhjtn/nQ777wIJHqv2nookIubi0ll9b2SpoTpHhadUIJMQAKw1fkSpmfm0JSQnD
wzG24XDCmK5Uq5rlBF3aqgTe+2YDZTESVXj4IwcJRhQ1NQ+eb6UtTjSXf3OzEuEqVYXxuYonriOt
j+wHyT7U/nPrhz+IOg5E65PTy1nNtPUq46MCb3+zGEafzBqSWwaSDflKNBwjbfKz39NYfc0fW98H
f08T7EHtgo1IKI9cBFVIVR4sL0PLzDA9HIhgbFHiL/3wzc7sr/51bn55O480BTxKtQrb4tWqohnY
zRzG1b3D50QAuZ385x+VUENIapYE2LYjSRQLikPKym9HHFZydQjBIA6D/4MECBjYGKQ1hvol2zQ1
0d+B9KNSpDWbc5RS8tNy2MszmlXlGQcxIpnkS8CoQSI3dRP87ayVug3+dsb1Oe7q2iijxXWum5qe
Xb2/upmRbZrTUJFL+SO+74xG8ndvzaTXtjIlbHuuaKoGA1VPs6oohuW6CsO7umdkHBsVU1n54haL
OiRST5Gp5DY38zjlSa0tzRFX9duMWEvHE6w3/g8hZiNQN2Gon2dw+tMZzhPvjDZkNY3ljfTyhhuI
CKzAq16KhGllLzkh1tOGzzGfX/qSug1+6aF7yR9ig2GwlZXWFxcm7y2mc9ANZESvZ1Pwehs6G70D
mS9+9sk6FSmQjQhxFE9ZDXS3uAVXxyZIsyxK5CmV6+x0ecrKbK+neZBc2MCh5ZXCzsb6+qKsMonO
AdGSNVvgbIpD+pHASF3YYC32SXe0elHKyyNzD3hOojcLfm7cUmPpajpvgKAU+zR2TOyGEPYlRU4w
YoJyqxO0veS8H/953Qa/8iF9zhsSQ9DXl5emHi0sbSosGEIZgmDhOjoa2zt92qd35hXBLez4CIQM
ZsPJTO+ltvKqBJ+S5O4FnkOMM+Bp4ajNhfVkGUc3YoMmJ8A31UuZxaVtqoXl87mqyvIu69H3umUR
c4I95f2SrgscEhOcbsPNjArVPHZCTlUyGxvpXKFqqzsFAbg503A5Sq8gWFPD0tW5oZ5zfp//sroN
Pv9YfbVX6pVKbvH+vfLaTlnRpbAMDhhk7sxzA428x19ZTW7nBY+lmLSFfY/hREtoHOphd3YIYTbD
cCwQpLRr2erbtDX3YGEr7yU8M/gXg2LAUWFphlJxYyHBysgyRTsMb5BYDM50DmoNsaGZKU7b2S6W
M6KicR58D/xxOpfRsOMCUkpVk0urOxsLW6YkcIyL4BHQrBQKidG+2kGo3w0jULfB39My2FqbnV9e
WVyjCpbE4RxYdbBBwTx6fJWVnJGcazEsWq1IbSZAoTYgLlbrSIu+kUJ6ndTRU663ovKiUy38gKE3
FreL2EjhcEpelPaC0Qm+a9SLwEoo0rxdKRiOaZM4DNnFCB7NxXZpsB4N+11yfX5+q2SxtG36Ws08
CDK8EE3j7Gp5XStvbuWy655k1vCwdkXRScynHpb5LSyXug3+Fgb1eW75xdzkUqaM05rOB+EA1mjO
wEnP0srKg5RbXFPd1m4hr/IJAWSFhNm3f9SzMlfxV8EnQ5qnqHi8jlz+WyKdTyKYo1gOK3r93qiE
zANLMyZvpbNcq5TLp1XCyMYTEyRuLdGlwB2bg3Y6W61khTRyIul8Tm5gwwVT8lBaIVfWwX0R4Ivp
7M5y/tFCslTaWKEVZBcR96nrNz3P7L7QNfX84AsN1wtcjO2IVAlpoAil8N9IWIM0mjKX5nKe8Ccg
acLOQlVEwTVdUbB1h3c0VxB5xqgaKGJonw3Z5UuFq5nJxVC3tvCHPwz8619J/hzl4dWC7vF7oPgZ
cpPJ/+mC9d8+qgJfahj+4Ss9nr+EjytrlmuxwZDY8PaE+q/+vRJFyh+nQhFUGFZe9ImUWtX1WFAv
2PGGqdaQavi9TmN/h8AZU7dlw2QEcEDtNPlVy0MrYRxTRY/EV1hOEAWOPadWNNYf9vXsDkU9RvMC
S+KUS+v74MuP4Yl3IPlyFPohyQ3zQ2y/imAmyQlQRmru/tTSCoO9CCFP1mBpC/AV17TITihKSZNi
hEAscbONCfHSgF7Klh2sff+4Jz2bYxhHhw14uyYmSrYjBjwU/ccJ6s62qrgAmgWaOrubBpoFXGHT
uKetKBTX4mmKylt6sEQyE554i4+X01mV81IOAN5+xFZDvKq7hlxS8jv5arFEdlFEdWw+6gUIlTI5
OLaGKpc0NFWpygvzC8trG+srFSeMAimSvqi3lxyBug2+5ACe9nPYHslqOyS4XwuBAltGuYb+l3Nz
8+sVioeHCeJPOJ8iB/wYwyL6geI+CH56BFxlGKXvDg73jFwxpiuux1ED/ddSkzvwQjlQZ/v7rr55
cdJQKYl33HebtFtJ0/Gooj/gCbb4pXgDFAhJeMel1LJSmeZGu608EyvyrGXwsaZhP2rp4929IQ/N
+0SzQvlY3REoQ66md/JyuYpaelLcRBkeuqrjnAiCYEDkKhWDGCCYaNL5klytlHLbwR7GLEETqt5e
dgTqNviyI3jK72tZNRCcMZSp2+Dg9fOMWdxeW/vxVrpoeeOJPNkGYYOSBPZeWkQ0BTEUntF5QGQY
3uPp/7v9g4O9sdk1m+MUo+uNy5N3NY+hA10dHbp2qTtwXy1CXUKRr3YVvsjSXJD2+TlF8bSwlKet
KwRTBfU9bVjmj+ienrBTyXEewdYsjhkPN/WPXzw/0tbZGGRNzVBZS7V5Vw04mm6o5YqAc6UE8E1B
sMoaITTFfo4wDuBqlmXousqzcJdRiFhu6vQ4ComZ1ttLjkDdBl9yAE//Odn9SD7coGFViGUYqeXp
qVmWdQ3T0KsWUglwPqGZi4MhanPLnFmmokGGDzd1DIxfvRa5SHkZY/vPVdvS7aY33xYnpyivrvMZ
qefK5RZWWdcqJuMq1W92lm+nLBsqoJRdqgSbqhxPSTF/fFWDJDZiN7yf8yTC8pa9WzZo8Ezb+IX+
1liipzMI1GkbH/PSktdVfaYt8gZiQ7rJirAyT1TQXY/EOQRcCkwAyxG0Go0PheOYuqIyPm9QBB6u
zj/z0guoboMvPYQn34B2EUUkh0HNQfqNYbXC2sLc4npSgqNpg5wePh4wY4wrG1DS5Xz+SkhwosM9
kbcnxocH+nobwl5DsO/OfarQWjF4/a34zqMNh8UelU2MTrRTTiWpyI6EiqPvtyqfb+sGa5V1zmG7
RhI4wNl0pPVmqcJwINLuVddzsZGuxlnXpAQkGVZkPhDgKZcTvEEm2Dt++UJ/R09vQ7CkOnBNbdwR
iRLGtroTXldsaIqF/TxyGY4rsEhKgh4fZcTIfJg2+L7ZgL9OjvgVLJ+6DX4Fg3jiLRAR0V3orSCc
T1Ol9bsLs4vIxDEyaD1Fn9eDkGhtnwRGhRXDDY2D57vCPdeG45daYkEfTBdBE27nx1mzCOre5m80
b3y0XtBsVmBGxy/0QPiFuZfLWwJrGBe7U7fynCfCV5ygPzgwjiMcIpsi/6giA6xt2dViKi80J8Jp
pmqIyDyoajFTNHlkMCjG29DW0pJoae0dam+sUoyPhR1aDnpmKbIHNfeRgbGBsRY/mIEBj6tRKjIM
oDM46AKNg0wjh1RGvb30CNRt8KWH8JQbWKpqsQIiowhQZqYePVrbSKM8KCiJPA+Qpl7zDGGEPtHj
8cdbmr8/3B9sG/BFiqiHMClQq0kl74N/Y0XlFifT8ob963uyLpseif6PzvfxlE0LP0tmcA+12t6Q
vq+E422iSsUCns5BleYFkTO1ZLkqeCEIsyl5jKqcWhmyclWG1SudVjYpe5oDtKs5gYDH1SnT9NIe
FBi6AuruvQRT6hiKnFU1Jz52vjXeDukY3aZ0AjjFNwMfFWKRdNgr0uDjJ1Q39fZyI/Da2GAVlGOo
FsL6QaDEMnVUDL1sI6FHkvPea67ssplpDxCWiHDmvGxurSVusKbg3P2bO5OTFZ2WJBZnO0UXIkHe
1UihEYKjPrXiNF64cRH9iUYANnOQSQe1tl31ecvTxaLRNFf9zneU29uyIDGGE+u+FMaVlsuumKWS
xgUTCe/yHCPR3kLZtMpma59UiwWxQrykRLyFAt2kOo2h3Fqus+JIVt5JFC0EPoPN0VVIxFiwZonl
CN+91NDVGWJZG2L2dNkIBAVvwmcY3pgf93L1cqHEZFUvW7RCsmsqjtfHq4MDbk4pr+PUiM+MWgV2
HP1CTRQQc3U0zQstrdfGBkm8nai7I7QAXAK4U15omE68mOjC7643Iu/gYbjq+hefzM7Oraph3pvy
s75G+dObudT8w9WKbhBz3dWKAIWSpuoxzjFMUITaocErl/tDB90BQBMnLtcNVpNz8zuWpAXHxvjl
5WLB0BSmeXwiIeEwZzPMZKlke1D8/l6fPC9TQkyp2gLFdw3s41h8QrSzPcq7fnxvymU+WkZKn5YN
AvtEzaJESyHK1gCe2bcXRoo2dA1duCZ0RkEupRVtM7upJLqDCi/6q1TnlfeZjEIIZ8qAjPOca0kx
Dw6FWraaSqULqkN/XOGAO+f2VKBefnBfozu8NjZo1mrgsHpdkN8C1vyyc0x4kfYRzDWnUqJyM48m
58385pbm9dOFsKszS7++n0ZpRBrkZRai+wTJaeBMhwObhCSgLUQamnqHzk90+znsII8bAdjQyY8n
dyDUog+80bp1d01nTI1rmbg2ToOAyaQ4+ufbGSYWctUPOgoPi0LjYGbPBg/293hPU2szU6QtirN0
Rlw2o82irJiwEqQa1FxLkGY1W3y8i6Ok0B9JNDb1N3lETq/E/cgP0kp6I+IRtjO+tgFgY4yKLVjg
oqF1RRuP+33RKGemC3mEc1j2N5RXYklxMPki1XfCF1ler40N2kS3j8TWEdOjvwLxS7hgtbwZWW4k
eg8A2KefrVleiapq/vYWJNHW7m4sr1GpqoI9kEFRe00el9IEmJ/rCW07nkTX0HD/d/riIunXYROk
CeP19G+2QHkmxbpbKtPzqhhW9IZrb/ejkslB6o+lp+WiLVLF7Dcbdu7JkZ6J+So8S75rcN8GTZbm
xYid0xUnFOHUkmIIUZ8FIigSWjGruSAbga7o44HQSO/wOn5v3OsLSXwxiBOfk5x0o41UYWVre6fp
zV4tZfoky6ItxRbf4hw+HASnDbjeeNbWK63tcTybjAkyn3Vw9wsY4Wtjg0iPEVeJQnidFOK8dDNg
KKj0wcIHJaGhaZIxe2tO9Xh31Kod72+j1tXPP97KVHxFkhEgKtakngHZCHBMmKrJcqGWwYmLo33t
AocMAnzL/Q4Rqt/aCv7kvht0Ke+AlJ1e0rweK2cOfGuQNlCyCxOkgG0rVaqFneQ/bti6rwQSzYsV
S6DE3uH9Db7sAQ8FL1jeYtL2sppCnNEAb4OGG58iyqiqZiDEco83LAwLzqcuyfcFgo2J+Gc8hRMs
bQixbspXXF8p80GfPySYdEWXJD7RN6oUdatakvtjsaBglrKxxkaBcjEmro4IDv6z3p53BF4bG6QU
7Epp1ZDIiQX28LK5ZZuQcZq67jEr6c3V5eWp5ZVNhTFyDArTGTq79uvs3Kqj5G0XJQt2lfJ6wDAI
SBrrYUGQJPmkPxg7P9YI8IwCnQck0/X9c5ziEoYJ256/uRnyVemGRGl+phzwmpodO/8GNlsk44Gp
tvS/2UxVKSEQ/wfh9fua4Fj5sikwnr7Rg4lnkbhnpXBbNa04NuOJlCs0z0gxh7FspCWdgiI2iYci
SrXfAeJakiioWTSExCZ9E+T5VhWfGV0pqyOpOzs9l4MFQ5U6WsLtI90GtuFyUe8VsAsqlYqXo8H9
JrC6qmrgfHvZ4X3e9ft1uO61sUFz6+EX9xc2NlLJKqlIfXlnCXsqWOK1yZXlxaWl5fXFZKrEeLRM
AnlwR176YpUuyX5a4VAj61puvM9AyRCOUhyKJII958b632wN1PaKClOzvtp+SprBQztCKebvTpbC
blrsTZdSWTZoJi8MX7/YiIgKA915so/9t1ngWfzx5hvSzEPKo6l22RI5X3/f/qLkddsHQ/AE4olG
XrF9jsEwmhEfpBhNJ9uVUXXDcdo6sBXUPhEvlSLiS8Qaz/dQhaprVEw5vbGl+NvildVssDMicb7O
C+00H7bLfEyqaoJXVQgJR9DAGTOrsr4S6rBcVqzb4PN/HV4bG2RLS7OreaX6+ZbGen0vT1JUO8Hp
qvYXK2ubyVxJdtRcifOzZgEBn2DQVfS4LgdFNk5VFJrxdI9vIQ9BYkEVnWu//PZED0wYlRO244fx
ATl6EEpxiQ2Uc/mpFS2opoIj9wFKEcXy+n/85pUYU3Hh0lJwNw35k2BE1EqlyjvO9IwYAEMbOLVZ
b3/3wdSruJNqCFSw7wKTLIF7xseU9PZzlllWCHxHkN1ElH18ICSuKAmnwE+3LdaRPSLr+qOiE2Tk
ZF7ou/AgHNWLdGOvEOw+F0xnjakdKkznFY6pKjoTaGyWOaNQ1HleNXSLFhCeqbfnHYHXxgap5alC
IEGXGKuYTqOQRyWHQzTgxrSqBg54eIAG6I3Ao1kbO4VsTCB+2L2GoK9J6SsCEsT2dj77JeQfttcW
Z+cfFMtV0HNCANcX8ViWAJV4NbltBgVQJOmqVS37PJYU1ydjue0KQiku33n52mCIIWlFeKY4pZJN
59CujANZRfSm/yIDxl4r4kl6Umqc2vZ/8KdBXIgKQLiu8GmV3E+o0pbd6Cv19nb9eTAT3RCc0Jx3
yBo/mHgRxgx1NLwColCV9JBVchsiGz8b6Y1tbyFNsZmgF41Rj7y77WnAxew2vB4D1lHPRig8Im0s
Zys4yRpAxX2fl5ninNUXj/rFcFRdEitFVQNxBtd8/mInX0je0iAsI1dLZlaxkktmcwq/A4EUrex+
XTIkb2miYJ/8D8IDsDv4urYvxm2QiBn+VBWoSoWnCwSBQ+TbGKqseCj9pePYz2sQv4frXh8bLG5l
FZeXbKua21ycvPtweiWnMwJIUljB42GIe4ZSIpI+w8wjVAETtBTweoInicRRiRCDAS54zlWLyaXp
+c2Frc3VpfnFld3KXGKuNKruEHuF8pHXC6LsGuDEdaHo6bCChbofbxNfduP/8NJ4bwCVhKfNNaO4
XmrxVlYBpptk8ctAidoNV99qfvwDRGSt6i1ULUBgovRGs/ajAN0p0a6vEmviLhy9r81QLE6/wVnZ
Qpkv7W3weFy1ohgBID/9oQggcdhDkeg8usj9ZDxownkBZJxjlMr8yEjYKqwuzaxp/obmbo9Nt/b4
8xslb4TOZulIQsqtpelYYnE9ZSKNXwjA4XdchHEZo4IvjU91bF2HXRITJOxTBC8Lyrbdj1Bt/JC4
xH/mfTTr4RBmRiPkG8jlGJJZ8f4ebON39cjXxwatIsIWYiACEl1Lk8vZ9M766tLi/KNNBQWtmGuy
CJHzw/LYS+BblugBBScpGMDiWNlaWFiD01lambw/tZIql5RKMQ8Nh/3vuEXKe2CDVWwOwHGWAZ2u
peTh1MG2zSpTFqJ6tunGdxrI6tYOfnd0oukSKxT/8g6Dml8sQSzcIFcRL35jbP862BShQVM/4RyT
Bu7tvVb9L71Wd0CxAmo0aF47ej9ClC15o603Uapf1TivZgSbhUyJbZOxBclSo0mIMXBCPvo76AGz
/kbWLUFPBjVSuemmC/6EIK/lV2Flqe3tDl+E35nJ8FTMl74/p/B91a2UIYr2/GaOEq3sWljVqjKY
UEWrkDOwh7OAzrrs7qmXYCTg8RLf/LHPumuClIeceUFOTLm7sWIZXxe6ZAR+Vwbxe3jO62ODoqtX
DXDA2y4nBYLBgOBU85ntreXtbAXxEsMBspqc0DQagT4kHZTkRoksiKpSzKZ2ksmfz84trq6tLKZm
Z9YKOgVhdywasDwAmlVrFr7qJMOGXDotCRZMmuyCLmVGsOtxttaRqUoud+1PsAqxD8AsT5tskSvf
/DzD7WLZbAuEFXrH+6MHsX4EUFHezqg/Q6JDDMSa3m7R/71QafPlVa/qYysTRzcMsrIZXzi+HaBN
7M1mLiP2JeQKl8g4MWub6/WgJw7YC483hWf5gGfd0YAwcIzNMKsy3S2eZCW9szl//86lnmH5Z582
/eFQO70+l0TNYarAhIX8Em3BazDKRStfyKZzpXLcUStQmskEGYwWiWORTZcoARONp0M0bYRioLb3
AUdB0bYb2EtdahLl8pxd3wd/Dx+Hr/yRbBDldCyX0wzDMkzdh6OM5Av6va6cS23MP5JUbGQ0fE2i
epJZmr/zYJK4mwuTs9PTM7Oz81uy6dpqOV9Ily1OAK4aSUGAT2FmB40EFpkYQ/E+D+KfxHvFuuIS
IRoySk6wwHf39lzownvV2JtOfT/G+OVHqqQQf7jGTE9ZwTfe58Afutt0AL6R1lN/AqIn2/FEugPV
n0qV7thOkVdFs3QxeuTGeyubU8yszHnsCl+gmmNayRDyQqO1RSdasOyRFTzuGxN6fcoTqfgY9AIe
ubO54en0hz4E1MaDyGw0kGBL/MV3O7lC2ox2tJQzBUd08jtxv9eqqpZbluVioaxUe0VJ4O3tuaqJ
MC35zB2AaAjVx+PH7v5XvG1F5gSK3X1dAHsZvqB5WXI0+Nq212cfhGkIki9wvqe9KRr0SB6OsL2g
jq+SLVQK2+vJtY3NZFFH1QJVXZu8/SCTTKW31pYXVzY2U7mKolSxdYG2U+GR3UPAsYItilQSgORz
t+FmNaV34nDRqE8XEWghh00x5jdV+FWZ8MV3Lg7EQJr79KZzMz9dCvlK2EdrB1PZ8o28FQfOen+/
RZgFKXr519h45TLl43n9N4FKX9NGjtcFQ3kndsrti/ntCsgQjQT6ahqgO1SloJZnPd1Y7Yx1nDdU
h/YMAfVFmsKCpSiaRymYAb9T/sxyQQ7FMKm5Lf/IoLCzvrJRFps6mtzyTlaxKRyGBR00M0Al2PhI
uW6LV/AG3OTqVNHkgJMDQgAeOwLCtdgWDezg4f6ib5wkiFRpbd0tA4MAMJLHmtvwUwgZfW1N8LXi
FxW9kYbmdwcHBwb6Bwab2lsbo16BaxSkaMLv6PliZmtjO53Sd1bnIf+QpFE/pClYq4h5knr3MorH
ZRz2Aruga01CZh3CuQdLg3y4idS7E25r8oJM0FvjEkTha5grl2yOKb31vaFY2FfFBgkyT009jQRC
f/SbFZozTBF7QE2e09N7rUc4MEFAUch50K58bDOCbUU6lAB7y59uChRzgilZzndqikmHGlA16CN8
ZOBXdIDEHR+1lRRaWrcpxlYsDxelURpxgg3iE0JcadqfaA5YsuqIVdujbRaFJVuVK1BzsteSQpzZ
nr+jeAM8A9IptVgmiUEagvdNbXQWjrQJmQvUUfiwh2XTSYRFdZsjaFelXMhlZTj96OYTWAkSpWE1
8Mvd++WHCiRwqozXy+p3v9hKms1fY+DNa7MPYs+ipXA8YSB5BWxyU0dX7+DY6MjYjaH+wS6/JncG
WE2WwfS+try0WTDYLNwf05ECNjh2dTCK4ThZA4Aw2EOAM6FNUggBC93f16B2RMjqueaBC0Nxkfdg
Wdc0xmg/UyyCikn8/hgni7REUiK7JbAnN+MXn6HIoQj2FwPSSrwQj42eFzbNgzo9BOsRgrUqH1p8
gJe6xwrN/i+ElSBPZQTH69DfO3pw0mvEvOhGmJGzOOFuRKjldMvF4bsAjWq8j/NxOBnjG3G0NwCV
AnFmKzbPx9SSjoOxy6bXfKOPdFm2eF+w3ePlSjtGeK3/ShejgNsUOx8DlgsfR4cGe/U118U+CBtM
IzbKWfmcGASYB+A5ltarxVw2r1ockoiIGR/ZB38yI8eolUfrma20TAdiPsq4+8lKPjBSt8Gz7wjU
IGo4ijmorUWQgZyswCERCOTC8WhLb8LdAb7DocxqaaPgVjb1mEiD5oWDVwlOQhBrEqS14UqhsOMa
1VLZsGUcXTST8yJhyKJqVvRqDuIoF/7kxmhvMPVgsVJEwJHygviokLI4OthxrTHGiKqBJHutHVtS
yIs5VZQh/NdpRi+5Hs5I2Ql723vp6pXxMOcFwm5vCkAzgXi+xf5Xseo2okfN16vN/zIXjTNqVmu2
lfevH50pfu+o59re1p6EU47m1NaGalWYhGXolM/3qLkdxfFM9njQg2RrGAGbGB2k1qfD/ihbQdWl
YxaNaDOVKvO0LLR7MuuNjebaUro0rdiy5ZfMHFI4HaNiYb743lp+ODlqFTdSmZXZVQBUOX8kCG/Y
BNO+rqfyc5NqIytLjgZH2C6VQWhlz/y7f6F/shVTPl4IBz2+trcnPLrhcxaT578XWvVVVA+1ZWQD
SHiyJI34tWmvzT64P2OuKEoiq8g8vsnkcOZFLNxVlhd2CM0LggbVsolNwQPsFYnZuw5PUlxw5xTk
m0EFarg1VlA4moKAoDnPVyBIRqPINUt1Xr7+9re7fGpqbWFNFYEC9UUjkruuwgkTBq92NPsokAvu
h1aOLSCseN3DbN1fBNuEgSIP3Q35Kkr3G52JMBKPuypptQa3kkBZft1sq7xuBWKl+K8ERoKIC3xF
teP8afsFLfgijS1tPbNC0FPNmZSCBDov0lqpqT2Eo+zp51REKTlLQ2QU1V8w1lIJwIMS05gCF5sF
A19xcgurdvugHI75tbwRCEjlHY3KbvZ6u5V434ZcNVlwFyt2B1vJlcCUmgfboylXjQRXLTm0vN2k
YltMbWx9PjczN/VodiurGam1fCXzn737Jk7PcBmWfnav+TvDTDj7QG9e/7e/UNKOyFsAvX9tTPC1
Og/WZm03/uYg3o1jUAnHFDW3tjJ3b7IEQQXIMGii4UBwAYqbCImQ1JlhgHRJVRVCBor9B/JF2PYQ
0BMEDkF0CHDCAYPEn+/8+Ls3xtv9FF16OL0KNmyD84DySK8UXBCp+c+/1QrgR5XQO53SGEtmefvO
38io78UR1LGFMF/hLn8TdC4kgf04cLlng78IVWXRZWLRYsPHXhf8iCVH0MzOkdOMHPIVvBAKRX7J
im4FBMGCS3EirZY1qbGVkp1Tvw0E4c34PNGiXKK9nCnLTnMvu6VFFOR2wLFminw1W7Q4N+/EWq01
o4WWrIquJ9eEtOOMXqboZdbDKBWTZ6rlKvxzSwr7gRIQgnG3XFC1/M7O6vLU3bszq4+W5xdXt4tG
MewupAJi8Z+E/X4FTIrqJz/avvZ9/zpKJdt8v/h36cK2OADc+teJU/G12wdpwDXA5i5aejm5NDcz
vzY7s7iyvJqOCFATQ3IKVsSBvUHGPJN0HxEKq+XaRVIzT4jQwBlP/DvoEUHYnQexp+kGOs9f/u6F
YaBtyrJ3895KGRF1OQhIc6agBG2TlhqHesn+ZO3CP05uDjglNj6/zyMLQB7kgUQS03JtgvwOJvh4
e9uzwX/JF5SwL9DZmI9/7LElL+p0BYvvP9UG8TK4o2beNEoy5fNSlhiUEGuxvJrUBT21U2P/cA5Y
ivOHtVLWkRhdsb3nbjSlk2oTBdec14pe3hsM8UoqnQkMoHArkvOFfKKV2rJKZaajTXBmQhFWLjvC
Csh0AuAsDQheqqxyfgCHDEcvFh5sbi3PrxVwQCA0NYKXC6Ge2eP1Doj20rLhldxUsfkb5+B7Si2+
yv/74fm5QvwiX1W+Tjw2r50NItzO02A5WtmYn55e3ExbGSj0yabU4oVpgbyvAp13C6RGPhB2knio
D2c9UZIkYow0JBcQmSe0GHAPiXcmSrbY2H/hyoXRmBeLHAWt9uRMmcRi+LY2entTFwNFJdw32BUl
OFSUO526DxpABuRuT1cE2DlIBNmoVraiQ+MJ4LNRCX/oZ3s2+OdSRY96hIbu7QBsMBivOjxPBUfO
neaLgoACvYYvaadK3gZBVgJxoVJCgrFoJEAMfGrKBD3GQZoX/NWCzTo4/brhtrBZ1cOlaqg9waMe
WfSHghJuGB5tQGoeBKb4ZtlsX4vJuQVjK59I8FXZQhgKXy3HxM63vrCUqmozSZl25aKssQwcfEEC
fALoA/gnZStMp8xmz+bktBpv5NmWsSsjAhXIo1wk++OlDlPoPidmKqGvUYzmtbNBVOvQzPqDO3OL
i2vpqk17ZA1RFiqIkHu5agBbFgqBlZdxeRwOseWJu2S8sAtPMBYLB/0OLBAYUQaJRIcSA0Gn9dKN
650hnkG8D/Iu7u3pDYtHkrCzKaCmq1JYKYvDV0ZaRfClQQ0JUiynbIMozqUefZ4OEFVcQqfrA01S
rL83ZKPUiMjGHLQ9G/wEhfUBRxUGlryfBwxPqEADoBk7133aNgvXGo+m+UavUuVxaGU9HoKhFkRV
A9fofuTm+K8JfgXvy0ZcB4g722NruZwN9sUyBGNa401dQw0c9C04b9gXa/YgmRMy8gVDirdLLVmJ
riTyhXCEh4y3+Y6H6FwwXCG7kwUcwnyQ1XkrXzJDSOHD9YfAL2tXq7iwwviUnKdryKlYjf1RSpNC
URbqwD52Q4zqBea7Y5e6UBb9dSJVfO1s0DDl1PTkzEqyoNigj6Z5MLo7hq9ZR06PhdZK6+VhyQBp
CzBoLI/9T4HekOTxeuLtY+dHO+ORIqBdyF0j8cfQfCAWvTg83I3FrYFIwuaZ3J1HSxnLNRnvsJ1J
a6KXq/qH3xyL84jz19BYp/JSg84z+WBSjZWJI4pNF6EQSmpsj6BeENUPlHYQg9izwdv+kuq3VKFt
JvQQAqJsiWIdOj4C2MvJDSVQSIvYeqRR0lRLLccMmQqFXBwqqXRWDJ8akyE827VTdCjoqaRMb9Vv
JJ1mNmUyfr9td1672Oo3yhrvFYMepegEwo6miYnGhuisbzoSY/q31yWf6Jqqel4rlwCBp7wmyL1b
fTg/ch6zYPpEmvNDq5ROhH0MWIOj9GCXQw+9PdadiDd0tNK2ghg2TuMivnoi1xHo+fZEBwALT/Hp
z16s5rWzQX373ke3VlVoeXkQ8Tf1gMKEfd7WQX84GG3rHx0ZemeQKerAkmC7xDaI/FyisbGpqTHY
e2m8rcvvXUaGHZqc8BdZVvBHw/9Rq6RB44iVOXBRU6t315Ml4EDEQPfOfIoPMqrQfuWyF+q3QK/B
kdulqTipMdXczuKqHc6Twh4gT6teKOuGuxIoXgAyzFEOghB7NvgRm62GGCsUnk/Mx4oapSI4RMUH
G09bguQYC1yQIQqRQkp1mIZ8VuiIKzuZBn49Fe4InbY/EyBLzYPm43RyTfOUu6Oqp6l0tz0QpnZK
3W9YvEfg/Y0tSx57M+1tb122/L0DDay1GZ5qiCmBT/OCzwM1N0Us27zEW0rEYBJdCVf2gegbYagY
svstPR3RYGdDUBAiHT3cHwwXfH/83U49EU8EGUoJ0jorQK5tJuEBTDZxjfVQlRIk5b5G4LWvvf4g
PDCr6ICU00mubLkNTfc3yoKSohJlP1V2/G5ZbAjratPbj+vuKCe3Nr+QVgCqiUf8At3YLBgGBxOQ
0zvJXHUb9kFUp3EWjLT39SQOnKKSE6GUH38cyMIltQMJJDmqrifosd5830tV+FPjeKCKwPLHkW/t
9qMkEY0XXM0GxjtEOaqWeOf6QWH8vnFZYJPRNeqfVmWgTlw79q3MX2khk6+EBU08987os3YI1Enm
H3y6UNVDnNPYrq7guNpcrb7xd+KIGAEDV4ycYsSynzJm7jwCZaOpBzsS3Cc6TRecyx9cNwjFDdKI
Ow93bEqVAWhtbXNXlhKZtg98H92zt7N/79rPNpq26XiCq5Q0Kq41S9Xe5pXlVk8yAzEM2ebjrSFL
TZgqFBg9gLG2t1C5x1yPZ29be+Eef/33QdthfT7aTG8vo+gmvbmwg9pvWwjkwNkebIoH37twfmRw
ZOhg4FCWKgbi7f3jF86Pj/R3tbeFLIPBJ3hpfXZqdi1dCoLAgsRizvcMjgy0hR+Lf9Fw53ZmNjj4
TRxI6ZO2J+SjKtnv9jZh+3niRPfEJJHqAULOdn9+fruCs6dI6hcRG4J0IB8afHP42IyCrBBoc2nS
0RzWLWcvnnPWKB+FCltLcyNtDTiLPpVZEDX0rlbKlykPbTEQSavqjGSq3qDh+Eg/Tj1noSIXpDgc
t25yPtaAS2ngHOmJ+HoQonKgM+O6sd7+mK2CYk2VCwWQeFvl4Td8PxrSY+5Mxa+WkNGDWy3GPc1e
mae3jVhU9EbDns6GxsZ4JBpPWLIb8BqF3mza5/M6xa/Tge8ZVvn1t0GTyDeX1qbnZ9fypey2UnWQ
b0ZtTEMi0Tnc1z7c1hRrPPTxJ3xpUqSlq7W9OeJFpIWiTXzk1dRHC7MLWxUb0XmdDrX1D1zoHx5s
CHAHOrQusoc5sPKyGu3jwIOtEnEGOID/cRMCNQeVqifEPFiikkab/3ZlqwxIGyPg3IZcuLeIOGKo
/8Jx+AptmCRTca+UszxsOfOdUX1BZw036OF5b9NQO6mMqkFET0uBMEht2pkdXqJB7+YLylAfdBRT
z3hRJWw8DVGuiVJTODCl8VE6awb90D8E2sGOAk8ORjdCbhMIJDiEkF05mzfgqTMNVyjPjFCijazt
5hH3QWkYDrpsA5ux7R3wC7iUyFrnW1vBVBoBqFTmYz45VVkvoyfMa2SCr0GOnsUXPDk9N7+6VeVE
1whBaxO5dfa9ob72vuGOZtBLYOEp5f3Fvl9VWmMPtQyjYKPmVn70YDpX1GiPz7fp+NpHL1+94I2Q
ZWLq+74fzk2VmfmNHKuDVQYJ8ShJkIGUt7eGkHvql5BgTvM/Kam0BzXDsAeUyzEexUtrTHNL+IRf
QkTGyXy8uWMHxUr+B/2lhyWnasbBicgGEMXYhYeeboMI7njE1IYAun2dDsYQC4bqoVqWwq2INj1N
2pqMUyhU1XQ/XTSlAAP0tcMxWrtEmSi1h4Os00y4xZMIUhXZ4X3J+Pf8SuraZ9AY5jg52yayNtAO
WsoI2XBaU0VaSxd0tTQS8ksCqTphHI+fVY1tfwO1Uz2t+uOF/byz8IOv/T6IXUZ+9PnDjWoJgpUg
8yOR8HD3UN+N/pZojCeAyBpzxWFBWQvLZncpw3Z0ZKK2bz/cyFukeMnUOjuHz432BiiArsmOc4CZ
wrlz+f56scqaPKzHYliTQur+jcG9RfA4rnncuURZbnX1pmGj1Nw2bIWNeXWL03yuLHS1E260Jxqg
Iyii2HkwlylQXieX+gd9pUn4oayVK+tgF44JRLQTJf2nmX0tMBvIbSHyilJibwAuAUQQTS3sUiGB
5U7tp00wtigl6tBzFmM7luAPaFlV8m2E2mgUFeMfq2AZ5nhPHIzCFc2gcyJCPt5WtUXJ8pwu+Qic
CNSuVS5G5xh3MyypWZlh7QRy9nDWEZfw+hiT8gy38dmMC5Xv16d97W3QYSpztx8mFYmAXghPRSDW
OPz29VGgxgjDLSELIuv18JKFPO5e+BJpgiBjT3/8IEfJWBMOBKH/k3OjXVHGAHrZRDKDCFjvNca8
9bBsGzyExyjNFpJS75Vro2EKWC9SO3TAXXh0aYHMxeDo9MN5AyhRU1V4O9YXlmWmCl3O6PmRY7Gc
qkTqfXYeFoCB5tRU5n/bqEzpHhZXUx7XDDflFRcAuhpX74lt9x/0XFUHFyIyn/jegAQH1VD5ItXA
P66ROvpjFSl+RaNZb6CS0wRWYUKeQgaShSnGG5bwEpbr8aPWlnJECZnSqqp68o+8w57tKwObk/gq
dCUhG+qPAkHribJVwVweg6Sa1BD1oBJLItWLMqrsWTgo7fLD7dYrRyuwvtYG+bW3QTc9/XClTHGA
XKFgNBjrHh3rG26rLUQTAkmg/aIdE2GO/VmGydQ8OcJG7aDYVd15+HC1ZDo68JW+eGvHD8NgHEIR
KiGoJ1XAByZIJT9dAJMKhCUQ2aREueX8VdT9ofYCuxK0yk5bRfgI4Hy3cquA3ZcwifnZjolYvkBp
AUeJTPQe+xn4P6EZr65tQNKTs3Xn7zbl7sk8JYqmGGXNcPsXZdDHYAN/yj6ootullGyBORjcoI6j
EkkouSLbYuT0iD9HXkLEhhsWVpOSVBU8Rlb1e3RB8/VxiiYqtWos1JYQHx7bsCsUt52uUNErrsyF
OCWRNy0hFCWPpB0j4Kw0YecLNiBqVcpVXECXkNrBQbxaiGQ2ioEmPoOqxtelff1tcPX+ouLxCAVQ
M7DBtu43r3Q2Amy4AWQXpFPAXII/M3DI9jc0u7Z6bdQbkWOV4/744VyBFfQC4Fz+luFLF4OEZw2x
FlI0T/RjHu83W7c2PV6LQZ2sa9CeQHt/JxIiFR+2iKqJFN8pTRNQiMQs3SEkY8CBgyeiazywk3ad
oF30DTQeY3pxOaeMkG7yC4MWBZ73XW/e/KKIQngNVBJqXox/bnrCQYivnPY87INVC5XqKyUr5AN/
Ns5hVTCuerRaqTK80VN+CJEJIvup5v3RqSXJp3lYOcdG2UJLJXyBqaqo40XAWMe3hoBqEfeRClxL
6lfGWz8KrifbqW1Iqrmiz8c620ndcaLUOkqYXE/AkeVsCqlaEZQ1CgapshFriORmZle3HhOGf+1N
8Wtvg8mb91ROLllxWrUTl/7g7cTuIgvhi09IXWprjhRB7M80JLzwXxk2BT6ntU9//XG6smnGMtm+
bf/wt/5wtNn1EhoU8pvaeXE34ElOX//zzbtFxlTpeIVpForSwHeG2wJITRI2P0Z8LG90sKB2CTaB
FgMIfOvff2bKlbLB0IYy9MEfRFaXSwZIM+jW8Y5jGxM+GzgjCoN/NaP5ik6C/SeG78+knasV3cNb
QkJKpuL0ttlGpU7bR9BhcHEInQ9nhzdLjQ+7K4R7AyUiHnBN7CxEelxarnqME7YhtqZsKHgNbqI9
ueMtI3ZEqzqftNvb9GgA9XzgbBJ5bJQQNITDUKB8YcoINSdjxek0gzBq2d/LrJp9i362kt2U29KM
xw9xewFfAnk17QUWAUrCfCCou1IQxFvsLOiRCfCgBp1/eUrmV9mQv/Y2uLq8Dco0VtyJnH//3XOJ
Z0J9CY0uCr6pAJN9dG9+u5RkkRbLFMPxvtFO6NoeIuPbm1aomTF0eu2TbK6kom437RMz6tB7FxLh
IEKmKEE6bfZrNogwD0eV732R5LaRr9YNT/y9wUZ3c1NmDNG0WsdPhb1QM7I3iPCP8T3a/munmkgR
xTHCnUGJxSTT6tuVAn1KW9yU8lwgGXXBioqPiYsTntd1GobgG7uio53qCqKumTfzCvmw1IrvkcUs
jtmgYdprNfkaYHlKOuunQDGuhbZXPEGK9ZqeuKBzPtuoMLE4i/oLDwWKrHyrBGZ/WS07AVYivofB
WuU85Ai8NOVjiEmTFM/pYd5X2baet29fexvMZzI64nlsYPCtN+JEHPoZIwOaIQvwatA73745k9HB
7+ki2BEeHxgdjtsac9ykbOQf1ek70yXFJO5put2zI37zO81hQqPyFK1REqghfcGDZj+6XfFv+UOU
wnWPvdtKGcurZTiGqttziZBrn9x2cg5XocTqDcG4XTE8aRh8jSpARXKjoW9Xy+JprbQll0QvpFoc
Azuha7AGK5kawHl+EnfVn8olyMn5EsLLqPVyHRRCf/z3So8vJzZIEqO8FI65xarKSplyS1S3IgbS
f6DBiler4cEeQZU9EovyFTluGdWKXMpUfRGEavEx4JyqbPKinUai0KflfISe7lkvc7b//Wtvg0E1
V9A4j+cPh1tFGhvcs3jNEDolVE1WYer+qgqS32BYoXoGJ94DtRHW+AnChdBscZcfzoPIXgCNn8AG
hcjoxb39CyIvT1keyJYZppCbfjiTZHwGCha9vVcvJ3hKWVnLKV5XofsvnR6i314umSWKr5wPavMp
jqnUbBAH2QzjbZsY5ORncT3QqXUVGlC0gFgI5Ngg3YQMguJaASTIado49cE2kHSclkmjzogUWiJJ
Qf/8PwPwb78RLQsKPDihRLM3v60JmleXhoJ5xa/QQY+j6UGVaext9XsWRZ8ATgJGrkAyBkmZPMjI
IdsEblZEZ3if3y1lFBxTJQIZh1QHUpBf2/bM7+VZf3OxrdHrbRkZvz7gq6Sz+rNMkFTJ05S2/ujn
t7cdlLrqBhvqeft710NNImhoBAZq7k82UFVQG1ObGihnYLsM3VSkvv0nTXkN6BEECZ/6BQeZBiJD
C59NW4mg3eLmrP733+0ndUIQrsd2grUHWMlp4+8hgUSY/I6hRk2/xZOUJgnkwqEVfEA3P2vemnoo
ia0EKYsLhn2wJZgg1BTzC4sa2XhO/3Q4iGey7b0dEKkHNzLLKha4BZDd33/eblYHMovheNBEXXG6
wLZ1RThGpVwNg6ItIKJUKfv6Q34RlVyWpZRKli8KXqntB1MFnmx5fENHV2siFA9pG1s0SqdJ4dgz
X+dZr/sq//vXfh+kTNlMTFwYwHqXUI37HJMJYu2VyYcLeVQRWrpW7O2fOMeyJougOvaWA53A/UmF
spF8/1HGAa2DgYIK2mf0/iDqqfKkuuIQA8WxNWBgaYHql1u+da/o8dJ2pKy2vv12mCTY9UxWBsOu
TTX1hZ/k3zx0l/witjq/VxkckEt341WiLlrTJE3oitTchHrYZzRWv4ei2AZdCTRGGPX/3957BceV
pWli53qXPpHwliAJgqboWSzTVV3VXdU93TPdM7OzM7MmdlerfVgp9KpQhJ70oAeFFKE37YP0sBEb
UsTGyoVCOxrTM93T1aYcWUUWDUgAJEB4kz7zeqfvJAhTSCQTINndBfCeiZquQl57zvnvf87/f//3
WYGMci0UdvjeeBz3DFqej1Umojoxcd0DbJbzPVvkK/+YlSBbuNEayhxoCNKYS1VWWE0Jaqq0hOy9
xILKyX0S8D5o9lPVtOLX65Z3ggcnm+CZMouip4RkUMSMiqXFtKGX1uuhVnHxQUAgut37HOLfj7wN
BqKkDr42kNAR79zX5n594sGj2ZkFlPeA0CndzX94tRNmJoGDmyYYmshweb84MbFQQ82g7QDErChn
vzWASQoqYJTi0thpi8mBSA68QrHw2cRyKKCSPLTj597shVsiwSKFjnoy66cGO4JWHqn4oMy7rL/6
zvla/ee5dWiWwXM2bJAfOTOwj08Ne0Nx5obMQtexjAMYnoz4R4hXLFzsxOeh9ZIdG2pTILFEmeg2
Mvy2xoZKdoSHNtKmDTa4iaGjyDBqPCjXkq7pLVe71UzMr6EgGmkax2ZUWU2B+kOIpU8DZ8dTFK7E
WzW9nHccCu6u1+7olmUZ5aWlvO4hcnWITazto+9jsNpe4xt9ACsOj58E/DCJPJxBF45t2uqDLz6/
Mw/mQmT/SGLszbevp4X1xZDTBUzS+had6NZV2NqjqXUUBlPj5JRkNv7+GVLBlgp+F/FS32l1O6hk
hqVHtz+ZLDKCUzGCPOka6SLBMvhw5+fX6hSDw1rg1m11PvinbLNWWE5w4IHwwUhNPRCWlAbff+Ei
R6rt3pPEZI01WMbiU2mJyg7ifUGzg6pEAAWesZTVQ7tcJiQ73B3nfDxDknO77lLM0VZDUMtzPQ2h
rNG3RwLBryw+XnAzHd2dkg3O5IEU4mJQ7s1mMrn+469dSUoBqIdZdslgjenPbtxfXi27xDVrWiwz
cKzDevLx519NLxaNlv3Y9j2/+QcceT+IIcC2ruGPwCTztQEB3JMwCGZ4IJjw6Mco/8uPJ342CwYx
Q0qroc3kjp8cuI7wu4Y0A11rQYS6aUSt2dsP15Dg1tO5sJr84J9hOdk4duPL3RyTyeMzD1kYzoOB
FiZv3KhVAyAt5a7lY++8ngOtdUnVHt91BTOwC/bx6z2AYu7d7i0vWClV6K3Yzg3LSftmprjWoXq5
tSu/dxo+iRaLPLtV/a+WhgI7s9T3/bEEs5hzwEgTGjUIHQ0JeL6W3w6Gj9P36/vp4wudXxSv6GbB
GOxOSxBvxKM2ZBURMOVRZEsTDbGxig+NDklezwGNXixaYa3HLuY0nU2L/eM9xfsTSyZkijljlS8V
YycH2RpXzVekdMfg0sN04kuvd7KvtFyq6vJRBnG/CjbYajpRiRaiK8SqAYHNhNW1hxMLlVlfVHiQ
yxjS4Pmr50czLScyuHaJtzLzYHJm3YbMGXixY6euX2ydTHh6Iapm4lG+bobk795dcjiwGom8KHrj
10ap/AKAA5MzDuNCwF4+cVltGRzR10C0iXJ+kglm5m1XD2NWmCWmmjo7DtmZbW3tls8fVFdqSAUk
Kt2nY7zIPAKlI8r9uQDhSjWGT0QbEwbSu7gSxoEaEhTG5OJInOKU7TVjI08ISFF3HCoupmXGAdpr
pNuH09nxwY5hDfQXXtlRh3KyD9Qd24VNoA0i4KC0XqxW12acgsauaVkjyad6cpnuo4zhfmVtEBKv
DektALAEggi4N/XVg2nkBOCfoNgSslZu/NKZlgwPdHqFoTn31e37c3mLxu6kmjP43rfbmmBj0UZr
pwDVnvj0HqRdoNdLyzcGL18VgSIDYKf65bQB0vjA9HvHEi0r+pS1JRvqiGKQClfWfZQRaR6XcfT4
8fMnEVJBOKiNDXkSg1x4yMWKPedziY7kz8E0AdJizhNqxVgvqbYj8AwHMvfmc4lVgfJJPfJ6EE1C
j27flCZiEbmVhjWrVqsj2tOIv0K0Y6y/71x/sk+CNgfjKt1SUrBcUZHTYlivuPHOmFExrWq+mHFU
4Li5qgZYj2twqSPE6bt7ZF5ZG4SkD43+N0j9RNZ4PPHlHTDuBVya0cumOjA6PHZqCKvGWqu5WFHE
YPb2vYUCRLVp6DwNYsFrcUrD3rYFhBIMO1O3HxZD3vQlyaqJ2R+eBI0hSp4Yf+rLWdN3Xeg99I+n
zFZ5PmllpgaxNVZIciAM5Tlb86VEzegYG0tCIaM9DbXLx82VvC87xulrihBLTfNg7hdCQHXsonQc
2cJ2r8FkCljH17QKm9afsH2D6Ey6Gt1qFGTGiiDpd8AkxagQBO/O8EatMNqVHYZiOMiRUbGc7H+k
CKBpZaF4ERh27MQZp1zE9tb0OqQ4IEt6vZ/4ZqHKA/h2ZNsra4O0Xp7G8iEDBFz0xN8tTa8zIjgJ
rUBM9I6dP/fWiU4KJ23pDsoJYtz4fCWE2WBDGZALA6fP9PMEEOxnN6jah7TEwJm8OQVGfK8mJbiy
3nnqz8Emgbg/Sq0eTZcAZVXiYmzsotT6cssPS0ivgXQtBJ884VzZF9WiPXiiL05spq0FoeiWCRaX
XC1PrlzBpliMBas1UXGrXkIwvFhn27Uf3Fwns1hCksJBwaAYB5V/gET6litE+RRWtnD3gZxmS9AT
RcIwGZYrtRFFpvzASG/yRIgJ+WxKlnkjn4UgOUyy78HUTN3IQzE5GUsNqI6G7AkqMUdORH7w6H2D
fLocRMIqxiMmSCa+cOqMCgwxX06funLl7EiXxLsGTT63ap5Cpj6bdGMuGzg2UeLfP/3aIBjnaSTi
mc32UHxOAuv+vfsFaHIagFqyQeLs1WFGdyi0mynNrEKWQjJQC9E/prT2q4sPy7DnAJVXhg5lelZ0
BHE9PHkuq3o+1TFt0xBF9ZfmbejEj53yTD4Y8gs6g7Ui5QI2dBkMHG1aRVbFu2tZGzk8meP9XAbE
cWKjHrPRGiq7NGHPaRl3Zi1MMxDmsNbyXIflDfKoNzEBZ6frB/BjJJX66kg6o6FjjPzMKsfUbbGQ
CsVjkjOwtppnMwPHo5hMu/E4jL9TXWbHtBKEr5WeTC2BxkF0TKnj/GuXzvQnkE+GXC8SAy1pKBRj
8ovJGmoOIJ7OpY+duNaLqmCrIej0zIblI0qaCis/my+58MFmCgyf/a9dvwACTRq2ZdzHD1dR3ROW
sBbtPR5vuRYmS9Mgqg7oVhZKNIwMuj+Oz/Pn3gIZIOI6yOE9u8E67KU5S8kWtQFFkXRJAdWxThSl
4mjOCtPddu2Hoq/adIkpixqKisNqFhVhCMbWtxYOVBmHcpMj4+9NluNxW/eIsQoDe1IbSntuHUhS
GkeFo+eSnVg/xNJJwV5fTC/rSdkI1PnMeiFVnE/bVb/zxCBqfY9ua/u5O6qv3sDi+679uLR+/yd/
eWvdcKCXFyb6/9PfO6EiY0UEJZHJxIUmbNpWf9QnHlZF3oIumpLsH79MfRhUY9p2l0DVxOzS6r11
hsNGx007a/bglfOJggv9WZy+urhc0uuVSiKRRCPxlhcE+yny6gRc/FoiHk+IKEByHSJ3QA4Kd2if
CQWyhwpPDYZzCyEVT0yPjQh6kErW8iGz9mix7YtorF2Ox6plLRtUbLdaMBpRUfdr5yE/imwHCp6y
vbydX1wuIkK68uDBMgANNcuHCVqQm8vXCHPqdFlnEh2auQSEH0orSqV6efrml1/efvzambOXLo8l
cPCRba/sfrCK0r97f/3J3PTkrc/vF4WMh8rvvkvXT9NkBMDImyuqpsVoFa7ORanB+s37hui75FFX
fe3sh+eHqQ2CjqGNEwx8CwcWv7o1+TijVXVVsj1XOv57r0u1VKNskZDE/27Wi5laYq1jVvinnc8o
J/cfPNJIRbN5wa5UTcPrzRSHiw//2ySqIfEobVejFSIp+nxNWlKy6QHIsplymsw9smJFMcmCFa34
Ns34P+MLjf5ymInJDkBiFBTwCvmeYboL3SUsxfFIoBA1lb/lc0xpsYCKfdMV0qMJMWtYMYhBoqxM
lQPbSv+/4l/cXPVGp+5avK1zvJ0ssOrMrCK9P3C8NwY+xiPsLF5ZG5TN9dkHMzVQ8VawkXKqnNp7
8vTJwY52i0mJMz2ow7i3Juet0A25hB0bO3Mmtz9NSlqp7q1P3b43PU8Eo+DIXMCOXr9yDNDpzeCL
9beuZWt1ketkRj5oKCS2aMbtpQRvK9jXehAIhsgwU00Xq3+eQUHDfsp9AEgl5nLZARdqFuxtVIDQ
qUFdUWUlOQTWmgkzKJ9qrQUDEpwwmJkDXo6ic7DCjmcT4NHZo+YYlhyGcdSVCG4tiJdkTZS1OKpN
sP+G5j19O3qBXwb3AlJP1MpPgeqooELlyOCZcQjg0EqMI+sFsRb/b47wyz3z1VZv3nm0bHhY9UAh
zzFPDJ27dCantDNBTBgTmYW5u19OrwbgFxNy06f+eKiPFNvxn7ioVW+Ugy99/tnD5UIt5pYr2Mx5
5Ss/OK8hL7c5yZb+FsFaDV5a005dbW0CoGP8YiklWJINDTYLW1cu5Osx0/x+NxVr28eURf0+Eavr
RdnjOgYQ8YDxIGteW87Bm/umxzwSBxFhASy71ScAG1h+YQYmSJUsAECvs4OC4zbTfIO/QFA7BpYc
otjrYedKNsvUTV6Ke6iBehpFBY9HqBs3eVT/O0X6+A3kN+PU5Avfim1QIB/ldpS/L88et9X7E6u2
VSnVwNCua6fefuMSZXqibPPPbLYpifa9v/4/n6ybQMeEjLk6cBbsuG1tF8tbqnzolaYnHleETI61
ofYFOntoFIk89Co2b1qoggYK9FNmXu72wNn5jIehxU1h6BiGC8Y4puoxphzPQ6sUGmLtt09Y3hFt
pANIFlEFlo+eoIxdHXADD+SoWJo+evAATINCywvhB0bMYSlMBR3BxxMuzHhU1LipQb6RkFjvuRQU
XUTXBHMMW5uZmFopuZZB9cepxbEM9yfHUXxfW1qFOVITxOfNN/UgTQsxA7NON49Htr26NpgvmILK
e4GU4IuF3AdnR2j4w/16TGGPYRfkYO4Xf3trGbRmIiifmBV5hPhl0hYgA0C0rGBvdG+m4AqKJASB
mNIQjH1jiCMojtjCJBs2pZYAe1ItMeB7BCV3LRoXU4mJ+lfPtCmPt1jzGYiaLRVwBhSCW9Ydbl0N
THOkE1RsRI7j4fHe4HUbgk6iVQdWiGW0tc9vFDnl2eHVDtQ5IS7bUEmFiCOiL80m6IuNUOm5AdFX
clIx5ZVtpj5791EFSwriVek6tpHG6BIYSbJXUXRB67A4XNOHh6UfB2wqvfbBrsNroq+sDaL6DSp2
AqsqCm9b2SvQYELFn9BuSUlY7/FHP7njD4DACFMd+tJXh4kF2vd2U8BuVEAE9sSKy/nVQt4FzZhA
kif//HWwNYDkd/N8GtDHnOSzXNeoiLhJy+tq/d2CYWEN6UHlmucUi7AGJy3cnjGoX2n3OPgdx6iQ
xECZA/3wOISB9Y6eQyjY9pEmyVn3P70PsECrC8E4XZJJwlwgksqFXiDYT2D9TYebIT48xLNS4yPE
SSQtBckGzllfKDhYxAqqDAgpdXssiQ0kwFHjbfpBGDYiMwsPlxHhBZStbf/u44W/qYe8svtBfmHR
YbAS0zDhbP7sOdCMtgdZYhSf3P/8fgGMC6D2RO2OmBz54DTnSO2niIPIgrv88OGtuoskiB0wYDS0
2LG3X8dCEPwPoBvcaIVPxcDV6nKmduUM424FaJvnj+BVnXU9AxVbgnRHkJ3v8uopF6RqMVAb7ocF
CQhtf2khsD0l24kcIxTjWS7B2Y6FZSov89Arc4Vk6xfjQlNkJxZF8Fbw4IUC9b3uylKT9UOJnlJb
hXyHOLMkyQ5ncopb8dWsRkq6Atz2Uz5Xq9MTq9VclbKeQyKOpQz5KCq2825cgkjFfj4q31Qba/dc
r6wfZDQ5hBgmJzv1MAk+ezDytcssNPryr/72y0oq68y6tAW8/Nq74rocb58YRF2BPfflz/5ipQpe
dzaWo7rQJtN/DWm1AAutLf8LekAk64ClRLTDfmaWr7cbLPESVbim5cICVnDQTKx++XCl7u/DD2KN
5waoeZCC8vJymYDxH/sucCb2dsRQ+MiyRkCqs49KLecPzB7LcXhA5CkBNAcHTO3250vNa/kGDQVs
Wien1YKhxPRAlryaI5q1tZnZAqVgoy6ZfgN+/zWKnXkakqGRGEH0ViY+vztbMayjXD74CsdFJcvh
pNDI8q6VPD3ktAJDgX+TfoO9EvxV/rOf/l3eAaqyxuUqct1N1MxT/wT1iZBbaPkts+npoQ32e7L4
d58VxVRtSVfjXmn91Nh0x/3/qodyMWEFB6eEeBBL1v+NCByXo/CzSTnW8wx0iA2KljVXRrqRE6C+
4uY7IZUJzege5+E9p49u4yiQrXWKD4RlLhgJ1z89XvL/sMegWr8KNm7KyemHolLnhpfjybDiZfq4
Cp7cbaLwADg9hEJ88aEWlP/rX8KJQTY1cIRjWoEB8NvdLnxv9B6+CWsJEguLeZPDh89nJGEy11Fd
59Kyjq+I6Qi87BDNW13KubbFxbXAZIGk4WOkRJbn9GQHB7lglAa3Ec9p53C+ob+/sn7QI6c+/OH1
frkYdJ65egmblRZN28h287DR9YmpudWSyaoJ1VkH8RIvpgZPtBtXAYEVwsixGClMroDEzxNTSfwt
VI0nutC9DQnHXZCxs/IGmo5/QNK2BzPw9t0QS8nEoPJA8eLwgzQYgjuJ2up6Pr+6bJTmqiDNBqHG
M/Zz8EBq1jDFBOpDtuOOuaQfxPgCqPc5wZz+tU2tE0Ca3Q2RIzyyY7lO9rMLJYqYQxzFWCdZznRl
hWmq/wf2oWv8dEdAi/RRtRTGCOSLUaVIe7ehyMEquYEevgjgmmbk6yDvV1BM5du8V1peNVkEzDgR
e4d23X0Yf39l94OukO3vT0ua3XPqwrlj0Ddr0bY2IsHsrS+m8gbVKELWGdr1HkmnT34bvPnPbIy3
ASKtT392Z9XCSgtRINCwBEl2WTzX+4Oty9M6KpYsTE6BB4JqsAipkRPPCrZacKBPZus8imhZlMCy
LtQn3FBWixRCHuQfBbB67DlbPxtisSCwsH+ZkXouoOZqK6IZlsuof6ihjhLnV+ZGNMUy9oAKQPQm
4L2Jm4Gcyf/wox4D/NpAZQthFpJt8Otb2O3NB4BnlmLS2iPJYTXBB1Mw1IlNuSuO8xAIxY4Srwwp
t7Lf0S/XyuD3xR9R1WtnjLqnpNMbl6Eq5IfRyp79zK+sDWKAAy7WdUw7NT4aQwVFq7FFnoqG7og/
f+fWdJmgmKhWMOSYXI87Xlf/mW0B31b9HITwZ/bqvU8+X2NQMF/mUbBk+xyENC+9O963fZaPmV+f
mKjDNYBfUWTTo8cV0pqSGJU/1sMpM24hPQ84DUCiWHhCk15SAtOszU9cUGHBXEP0ac+GNaLHo2r/
ZgyKpzkY8eZRSb6whuJFRIYCNqjnO+IJP6TqSLuugm8AGNImbldPmT0fLhkuZRtHBWF1PBBoHKcp
QOqEHpNgHt9JO4wqAq5Qx0aSMPFuHw8I/jkwJgL7Glpe7fi5rF4OFdOFrAdCp5quQ8heUVaBjGBh
u0dw4fbK2iA+1Q6K77SeXgRkiGm1KhQEZzSyb0FwZ+r+bI1PxNcSSZbXGKMeN4ORE8fai3ShtIIU
HjyYurcsxkLoCnKMZ3vUVZT/6OoQCpQ25zYUaIKZu4+x66FyaUyQPnYMyfaWUw4XqD567GZ0BBAp
dhtUEkpSsSugorBcv7p+uVZFYo5tiaHD1EcJIVFvmm7od2pbtmqLvZXHBTYh+PhQwLR9LqYhgdFU
v+GKVM/t0f3iG9N/0tX9AEobyCZ4ViXDJ7D9bc5ROJDRYaXlxbQNGkXPZcwwM5QK1A5Qm4KlFCYI
Hg/QrWnslavdVlF3HDA9Nf4MbC7n11YLUKEDKuAImuCrG5OBwAhU5qEHgVEFrdizB7dWLPxidkkX
VJEUXruUE8LyIpewhAtnO9qV7FILs+bv3X9SK3IdfNFN5ARalMoxFaX+T3s5QkM9Gw3quqW7E3nH
MrBRgiWmjw3zfksZwUbIpbRox0yEdEQULnIe3zfWaa7AebksUuvy3KKTkcmz6hkphTXz+aJpFbsG
tmqdUIQsLCyQHFUIBWW9aFYYKgnRTPJPMzPs0ox1fPYf8Zm1VQM4VcR6zVDuYn2zWWcKlDkswAN8
aNpga/UIz3SfztixIfAxUqw3YAGewaipeP/5zkwIAKwI9XqEZ9mAlnQZxRVTgvDx0URuv7J+0KHV
esBlcYB4IKf9rO+rvzJ9//6DgsljC7P+xocXnfkqOOpTTvztM+1NEEm4+dt3ls26Hc9a+eS502wF
uvMoNOp2/jkLMqTNK6DonCx98dih4T/sB4mZHh3ityXZmteTFhsTVkt0mcxDQdsHUO3Mm8PVRVfm
PUbm/fJa2Q6VvcBjW5dCQoAltxagjXti1NhcB+B5YrU5I6ljc0fwJOKMeSJr201bU6wTbZkU59Ua
M5bmOj7X8U2AjppvCckUoNhNS+CNP8Q7VmooVXI9RtXjI3xeGUScBYtSVG1BAxjQI7kPWZpEIp1D
tgTLUxYfGBEi2pYZJHtiABIcRT94FN9pX7v2OHigy4agAaHVOrGAK4F8d2327sc/L+ghEvP5Jz98
LeYsFmOjkiDEwADTFl8KcPXK9GyVK5oc1My6L5wbUBCDCL1kLgMNQ34rpEPhy3qhjiJa2mTFgkAu
sm6t3wUrwaE+yQIpC8WNAtjF5U6fHk6oKljwLb2+XjdW7n210Bp7Ry+N/H4M2iyyvGP/VjWEkY7Q
MqBNTUVZtJXJAjH3eo4QQUo1Pjibucc9QU8EYLlClLO8smTAzW/hfjZfANFht+LJIzHI1yO0EoLG
br1YrFOlVXpxejGao+SxDyXahQ+/39+FkkhcUManAHEnYjo+gaB9ewzevkb/G3XQK+sHMQogv8fy
iM7hPZrzVB6Gmfroq6nHbhcbmrrDJrr+FTN/YxVEiF7Q/aNxc4WWG+7ZKrTO0EbEYeqnv5qDMmhc
VDtPXnvz9O2ZuboYU6V/cfrHUDj0t2iQAJZeu/vIjq+dVkucWY7xvaP9kIBovRjlzLBWL6wAqula
FmhxUOPTmckwVmixUKN2IP5nWnppsUsmXh2kuk0fW/rWgOHUlcnZk29ktkHnBUlMPKqmmdDQXVbg
17J9TJAQ6o01MxUqffq2JSkMZDL5t6TW/waf83p+JUNDHtg9drWY6oW0Ks1Q7kwr4ryGguHph59X
AQ7kmFWCoFN+cpzjKJKGakHSLAjltceZUvo42L9tMD+ZLuLEgqrOJ3uTIRQ/vlHW83Ie5lW2wWf2
IBc6+HRDvGH6yyXdqFZWlDRjZb7zT5PWzL0lxzPFM2dPxLDtanURKhsPbhbyeG5mpea6TqJu9733
em7x5mqZyLxZ/bN0jKbmtzHRovfxV16wcqLfKEhg+bSHzgwwALC2BGn5rMSsP5oHRzbFl2JJ50nZ
nFmFC6rZnJr0KAAldHUPUpvw9C3jo2XnLid/W93+EPkSb8yu1vANwjoQlZUISklaJtHAZe9AogZI
motk+suUOXQmDcjtzdC2gbkD4SMWuLwmACDA7MVRz4L0jYFt244UFz2zforGWYDJ3h3FUTPeahmf
iJggAAWEIg+eAc2T2DpI9XLs4XdxlcgGW/U6wqH4QIfGjZtrDGvXQUPGd116p//xDHTOBM4zPrhO
S9+fIVBEAxPBwsezixWwH3KVztGTF1nm1q9KjqiGtdK/BroGIb+tu7Nk5f+ZSElLv5dbW9FkT7RO
X04Ss7V2GlCiDF9bWEZ2rWGDQYASIqNQwnRmZcCkUc8U+latUOKSmMStK/AC4dcx/Y+33aCLtZ/h
Fuc06Okibop8R+C4SpdMedLoBm3zgREuCXnv3p2Md+JcCv1gJ1ATKHt6OvDrq9VszATmGne1mjqo
Uyuve5yvK1zN1/yVfh5EGrrbzAQnxqeWFVFPcEAgQKFJq5WEfnjaKD/4u/hM/G7uSZn5sEOr/vrh
kosqJTJcqw19eM288+W9ybIcF9m5Hx33faAcWz4dLVQvffXV3dVKIMcU6dH3/rjfYqZvT9gUYu16
P4QHpTjureZ9fKMST2U+VB7PaZLJ2JeuoUC+dR09Iv1YvZkW6s4bNgh7t0uLc0t5U+7I8tU8DxQp
dBsM27Mc9RmEvbL8iVDcYYMGZc1O2UsxiN7TAnekzyHDEs/CeTVWo5tPjP9lmfL9B4ng5BnYGYCm
ub5+EPRmeNHNV+PDoO6mOVdzN+i7qqVmpizG9rLhkt8rrMSlDHIZkKvf1ZEFlb8zp6gWj2+KgAqV
eN3UerMU9XbkWuQHWwxpPUTwcmXi/ic6iFMcP8iqp777tvTJ/1tcLEsJwfOdH2cdFDu0/CyjSpzM
fXFzyrLwjQf/Ye7Dk6pTnfgcKtJovDwI1QaQL20n4T/+pa2E/e+PhhMzEqeH1tUzxPZbS1qDld7m
ZZW999QGnVAEd3zFLINzmPUtB9tDnlLHafWlSgpiMi1z9cr0uvn2tm4vuP89xHX0VcQ5OSWRNJD4
QMqyOoCNGvW2O/waA/TejMyOj9EuZBO9A/0xz10DuQa2exz2hBY9eLcfXEtKy/MOBLezziI3opV5
JSkyTPN7rqS9yYWQsTjEYbAtxNJXyWRSzTmPI2CRr2xctN3YxREx0Zem7q6HGgsz4t2r/+pN9smC
j9pbpCgM9p1+AsH11m4Qxrn8YGIBcicStEFJ+Kc5K0zlrDlAUwCmlBK0hhV2sVUZsXxrQe2Qu15X
Ywoybz5LkZH+M+hkKKkGIb29m+/h2iSRUcSYaC5MTJeUXpTcQfMPtX36zJ37xW2Nzub3vlaL30cp
79OGN0Lco/91AwK5THJgjCZO/dL9X0zOlUFsgX3ZzmaCjkYAuS/QcVQRRzt+4S3IxkCad+X2Al4P
QeOm2ickOY6d7lJisK3AqXkxxtZDsocsZI6wQ8fkIAlWQ6pNznlSChDToxgWPZL5lnbmtb/frcLM
g5mVksY7burMtUvvXUcIdF2nWs3ENNSR31fpvHtG2f3qr//2y3UfJUVyZmD88huXU25gP3jCGh7Y
16heKOb2zoqcn+XBxpIbgABmUmN9VoZ+GAFGrGXRjtWoEfS3cgCgCwYUBZEY3zZ00/ZSGhDPSBcY
LF99cKd1DRIhV4sdd7br9ZGew+eDPZnWINmJgKTko47QWpv+9e0nYCmk4cunjaKyHV/kgYljEL0y
aaU7P/I6VX2C4c/+bIHQ4t2mBmBR10kaMSpVWFKqaznZ2fMd44Q9+/aJkavgDedR40tJ3tR06giu
RI82X9X+bK3FUb/++d/89Ue354tJwJf73vzgvR8M1fWqaM/6HhLGpPPMeCM3WG5Z4Wc/+vufPdB5
QQc4/Pi17/yQScW5L//D7UzN5WCDVl2BDeMCW9P0BklXKxnk2aSYyjG8AtUXaGy2NnJKWUFIbXXz
8ZNMrZhfQ84N9PAdfHkuhjShY9t2hU9zK4/yLScvPgb1+Ny2rdMD/ZotQ1+QmNVKRYRskhs49TuT
y3WY3bYNUroMYAhAkkZoHg+gI9iJnPqjd3ohCu6WPp2jxDZ7aHm7VSlNqnWvUmOYus53qCG1XpRR
7mpu0HFx/PTbg91JFAZjz+vafGaH5vYLDe436+RoP/h0PBwE3un8q3ob+/6PJ+6vVnSpd7rn/R9d
7c4NVkRm7pMvVrmaEA/WjO7jxxoyg6Cj2G604gH5PMNGhXzlL56ULMsOBTXoe/+dgWSMC9d+9dm6
U9eG/QnvXGziv1MwbzGnDdQoSCT/f6QnOiran/bz+s1bRYflDG14IIWFXMt8GPJ1tOTv9I0pJ+ty
ct5iwXaKyt8E3XwCraZdv+Y/rmd7i0YYD1dWyo9TqotkZGl3SSLHfe6syfVLO6cli2rmzKMn6VTZ
6eheeCJ0Kl5Y7zGNMYhF0U7yTNDIsAyu9Rec3deVQY1UY0/T6MD+XrKyTmLV/FwliSLjpunO2XH7
36t9M0xKW18Z/uFUMk33xc2F8kDpysfHOk6eZlbLDOcU5Td+HHegPH70WmSDm0urRmwRq0uFYqwf
T/6iwgpmKVDPnD3dn1Q0aDN5S48WTd5CTTcnxcQLu+YCcC7Y6gEKidIKtvhk9lf5mgt5Py8VHz2d
Jg4X5CcfLNR9Am0nlTf4Y+88PR+RVdQNlScfPD42fP0qX12bny/7wHwG4+faE2TgGndWGQX2p9NE
N+VlEWlROprRNzY82GEtKuCagBiL+MBB8QGMtsndcIvTBtt1dvffhbkVwpiMxCU6RRN8oyZZNwS7
kHBhbizilLzD64r+a5LPHetBx+2IKySM5TxRLWi3JbpItfkl6mrpI6hkCChvlHs7JwLPDBTuGVVW
IVhzoO+oxuMdKHY5gi2ywc1BfZrGxueXlO59dmMdheL1YPC1a2P9gKXR+Em49PCJrXqWr8RUVbq2
azLYT2P36zJHag/vPJylzEhILo8MnDlBV5325I0HJZBNoBivgxjHf9SxafuYzwJZmZxfPHXsfILU
by2sIEjhufbZi6gu2saltJp7q1CIMTnJQHCRBlzx+Bs26CY7h07maovg3UZhu+9P6trQXjOYYUpz
dpg5vttWxOKCgVLjgDl7Sp9zNZGzli1nSh9jKZgVgmacI+qa+QlbHBzrhPTglsOzeBZ1xA4LgW87
0SVv6dRvPr/D1WL6F2EV3Nk8apL8MiTGhXjr4FMhnhEC37UUNajxnRt6yUesHcFXer4R2kSScMSa
u3Vnai7O2mHnxQ//cIAai0MJTYSk4uiOrMUkls8M7L6LDE5QMGbq0L037t+amOuIYYWWGjo9dhar
Vpfl848n86hp8KU4VyVjbzfi+bQB+wyrr+jZuBQUgZd+sADCU0xpkIZSxpe2QYjRLgUIsgYXG5LZ
22rf2YW/v2kPX3k7DpExrI0LHLZ2xCs0BZFYAsEjUl9v6jWUL9gCVy9pnUgLqH4fcqLrtx/UJInS
34CHG2gY0L4pAwNpPOh29AV7xtTxYbksyWxtJQ9Zxl2Nat0njvVActDzRLHwRU9PLv6svHtA+LFr
53O+LVh3P557vrH9hp8V2eDTAdoAc2Hvn//qF5/OBpnQV8Y++P2rgDMj9BCgkIeQgWNp33BF1S/W
kmeaxxXJcBaZBVK88cn9YqAwtsX3v/798eMasQKZW14ogaUM8zcbPHLf2t5+cchBE72kG1JfH/Ls
0kIBoRiGl5ARQTFB+5LV3rQIA8TaFUgymnrcfC5p6ca9Knf22ynRBewTyvCsjRgqDZPsbpIieuWt
2M7Wr8kuwRMUoq88KUlZyVBTuTRTeDyBm1AGYQGLXvyfIF44k/MQrNm6L13sDr/Wi1Isyc+vN9OC
8jDd5NmTqIB2ULlYetA9crwzrLSOLyOXoZy5NhozGDZ/62bhKMoQRja4c0oCFDk98dXdWSPe78XH
3//eGbGhCcjKqhKAq/3UUAx5c0x4JtXkB6lvUBAxCJZufvag4AvFOkScTl082aUQE6LVBAFL7Mew
jYK76h4n9c3bAujJEb1iPDKHrp4l5VLdDsE6LcfOdQUokm0/PHFQuQAtagPajE/Fdv6sUrZgQXw/
JEFRHcy4TlB8UOdTTRZYh0BgQqMlC19vQXIoDkqZMJy6ua5IvpdnVdQ2rH++XAl5n2YT6KNB6mmw
nw93Fo+Aod7JjZ89iZoMwOWa0w7IzhMyPt5R9wPL9p1KVUirlfm1lkQxgKUS0n36FLKQbHV6+Rvu
0p7r8doP8nNd9nCeRHHJH3+1YPKyLF55591xpMHxgW74QHD7IuQ31InpyqVHxweaQg0ogAND5+qT
j37+6SND4D03Of72O+fSdKpSkfmiYXqhXfM00en83ocQZtnqIR8wZEu3+EaFxOPPQyoRzcuJD06r
HiVca9dQaw4qCN90QLUIK9y6LuRXBCROhNFOEaLULmAG+c++2COT4pP04Njp06d336cWH0nBs9vi
4ozNQSNxyUOtSFqY+4u7FnRrYFsg4id6DakWIMLZHXlMirDuPP9+L6+zg8dV5BR3N7Ad9w2kDJQq
eawoTIBHWC/Yz1iOUkMefWuUGPGs+6w8Z7ue+sb+Htng1/1geHfOlME+bf3BB6eIs8Sgvs8FqwI9
CJzWmXSyQ1O7z10cbBpQeogx++nf/OrzqaqosWZm+Oq3r3cR28L3G+sziqW26rVAiwe9P36H9bY5
MOga0nW8E1o5IPajW4CKw7GJypW+pwjNNlOHbgaBIXPBgEGXzFt8ZijlRXS2wvZkKCugY/KKOTlR
aObOx1p75NRrF5ocpEe6Yr5pW6IBhpuyTo3JCHMZ76NJeD0EeUIX76bX60VoM8H9b1s3B90cYejq
sOYpo7nmvJ9PsCZmk7IP2reQldTZCjhF/daAVqzHgVZQzg0xhtalgK/q6LUoLro5poHHMbW//z+X
T6q3lt/6F98FbQXhEg16IqGBSKHMQx29OW78jbeuHo9v6a43Tg9dR4JD8H91s1y1lKS1zg//Z5dO
0nkN0kEG9Ev5rz5lQSGoKU79wz/tB2/01kwy3AQ7/9eT8TL/hwrv/t9cmUEBRMALoxliS6TyDLT1
xiXChUdVzgb6WQbVLuw3YYg93JKemfjOJ11f/dt/xpUUzSlZas6sJ8gjbwQIvK83uFo52dVMiyMz
xv1iQjIAXbfrtlnhlxIdq0x2VbTrSkYU82HMSbCfFvp/rPAMH7C7npNhvbPffbebcE0appaTAD2N
fkITLDXh6f7QJZJNm0A8tGgUmU6BO2cTVf/kdy/tY2Vw6Iw08oObQ4aKAGc5X+dW852XTzST61JV
BBLvGnjn6lgXDwmlzdOgnATxPxE5OlL/ZKJQM3yjIF78zlsinTmNRuMS6wtwVNRV+THkLnY2CW6j
XiiUe7qhw1uvUpglMAJBsCH20jYsSjyGasl4QJ9utMrIqbCazOqci3oHxiRDp86c7JbB1YI1NV2u
7neG+iR2apStE6xvG7wyHZ3dOQWEcE5p5v4cYTrjyJiCB6RlHcPwYF8u2WTxjbJhoCEk9d0xjbJf
cMu//Gk5iYLjts81+qN/8cfDjc48ai2ywacjarOcszi9VGXWzbMfnmkOHwIXApPoODba26Cl3+o3
lBVgsRrQwravPpq1DE8KKsobH16SN1iiUOUOB+nOTaK6z4ERerl4Iyqx3eBvbYBIJ+burto10QZl
PbZXgYedz9di/q0mHhAxkiQGW/uuSt9rOSmTsCSTMwymAFMa6k8LEH5H6oQ+w34nMNLulxAjAlqW
kvJCdlvNdsUB7Yn7i19++tCDISEaa/tSQ19mDyh1IqbsyZOFFSj2rEpi9MxgTgVCpvarv1pmU+2f
yk8cH0TFJdI3R65FNvh0SOHl9MUnyJ+xfW9cTTbRRAMbguz0Fl5yi4qJ6lTALboudKnvz7Gq66lx
KXsyByGHhgkC8oLISmlxyWmYoB/0Z5FL2OHebHzZA0ZJcCmTCUuihSUvqhN8d93Znw0KHRmesgBu
zkzfSl27EndFkMibJjO3Rr8X4JrRGPqQ7vZ+sd1M5k0S7w9NmfpBuEGproNqiWeV7qS39NVnX8zV
zRqxQb/7lM5mz8vB6pu122jZCJUcTZ5/66ToS6nyTAE7zbYYNGCOnHrFaasx1+69voG/Rzb4dFBg
GcXlPMq+B16/yHt7yP6Bk8WGF4F5UJKLnQ1hVBSfW7enTFUwKmH22PEegNPoEZRPgtLQr+YdBC0b
Ml+D2a/7QRpvtV3b+LP/5I0ueckuUAUXyjOzYlMb3Mf2p28AEu/S1txUp9av/yBrZWQj5tnM1GzR
4QVkDykDMOgl9soPtpiVCH9oigANFjhm1CJyXhhLgggGpRNufur2TQ08HSBakhoZSRpX2tWoz6Xa
NU0/AMND//bpyokPr6VZKam4C9OTW0vpliZCqY8ZEYxQR69FNrg5puHq3DJkDsQxYMRoYVFzY1GW
DvJnaH3t+K2ib1jkvZ//eiV0dJBlDl6/wJOntKGYgwCUFGfLIFOj1sVx/SiB2jljZfALsxIx46Ma
0WdFxGHhBxHJXIcNhoRrXzDXfaqHdbktmlLlyZQ6ONaRlqwkHM7DKQRP+qFrA2oJbMMEVGvsu1lE
G+gAFT2FZzOkUxY6hjqlcK1OeL+2tsSBZkAMxSy1QZrT2X1ZvKyAtsdHhJ7h1n/xIEie7dckVw5m
768+U2Cqcek84q/aMzRw9v1a37wDIxvcHJPKk8crYOWLDWrEU+SmnDE8I3hNtjRUtmzDo+wOXmXt
1798zIslPXtp7MK7JxvYaEoEAfJpn3hz05V4A8sJLFnnhsfatq3QlUevXD675JbJ4rSYoW4H8ROv
jPJBWE2zg2maQ2fHkigi2vwz4y1MkeuXJMFFHJbMPAa+a2A4zRi03J6XDmCCiCl1numpgVKpwWkh
uEHn+WvnxxGz5QIUNd24OeX7Ss94IyjTECz7eoPnbBFQAruNVy9VHk+SNHaqFTYsut0dbXMOqGbE
Daz2DvObZ2Ptniiywc0eqq8ul50wVBIgr92jOJfq6ErQ+ixUTGqfW/MrBdoyZ2XqzuScm1GNoO9b
588kiVul67OG/UBcyFhbNmQaagE9EadRv7FzVOBGO771/rePdfYSY7EGh0AXayGqDhor2bZ+sEiE
wRQVAn3aAqV2l3SeC1lfhhEU8n93jzC5lEBDKKAzO8BSjpeIMJKpI99BHyeol83EyJXXr8RjMuvU
q5W//OnNBUvpHdzC+O2eaVTf19ljP0i7DnxqsRJ4S7MJ6KCyJDPejNPZfblMgsGKQ25OorSb4d/8
36P84NMxsn5+k1GrVuqHSQ2Efm6TaBiVQMOOhKhU3GGrhX4VHm/pi5v3jICzq/Hv/OOzXdgJckgz
YKeEpSlbTrEPf1KVTbPPLsWDknIZy1QWzmTrElTmWe7MpUPeuLu8kOD0fNnlBf7kG0A9EzDPt2m4
vRSul1mWBkBs8H/XVJnr757OBJV4BjwtoToUNz+rjHyFL0Kgx5rBBS2uD3eHD0i1BneMuKismLL6
xVtc51A2WKjGM95KarUq9l85h+CKj5gN38R31vjmYB+5+/IoR7E4ob6wPNn5tqBptl3UFoKJbxnt
C7W4Iyk2gf6J/ODTSYKgQ11nkk9zWq11+zbnFHVQtsXwGRLMTcwsrRSZGFtHyevm73TyAXpNQddP
8tVqqVIxfF5O9zRQ2HuwfeJPCGKgXEnOZkRwUuxXag/Pkc6iyIPel857FC3aWLCd5AMAwUOe9WpF
kuzi87m0ytrlxeZ69RY22HDAqTj8N/0XLDYZIGPwLwMX33kt7kn9nl16/NUM3PYGOGcfwaONG0FF
AuwxHV18AA4AMZ2uBjKvl8hRjHe2+3xu/h7Z4KYNQhaQSw8e64SaO+KHbWks6aRvRPrLN37xxVyp
rroVcuz1bUlQmmFkwGKYJnNPqp7ngJIMlAxCCvy9lBWweY0JPXcdSkhB+sRoBqq8qJZquw6ljw7D
YDJxjq5FaQEh53Jsda5Ozp87nvKhjev461N1vltcgaBm6OnrwADsr0GLBf45JjZquhB0CUE0TpOC
Xeffu5yyHIljzLlbd/M0hETwyWgPJnh6W1RI08WoI4h2wcqMDIZap7Y+ub9nOqJHRTa4ObCdx0aP
j48fB48X6IPamiBhkZdXVbd+71cffbFgC0ona/X+g39+fMvP4ApgfqcSgIslVtO0rCqJft0SVdgg
1rTNcUQuqFZhg0LP2QsjSVGkxeP72A42FjIh4h8Ux0NzCKgqKjyYJom33z2XRRl/ncvf+mxZEHUQ
PYF4392q12g3n5GOwzNuBEUbHNtcUIfsBPRxsoPdYmWOVRR/DbX2tB7qIPq46Bewji/OO6hNtEmu
S0p0aKXJfX8a2j32Yfw9ssHNUeu9+Pq1K+OUK5CKT7Ztok/j6cuf/fqLR+s0aWYOf/8P3kwJO3Ao
TzVjF2bL8BUSqu44NpC7VAGxGnBU774BcuiVso+y2M5T58d7Y4JOvc4+GvTRLMMHuwT1gzSPJ5Li
oymcODKapnJSkj7xyy9LArazqK8I9cI+LrlxCEc5qxi1UZIIE0T9ca0WNDKBHadPxcoWGPut5al7
9FBIr+3LZ++894LjrczhD5CnB1ivSSJm3495BA6MbHBzELPHx06M9mJfAtQJhWi3a6xvByv3b80U
PDaEZqz71j+7CGre1NZpPsVSmsXbXzzMG3Xdq5bAGix1nNzAajWvRakNVn2e4ZRc3/E+1YMfxHTf
x9QOHKqS2ZDSpkEQ4EmsUt4I/TCbZBlZ49jKwzsrXDYBP8z7Feq49tlEKCmlRrf9YKijVpf2TfL0
G5fHfKRDnLX7n0CbuMGesc+L0o4VBLFvYMU2HnzyJPCN1bUgfoCUyX7vc4iOi2xwc7AYYCJl4M5c
h078ZxCHPj1BFNc//smXq3mL4wOidX9wFcz43rbNYI4i1V5du3F3yYRBhQy1yUBIEQCdcYU9jCsw
dBxCS3q7slinIU+yr3kUiolMgsNDA+GJ7AfqeLEvDNxS7Fi/ynDIgWv2aonLOJC2lilf1b4bz/nc
4NXt/WBggmK34Ztjx7/1I+BeEQAqPPn1nXUQ4O87JIMvXAP/I4opfubGDMllQoDgxOKjfT/W0Tsw
ssGnY4rvs2VgJkOoms79tvh8n0jFLz6e8cEtH4ZCx8iPEvoil2RnN6dII14TmJWFvA1mbVZMxyHM
aeg0lNPCtkCpT2s3ACBVZKig7BPaCYArQVy0EZNBrIcSTfAK4NIxNjcYZwLfkZOSa7NqvggBxVQ2
u98pTAl0WCIPbMdFsY/Dk9NqfV8+/tZAB7DiMuvdebSmQ8V6v5cFiWGAVGt+tbMnVl+qsYPHUkAu
OAt39n2Bo3dglB98Oqa0Tk2GQAMryvSj3jIvR8W3qK4eO/PTL+crodRrr9kD7/z+t3EKBaakNqdI
MckVFe727UnIVoaha9q1THcZhUVdpIHfat5xsoWZVU8QVPd9YnT8nZi4dypXMxJtecRcSTeT5kRN
gAwo3bYhH5Li17hTuAlnlxyte2VZ6oQ2jJNSHVvtTvVIxC4ANrocYyhXaLEV/IvW7NGHnAtMgE09
J0gvKoOnQIYGx0gDNaeE5UU3BuLR1UdVKOTWDAh7ojrKacc+iKgzRCPydx/PsN2e0dl5/ZNPeoT1
h2PHqEQNEitHz8TavtGr+M5tO+VZB9B5SdGZ+uOp1VAOSkvihd/74Hxn0ykKLVkvPZ5trCixX+I4
8EmriZZ5MGS6odgeOFTlUpY0z7DLlEWjLZASqE5RX60C4kbpFymiBQz3vmGYAem9flmaXPGTqr60
WsXaGMnHOiT9yNLDGzdvoZCiXiIE6NVntx7WBHuwjzzh13d9Qs/YgKBbXIqtrCxhcZlOqM9Ux9hx
F/SIoYeSjJeFKO+/+i/E0rWzX66WPXydaELklWuRDR54yOlGj5DZR09KrMrZa4k3fvSd0eavf4y4
STI3sYqVKk0bMNDvsplkF8js924uEVXwT1hSGmx+Uhqh1irUqNtjKDBpeatqPTUQOMLQs1yvPENx
PUNvv5YzxTQK6avgAMdq2y4uzsw9+OrLT3/+N48LITjg2rcxFCJKrqtu2OAOP9V3/nwfBEilUF+e
uA9rptFTOOH2V0RMKqiWGIn32RjvMxc+PC6rzGLVwPPR79Sr16K16IHHnJpgfnb6SZHlsHVTz74O
TkIbWYXdDXCQjz4VGzaIdZ1E02zZC1u8oruPNuVgdaVu24OnRuCvHk2mYj0DqIhqi1ULRMgzrU0D
67VxI2RAPE/SyGm6RUvm+taxtQWTp1bDWg8WalWWn0ytGGZ1PugCUb+rtzOa9MS8JpX8Dj2pk9eO
NxLsG41VtRjvGJ7FkEo+TEgeVQ9vz8VIQ86cPv0gdFhPPpebOOlIvfI6OXUxrqJ0eR9kjgcer2/8
CZENHniIGCZYuvPVfNEj9ZrS++a5Y1xQbiwhdzdr+q+meqyGaYAxFKfx3ee2tMp2H+xI4cpS1baH
LsNV6pUpEJvGm1e4zTcRST1Q2KnCUxsMGYlxiMzVT8aIYUmpY4vlpToD/KkObE4Q+s5apZA3BcaZ
8WPdsEoUMTy7MSuryM6zqYYNju4g1/DYdH/CKJaZuLD2JEj3UZDOPmIzwLxRG5zkQWLc+zr5/4YS
akcsM3b+BEzQ8o8qJPSZfRytRQ9qg6FTePjl7YknBVTekszo914TiBmKTcu6Oln4+5/OuAiUNBAs
kDNjAvYZJajihtQMU0tiTeaOHXftB1+4ZD/UDcgYZOMAtGA7SGuMKF0ZW3v8t/NEpcY/1i1gGeoY
PA27Aq4G1SjL962qtnbjRt4R2rlBLGiPczVOcek6dGf003MQgD05fqJT5QQ/PzPNgLoe6NS2NUg0
dYKSLOo+PaVHK/7bAlnR33+XEoTQIuODjsZROD6ywYOOoluc/OzmvMk6BtNz5tJFFN0GIl1H7WpS
cP9v7sodENprIFhY5BBC7hkysjAGcByx/EIjDDN8hSNLjwwKVWnbVJ5ULVgwLXlCmkQSUGZsregU
aYZ8y4kLV08lPAhAIeoIr8cj4QAjcI20tZR39jPlB05yFV41qSTOzpfkZOr5h958p6NqJtP23N3H
lEe//QVhg2Ak5diymCSWPHT65t/Pl8AlQGNVrLCPkuW23XH4Dohs8KBj5pZnH8zqUofgK8cuXxo3
QXMrCI383NeawC4/qPb2szBBmj6HTCb+Hxe0zP1j9tL0OrfigOOeIydjqqODqLPt04UELIyr1UbV
IbVBMDFiVejVToDblKKuc+feutgFwAyYF1FuzAugdkMxMse6DpOCi9yDtOPrt7STPRCoF2GuX8fC
UIO09PT49VSpnugWSz//9AHoN1C01aYBLduAodakJKkG/KWhTz4fPzO/nswDaQthxnanH8Xfo/3g
M0aVStru3OM0YJM/+3JuwunhPZPpv/52jggSsDU78n1Wg2cM/3z6iRtUbC5EwQQFiBJFYrX+Ey1z
5C7nP54shEKnNiraEp+6Mdvz+J+RenMB3q7ntcCZ5rLVh+B2YyhclFieyHlMSnoD6hegJ9Uzg6OV
RZ0LGqkPaE8AYw3malAsugNjBBKnbRrvPZqytKCQmvaktUTv1wokeGzfhFq+xKaYdW62gBIp024X
RAp4xmedJ9NselH643HS98nEYqna2bEsJkhocOE+6gjbPfGh+z3ygy2GjMYYOSWZpVLpDooO6hbl
2eT5iYfzdZarLxd6vv/j10Qqpfv11kBj0yWZTlFZ2zwrlI5eiLeuY+dRcQ8227ArE0P8BhILCmIq
e2q07PK3DRGk7X1YAEeHhp0VpcRofByk4TP9wsZKFYkMLZ1gjUp51ao/qeynbI9PaIzPyAErUbrG
JoyPi2iUXrHITKU0+dBQG8SPbRoqJT1cSIjF8HCCl5/+8pNf/sIxXEMUDlLo3+42h+b3yAZbDNWO
nQ12aWyIgANWi0bl5sM1j7I6DVz7vYsp32tae3HAUFPA9zL0k5Bk38J+Y3kI5cHWU5QhtToR+aA/
B09FbRB1C5B0bzs+jbhmCHnup63BJUzF7OnaMYDWBab56beOU3xLSONDbnzk1HBaZOuS//BOW69F
+adyac5hYgGnUnriJhsUciP9qucLdSWc+GIfISS8EBsYqIIKZQqcC4fS7vztj3/1q/mlAmiS97Gh
PDSmte8HbTvG+77S0TsQykHAX2HjxIuKKvHO+qOvbt16WEBakO27/OO3sqhEbV55cSHQ0eiLx2sW
gg/buGsmsEwxG2tdj+Gtl3ysIpNwlQFGRTJYvmjvx63gbvX61j5z0w82pL0D4rBQRUqe6/NA0dSI
0daUU2+/fa43LmakpQdr7Sl/HdKREXwiB7yK4E+zDTLDr795KiMwqb746iRKets1+m3za5A5DSXY
YEAuj3Uw9VKpcnuNp3Hc9lj5djc4fL9HNth6zHjw1TOAj9GJ6pVmb370d3//8Y1Fk/Mq7tD7Fztg
YHstLZGKR7LZfLzuCmCy2HKn+KNLtGfURNWW1x2emPSSHs7yy1ys1t5EqBMk+nKpaRxtlNvCq8AU
fZfEMqBHg1IZ8Gq+3Hvi/IgCVEpoFArtb4AMhCYSIA0gK4WIUnPgUzl1+Vyv6ELiECVa7Us9WHyF
glodnFNMLI6vzcmhDlCVSupju0PhvWdIYh8+29rvE0c22KKnGgtKNKe68mRm+uZHf/FXP/31F/en
Z220QBuEfnvICJxDeay/3liE2IleWCiFUFDbFlD3JYXaVutJWllcNRlfT+EwGvhIeKJQqLWv38Dy
zVt5XNrKT1IOU6rdZFBpCY5i3QQsiruGNvwgSBcRoYW8tOVULcFdbpbf3f06eBReEnwD1ucZRjN2
DpfsHBruSgT5spoT25ddUgYB6gc530eaxIOUL82WcLxuYDnNUkLkV65FNthiyBtR8vrSoztffPbx
x7/6+d99enfJCAOr2sHZ0rELxxGdoOa0B48KSzGT+npex/RqKNlvNE8B6cuzVlq1tbwZeEZ/B2RR
YKujMdEFU/0+1masvfS4gjTlRhP4RhMMqtjGgY8XUQ+fDF7aYAkNiawv6WTo7Lkswya9O5+23cFh
goSC4NdYxrfq1BJ3NVqR3HP60qVjsnrmUra9DdI4EfaDhPNoJVTjeNRbeK47/fc3F7BdfeUsMOJV
aznkEqiKVh9+/tGnn31+6/7U9HQ9iHV2JTm3TyOp05e64H4CvWZJzRjsBhGGXTdcBizTlCBwowWC
AtnrZ8Qc7Doiqb7TRdNn2Bdlkry1UtwXn4VXXm8sYRtt0w/a2MviQhy8C3aEGVQdYZGMWR9Wl4sk
98b7w0k17tz/5Kt2cx7uD0psgYllrQPh3KbDOSwumZ4LV68M9Z87l96HDdJnQCUiC1RMSG0QfYRi
Z9968JOfPbaCBvj7FWtRfnBrwENsl8LQcEEhRlN8pekbn3w5tfC4zjJm1SQ9Ya1ch3CsbXo9371K
CmAJFRuZwV3NY1kD4hOfuP/LHy0Yye8tmxspgZDLzZHzF5gmTBsK+DyUI+rV+4tKwnIz/4DaEcyw
dP3fqMNzZ1vm7yCRC9wL0OI8ufW/rnbk00sFLeF6EvIZyMDZVg8/KpooH8biToEz7vjLgh5Lc6Fg
XtJOqoWO5JP55VBK8rOT6UxQl0i5VdZEZ9ilCSW9wGWD2tCVzkbNyNdaAz0jZUcvXzuRpndq10A+
jvCT3bUmnRvkZVJfmC1xftDBMnw4/0g+ZuCdILHWvmCk3X0Oz+/RWvTpWOVdIJsR04xpMlNemJ74
n/7dX95edaD4pQS+kMx11h1s/wIsxzqvXoYXbJlrh7+AhMSjSv0qW6lfFBpcK7S2LwwkLrG9Pdya
ITBjuuzldBeOhske2/yBk7pjvrMladY0oxhBxZMGvoSVXci6RoVoKnh+oW8GtRXXC0ykOoQd1BXf
Ot+n+Pg7U65QWl7puxdyrGMZ1eWH64ECsE2rKSsg4YmqPqTueAgdbvv1F53iDth1BLw6OzSe43l/
3a4V8vmFO3c2Isn756d50ef4Bpwf2eDmIGDsYW0oKl2+8/FP//IvFpfzpUq1WmHN/HrNcUyDKtMD
/dz7+u+/0/UMSBVnB6xx42a+/LrFiG/VuKdld6AV1LguyHzubvBTFKnM5o3At9nei5u/88rJjGs2
h3y2fm/QfUMK6tEXjyHw6dX4pAQuGpHieqguTX1tDZzC29u3Ez2Shy0iwy4viwiFiCMXRhJgH2UX
b034fOC2jIVI4McA+wTYxTlkaF7ejDUDSaP4OebU1S4wBBdYu1bX1+7+vMHQdgCOqJf3RL+zK0U2
+LTrO0S9WAM30ae/+OXHN27ffyhjYvpCPNvX09PTmWBMnvFMI4z3fuedcY2zjNbxTUBj8nce1q1Y
afxc/7RIeR8o3JlxYiHy7k0xB6ze6PrOXqn50CrLQS5mownSeNqx51tOjI2NpqDe/ru//qqKuCKr
yo7B5QY0GgiCxzKW5/Wd7NelfKFKGfzZ9WUIeOIj0n3uhGqHSWvuiQMP3Po+UKlgLE9G2ARY1Jc3
T8GNCItGlEgYVlzATAWWAQFj+Ql9tIYM6qvTXqV3bTOqFpsUYT1Ts8sQfFDW82U/c/a7f/K9P/yz
f/jhpZGemBSYtnLsypU+XIZnWmOdITsxv1Tx+AX//ffDBdA5NRrDmpKRAWXU7oeg2BBAYvKrZRsT
ktvalgnBoOqFC8/wuI5JgXLLU5N5FGcw8VhYtbOnzgPu5jlYjIZrT8obAogbTTccBtIWNmsVwXeK
IGn69de7rJqneMUC0n/P6BtWExyHdywLW919FXLsy3o8BgI68P8h5OY4Xks5PgPuK99poPteKRN8
lba+7UwwliLFz/4j1qBVT0hk37j+xvXrb7x58fSlN64MJ7SEKIqC2n32Tdmp676otKaBYAp3Hhhi
EJs7fvm8ngFbIXwgrW812bLqNOfoKaSTI8V56DkFrF9Z3npKK80FwnKl5VMHCOmDLwq03YoCUWpV
DFztxIWzyKTbRr1eFysL4PPdxqv25xJwkVBWFKwlIkPKVMpeOBazS7JYm1oNgIRp1QKSVFH7BLg3
9YMvj2sCOX+aEETasnswxsWqDhPahss+rbfclx0fkYMiP/h0IE1RMh/+/RcLpZor5UZfu/qnf/5n
P377GIKWKNFZelLAOjGW6xs+OWKhGBcS7a2bu/zp3SDua+534hzzLoheaGUf6ugRd+ca/PVfb5QP
hviF+Rpkz3hv7eHWr3UkvOViSxuEH9Fke/lRqeJLoO6mnBly/9lTfblsQpOQFFHNdfjBbQfXm2Ic
F5y/TDxc0BGORCxIPP1aL+9w5TsPQ6kldxR4pRIqbBwaaFRBdB8M5PuzDKyeqfAGPgfc6ctpSuiY
kKBUqjYou9uXIe7vJofjqMgGn46TwpLJv/7palbQssPn3vrwB6ISS8Rlpwobqa2uO7IRqtkuUDL5
iqr65VprK3QLk3NE8UXtrONJb9k0Jkr/Yb1A3ysDTbc/4DsrItVA+KC8Lbxgw/wFCh7Zu9H6W9Zd
fTw9X8L6jVdtj9G6BzuV3u7ObDqVTMp+3cDGb+tkzq0WaoGaYRS2iMioRbAFHL5wssMM6jOLz+AV
B7ZGFqECJQJQhrVsO+qLfc96mq/cSE9zI6cSlhlLZeJsKMbbo932fYvDcuCRyw+6oKo23X1uKCjJ
kRAUwIsU3pv85E6e4f2FvjffHOtAWXcI7KLLquzcrem6b1Zmue4zV8ZiDd4YUW2uZ6CleQx0YuWZ
r1ZY3tKDP0lxMrdgraEoB9HKUHP0zu/R1eCuxlHC0sLDJ6sBxJZUjeu0KLYGhRBdxon/+b1f/OuN
9ALEKnadJ6Dglxif/3Q1IxVtkRMHCsL7f3xCEE+fXvgyZKtclSu9dbKuVTYXzZXHi3yS08uy5WUu
x+tpXSE6P+zeUmSzljiWaEoPLsfJR1YHaLHBNZWsLPWa8hrz+sAO3cSWa1fPAyy1pScLUZgl5ioP
XaZjNEcYU0A2lT3p/vss4skehE+HchIBQRYqH1+Z9mr7QWzUUGeXYSoP/urx7ELeEtO9v//ehb4k
3R5BNMlxecLOf3Zrcmbdf/+dK+MD2dZkFIwoAd0tZD/7+KEXA5P7O2c7IC6bHQF2EylDH3mHRC6r
NntChCEA53z994YHujLJeCyuSXT6BoxM+GxXjUHqjrY95jR0Y4oPV+zQ9TjEcJ35kT94m3JAJbs6
0nEF2hJAWMOHbfktnxWIbbMaKgux/2z4R/A5aRmDTwlzH0+t7p7xCslPT666gkfY3HCfbIasIB6E
Kb+lidIfkOVQmdoqSucV+oRirLOfB4yHasL96laZkpG3rS0+Qhb6ytogylzhScANjwVR9f5HP/n8
zoKVGDl/7d1LKczORvkrFpBQk743UTQLFe777105mXzGPoUWKQCLRm59MU+4upN956QAZabYEK29
CME/7fDJHJCkTbkJhkFBK+m+gmCm43NqPIVMO1X7EwmTHFkB42bDCPf06/kvP51xiOUIKGwIl8/8
8Wn4aINwcuOOlC8Y6mVbeb+CxXGuzWgNQgvESzHw8EjpITOMacXbD5r2nQqZu3/7YZkGkZSeYzHI
DCtAwbz4SrFxBU6QNLa2tkZ7g4LClcHTEhdCV40JaYk0HZRXqL3CNogIHCYEVj4LD+/OlJd07dil
169fBf80oolAMGISCHJ99sZM2JWTU6PH+lP4xW6t3wfCTFWtPSnZklRbcgc6cLDpBxpKGICRoSQu
KPwFtLJpbvEMFfpzWEFJ9YycOpdQIC4Ppk5aSje8SGpPZSf2GqfVu3dXgXJGjRQnpbvHUXiPFASx
qnXUINjwg54XbBPSTOcDEXIzLEIelIEtoIrdkPA9FndtSXGa97csKeWX56F2T6NSWYRKOApreXG+
F55eBKLdFJfesEcw/vqk85jC4+/4eEhiDMqGL27rh8iGX1kbxBhRvL4vhPN3v3xgdY9ffOvbb57J
Cpzn2BYMEKk85AAXf/6wxod+5tL3G8yXKFBvObaWiSPmPqorGc4URl+HNgroo8MtP4QFoA0j2SPL
LUkMxGDee/+7H3znvXevM8jdUf4/F4f3lsUZWuuwdyvOLxRsaAoS6LykTv14HAV8+KToVd3C+rEp
frle9TgJBIfUR1IVUjwIvgexwXP8uquF+SYRTkDnhKBSQtyyjhw+YKccqoFpx7xww+rZNEyXyPE4
3fk6HjgilbTKB9B9ZEPepqnXV6p84pW1QQErMSwRLVJeXFzRU+d+8OE7p9Osr2syoJEc/RBbS7Nz
U3fqvL9UO/bWUGPq8fJWjVDTVKSuq/jwi3zIWKm3v/saCyJqleUUrHlhUbBAHkQVMI7d59lURJdT
U2+9/eaVMwMUDAbQC3yni69AF99xv5UN1hfvTVc5zhc4PjTsrjf/KEUcnJ1A2ZIkK5pGeRJBv7E1
mfsSYIXhwW0Bsg3wn8EA6TuyuevJusvW5md2PxfWrAqn13A+GKCsEJrYgVndLtd/EUtEfwiSE/CN
JD3uQ9f9woYNMkFpZhKw8xe5/KE795W1QdgFbNC2vrrxxM8MnX/nVGP+N0hmWRghAufC3M9//sio
yon4mR+c3NCefwbHkq3EyNrNyZId1uvH/uiqqzbmkY+kHKKEwG/aXCpHJU52z5CnQikM4VVN8C2L
ijZQ7hoGtbcdmd5HrWxwfeLzSVsTTURKgqrR9WYcTg1v4Esq9oNY7zkBCyI1moHYaN89LZvIQCJW
61mNSY7aIfxZGkmJihSwTTEQONfAqRlYLyY0goQohE71Sv1lpOiBfU939oS+ZYJVBmyILMrEgJbB
frCx7c0/KUQ2eOi+I8/5wNiQoM7grz5ekgZOne8LXcsAE66KwoPG9QIi5W/eXFPyfM/ZD/vITdex
KQSs5SS0Yb2P763xUIi2+0bJY/qFd6s1cFrD38AP0rgoooBNPGw4za2BtMJCJZIooTIfqvENayeS
m0h3FBqSmXu00vz0sq9wUCDlA8NJoHQfazhrtUQF/hyzXoMfBNPoNq5FOaGYJtaUNFYDOVD6hpBo
ghHK8XQ81ntu9y3AiwNmR5dzaIAKAqaIOFkGuOVevAGax+a6Wd+sVmGELJwhqksQIALgDkPSIVIE
hL8fcuMXf5RvxhWOnB9E/JzXtH2kkqsFQcv/9N8tq2e+/Wd/NBJwgqzStAD4QhsjI5PiOriqvezo
u28jV3VKliWg1VrTfeLUj/6frxyVLWT7/wnS3zTsKCRSaleFpGt5p2j7wvcxt/bCuAnxuEhQmNDw
s/LTHSNHMjH7PeJKmJy7pgrN25f+r/skFlpS76NRLd45eIEQDU8pd3WQdctYFAddJlWddS0/vXWu
pwh2tVZfr0n9fWwNkx8kEpSI2+G1sFhqMi5GWOgbWVr9tU+s9aphLDJWIunmEGlq17DOlBrv0qrR
b9/QnxWGvv/d4yrTiFKpRPqz80IhUFlPXAjPDpTNpymZdvc6Gr8fORvc97DE0u7DTx+Wf/jehcFG
EHJXo6YcB0BkXTk+iox9633g0/MUUl2toyCP9S2Dxh43L4f0IGYZw2S4wmNIlO278oA63FjPiXO7
y3jwd1CyVGdc1FHBkflheT3o7NO2/HMgplIArvEBA9b7nQm9zFh/MiHZeDI48+1hlzP88orQ0VSV
BLE0IsZTYKdgBCWeTPug6y8jDPtSGl7qn/8BWLF26B2/e7FPlRQZiRmeUUQq3vjKtFfWBh2k59eW
yMBbF3v2zPohgI7knOOVFdBV7GNlxDuTsxXH1rHGMgD32HLEIkIuDQlQmqQ4wLSiDKGJoQtv4jG/
dhqcIFdfuHXLBFkF6okctV6Knb/cvzWOptLXo6IiCNtBlWDhuXlLv/fSaBLgOyxyN/aDT5t86hjL
njjTVJMshFh62g5lNhYELZGE3brF5bW2/DP7eUVam/Tti6jkIhQktNG4gYxfqer1bBJekdvex+7n
eof8mFfWBqmddJ5+5wdPkS9NNayOvrCGOKDQl6K6CvuIleenlwH9R/mRwPo7HI0s0v0Ux9XZrhNx
SM/ue74gXcakBk7sMkG6OxTqU3cemhZgMEiuJH2v59rV7Ry+o3R3q0EAjn1oKtFC9afNYo938SBv
CXkCerQda/XT37p0+d1zTX5QYsxSsbi2jOhQ4xsABhjEsJ5uVvf9Ei0O3JCPQWYI4J3N1nXhZCrW
Pfr6WIa+46sUGX1lbVC2HDJy/foQjcWYtte0yPLzCwUr1Lo/HMGCaQ98y+7ZFS7M15F+EB21p1Pe
YbIyNnQA3IDqDBGSPThyW01nAToVIWgFNyxguw6Qfiyqs0+KVF+CZv8Zl+sZ7dyuiWLYRAIcF037
O5aICcHyNJifvrO41+fPvfPuxaze9By+BdBBIgk0Z0hAI4BLclo6jWX5i7VNropKzUJdF2Vle9pO
/sk/+v53f/yPPriQIQCb70ci+MUe5Jtz9itrg/jOh2IGqExRFiGH15wzCJjM0LGT594bgglqzwwy
NEZzcmrFl1hW0pPjp3bSbDb8IKCZHXxxxrCZtrpEm1ODpuqpsnzjvyEsuPl3XMDLz+dDmvFo5BHZ
VF/SJlv4HQUwGA45QCZE6huCazvO6+72TZUgnQg/uPXNqYKasF+0kd7f1YCB6xy7eBVBzMa3Q2Nd
Lt2tvLB/aoCT0EQZUSiWgmU3Gthvui+//vpgdx+UN3bge745pvIbe5JX1gYJ4ClkY+rxQDg3zS0h
PfLGB9++fhVs89SBtZ17Xz5YDzjfY/X0mTM7K3UpXpSSM1Ds9rMofnePcCOx/1RjhWp7bv4Ogy6t
LNWBB+d45DFZpXNsDBmIrcUlSuXBThXaSEEYBEnCzfNY0zlxRtT53fvBBFA1OGU7fvr0hBDvEsv1
SzR/TrREKsM7QSy9L67FZ05WePeGETYo2AAE3zwYdkfEDsqu00DHvoxE5G/MaF7yhV9dG6S0EfgK
Y1/VEA1r6tfUsctvXj3Vi2J0YFbat8dL9TBExNFS+/tQ97R1AlwVbWyF5E4oUrjveJ8PhkWY4cb4
bEjNbzTHqBZLYDTE+pbGedL9J/uBzN4RtwU3P/AxyKnbKH3ffvBamBxVEFxqxEW3G8cbYL0XmtZ+
0EoE8a5DjYEn8WQqzoNeBxJL7Xvi2Udsv4pnmv62FHc2NHRkDssEuVKBj2IyL9rPh+b8pEaUjcTc
Hk1VADhpkBg+q5aNZsZxyNQsFzfrqlq1RrqG6xl+K5LKTGPySo88U0ixUDPbd1ncU+7SxrNRnA1d
lKIaCR+NqU/nY7GSK5GSqXFLP/jxv0QMgyJONtvA4sC8pab18zXB47a5MTp1b/zNlBWW46n7N/Xt
d+YThEk3P1aVizklXFYrOSRMnphRVv1kce3FK9wb64JG4xVl55ePU+l3JEW6Gx+UqHbp0BjR7/5B
sXqCpc49aMA8QkbsAWiMTrDNJ8N3n6XYMzuFdBgFhTxnw01AQoyIq7O2VHJAEeVyKmo+SBIeDPmD
HfkLRC/pfzM2LRPckY8EPSoK9zQprC4ttSzP33o6CjYNIBdDlbMRwrSAHHUB4X5JCcLn7ISjedqr
uxZ9SeOJDhTgm24CAs1BYTZ2mhbSUpb5LSNE1ZKMYGTnANE58QXAXkCW0ZKq9cezJWzzHFq667Px
TkQqsZje8TYgQEP+LWRNGYHVLaM3KVAOuQBQAOhzU+3TfCgCht/FLg1AbxDT62CKC0qrkPGN2svu
gahPX7RHabhEX3pCZRlYl02+BhtEPdFWkxGCFADMtlMwVWhYPO/tQOmCSnY+nJx4XAhlIZQZ37Oc
xFhHQ69wpw1CtwJ5wICz0hDV3FpkImzjmY5nwjVy1bmlto9B/SDqSiiuBqIvvOfyKmeCCrHtidEB
B+2ByAYP2mO7j6dxjxqon1worXts6gR2MlTLerOlFXhIdnMP9Pw3g3gSxsqt/vLOaqCg0CfBuWbd
7blOrQ81PzsuXActP8d5vNcLC9xai+IIB8X1yIVycaGy0n4xSkHdvueFuEIgxSRZVVGtT8WIo/aS
eyDq0xftUJigu1hGuTn8oMcmEVIAZ/T2RbvjjONgqyiVXbCtvQgvGazIm7t3e94C2CUIRWw+Q773
Cu4UbEcX6X/pOpITnCcww+KOaCmVH4z1d4qh7cmqXym3e20KRW3QDMIGfWjxQggbesT7hru2u3z0
+3YPRDb4orMB4Y+FSehCPN0PanQdilqfzct2xcHcAFVPbW2eaL7z3P0t0BTm4q2flx2eMao2Z7lC
IqFl+5FBCFF+vo03Qcgf+0HOFfh+Xtxe+jIEovJnT/XEfMNDeVPbgngKCad5TexsEePJAtRtg2/j
RTsrOn+PHnjuORH15tMewFZvbaHgUZokFDSgWJ6a31N8C/5NlBkPmr7wgxBrD/YB/m7VsVhvmquT
t1nU7NarNqs7sEEVcRaQz+CUbWNDTSSNk/o0w/+1lDpI4rpH4JZNiyZE240frcpATLQRFA1JPMEH
lhPutPV2F4h+328PRDa4355qcZzB1X/yN/UMK0L0j+EXLrEN6tEdizZeVGOon5f9qkMaKbDnbBbW
siGXccYIn+p4Lc/mnlSt+nt5RaVZth0YOHvtzHq3V3KWr03hTlvwAp3EgTXorBWKY5qnPFxDdQfs
FvKgTc2HtITjav/BGnfNdQpfkbXa6j/03byrzd5vixd6zrd7lU+LbPAFR1/SJ6fzEDSCtrPHMiPd
uy/n+1Dtg5YLMCeY7/tB3Oz9QFQM997N+UA2DVG2bUVFQTEqdJuN2sbKN2CkdP8wiq62vwUwVPhL
NRtHUhE4OCitNCJHzf6Q0nyiBRW9bjHyBsUZuAiTKoKyZmtauRfsxlf59MgGX3D0udVbE0UIHx1L
S0FQPtZUA7QG6kDGY2Ts2xwCDc7nvR1k2dZvf7kuS2bY1+MZqiogyNm3R31Bve4GPqtofSOpnfdC
ohDWlB7uUAOq3+uDZZQyVDT5NSg2UYgcu1o16iarSYiMIkUoqykZSDWj+tzP/7zv/QqcF9ngiw7y
+iLk/8Lg2lCadZ/0NuFBV2sh42AdSXncMJmfv7/9wpNlnY95TO+V07KN0giAt/ubYStGseKjclcJ
k8DlGNtLzY1wSmI4BzVexIxoboLWOTY15EAaWPFqCE5HwEgDGl7iJVVBFJa1XwqhzIv2+FE7//nn
xFHried8n9V1N54UxeQxLPLClZNNpfKGaVpUnVoGXxPm8nPeBTCAiV/eqqiyX0lffuukFmDTBhsc
qDRdr7BWA0c3UhdxAGgaOLONRms/wNXWlRBQp8WYRRoYRQFU0/koiUKk13d1Pi7xEHlBjR8Wp6AR
9jxIVnttYznP/YKv7omRDb7g2H+1xKQULndedvxAMM824Ug0Ago/ZO+3oMrPeb+JTz/6qsKF1fLg
GxkZnKLQwpCs4eb92fq6Lmogi+ckJCobBUIbDbhV6oQBF8VSlNRX8rBhdo8UBcXHQJfXXMVXA6WV
CPRSI2QY+EGBs60IL/qc4/eM0yIbfME+/fyJy7n+IMQGeQqUblqLdmu+J8RkTHfsB9tm5Vo/zNTM
SpUGKfWh42RVR4KCqEku2RzjKRRtSeX8wDCobNt288Gfz0KBEAwSgH9Crb5KRXCbH4jWihDPMR8V
XEhXgF6bKsTgvikFelBG9YVrl16wu4/i6ZENvuCoPlo1Hd3rGmKSKuyCNOkX5SBgIWkKh7io4zrP
HxdFsZICtkTNxzZvqc6Dl1CN7ZUyrxu+IIF4olxYp64OlrbRGhlLz22QirIQpahgR0hZ9Xe/fmMx
DSG3+aJF1amf+lCI8SqNuGhkgy84X/Y4PbLB5+5Tb90lK/9b3MnIhXPv18iqX+bf+9nQ7stNhIWE
ssSvWqsz/wFsg/uu4d28Dqr3aGClNl2RY6HXcfl/PE6eLCqrChOvPfgfCMhunrawGgAB4P9vf7PK
1+aKjnn9w/PdMLstripZxlCDfb/Qz8ZFfTD8dGUtZPjaHlRvzrqtxNfNtLa8rGiN2A2lwsmeKmTd
+APQCkTtJfdAZIPP3aFBjDPnqiZfqA53G6BMErjQrpV3X67B0cvLMcFrYDQP3N+0bhDiSnkBZexh
nenJgIGDbfBwSomdBEvAbYcu0WuAoWEJ6depydFIbJOfA2cAeC7M6amZ9b2Kkw2f0STyZCJWMge7
Vue3NWvC+vp6HaSjUXvZPXDgOfGyH+DQXs8MlODBnfUgXXXfPge+MjAsEafeFKjs79QYLAGJ6BTz
O7l/9/veDYJgUl4VHBfVt/wYQADVEHK+IWoVYztLarEbDYipI5nAaWpYT2OhisFtGl8PdGwoyTWW
ZiehtRRr2hCCD1wl9Zn7fM3NpSrFrfxhrDPBCXGQf0btZfdAZIPP26MIb9Tv3y9yGTb1Tj+mqkPh
J800vnI3qoyQmxACU3d28G/v97YNTiXiVFjUD4ZebDBJKnkDwFPBs7HF+5pbgp4ZLBaJdwniUZCU
3tMGwdvroybCk52lWSxOm3L0KHOENvdauSyJZT2zA/YDHjRRDtoX/+73xaLjNnsgssHnnQsArizN
rJmer/VnEfB0TQvolGQTXzVUDkNO1OJQ91KoVuBBb4cUOc5xKjB5O4gDfkaqpZppGbJnui7lRNvR
RMJjjYqlq9Q50g0bhIE13Y9yJkJsk0+xK/eaBM9wLcaan3kwseyupNXH+deOb129lK/X9frcjYM+
f3R82x448Jxoe8VX5ADwKRWnoNLllHvOYMvmIq0NWct0E34zLOiBCAElV+vre57Sn0YRHyku1EW+
Gg72A+wZUAEkjwuxFgX97s7mYz/ogQbO5IeuUT8IGcWm/eBwb1rmOF4K3MKj6cBtTjAufvGrX96Y
t21A4bTxbYArI8u8JPugmYvaS+6ByAafs0NNhixOOwkl7p17m3jJAAkBP+Cat0twYxyNgdiJ4e0g
5gHuKVD16trM/ZrMV4KRXuIyEFhCmt0lqeHhnQz9cHp1fWnOZVlHZ4bfbKwp98jBXz03nFEgFFoL
WNd090gQrk4/nHxSIulqffB8mtQ2HzXVBXnReCraDx5g7PZ5aGSD++yo3YeBmrSwGsaknHKaznaJ
oDoCZbxNV+NSMcmvrS26cidlezpwQ32u6xWXZkyR08POFOIumgofKDpMcoAqhW41nrj14uoSQi6e
SbK9jVr+HbSkm8d1He9NScBkW1wiGZPEZvCcrUPrBXS7pfoJiBJuc14E9fW87kRx0QOPYNsTIhts
20W7DrA3lmMqWfzCDWsx7odD0PDzgjVpPdv9X55syv8VM7F6IserqvGTKhGeJ0cPJqephyeX+kod
5l/LUKaeebjGSkHqIRkAGG2bo96yhcHaox7OhwDF8d6NrMRe3BM9o5yTiuXFae79i3sVU0nGkjvQ
7RQyqcRo0t32tD0/Evv0VBMG4aDdFx3f1AORDR50UgSAhELKQTO/WOODWv21IZ7IKjE+m664RBKa
yHJn1yp1k0hqYK7NF1G8dNDbNaxWtxzRgS68CuSma1PxI4ZL92bgFLcdIYgm3HWdCRTRDSBf3arZ
TOeZa5fPnT71xntn4MA32FB3tmPXzqh6kKqwXYM9nJDZ/CmsVjxJ2tZSO+h7RMe37IHIBg84ORwG
WyKQyHOPbtYSrKtehsvBkm3l1mq4k9Jw66pcLAlJTojBBKW5ZaAvD3g7BEXCysKaRRSd2HwuIDzY
dsEeyngdx1L4cSvM4wFrvTBTYoOY4rKdTfIRW7e12e6r77375ltvfP+H43Kz0gsJ4+PH+LKldJy4
dA4GuvW8bjEPFHdwYJzPQd/3FTw+ssEDDrpLZyWvMmQ5L2m+crpXcOoeMVbrcgdMsrlQHk6nXww8
E5W8tRqhatsHa6C0v397KVC0Gu9rg+Aq1YsW8gtMVUXuztmug8dzOXOPSxwLJepEV2s+bEjzxrt6
T7x2YQylVNtyTlsP5ci9Y+PjY6e+8503sX91tvaDvFkDUMfaw2oP9j7R0U09ENngAScFtliBJ7Jk
ctEXrYpyGiz2Dk+EwJOTqhLbEcN4el2+dzQNCLVnykne2qZ62vddOTL3+e0Cr2l1hc+exCK0XrAR
p2EMMY7w6PZlAKapLq8YlEot00hYtmgbxVV8sof+jxI0rY0lPvna7/+jP/7wW5eBhNPdLT+L2C4J
LfDnR+1l90BkgwfsUUxKG86s+PN5z6o4MfgKCdNaUXQb2mCUVXdXQyWfi1IGsRgb6ZGgN3rA2+Hw
2XvzHu/LejzWcwp31kuwQcLEkYrcKeorEJCGGiGv1OzBMfUZWAAq+QeiN+JVDRTo7vU8QsfgUB9E
e4nHads1uwC5uZbQdfDnj85o0wORDR58imBT9+RnD2vQ+Ovpw+YQdXWgEA1d3eCTzVz2ZcJ6FjS+
/P7XrwzJKMg7aKus5D05LAp2PN7dieGyqg7dD44OpghSIVtkFVxo1GzgX9SyOXiCf4YNOnCegBQg
b4GCerbpmwFN4gYqoMHfveNpbdMH3X5q7KCPHx3ftgciG2zbRU0HwObmPrNYnkkcG5DsAPShfrGk
CT4NWJZ2Hy2RmAgJz0AbunC+FzZy0NvVq3VXVIMi58lykoZBERelJRGD3TFKVbGdvwttG4TbnKg7
Hd1Mayr7kMq2iLiOEJM8d6eVbTwZtLvZTcZDbDG3/GQNVIgBk2yqzTro+0THN/VAZIMHnBSLWIv6
nrHuVFl3Nf06CMqEALXmj6spU3pb8fp2Xy5GOqreaV7NZ7oyLpzYAW9HYm4itbioxBj57rm3SIZU
3vwlZ3GKPpeDJ9ux5gxYaXWZ08xVuVuy4LJa3YdJwLk16Eg5aQfVxdbhNGi0JdHGilu4GDEXzsb+
6b8cPejzR8e37YHIBtt20dcP6POJzN2+x4EmTYqjonWjRs/xaO16EOwZ9uQZNxBUysS7D03tpsfx
bb5zMCetxcdHoEJGVJT38aIvZ7UGCmaHX4VABMS24QsBQBMP7G/bdUOir3/89SuD7Q6Lfj94D0Q2
eNA+My2i336k8WJy8MyJ+NP6oLoFiTORLvF2t7JNFA6lSx1wPTCRg8O2RV6Oa2E9PPbGuKDbgNok
BEa0tOFUgzB0B9YMRUmUOFtKyOwe0t4Hfc3m42O9wzEa0InaS+6ByAYP2qEcYz1YR4xQ7Lv01vkE
YhfYnjkVw3bEXI5pnqLo4JjkOkwvoqd0J3bQ25HUQBdbqTpXXj+XYGh5YlnGlq6kDEPCmkHQdet6
IeTdoQRsxfu7YrSc9yU3nekfSQIV/pIvG13uObgVXvVOMxXp5q8tZb3Gdo0NcMQC5yaoAsu6YYs9
3cRqysslWAIAmxvQCCr84MG7L3H2TE7rv/wHbyANokg+WeZALVrUkDtgvoYccw2QMJGA7z7eTwXQ
Dn6jZ58R9r3zRoIkWgNwXvYNX53rRX7wgGMtkurd+3XOjWW7MR/BV+3BBvWKTnWwQRLR3J/1ig6Z
3JD6wT1ozNrevcgMX7hw9YM/HaUlE7iht8b7vqg3ChWFhsbTRkPVICKXTNA/NvobyaOHJEUVhts+
b3TAgXsgssEDdhmz+vGqZyoXr185EQNvRIJyRxCzbqV48Id+TYH36YWXplY8QeCyNEryHG4Qs773
7NVLQMgQH8lAPqxKPBcjOQaRT4Hm+TabD5AAHO350wmk4NlmLPYB33P34WAZRS3hc0AMXvC+r8Dp
kQ0ecJCNj39tJYLUu29d7ia+A0Zcirn0HC8luoazx3bPXJnPgyWeb1QyPIcNUmntTAryn9g3wMhZ
1pUEUeVTAUowsPTcXvsGXoO5/vgACYu/AVNRiYnbH3w7e8DufRUPj2xwn6NOp7Vbdckv75c8w+h4
AyFRwmF9aWqwks6B+OOYGKt46nrT5Yy7HR33Pe3LCZQcbljiQZtIwSxIPHLUuTmD83H5XjIPxl8k
1BUOEAGq80uYyRu6WCqnlBJhOqggzEtvGrhynl8v46U/ztG5YGSD+xxLGV5GkNfuTBq84yjbSz3Z
hfcpFsN4yGRSQXM9nud5Pifx3iiQli+gwrv1lBBFYlmO38pxwPoQLQ3J8lw1FCVBkOkve9RD7PM1
o8N++z0Q2eA++5y1KcTl0U9nfCwET2/zjTEgfiDzCyThMt1g0W7CXxqObROZd0YyKIE/cAVv88M1
BgzigVu/QDMeVGnevdmSh0wimDMoFPQFhC322R/RYS+tByIb3G9X8jCvtZmHHphuz34AppXNhn2Z
+2Q55OwwvVfIou75pgmpP2o0EB97YSv0Pcd2d/KlMVQu0HcrdcNyxY4hSLAhSNpck7Tf14yO+633
QGSD++xyG/RHxcnVQHGMxGundtTnIXC5CqFPM4BO7R5UFZ6ieUBdKxWbMDIXvLCYtOfaVO16G5HD
wBGGvivxAG3zXScamDjw3u/ztaLDfvc9ENngPscAqztneqoeFwyvC6jJbVtSeH2myoQ1NYWwId8E
lFF7+xXTS/RB/RY4GQgDvmBrbP6gybl5mQ1rhKAZjbpKHQPwtyErNFjVonY4eiAaq32OExiTZh6v
OZLAd5/NheaW3Eooiouzrhqa2W6GpEgT30pu9GQmZHPHu2KEVu417Rf3efutwxRFlmQ1tiv/F3jL
FV9UtViCoMoPy9MomX7Qjv3dHR/Z4D77XrCX5/NWEMqJ4dOk6mytBS3CliBgFHpJKCJJzRwScq4/
yfLJXmQlHERvXpwjV5FlWVF3JTnCYLHkiapM85UUNBC1Q9QDkQ22GSyIE0HoAas9ybo3qyXW9Nfe
4kkSOcGnjSfWR7kCn4w9mEyTmVqTPl/oHePH7WEqnhJDOvHFzSPXw1aMbfJeHuHaWSH1ce1Y75P8
xWsQ+KQi2FE7RD0Q2WCbwYJR+QF6ibv3mSWvryg/uA4yQwixbDYf+TkOon9xtlokiVhzcjwgViAq
L88uQmBjBG2n9CCBba8ztskmEuJvIjl/iKbzoXzUyAbb2qBP4y/l2q3bTiwQT15DVYJv7ww7urbl
BqEgIuYZZ5psgAnsuh/b9psvPEsoSE1KQhH7aUMINEHmnrB6XerukqJ46At38G/9ApENtulynjgh
T1bvfLLqu/zxt76FAGRgh9vdJgTV9fWqL5SSg3FEJpttACLuO9euLzzCwN2ggn97P8jprkKmFhnD
ivV1Pg8i9YWfKLrAi/VAZINt+s8LOFnwlh78xOs03QsfnDMtaGzuWPJxoV4s6kQs9V/pIvpe+z3X
5lLPhRPd+8mgbcHy20vbUHYc6ObWA4fJ9oDm6cWmQ3T276AHIhts0+k+29AmYupSXEqPJtiUwjKc
4G/XyCJXJ4G8OnZinAJCm/wg8neBmORf2j7NAHsbu2PJa7OoYqouS36g5jJf45f5Hcym6JbP0wOR
DbbpNSTaQsL3nflhlhl7o2cTa7aN13SY3MhIjrdeO5EgYKVuwqJBaoKRNXJgPrVWj2U4ActiNbz5
u4WSQlKrJj023gFvG+UFn8cKfrfnRDbYdj9Io6CdZ3/YGZ4+D9Ej1LHWHcJuLQYtog0NdXDm6W6v
ZsnN+UEqUo+l40ur6APuG27Q3cICeNQGLScGIW4NGJloLfq7tafnuXsELHyeXttxjgGOp8LCQuk/
b3mdyX/v/uFl48WT8xs38Bb+e7Zr+cff27pdJUk+/2xlNiW/9n5fuEMv8AXfKzr9t9YDkR98wa5W
JTEx8tbv/VGrywT11fhgkqbwXk4Dt7ZjmvqWRjVlmSnrAW81BD+j1MTL6eXf6lUiG3zB7m6AsNlU
Q8ZorxY8msueyb68NaLPCwynxbZxpyD9ruker/OoHKT5+6gdth6IbPAFRwz8op7rtQ578isryZHY
SzQNOaZAQHAHVzAPddyQOFpWhRt84frEF+yO6PSD90Bkgwfvs11nQGgFVbQtm6MThbVfGj+1mIoR
d4echMeC1gbRULGjG8qIUCGM2mHrgcgGX3jEAtBbP+MiXFCpBOzL80+saBTzS48270iVnByPVdJ9
vShbApNp1A5bD0Q2+IIjphsOaJu8ljYGBuDV5fA5dAdbPpfvuNB12fwZMZrqcplNZntE8IpGdYMv
OJy/i9MjG3zBXtdUGXW9O8l2v37BKglLBWanPtKL3bAEaJrWNbCtA8jaq8sVJh5PPS3weLHLR2f/
9nsgssGX0udCy9xD8eaTsbcF/6WtRdOAyJg941tBoKoq3lkXqvP3UFKlhlCBidph64HIBn/DI3b8
/T96I+F5L08PkOWAT90m28UGkIHWWbQP/A2P42/w8pEN/gY7t3HpS987+Qxp6oPfPSCSvCMGJEJI
hhNfvubnwR8sOuM5eyCywefsuP2e5gZIp3MHl/5seX3DZjnK7f208SBUZITID+53PL6Bx0U2+Bse
FKfB5PTyutmp1MPQ3IaAM8Sygygl8Rsexd/o5V/e5PiNPubhvbiWoOWHwcuQmmh0AqQ+GY6Wb2w1
w/BApnZ4e+iVf/LIBn8LUyAI2ZcmWATtXVmmmthPW0AM0/FfXtz1t9Ad0S2+3gORDf6GZwTE0IKa
+fJuItC4KL8dZvVDx/WDCKv98nr4t36lyAZ/w12eQ1VF8mUVD+JZ/duyMZ+kYk8bjf+P/4d4LZb3
Swuo5E3uIJv6Db9XdPmX1gORDb60rvztXCi/AmRaJre1tmWY6txsReqKwzWyZIcWzG/ncaK7vHgP
RDb44n34W71CX3c6ld7J5s2LnukLUrcMrRda0Bu1w9YDkQ0eshHTLSGTU70tjihT682BSMYa1Ajo
wKM6+kM2nPRxIxs8ZIP2V18Zmf6ubV43JRN3y66aPgYbRPjnkL1N9LiRDR6+OTB06bvvn+vY8e3M
xSxdOX55iKdOMLLBwzeiJOJVO2yDlk/xoc9v87S5MxPr6ZODdicBw9pLo287bL1ymJ83ssHDNnrL
HUI92JZdKoJcuxYqgqmElRTRXyKp/mHrmEP7vJENHtqhix78iPRAFJM5IgMZvcah7YHIBg/t0EUP
fkR6ILLBIzKQ0Wsc2h6IbPDQDl304EekByIbPCIDGb3Goe2ByAYP7dBFD35EeiCywSMykNFrHNoe
iGzw0A5d9OBHpAciGzwiAxm9xqHtgcgGD+3QRQ9+RHogssEjMpDRaxzaHohs8NAOXfTgR6QHIhs8
IgMZvcah7YHIBg/t0EUPfkR6ILLBIzKQ0Wsc2h6IbPDQDl304EekByIbPCIDGb3Goe2ByAYP7dBF
D35EeiCywSMykNFrHNoeiGzw0A5d9OBHpAciGzwiAxm9xqHtgcgGD+3QRQ9+RHogssEjMpDRaxza
Hohs8NAOXfTgR6QHIhs8IgMZvcah7YHIBg/t0EUPfkR6ILLBIzKQ0Wsc2h6IbPDQDl304EekByIb
PCIDGb3Goe2ByAYP7dBFD35EeiCywSMykNFrHNoeiGzw0A5d9OBHpAciGzwiAxm9xqHtgcgGD+3Q
RQ9+RHogssEjMpDRaxzaHohs8NAOXfTgR6QHIhs8IgMZvcah7YHIBg/t0EUPfkR6ILLBIzKQ0Wsc
2h6IbPDQDl304EekByIbPCIDGb3Goe2ByAYP7dBFD35EeiCywSMykNFrHNoeiGzw0A5d9OBHpAci
GzwiAxm9xqHtgf8fAALzMdB6f1QAAAAASUVORK5CYIJ=

------=_NextPart_01C73B55.8C26CB00
Content-Location: file:///C:/0C245A56/Tvrdapcenicasov_files/image002.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
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------=_NextPart_01C73B55.8C26CB00
Content-Location: file:///C:/0C245A56/Tvrdapcenicasov_files/header.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"

<html xmlns:v=3D"urn:schemas-microsoft-com:vml"
xmlns:o=3D"urn:schemas-microsoft-com:office:office"
xmlns:w=3D"urn:schemas-microsoft-com:office:word"
xmlns:st1=3D"urn:schemas-microsoft-com:office:smarttags"
xmlns=3D"http://www.w3.org/TR/REC-html40">

<head>
<meta http-equiv=3DContent-Type content=3D"text/html; charset=3Dus-ascii">
<meta name=3DProgId content=3DWord.Document>
<meta name=3DGenerator content=3D"Microsoft Word 10">
<meta name=3DOriginator content=3D"Microsoft Word 10">
<link id=3DMain-File rel=3DMain-File href=3D"../Tvrdapcenicasov.htm">
<![if IE]>
<base href=3D"file:///C:\0C245A56\Tvrdapcenicasov_files\header.htm"
id=3D"webarch_temp_base_tag">
<![endif]><o:SmartTagType
 namespaceuri=3D"urn:schemas-microsoft-com:office:smarttags" name=3D"place"=
/>
<o:SmartTagType namespaceuri=3D"urn:schemas-microsoft-com:office:smarttags"
 name=3D"City"/>
</head>

<body lang=3DEN-US>

<div style=3D'mso-element:footnote-separator' id=3Dfs>

<p class=3DMsoNormal><span lang=3DEN-GB><span style=3D'mso-special-characte=
r:footnote-separator'><![if !supportFootnotes]>

<hr align=3Dleft size=3D1 width=3D"33%">

<![endif]></span></span></p>

</div>

<div style=3D'mso-element:footnote-continuation-separator' id=3Dfcs>

<p class=3DMsoNormal><span lang=3DEN-GB><span style=3D'mso-special-characte=
r:footnote-continuation-separator'><![if !supportFootnotes]>

<hr align=3Dleft size=3D1>

<![endif]></span></span></p>

</div>

<div style=3D'mso-element:endnote-separator' id=3Des>

<p class=3DMsoNormal><span lang=3DEN-GB><span style=3D'mso-special-characte=
r:footnote-separator'><![if !supportFootnotes]>

<hr align=3Dleft size=3D1 width=3D"33%">

<![endif]></span></span></p>

</div>

<div style=3D'mso-element:endnote-continuation-separator' id=3Decs>

<p class=3DMsoNormal><span lang=3DEN-GB><span style=3D'mso-special-characte=
r:footnote-continuation-separator'><![if !supportFootnotes]>

<hr align=3Dleft size=3D1>

<![endif]></span></span></p>

</div>

<div style=3D'mso-element:footer' id=3Def1>

<div style=3D'mso-element:frame;mso-element-wrap:around;mso-element-anchor-=
vertical:
paragraph;mso-element-anchor-horizontal:margin;mso-element-left:right;
mso-element-top:.05pt;mso-height-rule:exactly'>

<table cellspacing=3D0 cellpadding=3D0 hspace=3D0 vspace=3D0 align=3Dright>
 <tr>
  <td valign=3Dtop align=3Dleft style=3D'padding-top:0in;padding-right:0in;
  padding-bottom:0in;padding-left:0in'>
  <p class=3DMsoFooter style=3D'mso-element:frame;mso-element-wrap:around;
  mso-element-anchor-vertical:paragraph;mso-element-anchor-horizontal:margi=
n;
  mso-element-left:right;mso-element-top:.05pt;mso-height-rule:exactly'><!-=
-[if supportFields]><span
  class=3DMsoPageNumber><span lang=3DEN-GB style=3D'font-family:"MAC C Time=
s"'><span
  style=3D'mso-element:field-begin'></span>PAGE<span
  style=3D'mso-spacerun:yes'>&nbsp; </span></span></span><![endif]--><!--[i=
f supportFields]><span
  class=3DMsoPageNumber><span lang=3DEN-GB style=3D'font-family:"MAC C Time=
s"'><span
  style=3D'mso-element:field-end'></span></span></span><![endif]--><span
  class=3DMsoPageNumber><span lang=3DEN-GB style=3D'font-family:"MAC C Time=
s"'><o:p></o:p></span></span></p>
  </td>
 </tr>
</table>

</div>

<p class=3DMsoFooter style=3D'margin-right:.25in'><span lang=3DEN-GB><o:p>&=
nbsp;</o:p></span></p>

</div>

<div style=3D'mso-element:footer' id=3Df1>

<div style=3D'mso-element:frame;mso-element-wrap:around;mso-element-anchor-=
vertical:
paragraph;mso-element-anchor-horizontal:margin;mso-element-left:right;
mso-element-top:.05pt;mso-height-rule:exactly'>

<table cellspacing=3D0 cellpadding=3D0 hspace=3D0 vspace=3D0 align=3Dright>
 <tr>
  <td valign=3Dtop align=3Dleft style=3D'padding-top:0in;padding-right:0in;
  padding-bottom:0in;padding-left:0in'>
  <p class=3DMsoFooter style=3D'mso-element:frame;mso-element-wrap:around;
  mso-element-anchor-vertical:paragraph;mso-element-anchor-horizontal:margi=
n;
  mso-element-left:right;mso-element-top:.05pt;mso-height-rule:exactly'><!-=
-[if supportFields]><span
  class=3DMsoPageNumber><span lang=3DEN-GB style=3D'font-family:"MAC C Time=
s"'><span
  style=3D'mso-element:field-begin'></span>PAGE<span
  style=3D'mso-spacerun:yes'>&nbsp; </span><span style=3D'mso-element:field=
-separator'></span></span></span><![endif]--><span
  class=3DMsoPageNumber><span lang=3DEN-GB style=3D'font-family:"MAC C Time=
s"'><span
  style=3D'mso-no-proof:yes'>1</span></span></span><!--[if supportFields]><=
span
  class=3DMsoPageNumber><span lang=3DEN-GB style=3D'font-family:"MAC C Time=
s"'><span
  style=3D'mso-element:field-end'></span></span></span><![endif]--><span
  class=3DMsoPageNumber><span lang=3DEN-GB style=3D'font-family:"MAC C Time=
s"'><o:p></o:p></span></span></p>
  </td>
 </tr>
</table>

</div>

<p class=3DMsoFooter style=3D'margin-right:.25in'><span lang=3DEN-GB><o:p>&=
nbsp;</o:p></span></p>

</div>

</body>

</html>

------=_NextPart_01C73B55.8C26CB00
Content-Location: file:///C:/0C245A56/Tvrdapcenicasov_files/filelist.xml
Content-Transfer-Encoding: quoted-printable
Content-Type: text/xml; charset="utf-8"

<xml xmlns:o=3D"urn:schemas-microsoft-com:office:office">
 <o:MainFile HRef=3D"../Tvrdapcenicasov.htm"/>
 <o:File HRef=3D"image001.png"/>
 <o:File HRef=3D"image002.gif"/>
 <o:File HRef=3D"header.htm"/>
 <o:File HRef=3D"filelist.xml"/>
</xml>
------=_NextPart_01C73B55.8C26CB00--
