MIME-Version: 1.0
Content-Type: multipart/related; boundary="----=_NextPart_01C6CDAB.30087480"

This document is a Single File Web Page, also known as a Web Archive file.  If you are seeing this message, your browser or editor doesn't support Web Archive files.  Please download a browser that supports Web Archive, such as Microsoft Internet Explorer.

------=_NextPart_01C6CDAB.30087480
Content-Location: file:///C:/AB0C3C93/GradebookFormulas.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=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 11">
<meta name=3DOriginator content=3D"Microsoft Word 11">
<link rel=3DFile-List href=3D"GradebookFormulas_files/filelist.xml">
<link rel=3DEdit-Time-Data href=3D"GradebookFormulas_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>Gradebook Formulas</title>
<!--[if gte mso 9]><xml>
 <o:DocumentProperties>
  <o:Author>Richard W Evans</o:Author>
  <o:LastAuthor>Richard W Evans</o:LastAuthor>
  <o:Revision>4</o:Revision>
  <o:TotalTime>38</o:TotalTime>
  <o:Created>2006-09-01T13:06:00Z</o:Created>
  <o:LastSaved>2006-09-01T13:44:00Z</o:LastSaved>
  <o:Pages>4</o:Pages>
  <o:Words>417</o:Words>
  <o:Characters>2378</o:Characters>
  <o:Company>Rhode Island College</o:Company>
  <o:Lines>19</o:Lines>
  <o:Paragraphs>5</o:Paragraphs>
  <o:CharactersWithSpaces>2790</o:CharactersWithSpaces>
  <o:Version>11.5606</o:Version>
 </o:DocumentProperties>
</xml><![endif]--><!--[if gte mso 9]><xml>
 <w:WordDocument>
  <w:SpellingState>Clean</w:SpellingState>
  <w:GrammarState>Clean</w:GrammarState>
  <w:PunctuationKerning/>
  <w:ValidateAgainstSchemas/>
  <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
  <w:IgnoreMixedContent>false</w:IgnoreMixedContent>
  <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
  <w:Compatibility>
   <w:BreakWrappedTables/>
   <w:SnapToGridInCell/>
   <w:WrapTextWithPunct/>
   <w:UseAsianBreakRules/>
   <w:DontGrowAutofit/>
  </w:Compatibility>
  <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
 </w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
 <w:LatentStyles DefLockedState=3D"false" LatentStyleCount=3D"156">
 </w:LatentStyles>
</xml><![endif]-->
<style>
<!--
 /* Style Definitions */
 p.MsoNormal, li.MsoNormal, div.MsoNormal
	{mso-style-parent:"";
	margin:0in;
	margin-bottom:.0001pt;
	mso-pagination:widow-orphan;
	font-size:12.0pt;
	font-family:"Times New Roman";
	mso-fareast-font-family:"Times New Roman";}
span.SpellE
	{mso-style-name:"";
	mso-spl-e:yes;}
span.GramE
	{mso-style-name:"";
	mso-gram-e:yes;}
@page Section1
	{size:8.5in 11.0in;
	margin:1.0in 1.25in 1.0in 1.25in;
	mso-header-margin:.5in;
	mso-footer-margin:.5in;
	mso-paper-source:0;}
div.Section1
	{page:Section1;}
 /* List Definitions */
 @list l0
	{mso-list-id:420954959;
	mso-list-type:hybrid;
	mso-list-template-ids:1322939162 67698703 67698713 67698715 67698703 67698=
713 67698715 67698703 67698713 67698715;}
@list l0:level1
	{mso-level-tab-stop:.25in;
	mso-level-number-position:left;
	margin-left:.25in;
	text-indent:-.25in;}
@list l1
	{mso-list-id:1944877495;
	mso-list-type:hybrid;
	mso-list-template-ids:1763354302 67698703 67698713 67698715 67698703 67698=
713 67698715 67698703 67698713 67698715;}
@list l1:level1
	{mso-level-tab-stop:.5in;
	mso-level-number-position:left;
	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";
	mso-ansi-language:#0400;
	mso-fareast-language:#0400;
	mso-bidi-language:#0400;}
</style>
<![endif]-->
</head>

<body lang=3DEN-US style=3D'tab-interval:.5in'>

<div class=3DSection1>

<p class=3DMsoNormal><b style=3D'mso-bidi-font-weight:normal'><span
style=3D'font-size:18.0pt'>Gradebook Formulas<o:p></o:p></span></b></p>

<p class=3DMsoNormal>By Dick Evans</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>The fact that WebCT records grades and has a way to do=
wnload
those grades in a <span class=3DGramE>format which can be imported into Exc=
el</span>
is convenient. However, the gradebook can do so much more. By adding calcul=
ation
columns, WebCT will calculate grade averages and remove the need to downloa=
d to
Excel all together.</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shapetype id=3D"_x0000_t75" coor=
dsize=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"
 stroked=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_i1025" type=3D"#_x0000_t75" style=3D'wi=
dth:390.75pt;
 height:205.5pt'>
 <v:imagedata src=3D"GradebookFormulas_files/image001.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img width=3D521 height=3D274
src=3D"GradebookFormulas_files/image002.jpg" v:shapes=3D"_x0000_i1025"><![e=
ndif]></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>The only similarity to Excel is the ability to insert a
formula. The formula <span class=3DGramE>must be entered</span> using the k=
eypad appearing
in the lower left of the window. You cannot edit the data in the formula di=
rectly.
However, you can select the data and copy it to the clipboard for documenta=
tion.
You cannot paste data into the formula area.</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>For a column to be included in a formula, it must alre=
ady be
a column and be numeric. It so, it will appear in the drop down list access=
ed
by click the down arrow to the right of Column:</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>There are three functions: maximum, minimum, and sum.
Formulas follow the standard order of precedence used in algebra and in Exc=
el.</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><b style=3D'mso-bidi-font-weight:normal'><u>Averaging =
Grades<o:p></o:p></u></b></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal style=3D'margin-left:.25in;text-indent:-.25in;mso-list=
:l0 level1 lfo1;
tab-stops:list .25in'><![if !supportLists]><span style=3D'mso-list:Ignore'>=
1.<span
style=3D'font:7.0pt "Times New Roman"'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </spa=
n></span><![endif]>Add
a new column to calculate an average. Give it a label and set it to <span
class=3DGramE>calculated</span>.</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1028" type=
=3D"#_x0000_t75"
 style=3D'width:392.25pt;height:101.25pt'>
 <v:imagedata src=3D"GradebookFormulas_files/image003.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img width=3D523 height=3D135
src=3D"GradebookFormulas_files/image004.jpg" v:shapes=3D"_x0000_i1028"><![e=
ndif]></p>

<p class=3DMsoNormal>Click Add</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1029" type=
=3D"#_x0000_t75"
 style=3D'width:55.5pt;height:91.5pt'>
 <v:imagedata src=3D"GradebookFormulas_files/image005.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img width=3D74 height=3D122
src=3D"GradebookFormulas_files/image006.jpg" v:shapes=3D"_x0000_i1029"><![e=
ndif]></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal style=3D'margin-left:.25in;text-indent:-.25in;mso-list=
:l0 level1 lfo1;
tab-stops:list .25in'><![if !supportLists]><span style=3D'mso-list:Ignore'>=
2.<span
style=3D'font:7.0pt "Times New Roman"'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </spa=
n></span><![endif]>In
the added column, click <b style=3D'mso-bidi-font-weight:normal'>Formula</b=
></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1030" type=
=3D"#_x0000_t75"
 style=3D'width:401.25pt;height:251.25pt'>
 <v:imagedata src=3D"GradebookFormulas_files/image007.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img width=3D535 height=3D335
src=3D"GradebookFormulas_files/image008.jpg" v:shapes=3D"_x0000_i1030"><![e=
ndif]></p>

<p class=3DMsoNormal>There are four Excel assignments (Excel 1, Excel 2, Ex=
cel 3,
and Excel 4). There is no average function. Therefore, to average them, we =
will
add the four assignments together and divide by 4. We can accomplish this u=
sing
the sum function, or by adding them up.</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><span class=3DGramE>SUM{</span>[Excel 1],[Excel 2],[Ex=
cel
3],[Excel 4]}/4</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>([Excel 1<span class=3DGramE>]+</span>[Excel 2]+[Excel=
 4])/4</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>Either will work fine. Recall you have to use the keyp=
ad to
enter all characters. If you use the addition method, remember the ( ) or y=
ou
will only be dividing the last entry by 4.</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal style=3D'margin-left:.25in;text-indent:-.25in;mso-list=
:l0 level1 lfo1;
tab-stops:list .25in'><![if !supportLists]><span style=3D'mso-list:Ignore'>=
3.<span
style=3D'font:7.0pt "Times New Roman"'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </spa=
n></span><![endif]>Pull
down the Function arrow and select <b style=3D'mso-bidi-font-weight:normal'=
>sum</b></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal style=3D'margin-left:.25in;text-indent:-.25in;mso-list=
:l0 level1 lfo1;
tab-stops:list .25in'><![if !supportLists]><span style=3D'mso-list:Ignore'>=
4.<span
style=3D'font:7.0pt "Times New Roman"'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </spa=
n></span><![endif]>Click
<b style=3D'mso-bidi-font-weight:normal'>Start List</b></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal style=3D'margin-left:.25in;text-indent:-.25in;mso-list=
:l0 level1 lfo1;
tab-stops:list .25in'><![if !supportLists]><span style=3D'mso-list:Ignore'>=
5.<span
style=3D'font:7.0pt "Times New Roman"'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </spa=
n></span><![endif]>Pull
down the Column arrow and select Excel 1, and then click <b style=3D'mso-bi=
di-font-weight:
normal'>Insert</b></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal style=3D'margin-left:.25in;text-indent:-.25in;mso-list=
:l0 level1 lfo1;
tab-stops:list .25in'><![if !supportLists]><span style=3D'mso-list:Ignore'>=
6.<span
style=3D'font:7.0pt "Times New Roman"'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </spa=
n></span><![endif]>Click
<b style=3D'mso-bidi-font-weight:normal'>Next item</b>, pull down the Column
arrow and select Excel 2, and then click <b style=3D'mso-bidi-font-weight:n=
ormal'>Insert</b></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal style=3D'margin-left:.25in;text-indent:-.25in;mso-list=
:l0 level1 lfo1;
tab-stops:list .25in'><![if !supportLists]><span style=3D'mso-list:Ignore'>=
7.<span
style=3D'font:7.0pt "Times New Roman"'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </spa=
n></span><![endif]>When
you have entered all the assignments (quizzes, etc), click <b style=3D'mso-=
bidi-font-weight:
normal'>End list</b></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>Note how many entries you inserted (in this case it was
four). On the keypad, click / followed by <span class=3DGramE>4</span></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal style=3D'margin-left:.25in;text-indent:-.25in;mso-list=
:l0 level1 lfo1;
tab-stops:list .25in'><![if !supportLists]><span style=3D'mso-list:Ignore'>=
8.<span
style=3D'font:7.0pt "Times New Roman"'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </spa=
n></span><![endif]>Click
<b style=3D'mso-bidi-font-weight:normal'>Update</b> and the results will di=
splay
in the column for each student</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1031" type=
=3D"#_x0000_t75"
 style=3D'width:61.5pt;height:126pt'>
 <v:imagedata src=3D"GradebookFormulas_files/image009.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img width=3D82 height=3D168
src=3D"GradebookFormulas_files/image010.jpg" v:shapes=3D"_x0000_i1031"><![e=
ndif]></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><b style=3D'mso-bidi-font-weight:normal'><u>Dropping t=
he
lowest grade<o:p></o:p></u></b></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>The minimum function <span class=3DGramE>can be used</=
span> to
drop the lowest grade. Here is an example of dropping the lowest of the four
Excel grades:</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1032" type=
=3D"#_x0000_t75"
 style=3D'width:394.5pt;height:241.5pt'>
 <v:imagedata src=3D"GradebookFormulas_files/image011.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img width=3D526 height=3D322
src=3D"GradebookFormulas_files/image012.jpg" v:shapes=3D"_x0000_i1032"><![e=
ndif]></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>This formula adds up the four <span class=3DGramE>grad=
e</span>,
subtracts the lowest of the four grades, and then divides by the total numb=
er
of grades less one. The parenthesis around the subtraction of the two funct=
ions
is important, or the division would only be taking place on the minimum
function.</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>Here are the results of dropping the lowest:</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1033" type=
=3D"#_x0000_t75"
 style=3D'width:61.5pt;height:129pt'>
 <v:imagedata src=3D"GradebookFormulas_files/image013.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img width=3D82 height=3D172
src=3D"GradebookFormulas_files/image014.jpg" v:shapes=3D"_x0000_i1033"><![e=
ndif]></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><b style=3D'mso-bidi-font-weight:normal'><u>Finding the
Highest grade<o:p></o:p></u></b></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>The maximum function <span class=3DGramE>could be used=
</span>
to give the students multiple attempts and grade them on their best one.</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1034" type=
=3D"#_x0000_t75"
 style=3D'width:391.5pt;height:244.5pt'>
 <v:imagedata src=3D"GradebookFormulas_files/image015.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img width=3D522 height=3D326
src=3D"GradebookFormulas_files/image016.jpg" v:shapes=3D"_x0000_i1034"><![e=
ndif]></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>Here are the results:</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1035" type=
=3D"#_x0000_t75"
 style=3D'width:60.75pt;height:126.75pt'>
 <v:imagedata src=3D"GradebookFormulas_files/image017.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img width=3D81 height=3D169
src=3D"GradebookFormulas_files/image018.jpg" v:shapes=3D"_x0000_i1035"><![e=
ndif]></p>

</div>

</body>

</html>

------=_NextPart_01C6CDAB.30087480
Content-Location: file:///C:/AB0C3C93/GradebookFormulas_files/image001.png
Content-Transfer-Encoding: base64
Content-Type: image/png
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=

------=_NextPart_01C6CDAB.30087480
Content-Location: file:///C:/AB0C3C93/GradebookFormulas_files/image002.jpg
Content-Transfer-Encoding: base64
Content-Type: image/jpeg
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------=_NextPart_01C6CDAB.30087480
Content-Location: file:///C:/AB0C3C93/GradebookFormulas_files/image003.png
Content-Transfer-Encoding: base64
Content-Type: image/png
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------=_NextPart_01C6CDAB.30087480
Content-Location: file:///C:/AB0C3C93/GradebookFormulas_files/image004.jpg
Content-Transfer-Encoding: base64
Content-Type: image/jpeg
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------=_NextPart_01C6CDAB.30087480
Content-Location: file:///C:/AB0C3C93/GradebookFormulas_files/image005.png
Content-Transfer-Encoding: base64
Content-Type: image/png
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------=_NextPart_01C6CDAB.30087480
Content-Location: file:///C:/AB0C3C93/GradebookFormulas_files/image006.jpg
Content-Transfer-Encoding: base64
Content-Type: image/jpeg
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------=_NextPart_01C6CDAB.30087480
Content-Location: file:///C:/AB0C3C93/GradebookFormulas_files/image007.png
Content-Transfer-Encoding: base64
Content-Type: image/png

iVBORw0KGgoAAAANSUhEUgAAAhcAAAFPCAIAAABxjnsYAAAAAXNSR0IArs4c6QAAJiNJREFUeF7t
nU2IJMeVx7tmprunx5qesaQ1SAhjaWak9cFg3H1as1ef9j4Y9uTDglkLjCRLwmDQwTaobcyCBhv2
4NOe+rBg0Mng07I3rU8Gjz5mZBh9IsljjzSerq6vfVXREw7lZ2RWvPyI/CVJkZ0d8eK9X0TlPyMi
K2O0t7e3EcX27LPPfvvb344ilMiDePXVV1966aXIgyQ8CAyGwGixWAwmWAKFAAQgAIHABE4Ftoc5
CEAAAhAYEgFUZEi1TawQgAAEQhNARUITxR4EIACBIRFARYZU28QKAQhAIDQBVCQ0UexBAAIQGBIB
VGRItU2sEIAABEITQEVCE8VeLAS++c1v9i6U0Wqr4XbtjDXKqpGl4+7ViCimLCUqkvgi9fF75Vlb
EpobXeJPTyPBkxk3OuJMQXQdpJeJTrsBa9g3F9AuXEYTPoRyyQ3Qx6abxid98G8lBhME6It0t0nI
Jel/nU3jCtXd4NfzLBp0pmMhPw02W71+xnosc3Mbl0IZtzGW2gxbbij/h2yn5Lfr5ttoAbl/2oua
TeBe5uRkOoHYKc3llmWOEw7YBOly3ZRupX7ve9+TP69du1Z8N218TnyaLM27nSCf8DzTHxeIObbh
WIwFgURPL90+08Tcunbbnk8DSNjPbDZVm6VVkXTTdRXFXnkT6dNp3AR5x1JWXkbrhpW0RNEmQeZJ
97wbjmeMNrtNn9BUU2gxloKyCi4O/KuEgHsLkD7+p9Rm0shpm9geZ550E1fK5Wk/r9B0LP++2vLi
NXbSn4n0pcGGctuNK88HH7bFfGKlZ8ikGQZsovUac9VmaS/KBd9TN03esc1eKbEVA/f2v5KpUn8y
ex7p4jzdLk7mSmDxdY//ViJQPqLlDqqsr8n+o/zBU0pfRDbpl5iuSeZmOyKJ/wZ3xtyoNjDhkehh
pIfFPN3oHT3TbkMR9qSUbjalXxkfsJlGVCdLVI1nhuNetkqh1UuQ0L96RsiVQaC0L+ImKL4Tr3Sj
l75n97mzLr7TL47Fpy+S6YP/XWe9lJluh+qLpI27N+kFpSQy9ote1R6kf8P2b7cmZWaXyHWvGGxe
X8Tn3jwzb9WMBZ2JdUylNSPdUKvaL+g5+XTpKt19k9glUN4XUdJejbniPJum/2Fu+krDyZseKM1Y
O0Gm2+7EkrEcilhegDHRC8UqXadVLRc0p0rN0njSqdn12g2ejJERCDy7njddWTATnp6TTF808ybw
EynXEYD0bLZ7JnPitMbcrDjs/1BAQjkynzIofvQgEVR6itgtIjJ6xe3KPn1gv89V21iieSSyuzcB
64BNKIc7i1Awt2yTFUw128BN4oJpeflv2qCcKZ3JT5jNm9lOS2Om/9aNvHLdQGznw1Vfl15k1/F2
w2l/fZH05duHSL1cPpZV0/TUbVUm/sah58+KlBBojEDPVCTzbroxWLUL6qnbteMNmxF6YXliDQJh
CbSvImHjwRoEIAABCDRJoLXZ9SaDpCwIQAACEFAigIoogcUsBCAAgUEQQEUGUc0ECQEIQECJwOh3
v/udkmnMQgACEIBA9ASYXY++igkQAhCAgCIBRrQU4WIaAhCAQPQEUJHoq5gAIQABCCgSQEUU4WIa
AhCAQPQEUJHoq5gAIQABCCgSQEUU4WIaAhCAQPQEUJHoq5gAIQABCCgSQEUU4WIaAhCAQPQEUJHo
q5gAIQABCCgS0FKRf/6Xf5W9tuO1s9fOWNtVk9Etty0f1gwhL/to9J+yKxnHLAQg0HcCXipiLot2
707M2tfrROA1iquRxROvubgnds+8YZMhM2F5Yg0C/SJQriKmS/E/r/6X2c19d2eDtE4G9NDG7mnc
M1kQDxeLf3P3IDYxAgEIQMCfQMl7tKyEWIuJMwlFMTJjlSbxpzXiqlFmFp9SMov2yei6Z41YN1x2
6fDT/3XPJOIqhpOgkfYqk5LNZUaZRELSlZ34V+afNpe1kBi2SpzPLEiMuLncNJV8yAvEvx2TEgIQ
aItAeV8k4VniRtu9T7fXwUSW9XszmaXY637evX9puZKgdgcrbTxdhZke+nil1xrsxd30YKwM5J3X
8CRdlkYp2IQABJohUFlF0gpRdb6kxoCP0qxMZv8jzb3haSF38FCcKcaVOS+SKQ+Z7clqSb3W5upB
ol9SzyC5IACB3hFYS0V87sfXJ9JMKQV+Vp0XWT9kfwt58yKukOQNRqVLsZrk70BeSn8lW78sLEAA
Ai0SqKwieg8dtUghvqLdaQn/53QrzdVbs+4zWv5lxceciCAwTAIlKqLxUFamDnX5ua/SlqHqfA3Z
diXE7RPkdT78z6dTFjwh5tMfQnVKWxcJINBxAl5rHeY9aySxpS+gBc9fWRbpZ7fkjPtAVPGjVmIn
04L1p/jZsLxk6WmSTHmo7XxVrwyuvOfEMq+/mRdupWe00g+J5Z2RKBKjatZ5OV/wsFnHvzy4BwEI
CAEvFYEUBPQIoCJ6bLEMgQYIVJ4XacAnioAABCAAgb4QoC/Sl5qKys+8XzhGFSTBQGAYBFCRYdQz
UUIAAhDQIcCIlg5XrEIAAhAYBgFUZBj1TJQQgAAEdAigIjpcsQoBCEBgGARQkWHUM1FCAAIQ0CGA
iuhwxSoEIACBYRBARYZRz0QJAQhAQIdAh1RkNBrpxIhVCEAAAhDQIlDye5HElX2xWGg5slw1jx+v
6NHFMgQgAAEVAuV9EVEOu6m4gFEIQAACEOgtgXIVSYcmnQaz2X+ZY3vSJnDPp9Ob7JkDWeki8lL2
ljyOQwACEIiBQLmKJC7oZtzJbAlhMCcNFTdNZvpieDWyxFAbxAABCECgbwTKVcRzOCvslElmXyRs
EX2rKfyFAAQg0EUC5SrSvNdud6f50ikRAhCAAAT8CXRRRfK851Fg/3olJQQgAIFmCFRWETMdYrba
Q0yukXScxf9thgulQAACEICAD4H6SuBjnTQQgAAEIBA3gcp9kbhxEB0EIAABCFQigIpUwkViCEAA
AhD4HIGiEa2Xfv1baEEAAhCAQHwEXvrOt0IFVaIiAUsK5TF2IAABCEDAErj95/d2L/zD6dObnkw+
+eS9V37zh4DXdka0PMmTDAIQgEBHCYiEHB3dvXPn49u3PxCR+Pjjdz766NaHH/5J9g8+eFv299+/
+e67b3z22W0JYDz+W9gwUJGwPLEGAQhAoAUCx8f3trbObm+f297eWX2e29k5v7PzgOxnz37h7Nlz
8vnpp0sVkZRh/UNFwvLEGgQgAIEWCMxm0/l87rywSg7lhDmz/LQ+jceoSAsVRJEQgAAEOk1gqRjz
mewrzTiRDfnTqot4b17/MZmMw0ZCXyQsT6xBAAIQaIHASkI+1+d4/fXrqy6I3U+8mk6nYf1DRcLy
xBoEIACBtggsBcMMXomEyOeNGzfk05yxg1oiNmH9Q0XC8sQaBCAAgRYIrMaylmohw1ZGQsx248ZN
V0JWx6hICxVEkRCAAAQ6TcB2OK5f/6Nx9PLly+bg5s23jZDUfn9uceT0RTrdMnAOAhCAgA8BIxK2
F/Lkk09Jp+TSpUuukKzmSJaC4mPQPw0q4s+KlBCAAAQ6S2D5RK+Ih/gnn/eHrRaPP/4VOSOfwQey
LAhUpLNtAscgAAEI+BK4/0uR+ZUrV4xg2GkSIyGMaPmiJB0EIACBYRKwUmF/e+hOhJifH2qQoS+i
QRWbEIAABBolYH5daH91eP9Afr++/Cmi/Vn7yqflbw8DbqhIQJiYggAEINAOgYsXvyQ/Spf9+PhI
9snkWI6n02NRl5XAyI/YJ7u7D4lzW1vbYV1ERcLyxBoEIACBpgncunX9/PkHH3308iOPXLq/P2GP
5bzsjz321O7uw2+++Xs5Dusf64uE5Yk1CEAAAo0SkPVFNrd23nnnjbt370i3YzqdZM1/jE6dOn3u
3ANXrnzj3r3Pwq4vgoo0Wt8UBgEIQCAsgb/85ZMLFy742/zrX//6H//9f6xS5U+MlBCAAAQgoEiA
eRFFuJiGAAQgED0BVCT6KiZACEAAAooEUBFFuJiGAAQgED0BVCT6KiZACEAAAooEUBFFuJiGAAQg
ED0BVCT6KiZACEAAAooEUBFFuJiGAAQgED0BVCT6KiZACEAAAooEUBFFuJiGAAQgED0BVCT6KiZA
CEAAAooEUBFFuJiGAAQgED0BVCT6KiZACEAAAooEUBFFuJiGAAQgED0BVCT6KiZACEAAAooEUBFF
uJiGAAQgED0BVCT6KiZACEAAAooEUBFFuJiGAAQgED0BVCT6KiZACEAAAooEUBFFuJiGAAQgED0B
VCT6KiZACEAAAooEUBFFuJiGAAQgED0BVCT6KiZACEAAAooEUBFFuJiGAAQgED0BVCT6KiZACEAA
AooEUBFFuJiGAAQgED0BVCT6KiZACEAAAooEUBFFuJiGAAQgED0BVCT6KiZACEAAAooEUBFFuJiG
AAQgED0BVCT6KiZACEAAAooEUBFFuJiGAAQgED0BVCT6KiZACEAAAooEUBFFuJiGAAQgED0BVCT6
KiZACEAAAooEUBFFuJiGAAQgED0BVCT6KiZACEAAAooEUBFFuJiGAAQgED0BVCT6KiZACEAAAooE
UBFFuJiGAAQgED0BVCT6KiZACEAAAooEUBFFuJiGAAQgED0BVCT6KiZACEAAAooEUBFFuJiGAAQg
ED0BVCT6KiZACEAAAooEUBFFuJiGAAQgED0BVCT6KiZACEAAAooEUBFFuJiGAAQgED0BVCT6KiZA
CEAAAooEUBFFuJiGAAQgED0BVCT6KiZACEAAAooEUBFFuJiGAAQgED0BVCT6KiZACEAAAooEUBFF
uJiGAAQgED0BVCT6KiZACEAAAooEUBFFuJiGAAQgED0BVCT6KiZACEAAAooEUBFFuJiGAAQgED0B
VCT6KiZACEAgZgKL+Xg+X4xGZzz32WwcFgcqEpYn1iAAAQg0TeD06c2jo7t37nx8+/YHn3zy3scf
v/PRR7c+/PBPsn/wwduyv//+zXfffeOzz26LZ+Px38L6h4qE5Yk1CEAAAi0QOD6+t7V1dnv73Pb2
zurz3M7O+Z2dB2Q/e/YLZ8+ek89PP12qiKQM6x8qEpYn1iAAAQi0QGA2m85lYOv+trEhR3LCnFl+
Wp/GY1SkhQqiSAhAAAKdJrBUjPlM9pVmnMiG/GnVRbwfjUbyOZkwL9LpqsQ5CEAAAi0QWEnI5/oc
4sSqC2L3E6+m02lY/xjRCssTaxCAAATaIrAUjOvX/2iKn04nKwnZuHHj5n1FWZ4XsQnrHyoSlifW
IAABCLRAYDWWdSIhr79+XQayZPxKzhgJMZ9mk/GusP6hImF5Yg0CEIBACwTM/PlTT/2jKfutt96S
z5s33zZ/PvHE42beXcMzVESDKjYhAAEINErAPp315JNPuUJiJMT2Q0xvJKxnqEhYnliDAAQg0AqB
5RO9pmArJHL8+ONfuS8wgQeybJCoSCv1TaEQgAAEQhKwUmGe9L1y5YpYv3TpCfN0r3n2lxGtkMSx
BQEIQCAyAlYqjGBcunTJlQ3z80ONkOmLaFDFJgQgAIFGCZhfF9pfHd4/kN+vL3+KaH/WvvJp2TsJ
uKEiAWFiCgIQgEA7BC5e/JL8KF324+Mj2SeTYzmeTo9FXVYCIz9in+zuPiTObW1th3URFQnLE2sQ
gAAEmiZw69b18+cffPTRy488cun+/oQ9lvOyP/bYU7u7D7/55u/lOKx/y5+l5Fl86de/fek73wpb
HtYgAAEIQCAggdt/fm9za+edd964e/eOdDvkJ+tZ8x+jU6dOnzv3wJUr37h377NXfvOHgNf2EhUJ
GCqmIAABCECgIwQaUpGORIsbEIAABCDQWQLMi3S2anAMAhCAQA8IoCI9qCRchAAEINBZAqhIZ6sG
xyAAAQj0gAAq0oNKwkUIQAACnSWAinS2anAMAhCAQA8IFD3pm3D/8PBQI6CDg4PXXnvNWqaUUsgJ
YqXpSQABCEBAj0A1Fdnb2wvuytWrVxMqQinFkBPEgtdIBw3KD2A76BUu1SMQ8JcK9RwgV1gCqEhI
nq0oYsgAumqL1yh0tWYq+5WoSqWxBx+36NP7UPJJg4r4UPJNg4r4kqqYzlx6xuNxxXwkVySwvb18
qd/7t2cf3RmNj6bHk/lktnxZ7Hy+mMlLZBenzNuV5vNT88V8Ol987fHNS49spVVEY+zBJ+wB9ul9
sNRIw+x6DWhkgQAETgiIhFw8N7q4uyn7gxeX+0MXNh++sPPg7vYXd7dkl/MXHtg+v7N149Yx1KIk
gIpEWa0EBYGGCEgvZDzdkL7HbDaaTTZkP56OJrPFZLqYTeTMaDbbmM6WzoxOB17WoqEIKaaMgJaK
XL4c+OXDiUC07Zdx4/8bZiVOtoETkIEs2cez0VSUY7Uvt9liPNn422Qk+1iEZL5sKqc2cl8fPnCG
fQ9fRUXkEv/WW2+pohH7ekIilu1mo3BPhi06szhVegXGRRvs1pYPlNsjAjIXMp1uSIdDpGK14Pdy
l8X0ln+aNVpXK37LNIlPUOnvnU8unzRhv7M+JQ4njVfVDgeHRGok0G5u43PPh2JSUFyoIvztiH6Y
b77Z6G34oxtsytVc+sZKKRY/+dnB6NRI9k+PljPqi43FK9denm+M5EB2H0Tm7lP7HtTHE9L4Ewiv
Ig10REx4Gt2RtPOqDbrh4oqbhZEQN437Z0EHxRUbe5zo06Sz53V6/KXr7P3N9Tl90ueMWPBM5v/V
GkhKGcKSaQ+ZFPnxyy9LyPJ5NFlsbc7lca1r1w7kzC9XQiIH5rPSltdNLxgqsPbN/Z+b0hxXcoDE
PgTCq4hPqT1N06mhpyYZun0U/6u826fJ7N+s2ek5ur+JABgacpA46XMmkTFtqknU/S3rRy+8aJz/
+S+W4vGrV5afsn336efXCSo9KuB2341l94yrE4mUxtQ6zpA3kwAqUqFhaIxoVSh+GEkLlnBOAMjs
i9g0IieJ9PZMXicmbX8YyNeK8mTqY77cnnvmRDCMkFgJWYwW8pSWf82WOpTuUmROqKAZpSSDJEBF
gmDESNME3E5G1bJtf8Xqijlj1MVYS5+pWspA0sss+mxxsp85NXrxuRds4N9/5vntzZO/ZF5kOg+D
xNzMJYanuMMLA7eWFVTkc9jScy2qA6kNF1fcQtLT6f6DV7XaXnamUIVaPbDFlJ4p6L4EDDAyU7OF
PI4lPwb5+/78c8uhraeffeHudEP26Wi1zzc8H9Py5JPXz1D9wnr6NrRk4VVEY9I7s1aUpvHtbY65
2XEbq8a8SEFxzbdFIyR2s0MQ7vn0uIT738Z8tl0HVxvck0YSfM5IMjvGlR71SktLYzH2oiB5zHc1
u77aRVGWD2MtfrDqkWyeGckuj2yJzIjQ+DymZafEC2K3X0P73XS/RHnqku6+9AJvL5wMryK9CLvY
yczesXsy7Hhrpzrj7pO+LiV73p505SSdK/HfdK7SBKUNKT0wZWTDbDZ7qDOl/gw2gaiI7FKh08mG
2Sfy+K+Ihv35yOrlWstHf8s2+10wCd0vmqsZ6XnyRMZEXmst7De3LJqh/F9FRRrojih1RIZS7cQJ
gUAEZFJd3n4isiGvPFlNsS836aAsjhfLboocyPmp+UViuYoEcgozjRJQUZHMG4GwYXFPEZYn1iBQ
j8DXnzizMTlaTO7NJmO7L47lz+OR2WfHZ2bHp2aTr375TL0iyNVxArwZPmQF8Wb4kDQdW6wvogS2
ebOJqtzf32/eB1uiuz5ei270vegKKqJX325dUopPkxpa62etQ59W0Zc0rHXYl5ry9LOCinhaJBkE
IAABCAyHgNa8yHAIEikEIACBIRNARYZc+8QOAQhAYF0CqMi6BMkPAQhAYMgEKsyLHB4eapA6ODhw
54oppRRyglhpehJAAAIQ0CNQTUX29vaCu9LK07GiVdHEErxGMAgBCEDAnwAq4s+qPGUriljuVkQp
hvzILw/IRtSQowoFFQlZnahISJpZtgb788NE4EoDv2Grr2DotRf+Z9LoUVCNDX2jIiG/OKhISJr5
KjIej7UL0rO/vb0txt+/Pfvozmh8ND2ezCeyuuzqfYXyQip5fbp539R8vly6fDpffO3xzUuPbKVV
RGNINmzUia+Da1xpSDms/5nWehRUgathQfGMVlieWIOAFwGRkIvnRhd3N2V/8OJyf+jC5sMXdh7c
3f7i7pbscv7CA9vnd7Zu3Dr2skgiCLREABVpCXxWsSyw06HKUHZFeiHj6cbydbiz0WyyIfvxdDSZ
Ld+MO5vImZEs1yGvW5dtdHrZU2GDQGcJBFYRdx0n1Wti5jLLwSk3U0pwt7tmMNTyhdpxpRdD1CtR
BrJkH89GU1GO1b7cZovxZONvk5HsYxGS+VI/TsnyTm1v9rus+qXWiDIOhzvOP7CKNLPgkllcxC6/
rNH4xGYzpVjnW18xxV3lcP3rvmuhLwtLNLmsocyFyNoby/UBzdIbZhGn0erP1SaTIqtP329o5kKc
Va+hpekLVmQozVvwPU0sol7DVF4W63ANm2teWDRuqZX4rxmpbxutWkzr18SqDpNeCOQtdAic4ARW
c+mr1QAXi5/87ECWlZX906PljLosEvjKtZfnGyM58FllNnHH08AaccFpxGqwmbvq1ulpqYhqYD7L
LKs6ENx4N0XX7U/YY7fL4nKw5+WkSWzO2D9NYjdZ4kyiA+TZH7JLppvxKPun61v6pDt4ZY/dAzeL
f/biXK5LMoS1Wq589OOXX5bz8nk0WWxtzuVxrWvXDuTML1dCIgfms9Jm7ljtGubueEjmXb87cptI
kCjXvaNP5DIl1r7lzxO/9KhywofMSK3bFkLCvUyzaQ61w8mrr8wuo/WttDg9/pUaWCKxiopoXxON
fe0RLVer1kHco7zpS3ym87bL4kqLe9IMYZkzrgVJn85rU8q/PJUj4ZVdWV0u4u6xTZY+KWes6mQO
ZJXazCRTI9ePXnjRmPr5L5bi8atXlp+yfffp5/1bjm2rbhajJe4S5ZnfGvfblEhf4EA6l39e/7gy
v+lWb+x1Jh1poohEgrwLiMsnyBUmUzPSlhMwffg0w9/HE0mjoiKeZXc/ma1vVVe1RdffeXuJ98+S
ThlqFiSUHfEws4NihKTJuRCX1cnUx2qV8ueeOREMIyRWQhajhTyl5cnB3lQV3M+mb8DNpb9edZfe
OFc1m9kdyfN5zW9NptmqDpemVx3RCs6/NJy8BOFVZM3arR2JXsb4ItJj1UHLbgelO+7JLPpscbKf
OTV68bkXrG/ff+b57c2Tv2ReZDqv4HVBB73GDW9BwT6iVcHv/KRKF2Ils0FC9jHSGH8fZ8KriE+p
a6ZpbF7E3LDUvlnzCVPbvo8PYdPUG5VK+xDKTl50Rl2afLrX9WS2kMexZJro7/vzzy2Htp5+9oW7
0w3Zp6PVPt/weUyrrdvS4F+NvNkRIZOYEihIWak9t4WukpN5iYPzr+dVeBVpJrBmxprcMeV6fHud
y0xU2EnygljclHZSJJ0xnawBPkYqzGaLs2NZ9YQk02alWOQx39Xs+moXRVk+jLX4wapHsnlmJLs8
siUyI0Lj85iWe1/l3pe48yU+83yZ8yuZcdkRIft998/rDyrzftGdDrEaUFp6HgrV61XmvEg6fJ+q
SeRqhr9nTYVXEc+CSWYIqDbiSpAzx9/Tz/66yRLHiel0+2dpMutnnvGCQNyJjYJjO+9tTGWmtCcD
2kyU5QYiKiK7hDydbJh9Io//imjYn4+sXq61fPTXY8sbonHvhNJp0s0v887JlQrbbtMpa991uW4k
jKTvFxOJLZtiz813zQ0kXZBrKvPYox7+nsSlnQaY+O7nVV/iKlHgfyLASq6umRgVWRMg2SFQh4BM
qsvbT0Q25JUnqyn25SYdlMXxYtlNkQM5PzW/SPRSkTpOkAcCIQigIiEoYgMCFQl8/YkzG5OjxeTe
bDK2++JY/jwemX12fGZ2fGo2+eqXz1S0TXIINEqgwpvh9/f3lVxzV8ylFB/ILjGf9NGkYX0RU5V6
X5OwTSWvofbF/0waPQqqmQtFBRUJ27ywBoEaBFjrsAY0skBAlQAqoooX4xCAAAQiJ8C8SOQVTHgQ
gAAEVAmgIqp4MQ4BCEAgcgIVRrRkqWQNGIkl5imlFHKCWGl6EkAAAhDQI1BNRfb29oK7klhiXlSE
UoohJ4gFrxEMQgACEPAnwIiWPytSQgACEIBAkgAqQpuAAAQgAIH6BFCR+uzICQEIQAACqAhtAAIQ
gAAE6hNAReqzC5iz14scBOSAKQhAoHcEtFRE9bLovrVftSCpTlOWXr0m1t7RKwjLEIAABDQIqKiI
6mXXUCh+HX8oUnaR0VAG03bMAjVGrrqz1ohevFiGAAQiIxBeRaK5GjYTSObCbZE1MsKBAAQiJhBY
RZq58tqBJu1Ojx0602sBeQu36ZWIZQhAAAIBCYRUkcYkxB3OUhUSW5BqKWaALmClYgoCEIBAYwRC
qkiii6B95W2MEQVBAAIQgEAegZAqkpjx1ru/Rp9o0BCAAAQ6QiCkijQWknmuyWx6WtVMKY1BoyAI
QAACGgS0VETv4m4o2H6PBhRrs5lSVEPAOAQgAAFVAloqouo0xiEAAQhAoCMEUJGOVARuQAACEOgl
AVSkl9WG0xCAAAQ6QqDCWof7+/tKTr/22mvWMqX4QHaJ+aQnDQQgAAElAhVURMkDzEIAAhCAQH8J
MKLV37rDcwhAAALtE0BF2q8DPIAABCDQXwKoSH/rDs8hAAEItE+gwrzI4eGhhr8HBwfuXDGllEJO
ECtNTwIIQAACegSqqcje3l5wV65evZpQEUophpwgFrxGMAgBCEDAnwAjWv6sSAkBCEAAAkkCqAht
AgIQgAAE6hNAReqzIycEIAABCKAitAEIQAACEKhPABWpz46cEIAABCCgoiINrEVoV6lSrcJmSlEN
AeMQgAAEVAkEVhFz2VX1WIybJQ7NpldcM6Vos8I+BCAAAVUCgVXEXNlVPRbjDRTRWCnarLAPAQhA
QJVAYBVR9TVtXHXddVOc9uruDROjOAhAAAJhCfRYRRqQENMjUR03s0KlNzQXtsVgDQIQgIBLoK8q
0oyENNNW7BxPM8VRCgQgAIGABHqpIs1ICJ2DgO0MUxCAQKwEAquIfUZL+2Et+wyu3rXeDGQxLxJr
0ycuCEAgCIHAKmIHZ1Qf1mqmFDsp0swjYUGqEyMQgAAEGiYQWEUa9p7iIAABCECgXQKoSLv8KR0C
EIBAvwmgIv2uP7yHAAQg0C6BCmsd7u/vK/nqrnVIKT6QXWI+6UkDAQhAQIlABRVR8gCzEIAABCDQ
XwKMaPW37vAcAhCAQPsEUJH26wAPIAABCPSXACrS37rDcwhAAALtE6gwL3J4eNi+v3U9ODg4cGek
lWJppZS6SMgHAQhAIACBaiqyt7cXoMw2TFy9ejWhIhqxtFJKGzgpEwIQgMAJAUa0aAoQgAAEIFCf
ACpSnx05IQABCEAAFaENQAACEIBAfQKoSH125IQABCAAAVSENgABCEAAAvUJdEJF7GJQ9eMgJwQg
AAEItEGgfRUxy9+aTW/hwjbYVihzsIFXYERSCECgkwTaV5FOYsEpCEAAAhDwIoCKeGEiEQQgAAEI
ZBJARdpsGO6EEJNDbdYEZUMAAnUJoCJ1yYXIZyeExJh7HMI2NiAAAQg0QQAVKafM1Hc5I1JAAAJD
JdC+iphHs8wmx0OtCOKGAAQg0EsC7atI9wdzGtC2BoroZfPEaQhAoPMEOqEinaeEgxCAAAQgkE0A
FaFlQAACEIBAfQKoSH125IQABCAAgQprHe7v7/eal7vWoV4szZfS60rBeQhAoO8EKqhI30PFfwhA
AAIQCE6AEa3gSDEIAQhAYEAEUJEBVTahQgACEAhOABUJjhSDEIAABAZEABUZUGUTKgQgAIHgBFCR
4EgxCAEIQGBABFCRAVU2oUIAAhAITgAVCY4UgxCAAAQGRAAVGVBlEyoEIACB4ARQkeBIMQgBCEBg
QARQkQFVNqFCAAIQCE4AFQmOFIMQgAAEBkSg6D1aP/zhDwdEglAhAAEIxE7gpz/9afAQeRtjcKQY
hAAEIDAgAoxoDaiyCRUCEIBAcAKoSHCkGIQABCAwIAJFI1qHh4fdIXFwcOAuAOU61h0/C5zsDkk8
gQAEIBCQQImK7O3tBSxsHVNXr14tUJGO+Fng5DqxkxcCEIBAZwkwotXZqsExCEAAAj0ggIr0oJJw
EQIQgEBnCTShIpcvX+5s/Gs6FnFoa5IhOwQgMBACFVQkccUMdQENZSdRYWLWbgOpS8KEAAQg0DyB
CirSvHO1SxT9eMvZlISqtntkhAAEIBANgQAqknfXn9kVSJw013dz0jBdvwNhJMStIffPtH1//9f3
LZp2QyAQgAAEDIEAKiJW7H2/Kwb2ZOKCbs6blOb6bs4YCUmbCltVmfaL/bdSp+1b2EixBgEIQKAB
AmFUxN/R0tv50gT+ZWWmrGHfdmVq5F3TW7JDAAIQ6DiBRlXE7WrkcXHnM4Kz83GgoFBV34IHi0EI
QAACDRBoVEUqxVN7StwOl9niapsyFtLZ1zRYiQOJIQABCHSZQLU3oLhXT3ecx0aYmMdOny+wYKdG
TK7EDHnVN6BkFpSQBHcyxgpGOq7iM66fvAGly20d3yAAAQ0C1VQk04P0M1EajlZVEQ0fSm2iIqWI
SAABCERGoLsjWpGBJhwIQAACURIIoCKJoacoMREUBCAAAQhkEiga0drf3+8Utbw3w3fKzzwnO0US
ZyAAAQiEIsC666FIYgcCEIDAEAkEGNEaIjZihgAEIACBFQFUhIYAAQhAAAL1CaAi9dmREwIQgAAE
UBHaAAQgAAEI1CeAitRnR04IQAACEEBFaAMQgAAEIFCfACpSnx05IQABCEAAFaENQAACEIBAfQKo
SH125IQABCAAAVSENgABCEAAAvUJoCL12ZETAhCAAARQEdoABCAAAQjUJ4CK1GdHTghAAAIQQEVo
AxCAAAQgUJ8AKlKfHTkhAAEIQAAVoQ1AAAIQgEB9AqhIfXbkhAAEIAABVIQ2AAEIQAAC9QmgIvXZ
kRMCEIAABP4fuUudo3NUlzcAAAAASUVORK5CYIJ=

------=_NextPart_01C6CDAB.30087480
Content-Location: file:///C:/AB0C3C93/GradebookFormulas_files/image008.jpg
Content-Transfer-Encoding: base64
Content-Type: image/jpeg

/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAoHBwgHBgoICAgLCgoLDhgQDg0NDh0VFhEYIx8lJCIf
IiEmKzcvJik0KSEiMEExNDk7Pj4+JS5ESUM8SDc9Pjv/2wBDAQoLCw4NDhwQEBw7KCIoOzs7Ozs7
Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozv/wAARCAFPAhcDASIA
AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA
AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3
ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm
p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA
AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx
BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK
U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3
uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD1H/hF
/D3/AEAdN/8AASP/AAo/4Rfw9/0AdN/8BI/8K1K5PVr7WIrTxQbVY2hg37Znu3SSH/Ro2OxQhHBO
4fMOSenWgDY/4Rfw9/0AdN/8BI/8KP8AhF/D3/QB03/wEj/wqC41a8jvZ3QQfZbW8gs3iKEySGTy
/nD7sKB5w42nO08jPECaprEzxFZ7JVu76e0hBtnJi8sy/Mx8z58iIjA28tnPGCAXv+EX8Pf9AHTf
/ASP/Cj/AIRfw9/0AdN/8BI/8Kzpte1WSO1t7K0WW6ka5EjJGHGIJRGSFaRMBiQfvEjp83UFxr2p
eVPeQi0jgtdMiv5YSDKZC3mEosisFAxHgNtYc5welAGj/wAIv4e/6AOm/wDgJH/hR/wi/h7/AKAO
m/8AgJH/AIVV1DW7u21VEtoPPs454ba5PlgeXJIygfOZAeBIhwI2HOMjnaRatqEt/aPuthZ3N9Pa
eV5TeYvliX5t+7ByYs428BsZ4yQDVstOsdORksbK3tVc5ZYIlQE+pwKs1z/h/W9T1OWJ7yzWC3u7
b7TASUUgfLwMSMXGHHzbUxgcfNgaOp3sll5RikgLtnFu6sXm6fd25PGcnCt+HWgC/RUcEjSwq7wv
Ax6xyFSw/wC+SR+tcRZPrH9iaP5t5cmGOSyuTcGV98/nSRjy2bowBabK9h5PXmgDu6KwU1u7bXoo
Fg8zTrid7aObywu2RFct83mEtho3XGxR3ycDdHpmvXS2lrdatLbeTdaa1+WghZPIVBGWBBZi3EnU
Y+70OeADoqK5qHXtVjjure9tFiuo2thGzxhBieUxglVkfIUgn7wJ6fL1JNrWr26TWojgur0agLSN
oYdox5AmzsaQZPUffHr2wQDpaKp6TdT3unRzXUSxT7nSRFZWAKsVP3SwB45XJ2njJxms3TIkurCz
1e7vrmG7l2GUfamWNJCQpi8snYMNmPBG7PffzQBvUViW+rXkl7A7iD7LdXk9mkQQiSMx+Z85fdhg
fJPG0Y3Dk45qy+I7xNEtb0RweZNos1+wKnAkRYiAOfu/OffpzQB0tFYOp6hrGm2izzm2SL55J7mO
2eZLVABhSgcO/U/OAMbeVAJIbPreprrksENmrWNvcxW0sjFACXCHO8yAgjzBhQjZIwDlvlAOgoqv
ezeRaPL9pgttuP3s4yi8jryPp1pmn3k15CXmtHtyOhbO1uvQMA3b+JR7ZHNAFuiuVkXVJta1WG3u
ZzBdXKWjHe3+igQxOXTHCEq0vP8Af8rjrUQ8QX9n4a064tka8kt9Miu70OgYlSmQS7SLgnY/IDnj
OOgIBv3Hh/Rbud57nR7CaVzlpJLZGZj7kjmo/wDhF/D3/QB03/wEj/wqrLq2oRX92+62NnbX0Fp5
XlN5jeYIvm37sDBlzjbyFxnnIE1u7bXooFg8zTrid7aObywu2RFct83mEtho3XGxR3ycDcAWv+EX
8Pf9AHTf/ASP/Cj/AIRfw9/0AdN/8BI/8KzE8RahFaR6jcLbS28+lTajHBHGyOmwRsELliG4kxna
Omcdq0dFvtTuJbi31O2WGSJUdSAiFg24coskmB8v3iRnJGPlJIA7/hF/D3/QB03/AMBI/wDCj/hF
/D3/AEAdN/8AASP/AAqjqitFeXd9PPcyWsGCZbS8ZGssIGO+HIRwOXydzHcBsIApiX2qWl7qsr3M
E0C6nb26RGJsoJPs44O/AAVzxjlst320AaP/AAi/h7/oA6b/AOAkf+FH/CL+Hv8AoA6b/wCAkf8A
hUE2rXjXk1lAIEkOoC0ildCwQfZhMSyhhuP3hwR1B7c5drqOq2lnb2NlAtxdTXN/JJIkQIAS5IOE
aVMAlx/GSMYwc5ABt/8ACL+Hv+gDpv8A4CR/4Uf8Iv4e/wCgDpv/AICR/wCFZ1xr2peVPeQi0jgt
dMiv5YSDKZC3mEosisFAxHgNtYc5welPin1uO5114GjvfKu1SC3EZDJmOE5BaQDCqxJX5dxBOVzg
AF7/AIRfw9/0AdN/8BI/8KP+EX8Pf9AHTf8AwEj/AMKsaTdm+06OczrOxZ1Z1t3gGVYqRscllIIw
cnqKgi1KZtQe2VUvIw5BktwR5PONr5O0kd8Nu5+5jmgBP+EX8Pf9AHTf/ASP/Cj/AIRfw9/0AdN/
8BI/8KxviDe3Vta6FbW1zNbpf63a2twYZDG7RMWLKGXDLnaOQQfzNT6tqkHhfRzDZ381xczX0dpb
RTE3brNJtIjJaRTypLfPIMbuuNq0AaX/AAi/h7/oA6b/AOAkf+FH/CL+Hv8AoA6b/wCAkf8AhXnu
peIr3xFp2htqFslvdWHjSGykCDAYpuOdu5tpw2CAzDIODzXYeG9c1XxBqmqybrO3sNO1Kax8jyGe
WTy1Hz+ZvAGWOcbDxxnvQBpf8Iv4e/6AOm/+Akf+FH/CL+Hv+gDpv/gJH/hXJ+HfHuq6v/wh32i3
s1/t77d9p8tGGzyc7NmWOM45zn8KzPBWvT6X8N/C+n6d8+p6jLciCH7MJt6pJIznmWJRj5eS3fgH
qADv/wDhF/D3/QB03/wEj/wo/wCEX8Pf9AHTf/ASP/CuAtvFGv8AiXVPAt9a3kOnf2nFeiW32SSR
M8akFnUOu9TjKqeVOeWq7D4y1C1tb1YIYftFx4tbSIZJnllSJSR85VnyeAflUovPAHIIB2X/AAi/
h7/oA6b/AOAkf+FH/CL+Hv8AoA6b/wCAkf8AhXISePNaOnRpHFYrejxP/YckzQuYmXn94I94IPTj
ceh5546Pwhr11rtrqS3scK3Gm6lPYvJCCqS+WRhwpJK5BHGT0684ABc/4Rfw9/0AdN/8BI/8KP8A
hF/D3/QB03/wEj/wrjfCcer6prmtXMhmu4bTxBPCry63cxeUispCrCoKMoB4BIBzg4FZ/iDXdQ1/
UdOeQW0Nlp/jSGwjhWNjKzR/xmTdjByfl28ccnHIB6F/wi/h7/oA6b/4CR/4Uf8ACL+Hv+gDpv8A
4CR/4V51qGva3c+X9ivvsWzxsbA4eaTzF427sy/c67oxhTxjbg51te8ea1o8+vFIrGWLw6tkLhDC
4a7aYjcUO/8AdAA8Ah/qaAOv/wCEX8Pf9AHTf/ASP/Cj/hF/D3/QB03/AMBI/wDCsOLxB4k1Dxxq
ui6fBpYstLntDNLcGQSmKRNzhQMgt6E4AxyDnI7CgDL/AOEX8Pf9AHTf/ASP/Cj/AIRfw9/0AdN/
8BI/8K1KKAMv/hF/D3/QB03/AMBI/wDCj/hF/D3/AEAdN/8AASP/AArUooAy/wDhF/D3/QB03/wE
j/wo/wCEX8Pf9AHTf/ASP/CtSigDL/4Rfw9/0AdN/wDASP8Awo/4Rfw9/wBAHTf/AAEj/wAK1KKA
Mv8A4Rfw9/0AdN/8BI/8KP8AhF/D3/QB03/wEj/wrUooAy/+EX8Pf9AHTf8AwEj/AMKP+EX8Pf8A
QB03/wABI/8ACtSigDL/AOEX8Pf9AHTf/ASP/CitSigCD7baf8/UP/fwVEz6Y6TIzWrLcZ85SVIk
4C/N68ADnsMVcooAouukSXqXriya6jXak52GRRzwG6gcn8zTg+mLs2tajZI0iYK/K7Z3MPQnc2T3
3H1q5RQBn3EGiXduLe5isJoRIZPLkVGXeSSWweMkk8+59ailstEuNV/tO4+yz3CxxpG0uxvK2MzA
rnkHLdc9h6Vq0UAZ88GiXV3Hd3EVhNcRY8uaRUZ0wcjDHkYPNVf7M0g69/bL3MLXA5TiJdp27M7g
oc/LkYZiOenAxtUUAUbddItJZprYWUMlw26Z49imQ8nLEdTyevqan+22n/P1D/38FT0UAQfbbT/n
6h/7+Cog+mC3jtw1qIY9uyPK7V2kFcDoMEDHpgVcooAz/I0T7f8A2h5Vh9s/5+NqeZ0x97r04+lS
RvpkXleW1qnkx+XHtKjYnHyj0HyrwPQelXKKAMpLHQoLS5trSOwtFuoykhgjiXcMEcjGDjJ4II56
VFY6VoVjpsun5tZ4JpPMlWVYtsjcYJRQEGNq9AOmeuTW1RQBWiuLCCJIYZreOONQqIjKAoHAAHYV
B5Gifb/7Q8qw+2f8/G1PM6Y+916cfStCigCii6RHeveoLJbqRdrzjYJGHHBbqRwPyFRLaaAks8y2
+nLJcqyzOEjBlDcsGPcHvnrWnRQBRuF0i7lhmuRZTSW7boXk2MYzwcqT0PA6egoddIkvUvXFk11G
u1JzsMijngN1A5P5mr1FAEH220/5+of+/go+22n/AD9Q/wDfwVPRQBWS4sI2dkmt1aRtzkMoLHAG
T6nAA+gFVbi00C7ihhubfTpo7ddsKSJGwjHAwoPQcDp6CtOigCmX0xt+5rU75FkfJX5nXG1j6kbV
we20elR+Ron2/wDtDyrD7Z/z8bU8zpj73Xpx9K0KKAMWx0zSLDVbjU47mFrifcC2Ik2hmDMPkVS2
SByxY8deTm5ZrpGnxGGyFlaxs24pDsQE9M4HfgflV6igDPng0S6u47u4isJriLHlzSKjOmDkYY8j
B5p0q6RPK80wspJJIjC7vsJaM8lCe6+3Sr1FAGYlpoEdk9klvpy2sjbngCRiNjxyV6E8D8hQ9poE
lklk9vpzWsbbkgKRmNTzyF6A8n8zWnRQBTkfTJfN8xrV/Oj8uTcVO9OflPqPmbg+p9ajuYNEvHZ7
qKwnZ4xGzSqjFkB3BTntkZx681oUUAVoriwgiSGGa3jjjUKiIygKBwAB2FO+22n/AD9Q/wDfwVPR
QBSvP7K1C1e1vfsd1byY3xTbXRsHIyDweQD+FQ/Y9A/sv+y/s2nfYP8An02R+V97d9zp97np15rT
ooAyIdM8NW0EcEFjpcUUU4uEjSKNVSUDAkAA4YD+LrUn2PQP7U/tT7Np32//AJ+9kfm/d2/f6/d4
69OK06KAMiLTPDUGonUYbHS470szm5SKMSlmzuO4DOTk5PfJok0zw1Lp0enSWOlvZQtvjtmijMSN
zyFxgH5jz7n1rXooAyJNM8NS6dHp0ljpb2ULb47ZoozEjc8hcYB+Y8+59akez0CS1uLV7bTmt7qU
zXERSMpM5IJZh0ZsgHJ54FadFAGYlnoEdrb2qW2nLb2somt4gkYSFwSQyjorZJORzyamtv7Ks/N+
y/Y4PPlM0vlbV8xz1ZsdWOOSeau0UAYv9jeFft327+zdI+1+b532jyIvM35zu3Yzuzznrmny6Z4a
n1EajNY6XJehlcXLxRmUMuNp3EZyMDB7YFa9FAGY9noElrcWr22nNb3UpmuIikZSZyQSzDozZAOT
zwKjfTPDUk9tO9jpbS2iolvIYoy0KqcqEOPlAPQDpWvRQBSi/sqC6nuofscdxc7fOlTaHl2jC7j1
OBwM9Km+22n/AD9Q/wDfwVPRQBB9ttP+fqH/AL+Cj7baf8/UP/fwVPRQBB9ttP8An6h/7+Cj7baf
8/UP/fwVPRQBB9ttP+fqH/v4KPttp/z9Q/8AfwVPRQBB9ttP+fqH/v4KPttp/wA/UP8A38FT0UAQ
fbbT/n6h/wC/go+22n/P1D/38FT0UAQfbbT/AJ+of+/go+22n/P1D/38FT0UAQfbbT/n6h/7+Cip
6KACufW8vtW8Tajp0N7JYW+mpECYURnmaQbskupAAAxgDnOc9q6Cs240SOTUW1C1u7ixuZECTPb7
MTAfd3BlYEjoDjODjOKaEynJquoaPpNjFqTWt1qkzFCkRkAlwCSyhI2YnABPygDJ6cCsi98STapZ
6XNAJrKRNfjs7hFdgGAzkchSVII4YD0I4raTwnYW9rpsNpNcWz6Zv+zzIys43gh87gVOc56cdsUy
LwjZRxIjXN1Iy6kNSLsyZaX3woG32AH1p6C1CDX76+lvW0/SVuILK7Nq+bkJKxXbuKqV24GTjLjO
O1QXHi/yND1fU/sO7+zL1rXy/Ox5mGVd2dvH3umD0q4PDUMctybfUL62hu7j7RNBBIqhnON3zbd4
B284YdTjFQXng2wvYL62a6vIra+n+0SQxyKFEpIJYZXJzt6ElecgAgYNA1K0GrtZeIPFUt1dYtrN
LZo1mlIjQmM8Dg4ycdAST2JqK48XXjwanaJY/Zr23097uJ2MgXAJBOJI1ORwR8pB6ZFat34W0+9b
VjO0zDVliEwDgBDGMKV44PQ856enFC+Gbd7+a8vLy6vZJ7RrNxMUUGInJHyKvPXn3o0DUypdVvX0
Hw5dX/mLLd3tqu61udnmBlzlxsHBOcoOOnzVPdeMJLe21G/XTlew027+yzOZ8SkhlViqbSCMtxlh
nHarw8M25sNPs5by6mj064jngLFAR5YwqnCjK/r71FceEbK4W7hNzdLZ3tx9ouLRWTZI+VJ5K7wC
VHRh7Yo0DUjvPFFzDe6zbW+mLKukRLLJI9xsDKULkAbSd3HA6HByRwDdvtTaTwlcatZlo2awa4hL
KMqfLLLkcjPT1ofw9aSTavKZJt2rxLFPhhhQEKDbxwcHvmp/7Jg/sH+xt8n2f7L9l3ZG/bt25zjG
ce1LQepkeHL+W9hsJp9S1WaWaBXkjksQkBYpk/OIhxnp83PHXvm3viK/1W00LULWL7HZXWrxRqy3
LebIoZlKugUAA4yRuPbrXS6do8mmpBEmq3ktvboI0gkWHbtAwASEDccd+1UY/BthFHZwrdXgt7G6
FzbQeYuyMhi237uWGT/ESR2Iycu6FqYkuu6lBn+z3kO/xI1pJ9quN+4cfIvyfIh9slccZzx0U+tX
a6zDo9vYwyXhtPtUvmXJSNBuC4VghLHOeoHH5BreE7BoJoxNcK0mof2isgZd0U2RyvGMdsEHrU0+
hJNfw6gl/dQXsdv9naePyyZUyD8wZCucjPAHWi6DUy08aPc2ujy2WkyXEuqpOUh85UKNGORk8EE5
5445wTxW3bXWoS3UUc+meRE9qJZJfPVtkpPMWB1wOd3Sqlp4W0+ybSTA0yjSVlEILghzIMMW45PU
8Y6+nFaH2L/iafb/ALTcf6jyfs/mfuvvZ3bf73bPpSdhq5yWua3fQ/EFNI/tPULSxOlC522FktxI
ZfNK5I8qQgY9sZA9edKbxF/Y1tpctyLu4065keO51O9TyGtjn92ZI/LXAZvl3EKBwSecmzfeGY7v
xANdg1O9sbwWn2Qm38oqY95fo6Nznv7U+bw5DeXOl3F/fXd4+lyPLGJfL2yuwwrOqoFJT+EgAiup
ypNRv21+5+X6/IWplN43lGjW+ojSHA1HU1sdNEkxRbhHPyTMSu5FIDHG0np2Oafq/i++8P2Ql1bR
4reSW9itbeQXym3feMl2kKhkC4bOU7DGQSRN/wAINpi6b9gjnu4o49R/tG1KOv8AokucgRrt2hBz
8pBHzHvzT7nwfb3sJF7qup3Nwt3Fdw3Mkq7oJIxhdiBRGB1yNnO45ycYd8PfbT5/16hqct4l8by6
n4L8SpYypbXmltbD7Vp16ZY3WR1wUlAU5+8pGPxPb0S8u4LCynvLl/Lgt42llfBO1VGScDk8DtWJ
feD7fVNG1DTNR1XU7tdQaMySySruQIVKhFChFGV5wuTk5J4xf8Q6Ha+JNEuNIvJJY4LjbuaEgMNr
BhgkEdVHapnKjLlitFfX0sv8mCuc34E8Varq97dWeuw+RPcxjUtPTcrf6I5wq5QAfKcct8x3dOKm
tPHv2vTdHmGmYvtR1E2U1gJ8y2u0sHZhtz8oCsQQMBhkjvpL4L0KHW9P1ezsYrGew8zatpEkSyb1
2neAuTgZxyMZNFr4P0yz8UT+IIzKZ5dzCBtvkxO4UPIi7cq7BBls5OTmrlPDyk5W/wCH10+ejDUx
9S+IF1Z6brOq2ujRT2Oj3ps5TJeGOV3BRSQojYYy/GWzgZwOldtXnfivwfdXlnq2laNZ6mq6ndpc
lnuIFs1lZkLyH5vNIwD8pBGeQvCkeiVFZUlCLh5/kv8AggrhRRRXKUFFFFABRRRQAUUUUAFFFFAB
RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFF
FFABWY3iHTxqkmmqLyS4ilWKQxWM7xozKrANIqFBwyk5PAPOK06wtN0MxeItW1Sf7SjTXavbhbtx
E6fZ4kJMQbYTuVxllzwD2FAG7RXn6eGdT/sO9tYtK+z3baJcWd3LviH9qXTKgWXKsS3KyHdLtb97
05bG1ceD9Kl1yw3aLZz2EVtcmXz41k3Tu0GHbdku5VHy5yTjk88gHTVV1C/i022SeZXZXnhgAQAn
dJIsanntlxn2zXIR+Er86HFaxWsNrd3/AIfuLbUpSyjzbx1iCtKVyZGz5x3/ADdW5+bmzc2Wq6tq
N3eHR7mzV20tUS4lhLMIbt5ZD8jsMBWB5OT2FAHYUVxkej6oPHcGqNZTRk3Mn2m5hW2SCS38p1jB
Yfv3bPk5DZXcCQMBcdNpUH2e0kT7H9kzczv5fm+Zu3Su2/P+3nfjtux2oAu0UUUAFFFFABRRRQAU
UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRR
RQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVnWtqlzHJ
LLLcFjNKOLiRRgOwHAOOgrRqrp3/AB7P/wBd5v8A0Y1NbCe4f2dB/wA9Ln/wKl/+Ko/s6D/npc/+
BUv/AMVVqii7CyKv9nQf89Ln/wACpf8A4qj+zoP+elz/AOBUv/xVWqKLsLIq/wBnQf8APS5/8Cpf
/iqP7Og/56XP/gVL/wDFVaoouwsir/Z0H/PS5/8AAqX/AOKo/s6D/npc/wDgVL/8VVqii7CyKv8A
Z0H/AD0uf/AqX/4qj+zoP+elz/4FS/8AxVWqKLsLIq/2dB/z0uf/AAKl/wDiqP7Og/56XP8A4FS/
/FVaoouwsir/AGdB/wA9Ln/wKl/+Ko/s6D/npc/+BUv/AMVVqii7CyKv9nQf89Ln/wACpf8A4qj+
zoP+elz/AOBUv/xVWqKLsLIq/wBnQf8APS5/8Cpf/iqP7Og/56XP/gVL/wDFVaoouwsir/Z0H/PS
5/8AAqX/AOKo/s6D/npc/wDgVL/8VVqii7CyKv8AZ0H/AD0uf/AqX/4qj+zoP+elz/4FS/8AxVWq
KLsLIq/2dB/z0uf/AAKl/wDiqP7Og/56XP8A4FS//FVaoouwsir/AGdB/wA9Ln/wKl/+Ko/s6D/n
pc/+BUv/AMVVqii7CyKv9nQf89Ln/wACpf8A4qj+zoP+elz/AOBUv/xVWqKLsLIq/wBnQf8APS5/
8Cpf/iqP7Og/56XP/gVL/wDFVaoouwsir/Z0H/PS5/8AAqX/AOKo/s6D/npc/wDgVL/8VVqii7Cy
Kv8AZ0H/AD0uf/AqX/4qj+zoP+elz/4FS/8AxVWqKLsLIq/2dB/z0uf/AAKl/wDiqP7Og/56XP8A
4FS//FVaoouwsir/AGdB/wA9Ln/wKl/+Ko/s6D/npc/+BUv/AMVVqii7CyKv9nQf89Ln/wACpf8A
4qj+zoP+elz/AOBUv/xVWqKLsLIq/wBnQf8APS5/8Cpf/iqP7Og/56XP/gVL/wDFVaoouwsir/Z0
H/PS5/8AAqX/AOKo/s6D/npc/wDgVL/8VVqii7CyKv8AZ0H/AD0uf/AqX/4qj+zoP+elz/4FS/8A
xVWqKLsLIq/2dB/z0uf/AAKl/wDiqP7Og/56XP8A4FS//FVaoouwsir/AGdB/wA9Ln/wKl/+Ko/s
6D/npc/+BUv/AMVVqii7CyKv9nQf89Ln/wACpf8A4qj+zoP+elz/AOBUv/xVWqKLsLIq/wBnQf8A
PS5/8Cpf/iqP7Og/56XP/gVL/wDFVaoouwsir/Z0H/PS5/8AAqX/AOKo/s6D/npc/wDgVL/8VVqi
i7CyKv8AZ0H/AD0uf/AqX/4qj+zoP+elz/4FS/8AxVWqKLsLIq/2dB/z0uf/AAKl/wDiqjksIUI/
eXPT/n6l9R/tVeqG4OF/D+opNsLIpNbRA48yfPp9pl/+KpgUQ31kEkm+eV1YNO7AgIT0JPfFNe2d
iZTL++z8pHQD0pWz9v07JyfNk/8ARZoUncGka9FFFAwooooAKq6d/wAez/8AXeb/ANGNVqqunf8A
Hs//AF3m/wDRjU+gupaooopDCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiii
gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAqORPMIG4rweRj29akpp++Pof6UMCD7H/03f/vhP/iagnhEV5YfMWPn
NyQB/wAs39AK0Kp3n/H7Yf8AXZv/AEW9JbiZcooopjCiiigAqrp3/Hs//Xeb/wBGNVqqunf8ez/9
d5v/AEY1PoLqWqKKKQwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK
ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKafvj6H+lOpp++Pof6UAOqnef8fth/12b/0W9XKp3n/H7Yf9dm/9FvQtxMuU
UUUDCiiigAqrp3/Hs/8A13m/9GNVqqunf8ez/wDXeb/0Y1PoLqWqKKKQwooooAKKKKACiiigAooo
oAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiig
AooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKafvj6H+lOpp++Pof6UAOq
nef8fth/12b/ANFvVyqd5/x+2H/XZv8A0W9C3Ey5RRRQMKKKKACqunf8ez/9d5v/AEY1Wqq6d/x7
P/13m/8ARjU+gupaooopDCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo
oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigApp++Pof6U6mkgOM+h/pQA6qd5/wAfth/12b/0W9WvMT++v51Uu2VrzT8E
H983T/rm9C3Ey7RRRQMKKKKACqunf8ez/wDXeb/0Y1WqzbK/soIpI5buCNxPNlXkAI/eN2prYT3N
Kiqv9qad/wA/9t/3+X/Gj+1NO/5/7b/v8v8AjRZhdFqiqv8Aamnf8/8Abf8Af5f8aP7U07/n/tv+
/wAv+NFmF0WqKq/2pp3/AD/23/f5f8aP7U07/n/tv+/y/wCNFmF0WqKq/wBqad/z/wBt/wB/l/xo
/tTTv+f+2/7/AC/40WYXRaoqr/amnf8AP/bf9/l/xo/tTTv+f+2/7/L/AI0WYXRaoqr/AGpp3/P/
AG3/AH+X/Gj+1NO/5/7b/v8AL/jRZhdFqiqv9qad/wA/9t/3+X/Gj+1NO/5/7b/v8v8AjRZhdFqi
qv8Aamnf8/8Abf8Af5f8aP7U07/n/tv+/wAv+NFmF0WqKq/2pp3/AD/23/f5f8aP7U07/n/tv+/y
/wCNFmF0WqKq/wBqad/z/wBt/wB/l/xo/tTTv+f+2/7/AC/40WYXRaoqr/amnf8AP/bf9/l/xo/t
TTv+f+2/7/L/AI0WYXRaoqr/AGpp3/P/AG3/AH+X/Gj+1NO/5/7b/v8AL/jRZhdFqiqv9qad/wA/
9t/3+X/Gj+1NO/5/7b/v8v8AjRZhdFqiqv8Aamnf8/8Abf8Af5f8aP7U07/n/tv+/wAv+NFmF0Wq
Kq/2pp3/AD/23/f5f8aP7U07/n/tv+/y/wCNFmF0WqKq/wBqad/z/wBt/wB/l/xo/tTTv+f+2/7/
AC/40WYXRaoqr/amnf8AP/bf9/l/xo/tTTv+f+2/7/L/AI0WYXRaoqr/AGpp3/P/AG3/AH+X/Gj+
1NO/5/7b/v8AL/jRZhdFqiqv9qad/wA/9t/3+X/Gj+1NO/5/7b/v8v8AjRZhdFqiqv8Aamnf8/8A
bf8Af5f8aP7U07/n/tv+/wAv+NFmF0WqKq/2pp3/AD/23/f5f8aP7U07/n/tv+/y/wCNFmF0WqKq
/wBqad/z/wBt/wB/l/xo/tTTv+f+2/7/AC/40WYXRaoqr/amnf8AP/bf9/l/xo/tTTv+f+2/7/L/
AI0WYXRaoqr/AGpp3/P/AG3/AH+X/Gj+1NO/5/7b/v8AL/jRZhdFqiqv9qad/wA/9t/3+X/Gj+1N
O/5/7b/v8v8AjRZhdFqiqv8Aamnf8/8Abf8Af5f8aP7U07/n/tv+/wAv+NFmF0WqKq/2pp3/AD/2
3/f5f8aP7U07/n/tv+/y/wCNFmF0WqKq/wBqad/z/wBt/wB/l/xo/tTTv+f+2/7/AC/40WYXRaoq
r/amnf8AP/bf9/l/xo/tTTv+f+2/7/L/AI0WYXRaqKc4Gfb+oqL+1NO/5/7b/v8AL/jUNxqmn7f+
P636dpAe49KTTC6InvlAYFWEgONnc+lI7E3+ncYzNIcf9szULalphcObyDcBgHn/AAojura51CwE
FzHKVlckK3PMbduvb9aSTuDaNyiiimMKKKKACo5547eIyykhBgEgE9TgcCpKp6r/AMeDf9dI/wD0
NaAD+1bT+9L/AN+H/wAKP7VtP70v/fh/8KoVUkvsapDp8UfmO0bSzNuwIkHC568s3QHGQrnPy4IB
tf2raf3pf+/D/wCFOttRtbu4lt4ZGMsSK7q0bLgMWCnkDrtb8qzqj0f/AJGXUv8Arztv/Q56ANIa
tZsAQ8hB5BEL8/pS/wBq2n96X/vw/wDhWXa/8ekP/XNf5VDqV9/Z1uty8e+BZFE7bseUhOC/phSQ
WyRhQxzxggG1/atp/el/78P/AIUg1aya4hg8xxJO5SMNE43EKWxkjHRSfwqjVWf/AJDWif8AX4//
AKTzUAbcuo2sMrROz704YLEzY4z1A96b/atp/el/78P/AIVRn/4/7r/roP8A0BazbrVjDcNb2mn3
WoSRY84WxjAiJGQGLuoyRzgZIBBOAy5AOg/tW0/vS/8Afh/8Kjn1zT7a3kuJpZEiiQu7GB+ABknp
XPTa8RefZbTSb+8cW8dwxjEcexXLBQRK6EH5G4xx3qXxF/yLWqf9ec3/AKAaAOluLyC1KiVmBfJA
VC2cYz0HuKi/tW0/vS/9+H/wqDVP+Pu3/wCucn80qpLLHbwvNNIkcUalnd2AVQOSST0FAGl/atp/
el/78P8A4Uf2raf3pf8Avw/+Fc/a6tJc3CxvpV/bxSZ8ueVF2vxkZAYumQCfnVfQ4JAOjQBqWl5B
f2/n2zl497JkqV5VirDB54IIqesfwt/yBW/6/Lv/ANKJK2KACiioLy8gsLV7m5k2RpjJALEknAAA
5ZiSAAMkkgAEmgCeis+w1Sa7naG40i+09tu5DcCNlcAgH5o3cAjI4YgnPGcHEM3iPT201b/Trm21
GI3cFqWt51ZVaSVI+q55AkDY/lnNAGtRUC3tq3l7bmE+ZK0KYkHzOu7co9WGxsjqNp9DVAeLPDbQ
POPEOlmJGVGkF5HtViCQCc8EhWwPY+lAGtRVK51nSrO+isbrU7OC7nx5VvLOqySZOBtUnJyRgY71
aE0TTvAJUMqKrtGGG5VJIBI7AlWwfY+lAEUt/ZQSGOW7gjcdVeQAj8Kb/amnf8/9t/3+X/GmWxxc
33/Xcf8AotKS11Sxvp7iC0v7e4ltW2TxxTK7RNkjDAH5TkHr6GnoLUk/tTTv+f8Atv8Av8v+NH9q
ad/z/wBt/wB/l/xqqniDR5dPk1GPWLF7KJtklytyhjRuOC2cA/MPzHrT5Na0yL7J5mp2ifbsfZd0
6j7RnGNnPzZ3L0z1HrRoGpP/AGpp3/P/AG3/AH+X/Gj+1NO/5/7b/v8AL/jUb6pYxahHp0l/bpey
rvjtmmUSOvPIXOSPlP5H0otdUsb6e4gtL+3uJbVtk8cUyu0TZIwwB+U5B6+ho0DUk/tTTv8An/tv
+/y/40f2pp3/AD/23/f5f8amyfU0ZPqaNA1If7U07/n/ALb/AL/L/jR/amnf8/8Abf8Af5f8amyf
U0ZPqaNA1If7U07/AJ/7b/v8v+NH9qad/wA/9t/3+X/Gpsn1NGT6mjQNSH+1NO/5/wC2/wC/y/40
f2pp3/P/AG3/AH+X/Gpsn1NGT6mjQNSH+1NO/wCf+2/7/L/jR/amnf8AP/bf9/l/xqbJ9TRk+po0
DUh/tTTv+f8Atv8Av8v+NH9qad/z/wBt/wB/l/xqbJ9TWdq1/HYo0s0xiijjDM24jHJ9KqMeZ2E2
0i3/AGpp3/P/AG3/AH+X/GpYLq3ud32e4il2/e8tw2PyrnZ9XiiaBWvSPtBxF+9Pz8Z45/zketam
lu0lzIzsWJt4+T1+/JVzpcquTGd3Y06K4y+urfS9Kt7p9Ne78x4otsKx7tzkKpO9lGCxA69/TJFj
7Zov9o/2b9psPtv/AD7b083pu+716c/SsTQ6uiuWSbSZL6Swjls3u4l3SW6spkQccleoHI/MU22v
NFvLc3Nrc2E8AkERlidGXeSAFyOMksox7j1oA6uiuJs9e8OahqjabZ3dhPOI1dfLkjYSZ3ZC4OSQ
EJI7Aj1rd8KgLohAAAF5dAAdv9IkoA2aKKKACiiigAooooAKKKKACiiigAooooAKKKKACqeq/wDH
g3/XSP8A9DWrlVdSitZrCSO8MggJXcY3dGzuGMFCG646UAZ1ZZiktvExufLd4b21WEuqkiJ4mdlB
x2YSPycAFAMksBVv+y9A/wCemqf+Bl5/8VR/Zegf89NU/wDAy8/+KoAs1Ho//Iy6l/1523/oc9Rf
2XoH/PTVP/Ay8/8AiquaNBpFveXSae1wbgxxmbz5JnbZl9nMhPGd/SgCva/8ekP/AFzX+VUPEUUl
3otxp0MbvJfqbXKqSIw4IZz2wq7mwSMkBQcsKtJpfh7YuyTU9uOMXl3jH/fVL/Zegf8APTVP/Ay8
/wDiqALNVZ/+Q1on/X4//pPNS/2XoH/PTVP/AAMvP/iqfa2egW+p2bxvem5MjC38+e5dd/ltnhyV
zs39aAJ5/wDj/uv+ug/9AWsiS11KwvbqfTIbW5S9kEsqXNw0JjcIqfKVRsgqi8EDBB5OcLq39ho0
1/NJcPfCckeYIbm5Rc7RjhGC9MdKr/2XoH/PTVP/AAMvP/iqAMHUvD9zd6wb6fSNG1fdZwwk3hMe
x0aQsVUxyYDbx37d61vEX/Itap/15zf+gGrH9l6B/wA9NU/8DLz/AOKqK707wylnO93JqRt1jYy7
7q8K7Mc5G7kYzQBrap/x92//AFzk/mlZ2oWUepabdWEzOsV1C8LlCAwDAg4z35rR1i1065eD7c1y
GUN5fkTTRnHGc+WRnt1rO/svQP8Anpqn/gZef/FUAV7VtbNwqXkVgkCZ3TRSuzS8YGEKgR5OD958
YxzncNGq39l6B/z01T/wMvP/AIqj+y9A/wCemqf+Bl5/8VQBc8Lf8gVv+vy7/wDSiStiqGirp6aY
qaYXNsskgG8uW3+Y2/Jf5id+7rV+gAqlq2n/ANqaebYS+U6yxzRuV3APG6yJkZGV3KMjIJGcEdau
0UAYV1Za1rmlahp2ox2NhFd2ktuGt5nuW3Ou3d8yR4CjPHO7PVcc1ptD1XUpp727WztriWWwAhin
aVAlvcGYtvKKdxDMAu3HyjnnjpqKAOZg0PVYdUsY9tm1hZ6lc33n+ewlfzVn+Ty9mBhp8Z38hc4G
cCbRtButO/sDzpIW/szSHspthJ3OfI5XI5X903XB5HHp0FFAHHw+EdQj8OXmnGa28248O2+lqwZt
oljSZSTx93Mi4PXg8V00cMq6rPOYrYRPBEiyKp85mDSEhj3UBl2j1L+tWqKAKVv/AMfN9/13H/ot
K5IeD9Vu57pb+5TE+l3Ni92b2adpXlMf7wQsAkQ+QkojY5A6AGuxfT4JJXlJmVnOW2TugJwB0BA6
AUn9nQf89Ln/AMCpf/iqegtTCuNO1m8uLfU5LPS4r2znV44UndhMojlTDzeWCAPOJA2HBU8/P8uf
qPhC8v7iSZ4bT/TbbyLmGG8uLaKL95K5JWPH2jPnHIYpkqT8u8het/s6D/npc/8AgVL/APFUf2dB
/wA9Ln/wKl/+Ko0DUyE0q/i8UyX1uyWtlM3mXIW4aQ3bCMIuY2TERGB8yNyEAYHI2nhnSr/SYJIL
hkhtEVI7SyS4a5W3VQc4ldFcg5Hytnbt4ODtXX/s6D/npc/+BUv/AMVR/Z0H/PS5/wDAqX/4qjQN
SWiov7Og/wCelz/4FS//ABVH9nQf89Ln/wACpf8A4qjQNSWiov7Og/56XP8A4FS//FUf2dB/z0uf
/AqX/wCKo0DUloqL+zoP+elz/wCBUv8A8VR/Z0H/AD0uf/AqX/4qjQNSWiov7Og/56XP/gVL/wDF
Uf2dB/z0uf8AwKl/+Ko0DUloqL+zoP8Anpc/+BUv/wAVR/Z0H/PS5/8AAqX/AOKo0DUlrL1cK0+y
RQyPEAQwyGGTkVf/ALOg/wCelz/4FS//ABVH9nQf89Ln/wACpf8A4qrhJRdxSTaOOsdCstOunuI2
aQ8iEOc+Sp5IX8Seff6k9NpGfOfI/wCXeP8A9Dlq3/Z0H/PS5/8AAqX/AOKp8FpDbO7x+YWcAMzy
M5wM4+8T6mrnVUo2sRGDTuclq1pe3uiWsNhHbvKs1vMRPK0a4jdZOoVuTsA6d89sFlxotzL9v2vE
PtOqWt4mSeEj8jcDx1/dNj6jkduj/wCEX8Pf9AHTf/ASP/Cj/hF/D3/QB03/AMBI/wDCsDU5RvD1
7Our2fnJZWF9DcIsKzNcAySkkzYZVMZ5OUVipLdiCWhHhea4s7mO5t7dWuJrXzI5b2a8DxxTCRgX
lHQgsAoXGc5Jz8vY/wDCL+Hv+gDpv/gJH/hR/wAIv4e/6AOm/wDgJH/hQBj/AGO5i8QPfxCJ4Lm3
jhm3OVaPyzIylRghsmTByVxjPOcDU8Lf8gVv+vy7/wDSiSpP+EX8Pf8AQB03/wABI/8ACr9ta29l
brb2kEVvCmdscSBVXJycAcdTQBLRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVT1X/jwb/rpH
/wChrVyqeq/8eDf9dI//AENaAKFZd5rT2V9FbSaVevHNMkMdwjRFGLei795AGSfl4CsegzWpVF7K
SbWo7uZkMFtDi3QE5EjEh3IPGQoUKRzh5AetAF6o9H/5GXUv+vO2/wDQ56kqPR/+Rl1L/rztv/Q5
6AEtf+PSH/rmv8qrX+piymht47S4vLmZWdYYNgbYu0M2XZVwC6jrn5unBxZtf+PSH/rmv8qy9e0m
TUZraUWdlqEUKurWd8xWJi23En3H+ZdpA+Xo7cjoQDTtLqG+s4by2ffBcRrJG2CNysMg4PI4NRz/
APIa0T/r8f8A9J5qXT7aSz021tZrh7mWCFI3nfO6UgAFjknk4z1PWkn/AOQ1on/X4/8A6TzUAW5/
+P8Auv8AroP/AEBaq397Hp9o1xKrsAyoqIBud2YKqjOBksQOSBzyQOatT/8AH/df9dB/6AtVdQtl
u7GaBoUmLLlUZyg3DlTuAJUggEMOQRkcigBun6gmoRy/uZbeaCTy5oZdu6NtoYAlSVOVZTwT19cg
Q+Iv+Ra1T/rzm/8AQDTNC0k6Tazh5Hea6m8+UNM8oQ7VUKHclmAVFGT1OThRhQ/xF/yLWqf9ec3/
AKAaANnVP+Pu3/65yfzSq9WNU/4+7f8A65yfzSq9AFT7du1j+z4492y386aTdjy8tiMY77tsnTps
56irdZ2i2s0Fm9xdpsvL2Q3FwuQdjEABMjg7EVEyOuzPUmtGgB/hb/kCt/1+Xf8A6USVsVj+Fv8A
kCt/1+Xf/pRJWxQAVV1HUbbSrJry8Z1iVkT5ImkYszBVAVQSSWYDAHerVZPibTpdV0dbOFXYtd2r
vslMbBFnjZyGBBBCqTkHPHHOKALlhqEOpQNNAlyiq20i4tpIGzgH7siqSOeuMflVqufurCfStS06
9sbO81GG1tri3aIXIkmzI8Thi0zjKjy2HLZGVAGOnPx+ELxtDczaXC2p23hu1tbGVjGZILuNZs7H
z8jBmjO4EDOCDxwAegVVtL+K/gtbm0V5bW6gE8c4AC7SFKgg4bJDZHHY5xxnAutEFz4gu3vtATUh
czo0F67oFtoPLRXiJJ8wAlZTsVSjeZhiAz4y9O8LajaaVb2NhYJpdzb6Nd2T3SMiLJdMtuFnBQls
MY2O4gN8vIBxkA72iuJfw493a3kNt4fTTtPuJ7DOmuIVVvLud80hSNmTDRlR13Hy8EcLnTt9Gazg
1C0TS0ey/tS3lsrWOQRJHGBAWdQOFCyLI+3jcQePm5ANXUYo5pLKOWNZEM5yrgEH92/aj+zbD/nx
tv8Avyv+FPvf+Pix/wCu5/8ARb1zXiHw5JqV9rN9Hp8M13/ZMcWmTsE8yK4UznKMeUYFozu45xzx
xV2Kx0X9m2H/AD423/flf8KP7NsP+fG2/wC/K/4VgXGgzWR1e30fTreCwubS3VbeKONUdt8on2xn
5PMMRQAuNpIQNkA4paToWpQaHdWUdncWrtqG/TpLg26tYr5SAy7YTsADeZ8ij592G4d2pXYWR1Js
LITrGNLgKsrMZBEm1SCMA98nJxgY+U5I4y/+zbD/AJ8bb/vyv+Fctq2hX11pjQ2mmeQ39iajaGLz
1fM8rRbfnJy28q7b2wTnLYJIo1TwhCP7Y/szRrSLGmqdM8qOOPyrz99uePpsf/UfPx91efl4LsLI
6n+zbD/nxtv+/K/4Uf2bYf8APjbf9+V/wrndR0/UxfXlvDps1xHfatZ3ouY5IxHEkZtw4cMwbd+5
Y/KpGCvOcgQQ+EIWktpLjRrR3m1a7lv2aOMma3Zp2jDn+NdxgIU5wQpwNvBdhZHVLpmnk/8AHhbf
9+V/wrKdLLeqi3tVZlLBfJTOBjJ6e4/Ornh20nsNM+zTp5fl3Nx5SAghIfOcxAY4CiMoAOwwOMYr
A1PTBfpFc28v2e+gGYZh/wCgt6j/AB+oPRRV73M56GhbraS3SRi3tXAkCuvkJxnHBwOOCDVwsw0T
TArum5UB2MVJHlk9R9KyNE02HTJIkRjJLJKrSzN96Rs9T/hWs3/IG0r6J/6KNFdWsKm7mXda5Y2d
w0E13e5jx5roJ3jh4z88igqnBBO4jAIJ4Oatw3EdxLcRRXVwz20gjlHnSDaxVXx15+V1PHrWNqkG
oJqMs2l2N1HcyYKXEM8f2eQ4AHnxuQeoALIpfYqgN/CK02hPbXeuPaaPbtLqLeYLlY4juiZY1li+
bq52yMAwMZJBY8kVzGx1G1v+e9x/3/f/ABqGG4juJbiKK6uGe2kEco86QbWKq+OvPyup49a5LTvD
dy8Fta3VlcLYxas0wguGhQrAbVlIKwkJtMpIKgchjuBy2dbRdCtdH1zUXt9Ht4EuGEkNzBHGqomy
NTFxhgdyM2ANvOc54oA0ob4XF1cW8X21jbXAglbzyApMSybvvZIw6jjnJ6Y5qW5uI7OJZZ7q4RGk
SMHzpD8zsEUcHuzAfjWN/Zd7/b32ryf3P9sfad24f6v7D5W7Gf7/ABjr36c1kw+F5ZtJuYZtHidF
uLadPtkMBu7kxybpPMdGKOWUsqsdpO5g3UsQDsrOSVfE9tD58zRvZTsyNKzKSHhAOCeo3H8zWjqz
MI4Arum6XB2MVJG1j1H0rG0pUTxBpqR232VF02cLBhR5Q3wfLhSRx04OOOK2dW+5bf8AXb/2RqAM
B9c05JdSibULgPpUayXg3y/ulKlwff5QTxmtHa3/AD3uP+/7/wCNcf4g0HU57bXbmwtvNu7iSSOG
PzFHnQy20UTjJOFw6B+eT5WBgNmprvQLubxc2oMl0+biKSCeNoFSGJVQMhdlMwyVk+VPlbfgkbmI
AOq2t/z3uP8Av+/+NQ2lxHfWcN5bXVw8FxGskbedINysMg4JyODWRHpTSavLJcaaj2EzSKsDyBli
Ygh5Sh+XEgJGBkjOcZlk2zeFNNGkaDBYHT0s5YFWOYoEC3DqqhpRtPIbHVsNxyBQBft7tZ5jbmW6
iuUhjmkheZt0YfcBkhipOUYcE9PpVja3/Pe4/wC/7/41xVp4Wura0jKadFHqM2hw2iXi7A1ncJFI
pZnB3DO5FDJuPy84AFOtfDMg0q5tU0+4SCe6s2a1uxaqrKkytI3lwqEwU6kks23GPlGQDs9rf897
j/v+/wDjRo8kp1/UIWmleNbW3ZVeRmCktMCRk8Z2j8hXLnw2Lea5ms9Nt4ZYtStmsniVEaK2HkmV
UI+6p/f5UYzubg7uem0f/kZdS/687b/0OegC7qhf7RboJJEUo5IRyucFfQ+5rDttbs7y8a1gm1J3
WR4y/lXIi3ISGHmEbOCpHXqMVt6p/wAfdv8A9c5P5pXIaHp81nqcvn6bqiO15dSC4+3A2215JGU+
UJe6sP4Opz70AdLtb/nvcf8Af9/8arpdrJqU1gJbrzYIY5mJmbaQ5cDHzdf3Z/MVy9j4YvbHR7S2
062i065k0OWC5liIj/0orEI2cpyxB8whhnGT686Ph7TltNY1C5g0H+x7aa3gRYtsK73VpSxxEzDo
6jJ/pQBqQ3wuLq4t4vtrG2uBBK3nkBSYlk3feyRh1HHOT0xzUtzcR2cSyz3VwiNIkYPnSH5nYIo4
PdmA/Gsb+y73+3vtXk/uf7Y+07tw/wBX9h8rdjP9/jHXv05rJh8LyzaTcwzaPE6LcW06fbIYDd3J
jk3SeY6MUcspZVY7SdzBupYgHZWckq+J7aHz5mjeynZkaVmUkPCAcE9RuP5mugrl9KVE8Qaakdt9
lRdNnCwYUeUN8Hy4UkcdODjjiuooAKKKKACiiigAqrqUVrNYSR3hkEBK7jG7o2dwxgoQ3XHSrVU9
V/48G/66R/8Aoa0AY/8AZegf89NU/wDAy8/+Ko/svQP+emqf+Bl5/wDFVZqjc6vaWup2mmuXa5u2
IVUXIQBHbLH+EHy2A7kg46EgAl/svQP+emqf+Bl5/wDFVc0aDSLe8uk09rg3BjjM3nyTO2zL7OZC
eM7+lMqPR/8AkZdS/wCvO2/9DnoAhTS/D2xdkmp7ccYvLvGP++qX+y9A/wCemqf+Bl5/8VUlr/x6
Q/8AXNf5VT1DVjY3lvZxafdXs9xHJIq25jG1UKAkl3UdXXpmgCx/Zegf89NU/wDAy8/+Kp9rZ6Bb
6nZvG96bkyMLfz57l13+W2eHJXOzf1p8TtJCkjxPEzKCY3ILIfQ4JGR7EioJ/wDkNaJ/1+P/AOk8
1AFm/sNGmv5pLh74TkjzBDc3KLnaMcIwXpjpVf8AsvQP+emqf+Bl5/8AFVan/wCP+6/66D/0Bagu
rqGyt2uLh9kaYycEkknAAA5JJIAA5JIA5NADP7L0D/npqn/gZef/ABVRXeneGUs53u5NSNusbGXf
dXhXZjnI3cjGasWs0lxbrLLay2rtnMUpUsvPfazD34PeqniL/kWtU/685v8A0A0AbOsWunXLwfbm
uQyhvL8iaaM44znyyM9utZ39l6B/z01T/wADLz/4qtHVP+Pu3/65yfzSq9AFb+y9A/56ap/4GXn/
AMVR/Zegf89NU/8AAy8/+KrM0TxTba3ez2sNvLEYuVZ8YddkbZB6NzJjKblwAc4dN25QBc0VdPTT
FTTC5tlkkA3ly2/zG35L/MTv3dav1j+Fv+QK3/X5d/8ApRJWxQAUUUUAFFFFABRRRQAUUUUAQXNt
9pEf714miferJjOcEdwR0JqP7FN/0Ebn/vmL/wCIq3RTuKxU+xTf9BG5/wC+Yv8A4ij7FN/0Ebn/
AL5i/wDiKt0UXCxU+xTf9BG5/wC+Yv8A4ij7FN/0Ebn/AL5i/wDiKt0UXCxU+xTf9BG5/wC+Yv8A
4ij7FN/0Ebn/AL5i/wDiKt0UXCxU+xzf9BG5/wC+Yv8A4iojpIJybqXJ/wCmUP8A8RWhRT5mgsig
ulbGDLdyqw6ERRZH/jlLPpFrdWMFnMZjHBt2GOd4m4G0fMhB6E+1XqKTbe4JJGP/AMItpn96/wD/
AAZXP/xdH/CLaZ/ev/8AwZXP/wAXWxRSGY//AAi2mf3r/wD8GVz/APF0f8Itpn96/wD/AAZXP/xd
bFFAGP8A8Itpn96//wDBlc//ABdH/CLaZ/ev/wDwZXP/AMXWxRQBnWWg6fp939rgW4MwjMYaa6ll
wpIJADsQMlV/Kp7/AE631KFYrnzdqPvBimeIg4I6oQehPFWqKAMf/hFtM/vX/wD4Mrn/AOLo/wCE
W0z+9f8A/gyuf/i62KKAMf8A4RbTP71//wCDK5/+Lo/4RbTP71//AODK5/8Ai62KKAMf/hFtM/vX
/wD4Mrn/AOLo/wCEW0z+9f8A/gyuf/i62KKAMf8A4RbTP71//wCDK5/+Lq1p+jWWlyyy2qzeZMqq
7y3EkpIXOBl2OANzdPWr1FAFLUNJtNTMZufPBiyFMNzJF1xnOxhnoOtVP+EW0z+9f/8Agyuf/i62
KKAMf/hFtM/vX/8A4Mrn/wCLo/4RbTP71/8A+DK5/wDi62KKAMf/AIRbTP71/wD+DK5/+Lo/4RbT
P71//wCDK5/+LrYooAzrLQdP0+7+1wLcGYRmMNNdSy4UkEgB2IGSq/lWjRRQAUUUUAFFFFABVPVf
+PBv+ukf/oa1cqrqUVrNYSR3hkEBK7jG7o2dwxgoQ3XHSgDOrnpfDE66taXlvq115aag95NFIIiP
mjdcA+XuP3lT5m4TgEELjY/svQP+emqf+Bl5/wDFUf2XoH/PTVP/AAMvP/iqALNR6P8A8jLqX/Xn
bf8Aoc9Rf2XoH/PTVP8AwMvP/iquaNBpFveXSae1wbgxxmbz5JnbZl9nMhPGd/SgCva/8ekP/XNf
5Vna5pf9oeQ39k6XqXlbh5d+uNuccq+18dORt5yDkYwbiaX4e2Lsk1PbjjF5d4x/31S/2XoH/PTV
P/Ay8/8AiqADT7aSz021tZrh7mWCFI3nfO6UgAFjknk4z1PWkn/5DWif9fj/APpPNS/2XoH/AD01
T/wMvP8A4qn2tnoFvqdm8b3puTIwt/PnuXXf5bZ4clc7N/WgCef/AI/7r/roP/QFrN13TP7X0l7P
bE+ZIpPLmGUk2SK+xuDgNt2k4OM5welaF/YaNNfzSXD3wnJHmCG5uUXO0Y4RgvTHSq/9l6B/z01T
/wADLz/4qgCpoWmyabazpJFb2yyzeZHa2xJitxtVdqHC8EqXPyjlz16l/iL/AJFrVP8Arzm/9ANW
P7L0D/npqn/gZef/ABVRXeneGUs53u5NSNusbGXfdXhXZjnI3cjGaANbVP8Aj7t/+ucn80qvVjWL
XTrl4PtzXIZQ3l+RNNGccZz5ZGe3Ws7+y9A/56ap/wCBl5/8VQBMkUcbSPHGiNK26QqoBc4AyfU4
AH0Ap9Vv7L0D/npqn/gZef8AxVH9l6B/z01T/wADLz/4qgC54W/5Arf9fl3/AOlElbFUNFXT00xU
0wubZZJAN5ctv8xt+S/zE793Wr9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFA
BRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAF
FFFABVPVf+PBv+ukf/oa1cqnqv8Ax4N/10j/APQ1oAoVRGrW51oaQI7jz/Jabc0LLHhSgOGIAY/v
B93OOc473qxrm21Z/E1texW1k1pBDJAWa6dZCJGiYtt8sjI8s4G7nPUUAbNR6P8A8jLqX/Xnbf8A
oc9SVHo//Iy6l/1523/oc9ACWv8Ax6Q/9c1/lUN9fSWflrDYXV7I+TstwowBjJLOyqOo4zk9gQDi
a1/49If+ua/yrO1y11K88iG0htbi0O43ME9w0Pm9NqkhHyn3ty4GeASV3KQDQtLqG+s4by2ffBcR
rJG2CNysMg4PI4NRz/8AIa0T/r8f/wBJ5qniMjQoZkRJSo3qjFlB7gEgZHvgfQVBP/yGtE/6/H/9
J5qALc//AB/3X/XQf+gLUF1cfZbdpvJlmK4CxxLuZyTgAdhyepIA6kgAmp5/+P8Auv8AroP/AEBa
guvtP2djZ+V54wVEudrc8gkcjIyM4OM5wcYIBFp+oJqEcv7mW3mgk8uaGXbujbaGAJUlTlWU8E9f
XIEPiL/kWtU/685v/QDTNC02TTbWdJIre2WWbzI7W2JMVuNqrtQ4XglS5+UcuevUv8Rf8i1qn/Xn
N/6AaANnVP8Aj7t/+ucn80qvVjVP+Pu3/wCucn80qvQAUVWtrGG1mnlje4Zp23OJbiSRQefuqzEK
Oei4HT0FWaAH+Fv+QK3/AF+Xf/pRJWxWP4W/5Arf9fl3/wClElbFABRRRQAUUUUAFFFFABRRRQAU
UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRR
RQAUUUUAFFFFABRRRQAUUUUAFFFFABVXUorWawkjvDIICV3GN3Rs7hjBQhuuOlWqp6r/AMeDf9dI
/wD0NaAMf+y9A/56ap/4GXn/AMVR/Zegf89NU/8AAy8/+KqzRQBW/svQP+emqf8AgZef/FVa0+PR
9LllltftXmTKqu8pnlJC5wMvnAG5unrSVl6lrsGmzSRvb3Ey28InupIgu23iO7DtuYEj5H4UMflP
HIyAWxpXh9QAH1MAcAC7vOP/AB6j+y9A/wCemqf+Bl5/8VVmigCt/Zegf89NU/8AAy8/+Kp9rZ6B
b6nZvG96bkyMLfz57l13+W2eHJXOzf1qaqs//Ia0T/r8f/0nmoAs39ho01/NJcPfCckeYIbm5Rc7
RjhGC9MdKr/2XoH/AD01T/wMvP8A4qrU/wDx/wB1/wBdB/6AtJQBW/svQP8Anpqn/gZef/FVFd6d
4ZSzne7k1I26xsZd91eFdmOcjdyMZq9Wd4i/5FrVP+vOb/0A0AbOsWunXLwfbmuQyhvL8iaaM44z
nyyM9utZ39l6B/z01T/wMvP/AIqtHVP+Pu3/AOucn80qvQBW/svQP+emqf8AgZef/FUf2XoH/PTV
P/Ay8/8AiqfDdQ3EtxFE+57aQRyjBG1iqvj3+V1PHrU1AFzRV09NMVNMLm2WSQDeXLb/ADG35L/M
Tv3dav1j+Fv+QK3/AF+Xf/pRJWxQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQ
AUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAB
RRRQAVT1X/jwb/rpH/6GtXKgvLSG/tWtp9/lvgny5GjbggjDKQRyOxoAy6Kf/wAItpn96/8A/Blc
/wDxdH/CLaZ/ev8A/wAGVz/8XQAysDWtGvb2a/FqbcxanYrZTNLIytAB5nzqAp3n96flJX7o5546
L/hFtM/vX/8A4Mrn/wCLo/4RbTP71/8A+DK5/wDi6AGUU/8A4RbTP71//wCDK5/+Lo/4RbTP71//
AODK5/8Ai6AGVVn/AOQ1on/X4/8A6TzVd/4RbTP71/8A+DK5/wDi6kt/Dmm2t3DdIt00sDFozLeT
ShSVKk7WYjOGI6d6AIZ/+P8Auv8AroP/AEBaSrF14f0+8upLmU3YkkwW8q9mjU4AH3VcAcAdqi/4
RbTP71//AODK5/8Ai6AK1t9p8pvtfleZ5j48rONm47Ovfbtz75xxVTxF/wAi1qn/AF5zf+gGtT/h
FtM/vX//AIMrn/4umyeEtImiaKUXrxupVkbUbghgeoI38igCfVP+Pu3/AOucn80qpLEs0LxOXCup
UlHKMAfRgQQfcc1o6hpNpqZjNz54MWQphuZIuuM52MM9B1qp/wAItpn96/8A/Blc/wDxdAGBpPhu
LTNSvbzzrpvNuBJCGvp5Bt8pEO9WbDHKtyc4G3ngAblP/wCEW0z+9f8A/gyuf/i6P+EW0z+9f/8A
gyuf/i6ADwt/yBW/6/Lv/wBKJK2Kr2Njb6baLa2qMsSszAM7OSWYsSWYkkkknk96sUAFFFFABRRR
QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFA
BRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFU31S3jkZGjuyVJB22crD8CFwauVhzX00
bSPLfmFPPMa5CAZL7VHI6k4A9SaAL/8Aa1t/zyvP/AKb/wCJo/ta2/55Xn/gFN/8TVAXk7TNCNRY
yooZkAj3AHIBI29DtP5H0p3n3f8Az+y/98p/8TQBd/ta2/55Xn/gFN/8TR/a1t/zyvP/AACm/wDi
azbbUZbyJpYNQldFkeMny1HzIxRhyvZlI/Cni8naZoRqLGVFDMgEe4A5AJG3odp/I+lAF/8Ata2/
55Xn/gFN/wDE0f2tbf8APK8/8Apv/iapefd/8/sv/fKf/E1b0G5mvfD2m3dw++ae0ikkbAG5igJO
Bx1NADv7Wtv+eV5/4BTf/E0f2tbf88rz/wAApv8A4mqRubtpJcXbqBK6gBUwAGIHUe1VLHXYNU8z
+z9divPLxv8As8kUm3OcZwDjOD+VAGx/a1t/zyvP/AKb/wCJo/ta2/55Xn/gFN/8TVLz7v8A5/Zf
++U/+Jo8+7/5/Zf++U/+JoAu/wBrW3/PK8/8Apv/AImj+1rb/nlef+AU3/xNUvPu/wDn9l/75T/4
ms7UtZuY9K1aW01GQz2EThsxp8kgjDjqvPDKfxoA3v7Wtv8Anlef+AU3/wATR/a1t/zyvP8AwCm/
+Jq7RQBS/ta2/wCeV5/4BTf/ABNH9rW3/PK8/wDAKb/4mrtFAFL+1rb/AJ5Xn/gFN/8AE0f2tbf8
8rz/AMApv/iau0UAUv7Wtv8Anlef+AU3/wATR/a1t/zyvP8AwCm/+Jq7RQBS/ta2/wCeV5/4BTf/
ABNH9rW3/PK8/wDAKb/4mrtFAFL+1rb/AJ5Xn/gFN/8AE0f2tbf88rz/AMApv/iau0UAUv7Wtv8A
nlef+AU3/wATR/a1t/zyvP8AwCm/+Jq7RQBS/ta2/wCeV5/4BTf/ABNH9rW3/PK8/wDAKb/4mrtF
AFL+1rb/AJ5Xn/gFN/8AE0f2tbf88rz/AMApv/iau0UAUv7Wtv8Anlef+AU3/wATR/a1t/zyvP8A
wCm/+Jq7RQBS/ta2/wCeV5/4BTf/ABNH9rW3/PK8/wDAKb/4mrtFAFL+1rb/AJ5Xn/gFN/8AE0f2
tbf88rz/AMApv/iau0UAUv7Wtv8Anlef+AU3/wATR/a1t/zyvP8AwCm/+Jq7RQBS/ta2/wCeV5/4
BTf/ABNH9rW3/PK8/wDAKb/4mrtFAFL+1rb/AJ5Xn/gFN/8AE0f2tbf88rz/AMApv/iau0UAUv7W
tv8Anlef+AU3/wATR/a1t/zyvP8AwCm/+Jq7RQBS/ta2/wCeV5/4BTf/ABNH9rW3/PK8/wDAKb/4
mrtFAFL+1rb/AJ5Xn/gFN/8AE0f2tbf88rz/AMApv/iau0UAUv7Wtv8Anlef+AU3/wATR/a1t/zy
vP8AwCm/+Jq7RQBS/ta2/wCeV5/4BTf/ABNH9rW3/PK8/wDAKb/4mrtFAFL+1rb/AJ5Xn/gFN/8A
E0f2tbf88rz/AMApv/iau0UAUv7Wtv8Anlef+AU3/wATR/a1t/zyvP8AwCm/+Jq7RQBS/ta2/wCe
V5/4BTf/ABNH9rW3/PK8/wDAKb/4mrtFAFL+1rb/AJ5Xn/gFN/8AE0f2tbf88rz/AMApv/iau0UA
Uv7Wtv8Anlef+AU3/wATVi3uEuYy8ayqAcfvImjP5MAalooAKKKKACiiigArj9fikl02QxRvIYtQ
imZUUs2yO5V2IA5JCqTgcnoATXYVjS+HpHmkkTW9QiEjs+xFgKrkk4GYycc9yaAOL1i5aY3+pxLf
wWkv9nWxcRTQTNi6bzFVcCT7soGVHOSBkg1N/pf2H/mKf2T/AGh/03+0/Z/I/wC//wDx8fjj/Yrq
ZfCxmUJLreoSKGVgGjtiAVIIP+q6ggEe4p//AAjk3/Qf1L/vi3/+NUAcQsVzH4ctbaNL+2t3vLuX
zzDdvMo89zGrJGyyncrFtzHHyjIywNEFrquW1NkvxrF7ocPkHMgj+1rHLvDp/q0wWTAcBck453V2
/wDwjk3/AEH9S/74t/8A41R/wjk3/Qf1L/vi3/8AjVAHPeFI7uP7X5t3dXFudnl/aLaeHa3zbsef
I8h42ei+mTurqPC//Ip6P/14Qf8Aotag/wCEcm/6D+pf98W//wAarTsLOPTtOtrGFmaO2iWJC5yx
CgAZx34oA5nXLWa80y5hgTzD9q3PFkDzo1mDPHzwdyBlwcA5wSATTBqkd5509hpd1Pc29vIYzcWz
W2ScERhpVB+YqOQCBt5xxnYl8PSPNJImt6hEJHZ9iLAVXJJwMxk457k03/hHJv8AoP6l/wB8W/8A
8aoA4WzTVJLa+s1uNSmtjNY7ZPIu7dxunxMFaV2kx5YXJDYAPQck6E8V5bpNaudSOmwakFYxvM8x
tzbhvldSZWHnsOVJI5H3QQOq/wCEcm/6D+pf98W//wAao/4Ryb/oP6l/3xb/APxqgDiNSj1eSeD7
Ld6pb24tx9i32000rSb3+9skRR8vlY+0ZGPvYPmVpXkUkemeL3kjdFlZ2jLKQHH2SIZHqMgj6g10
v/COTf8AQf1L/vi3/wDjVRXHhQ3dtLbT67qTxTIUddtuMqRgjIi9KAOgooooAKKKKACiiigAoooo
AKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigA
ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACi
iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKK
KACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoooo
A//Z

------=_NextPart_01C6CDAB.30087480
Content-Location: file:///C:/AB0C3C93/GradebookFormulas_files/image009.png
Content-Transfer-Encoding: base64
Content-Type: image/png
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------=_NextPart_01C6CDAB.30087480
Content-Location: file:///C:/AB0C3C93/GradebookFormulas_files/image010.jpg
Content-Transfer-Encoding: base64
Content-Type: image/jpeg
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------=_NextPart_01C6CDAB.30087480
Content-Location: file:///C:/AB0C3C93/GradebookFormulas_files/image011.png
Content-Transfer-Encoding: base64
Content-Type: image/png
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------=_NextPart_01C6CDAB.30087480
Content-Location: file:///C:/AB0C3C93/GradebookFormulas_files/image012.jpg
Content-Transfer-Encoding: base64
Content-Type: image/jpeg
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------=_NextPart_01C6CDAB.30087480
Content-Location: file:///C:/AB0C3C93/GradebookFormulas_files/image013.png
Content-Transfer-Encoding: base64
Content-Type: image/png
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------=_NextPart_01C6CDAB.30087480
Content-Location: file:///C:/AB0C3C93/GradebookFormulas_files/image014.jpg
Content-Transfer-Encoding: base64
Content-Type: image/jpeg
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------=_NextPart_01C6CDAB.30087480
Content-Location: file:///C:/AB0C3C93/GradebookFormulas_files/image015.png
Content-Transfer-Encoding: base64
Content-Type: image/png
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------=_NextPart_01C6CDAB.30087480
Content-Location: file:///C:/AB0C3C93/GradebookFormulas_files/image016.jpg
Content-Transfer-Encoding: base64
Content-Type: image/jpeg
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------=_NextPart_01C6CDAB.30087480
Content-Location: file:///C:/AB0C3C93/GradebookFormulas_files/image017.png
Content-Transfer-Encoding: base64
Content-Type: image/png
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------=_NextPart_01C6CDAB.30087480
Content-Location: file:///C:/AB0C3C93/GradebookFormulas_files/image018.jpg
Content-Transfer-Encoding: base64
Content-Type: image/jpeg
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------=_NextPart_01C6CDAB.30087480
Content-Location: file:///C:/AB0C3C93/GradebookFormulas_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"../GradebookFormulas.htm"/>
 <o:File HRef=3D"image001.png"/>
 <o:File HRef=3D"image002.jpg"/>
 <o:File HRef=3D"image003.png"/>
 <o:File HRef=3D"image004.jpg"/>
 <o:File HRef=3D"image005.png"/>
 <o:File HRef=3D"image006.jpg"/>
 <o:File HRef=3D"image007.png"/>
 <o:File HRef=3D"image008.jpg"/>
 <o:File HRef=3D"image009.png"/>
 <o:File HRef=3D"image010.jpg"/>
 <o:File HRef=3D"image011.png"/>
 <o:File HRef=3D"image012.jpg"/>
 <o:File HRef=3D"image013.png"/>
 <o:File HRef=3D"image014.jpg"/>
 <o:File HRef=3D"image015.png"/>
 <o:File HRef=3D"image016.jpg"/>
 <o:File HRef=3D"image017.png"/>
 <o:File HRef=3D"image018.jpg"/>
 <o:File HRef=3D"filelist.xml"/>
</xml>
------=_NextPart_01C6CDAB.30087480--
