MIME-Version: 1.0
Content-Type: multipart/related; boundary="----=_NextPart_01C97563.3110DA90"

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_01C97563.3110DA90
Content-Location: file:///C:/D1479E39/PeterineEpistles-F09.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 11">
<meta name=3DOriginator content=3D"Microsoft Word 11">
<link rel=3DFile-List href=3D"PeterineEpistles-F09_files/filelist.xml">
<link rel=3DEdit-Time-Data href=3D"PeterineEpistles-F09_files/editdata.mso">
<link rel=3DOLE-Object-Data href=3D"PeterineEpistles-F09_files/oledata.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>Mbuvi     NTS595   Petrine Epistles</title>
<o:SmartTagType namespaceuri=3D"urn:schemas-microsoft-com:office:smarttags"
 name=3D"PostalCode"/>
<o:SmartTagType namespaceuri=3D"urn:schemas-microsoft-com:office:smarttags"
 name=3D"State"/>
<o:SmartTagType namespaceuri=3D"urn:schemas-microsoft-com:office:smarttags"
 name=3D"Street"/>
<o:SmartTagType namespaceuri=3D"urn:schemas-microsoft-com:office:smarttags"
 name=3D"City"/>
<o:SmartTagType namespaceuri=3D"urn:schemas-microsoft-com:office:smarttags"
 name=3D"address"/>
<o:SmartTagType namespaceuri=3D"urn:schemas-microsoft-com:office:smarttags"
 name=3D"PlaceName"/>
<o:SmartTagType namespaceuri=3D"urn:schemas-microsoft-com:office:smarttags"
 name=3D"PlaceType"/>
<o:SmartTagType namespaceuri=3D"urn:schemas-microsoft-com:office:smarttags"
 name=3D"place"/>
<!--[if gte mso 9]><xml>
 <o:DocumentProperties>
  <o:Author>ambubi</o:Author>
  <o:Template>Normal</o:Template>
  <o:LastAuthor>tomclark</o:LastAuthor>
  <o:Revision>2</o:Revision>
  <o:TotalTime>317</o:TotalTime>
  <o:Created>2009-01-13T14:41:00Z</o:Created>
  <o:LastSaved>2009-01-13T14:41:00Z</o:LastSaved>
  <o:Pages>1</o:Pages>
  <o:Words>2187</o:Words>
  <o:Characters>12471</o:Characters>
  <o:Company>Shaw University</o:Company>
  <o:Lines>103</o:Lines>
  <o:Paragraphs>29</o:Paragraphs>
  <o:CharactersWithSpaces>14629</o:CharactersWithSpaces>
  <o:Version>11.9999</o:Version>
 </o:DocumentProperties>
</xml><![endif]--><!--[if gte mso 9]><xml>
 <w:WordDocument>
  <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]--><!--[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:Tahoma;
	panose-1:2 11 6 4 3 5 4 4 2 4;
	mso-font-charset:0;
	mso-generic-font-family:swiss;
	mso-font-pitch:variable;
	mso-font-signature:1627421319 -2147483648 8 0 66047 0;}
@font-face
	{font-family:"TimesNewRoman\,Bold";
	panose-1:0 0 0 0 0 0 0 0 0 0;
	mso-font-charset:0;
	mso-generic-font-family:roman;
	mso-font-format:other;
	mso-font-pitch:auto;
	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:"Times New Roman";
	mso-fareast-font-family:"Times New Roman";}
p.MsoHeader, li.MsoHeader, div.MsoHeader
	{margin:0in;
	margin-bottom:.0001pt;
	mso-pagination:widow-orphan;
	tab-stops:center 3.0in right 6.0in;
	font-size:12.0pt;
	mso-bidi-font-size:10.0pt;
	font-family:"Times New Roman";
	mso-fareast-font-family:"Times New Roman";}
p.MsoFooter, li.MsoFooter, div.MsoFooter
	{margin:0in;
	margin-bottom:.0001pt;
	mso-pagination:widow-orphan;
	tab-stops:center 3.0in right 6.0in;
	font-size:12.0pt;
	mso-bidi-font-size:10.0pt;
	font-family:"Times New Roman";
	mso-fareast-font-family:"Times New Roman";}
p.WP9Heading3, li.WP9Heading3, div.WP9Heading3
	{mso-style-name:"WP9_Heading 3";
	margin:0in;
	margin-bottom:.0001pt;
	mso-pagination:none;
	font-size:12.0pt;
	mso-bidi-font-size:10.0pt;
	font-family:"Times New Roman";
	mso-fareast-font-family:"Times New Roman";
	color:black;
	font-weight:bold;
	mso-bidi-font-weight:normal;}
p.WP9Subtitle, li.WP9Subtitle, div.WP9Subtitle
	{mso-style-name:WP9_Subtitle;
	margin-top:0in;
	margin-right:0in;
	margin-bottom:6.0pt;
	margin-left:0in;
	mso-pagination:none;
	font-size:14.0pt;
	mso-bidi-font-size:10.0pt;
	font-family:Tahoma;
	mso-fareast-font-family:"Times New Roman";
	mso-bidi-font-family:"Times New Roman";}
p.WP9Header, li.WP9Header, div.WP9Header
	{mso-style-name:WP9_Header;
	margin:0in;
	margin-bottom:.0001pt;
	mso-pagination:none;
	tab-stops:0in center 3.0in right 6.0in;
	font-size:12.0pt;
	mso-bidi-font-size:10.0pt;
	font-family:"Times New Roman";
	mso-fareast-font-family:"Times New Roman";}
p.a, li.a, div.a
	{mso-style-name:\0622;
	margin:0in;
	margin-bottom:.0001pt;
	mso-pagination:none;
	font-size:12.0pt;
	mso-bidi-font-size:10.0pt;
	font-family:"Times New Roman";
	mso-fareast-font-family:"Times New Roman";}
p.level1, li.level1, div.level1
	{mso-style-name:_level1;
	margin-top:0in;
	margin-right:0in;
	margin-bottom:0in;
	margin-left:.25in;
	margin-bottom:.0001pt;
	text-indent:-.25in;
	mso-pagination:none;
	tab-stops:.25in .25in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in=
 5.0in 5.5in right 6.0in;
	font-size:12.0pt;
	mso-bidi-font-size:10.0pt;
	font-family:"Times New Roman";
	mso-fareast-font-family:"Times New Roman";}
p.Default, li.Default, div.Default
	{mso-style-name:Default;
	mso-style-parent:"";
	margin:0in;
	margin-bottom:.0001pt;
	mso-pagination:widow-orphan;
	mso-layout-grid-align:none;
	text-autospace:none;
	font-size:12.0pt;
	font-family:"Times New Roman";
	mso-fareast-font-family:"Times New Roman";
	color:black;}
 /* Page Definitions */
 @page
	{mso-footnote-separator:url("PeterineEpistles-F09_files/header.htm") fs;
	mso-footnote-continuation-separator:url("PeterineEpistles-F09_files/header=
.htm") fcs;
	mso-endnote-separator:url("PeterineEpistles-F09_files/header.htm") es;
	mso-endnote-continuation-separator:url("PeterineEpistles-F09_files/header.=
htm") ecs;
	mso-footnote-numbering-style:alpha-lower;
	mso-endnote-numbering-style:alpha-lower;}
@page Section1
	{size:8.5in 11.0in;
	margin:1.0in 1.0in 96.0pt 1.0in;
	mso-header-margin:1.0in;
	mso-footer-margin:1.0in;
	mso-paper-source:0;}
div.Section1
	{page:Section1;
	mso-footnote-numbering-style:alpha-lower;
	mso-endnote-numbering-style:alpha-lower;}
@page Section2
	{size:8.5in 11.0in;
	margin:1.0in 1.25in 1.0in 1.25in;
	mso-header-margin:.5in;
	mso-footer-margin:.5in;
	mso-even-header:url("PeterineEpistles-F09_files/header.htm") eh2;
	mso-header:url("PeterineEpistles-F09_files/header.htm") h2;
	mso-even-footer:url("PeterineEpistles-F09_files/header.htm") ef2;
	mso-footer:url("PeterineEpistles-F09_files/header.htm") f2;
	mso-paper-source:0;}
div.Section2
	{page:Section2;}
 /* List Definitions */
 @list l0
	{mso-list-id:1;
	mso-list-template-ids:1;}
@list l0:level1
	{mso-level-suffix:none;
	mso-level-tab-stop:none;
	mso-level-number-position:left;
	margin-left:0in;
	text-indent:0in;}
@list l0:level2
	{mso-level-number-format:alpha-lower;
	mso-level-suffix:none;
	mso-level-tab-stop:none;
	mso-level-number-position:left;
	margin-left:0in;
	text-indent:0in;}
@list l0:level3
	{mso-level-number-format:roman-lower;
	mso-level-suffix:none;
	mso-level-tab-stop:none;
	mso-level-number-position:left;
	margin-left:0in;
	text-indent:0in;}
@list l0:level4
	{mso-level-suffix:none;
	mso-level-tab-stop:none;
	mso-level-number-position:left;
	margin-left:0in;
	text-indent:0in;}
@list l0:level5
	{mso-level-number-format:alpha-lower;
	mso-level-suffix:none;
	mso-level-tab-stop:none;
	mso-level-number-position:left;
	margin-left:0in;
	text-indent:0in;}
@list l0:level6
	{mso-level-number-format:roman-lower;
	mso-level-suffix:none;
	mso-level-tab-stop:none;
	mso-level-number-position:left;
	margin-left:0in;
	text-indent:0in;}
@list l0:level7
	{mso-level-suffix:none;
	mso-level-tab-stop:none;
	mso-level-number-position:left;
	margin-left:0in;
	text-indent:0in;}
@list l0:level8
	{mso-level-number-format:alpha-lower;
	mso-level-suffix:none;
	mso-level-tab-stop:none;
	mso-level-number-position:left;
	margin-left:0in;
	text-indent:0in;}
@list l0:level9
	{mso-level-number-format:roman-lower;
	mso-level-suffix:none;
	mso-level-tab-stop:none;
	mso-level-number-position:left;
	margin-left:0in;
	text-indent:0in;}
@list l1
	{mso-list-id:1489589200;
	mso-list-template-ids:298890252;}
@list l1:level1
	{mso-level-tab-stop:.5in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l2
	{mso-list-id:1578704560;
	mso-list-template-ids:-23164310;}
@list l2: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]--><!--[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:shapelayout></xml><![endif]-->
</head>

<body lang=3DEN-US style=3D'tab-interval:.5in'>

<div class=3DSection1>

<p class=3DMsoNormal style=3D'mso-pagination:none'><b><span style=3D'font-f=
amily:
Tahoma;color:black'><!--[if gte vml 1]><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" 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:126.75pt;
 height:2in' o:ole=3D"">
 <v:imagedata src=3D"PeterineEpistles-F09_files/image001.wmz" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img width=3D169 height=3D192
src=3D"PeterineEpistles-F09_files/image002.gif" v:shapes=3D"_x0000_i1025"><=
![endif]><!--[if gte mso 9]><xml>
 <o:OLEObject Type=3D"Embed" ProgID=3D"Word.Picture.8" ShapeID=3D"_x0000_i1=
025"
  DrawAspect=3D"Content" ObjectID=3D"_1293344881">
 </o:OLEObject>
</xml><![endif]--></span></b><!--[if supportFields]><span style=3D'mso-elem=
ent:
field-begin'></span><span style=3D'mso-spacerun:yes'>&nbsp;</span>SEQ CHAPT=
ER \h
\r 1<![endif]--><!--[if supportFields]><span style=3D'mso-element:field-end=
'></span><![endif]--><b
style=3D'mso-bidi-font-weight:normal'> <span style=3D'mso-tab-count:1'>&nbs=
p;&nbsp;&nbsp;&nbsp; </span></b><st1:place
w:st=3D"on"><st1:PlaceName w:st=3D"on"><b style=3D'mso-bidi-font-weight:nor=
mal'><span
  style=3D'font-size:14.0pt'>Shaw</span></b></st1:PlaceName><b style=3D'mso=
-bidi-font-weight:
 normal'><span style=3D'font-size:14.0pt'> <st1:PlaceType w:st=3D"on">Unive=
rsity</st1:PlaceType>
 <st1:PlaceName w:st=3D"on">Divinity</st1:PlaceName> <st1:PlaceType w:st=3D=
"on">School</st1:PlaceType></span></b></st1:place><b
style=3D'mso-bidi-font-weight:normal'><span style=3D'font-size:14.0pt'> <o:=
p></o:p></span></b></p>

<p class=3DMsoNormal style=3D'margin-left:1.5in;text-indent:.5in;mso-pagina=
tion:
none'><b style=3D'mso-bidi-font-weight:normal'><span style=3D'font-size:14.=
0pt'>- <st1:City
w:st=3D"on"><st1:place w:st=3D"on">High Point</st1:place></st1:City> Extens=
ion
Campus <o:p></o:p></span></b></p>

<p class=3DMsoNormal align=3Dcenter style=3D'text-align:center;mso-paginati=
on:none'><b
style=3D'mso-bidi-font-weight:normal'><span style=3D'font-size:14.0pt'><o:p=
>&nbsp;</o:p></span></b></p>

<p class=3DMsoNormal align=3Dcenter style=3D'text-align:center;mso-paginati=
on:none'><b
style=3D'mso-bidi-font-weight:normal'><span style=3D'font-size:14.0pt'>Fall=
 2009<o:p></o:p></span></b></p>

<p class=3DMsoNormal align=3Dcenter style=3D'text-align:center;mso-paginati=
on:none'><b
style=3D'mso-bidi-font-weight:normal'><span style=3D'font-size:14.0pt'>NTS5=
95-30: <st1:City
w:st=3D"on"><st1:place w:st=3D"on">Reading</st1:place></st1:City> Course (P=
etrine Epistles)<o:p></o:p></span></b></p>

<p class=3DMsoNormal align=3Dcenter style=3D'text-align:center;mso-paginati=
on:none'><b
style=3D'mso-bidi-font-weight:normal'><span style=3D'font-size:14.0pt'><span
style=3D'mso-spacerun:yes'>&nbsp; </span></span></b><!--[if gte vml 1]><v:s=
hape
 id=3D"_x0000_i1026" type=3D"#_x0000_t75" alt=3D"" style=3D'width:77.25pt;h=
eight:157.5pt'>
 <v:imagedata src=3D"PeterineEpistles-F09_files/image003.jpg" o:href=3D"htt=
p://timothypauljones.tripod.com/misquotingtruth/poxy4009gospelofpeter.jpg"/>
</v:shape><![endif]--><![if !vml]><img width=3D103 height=3D210
src=3D"PeterineEpistles-F09_files/image004.jpg" v:shapes=3D"_x0000_i1026"><=
![endif]><b
style=3D'mso-bidi-font-weight:normal'><span style=3D'font-size:14.0pt'><o:p=
></o:p></span></b></p>

<p class=3DMsoNormal style=3D'margin-left:1.5in;text-indent:.5in;mso-pagina=
tion:
none'><span style=3D'font-size:14.0pt'>Class Time: Sat 2:30am-5:00pm<o:p></=
o:p></span></p>

<p class=3DMsoNormal align=3Dcenter style=3D'margin-left:5.5in;text-align:c=
enter;
text-indent:-5.5in;mso-pagination:none'><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal align=3Dcenter style=3D'margin-left:5.5in;text-align:c=
enter;
text-indent:-5.5in;mso-pagination:none'>WELCOME!</p>

<p class=3DMsoNormal style=3D'margin-left:5.5in;text-align:justify;text-ind=
ent:
-5.5in;mso-pagination:none'><span style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nb=
sp;&nbsp;&nbsp;&nbsp;&nbsp;&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;&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;&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;&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;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;=
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nb=
sp;&nbsp;&nbsp;&nbsp; </span><span
style=3D'mso-spacerun:yes'>&nbsp;&nbsp;&nbsp;&nbsp; </span></p>

<p class=3DMsoNormal style=3D'mso-pagination:widow-orphan lines-together'>We
anticipate that students at <st1:place w:st=3D"on"><st1:PlaceName w:st=3D"o=
n">Shaw</st1:PlaceName>
 <st1:PlaceType w:st=3D"on">University</st1:PlaceType> <st1:PlaceName w:st=
=3D"on">Divinity</st1:PlaceName>
 <st1:PlaceType w:st=3D"on">School</st1:PlaceType></st1:place> are committe=
d,
inquisitive, mature learners, who are dedicated to learning for the sake of
Jesus Christ and the Church.<span style=3D'mso-spacerun:yes'>&nbsp; </span>=
This
class will invite you to broaden and deepen your understanding of the Petri=
ne Epistles
in context of other Petrine writings, as we learn together what they have to
say to us in our contemporary world.<span style=3D'mso-spacerun:yes'>&nbsp;
</span></p>

<p class=3DWP9Subtitle style=3D'margin-top:6.0pt;mso-pagination:lines-toget=
her;
page-break-after:avoid'><span style=3D'font-size:12.0pt;mso-bidi-font-size:=
10.0pt;
text-transform:uppercase'><o:p>&nbsp;</o:p></span></p>

<p class=3DWP9Subtitle style=3D'margin-top:6.0pt;mso-pagination:lines-toget=
her;
page-break-after:avoid'><span style=3D'font-size:12.0pt;mso-bidi-font-size:=
10.0pt;
text-transform:uppercase'>Instructor:</span><span style=3D'font-size:12.0pt;
mso-bidi-font-size:10.0pt'><o:p></o:p></span></p>

<p class=3DMsoNormal style=3D'margin-left:3.5in;text-indent:-2.0in;mso-pagi=
nation:
widow-orphan lines-together'>Andrew M. Mbuvi, Ph.D.,</p>

<p class=3DMsoNormal><span style=3D'mso-spacerun:yes'>&nbsp;</span><span
style=3D'mso-tab-count:3'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbs=
p;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp; </span><st1:Street
w:st=3D"on"><st1:address w:st=3D"on">1301 Lincoln Dr</st1:address></st1:Str=
eet>.</p>

<p class=3DMsoNormal><span style=3D'mso-tab-count:3'>&nbsp;&nbsp;&nbsp;&nbs=
p;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbs=
p;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span><st1:place
w:st=3D"on"><st1:City w:st=3D"on">High Point</st1:City>, <st1:State w:st=3D=
"on">NC</st1:State>
 <st1:PostalCode w:st=3D"on">27260</st1:PostalCode></st1:place></p>

<p class=3DMsoNormal style=3D'margin-left:3.5in;text-indent:-2.0in'>Office =
# 144</p>

<p class=3DMsoNormal style=3D'margin-left:3.5in;text-indent:-2.0in'><a
href=3D"mailto:ambuvi@shawu.edu">ambuvi@shawu.edu</a> </p>

<p class=3DMsoNormal style=3D'margin-left:3.5in;text-indent:-2.0in'>Off. Te=
l:
336-886-4974, Ext. 6603</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DWP9Subtitle style=3D'margin-top:6.0pt;mso-pagination:lines-toget=
her'><span
style=3D'font-size:12.0pt;mso-bidi-font-size:10.0pt;text-transform:uppercas=
e'>Office
hours </span><span style=3D'font-size:12.0pt;mso-bidi-font-size:10.0pt'><o:=
p></o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:widow-orphan lines-together'><=
span
style=3D'mso-spacerun:yes'>&nbsp;</span><span style=3D'mso-tab-count:3'>&nb=
sp;&nbsp;&nbsp;&nbsp;&nbsp;&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;&nbsp;&nbsp;&nbsp; </span>Tuesdays<span
style=3D'mso-spacerun:yes'>&nbsp; </span>1:00-6:30 pm</p>

<p class=3DMsoNormal style=3D'margin-left:4.0in;text-indent:-2.5in'>Saturday
7:30-8:00am, 10:00-11:30, 1:30-:2-30, 5:00-6:00 pm</p>

<p class=3DMsoNormal style=3D'margin-left:1.0in;text-indent:.5in'>Other day=
s and
times by appointment only!</p>

<p class=3DWP9Subtitle style=3D'margin-top:6.0pt;mso-pagination:lines-toget=
her'><span
style=3D'text-transform:uppercase'><o:p>&nbsp;</o:p></span></p>

<p class=3DWP9Subtitle style=3D'margin-top:6.0pt;mso-pagination:lines-toget=
her'><span
style=3D'text-transform:uppercase'>Website<o:p></o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:widow-orphan lines-together'>h=
ttp://www.shawuniversity.edu</p>

<p class=3DMsoNormal>This course will include an online component.<span
style=3D'mso-spacerun:yes'>&nbsp; </span>Each student will be enrolled on t=
he
University&#8217;s Blackboard course site.<span style=3D'mso-spacerun:yes'>=
&nbsp;
</span>The website is available as a link on the right-hand side of the
University&#8217;s website listed above.<span style=3D'mso-spacerun:yes'>&n=
bsp;
</span>Students are expected to participate in all the online components of=
 the
course. You may access the website from the computer cluster on campus or f=
rom
any computer with internet access.<span style=3D'mso-spacerun:yes'>&nbsp; <=
/span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none'><i style=3D'mso-bidi-fon=
t-style:
normal'><o:p>&nbsp;</o:p></i></p>

<p class=3DWP9Subtitle style=3D'margin-top:6.0pt;mso-pagination:lines-toget=
her;
tab-stops:-1.0in -.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4=
.5in 5.0in 5.5in 6.0in 6.5in 7.0in 7.5in 8.0in 8.5in 9.0in 9.5in 10.0in 10.=
5in 11.0in 11.5in 12.0in 12.5in 13.0in'><span
style=3D'font-size:12.0pt;mso-bidi-font-size:10.0pt;text-transform:uppercas=
e'><o:p>&nbsp;</o:p></span></p>

<p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><st1:PlaceN=
ame w:st=3D"on"><b
 style=3D'mso-bidi-font-weight:normal'>DIVINITY</b></st1:PlaceName><b
style=3D'mso-bidi-font-weight:normal'> <st1:PlaceType w:st=3D"on">SCHOOL</s=
t1:PlaceType>
<st1:place w:st=3D"on">MISSION</st1:place> STATEMENT<o:p></o:p></b></p>

<p class=3DMsoNormal><st1:place w:st=3D"on"><st1:PlaceName w:st=3D"on">Shaw=
</st1:PlaceName>
 <st1:PlaceType w:st=3D"on">University</st1:PlaceType> <st1:PlaceName w:st=
=3D"on">Divinity</st1:PlaceName>
 <st1:PlaceType w:st=3D"on">School</st1:PlaceType></st1:place> provides Chr=
istian
theological education dedicated to the preparation of clergy and laity for
clinical, pastoral, and teaching/research ministry professions. The <st1:pl=
ace
w:st=3D"on"><st1:PlaceName w:st=3D"on">Divinity</st1:PlaceName> <st1:PlaceT=
ype
 w:st=3D"on">School</st1:PlaceType></st1:place> is committed to the develop=
ment
of a research institute whose focus is leadership in the &#8220;practice of
ministry&#8217; in the African American community, particularly in the Afri=
can
American church.</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><b style=3D=
'mso-bidi-font-weight:
normal'>M.DIV <st1:place w:st=3D"on">MISSION</st1:place> STATEMENT<o:p></o:=
p></b></p>

<p class=3DMsoNormal>The mission of the Master of Divinity degree is to pre=
pare
persons for ordained ministry, for chaplaincy, general pastoral and religio=
us
leadership responsibilities in congregations and other settings, and to pre=
pare
some students for admission to advanced programs oriented to theological
research and teaching. The purpose is consistent with the mission of <st1:p=
lace
w:st=3D"on"><st1:PlaceName w:st=3D"on">Shaw</st1:PlaceName> <st1:PlaceType =
w:st=3D"on">University</st1:PlaceType>
 <st1:PlaceName w:st=3D"on">Divinity</st1:PlaceName> <st1:PlaceType w:st=3D=
"on">School</st1:PlaceType></st1:place>;
the Master of Divinity program focuses on leadership in the &#8220;practice=
 of
ministry,&#8221; particularly in the African American church.</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><b style=3D=
'mso-bidi-font-weight:
normal'>MRE <st1:place w:st=3D"on">MISSION</st1:place> STATEMENT<o:p></o:p>=
</b></p>

<p class=3DMsoNormal>The mission of the Master of Religious Education degre=
e is
to equip persons for competent leadership in Christian Education to serve
congregational ministries and other religious institutions. This purpose is
consistent with the mission of <st1:place w:st=3D"on"><st1:PlaceName w:st=
=3D"on">Shaw</st1:PlaceName>
 <st1:PlaceType w:st=3D"on">University</st1:PlaceType> <st1:PlaceName w:st=
=3D"on">Divinity</st1:PlaceName>
 <st1:PlaceType w:st=3D"on">School</st1:PlaceType></st1:place>; the Master =
of
Religious Education program focuses on leadership in the &#8220;practice of
ministry,&#8221; particularly in the African American Church.</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><b style=3D=
'mso-bidi-font-weight:
normal'>PROGRAM GOALS<o:p></o:p></b></p>

<p class=3DMsoNormal><b style=3D'mso-bidi-font-weight:normal'><o:p>&nbsp;</=
o:p></b></p>

<table class=3DMsoNormalTable border=3D1 cellspacing=3D0 cellpadding=3D0
 style=3D'border-collapse:collapse;border:none;mso-border-alt:solid windowt=
ext .5pt;
 mso-padding-alt:0in 5.4pt 0in 5.4pt'>
 <tr style=3D'mso-yfti-irow:0;mso-yfti-firstrow:yes'>
  <td width=3D283 valign=3Dtop style=3D'width:2.95in;border:solid windowtex=
t 1.0pt;
  mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal>MRE Program Goals</p>
  </td>
  <td width=3D355 valign=3Dtop style=3D'width:3.7in;border:solid windowtext=
 1.0pt;
  border-left:none;mso-border-left-alt:solid windowtext .5pt;mso-border-alt:
  solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal>MDiv Program Goals</p>
  </td>
 </tr>
 <tr style=3D'mso-yfti-irow:1;mso-yfti-lastrow:yes'>
  <td width=3D283 valign=3Dtop style=3D'width:2.95in;border:solid windowtex=
t 1.0pt;
  border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:s=
olid windowtext .5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <ol style=3D'margin-top:0in' start=3D1 type=3D1>
   <li class=3DMsoNormal style=3D'mso-pagination:none;mso-list:l1 level1 lf=
o2;
       tab-stops:list .5in;mso-layout-grid-align:none;text-autospace:none'>=
to
       equip students with the capacity for critical and constructive
       theological reflection regarding the content and processes of
       educational ministry;</li>
   <li class=3DMsoNormal style=3D'mso-pagination:none;mso-list:l1 level1 lf=
o2;
       tab-stops:list .5in;mso-layout-grid-align:none;text-autospace:none'>=
to
       help students understand the educational, social, and behavioral
       sciences that undergird educational practice, as well as the cultural
       contexts in which educational ministry occurs;</li>
   <li class=3DMsoNormal style=3D'mso-pagination:none;mso-list:l1 level1 lf=
o2;
       tab-stops:list .5in;mso-layout-grid-align:none;text-autospace:none'>=
to
       assist students with personal growth and spiritual maturity; and</li>
   <li class=3DMsoNormal style=3D'mso-pagination:none;mso-list:l1 level1 lf=
o2;
       tab-stops:list .5in;mso-layout-grid-align:none;text-autospace:none'>=
to
       provides skills in teaching and in design, administration, and
       assessment of educational programming.</li>
  </ol>
  <p class=3DMsoNormal><o:p>&nbsp;</o:p></p>
  </td>
  <td width=3D355 valign=3Dtop style=3D'width:3.7in;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'>
  <ol style=3D'margin-top:0in' start=3D1 type=3D1>
   <li class=3DMsoNormal style=3D'mso-pagination:none;mso-list:l2 level1 lf=
o3;
       tab-stops:list .5in;mso-layout-grid-align:none;text-autospace:none'>=
to
       provide students with an intellectual atmosphere and a comprehensive,
       discriminating understanding of our religious heritage;</li>
   <li class=3DMsoNormal style=3D'mso-pagination:none;mso-list:l2 level1 lf=
o3;
       tab-stops:list .5in;mso-layout-grid-align:none;text-autospace:none'>=
to
       enhance student training for Christian ministry, mindful of global, =
and
       diverse cross cultural, and non-American Christianities, and interac=
tion
       with other faith traditions;</li>
   <li class=3DMsoNormal style=3D'mso-pagination:none;mso-list:l2 level1 lf=
o3;
       tab-stops:list .5in;mso-layout-grid-align:none;text-autospace:none'>=
to
       support students' development in the personal and spiritual capaciti=
es
       necessary for pastoral and religious leadership, advancing growth in
       personal faith, emotional maturity, moral integrity, and public witn=
ess;</li>
   <li class=3DMsoNormal style=3D'mso-pagination:none;mso-list:l2 level1 lf=
o3;
       tab-stops:list .5in;mso-layout-grid-align:none;text-autospace:none'>=
to
       expand programmatic activities, services, and academic programming to
       enhance student capacity for ministerial and public leadership.</li>
  </ol>
  </td>
 </tr>
</table>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DWP9Subtitle style=3D'margin-top:6.0pt;mso-pagination:lines-toget=
her;
tab-stops:-1.0in -.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4=
.5in 5.0in 5.5in 6.0in 6.5in 7.0in 7.5in 8.0in 8.5in 9.0in 9.5in 10.0in 10.=
5in 11.0in 11.5in 12.0in 12.5in 13.0in'><span
style=3D'font-size:12.0pt;mso-bidi-font-size:10.0pt;text-transform:uppercas=
e'>Course
Description</span><span style=3D'font-size:12.0pt;mso-bidi-font-size:10.0pt=
'><o:p></o:p></span></p>

<p class=3DMsoNormal>(Prerequisite: NT 501 Survey of the New Testament)</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal style=3D'mso-pagination:none'>The primary goal is to i=
ntroduce
the student to the Petrine Epistles literature of the New Testament with the
aim of having a basic awareness of their content and their
interpretations.<span style=3D'mso-spacerun:yes'>&nbsp; </span>The course w=
ill
also familiarize students with the early Petrine literature:<i
style=3D'mso-bidi-font-style:normal'> Gospel of Peter(ca. 2<sup>nd</sup> ce=
nt),
Acts of Peter(2<sup>nd</sup> cent), Acts of Peter and the Twelve Apostles, =
Preaching
of Peter (ca. 2<sup>nd</sup> cent) the Pseudo-Clementines</i>, <i
style=3D'mso-bidi-font-style:normal'>Epistle of Peter to Philip, Epistle of=
 Peter
to James (ca. 3<sup>rd</sup> cent), <span
style=3D'mso-spacerun:yes'>&nbsp;</span>and the Apocalypse of Peter (ca. mi=
d 2<sup>nd</sup>
cent),<span style=3D'mso-spacerun:yes'>&nbsp; </span>Coptic Apocalypse of P=
eter
(ca. 3<sup>rd</sup> cent).<o:p></o:p></i></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><b style=3D'mso-bidi-font-weight:normal'>STUDENT LEARN=
ING
OUTCOMES<o:p></o:p></b></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>The main aim of the course is to give a more in depth
exegetical study of 1 and 2 Peter. The primary focus of the class is to app=
ly
the principles and methods of interpretation in analyzing these early Chris=
tian
documents and seeing how a different dimension of early Christianity besides
the Pauline branch, dealt with the Christian experience. Consequently, the
following will be the SLOs:</p>

<p class=3DMsoNormal><b style=3D'mso-bidi-font-weight:normal'><o:p>&nbsp;</=
o:p></b></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-weight:bold'><o:p>&nbsp;<=
/o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-weight:bold'><o:p>&nbsp;<=
/o:p></span></p>

<table class=3DMsoNormalTable border=3D1 cellspacing=3D0 cellpadding=3D0
 style=3D'margin-left:5.4pt;border-collapse:collapse;border:none;mso-border=
-alt:
 solid windowtext .5pt;mso-padding-alt:0in 5.4pt 0in 5.4pt'>
 <tr style=3D'mso-yfti-irow:0;mso-yfti-firstrow:yes'>
  <td width=3D168 valign=3Dtop style=3D'width:1.75in;border:solid windowtex=
t 1.0pt;
  mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal><b style=3D'mso-bidi-font-weight:normal'>&nbsp;<o:p>=
</o:p></b></p>
  <p class=3DMsoNormal><b style=3D'mso-bidi-font-weight:normal'>At the comp=
letion
  of this course, students will be able to:<o:p></o:p></b></p>
  </td>
  <td width=3D144 valign=3Dtop style=3D'width:1.5in;border:solid windowtext=
 1.0pt;
  border-left:none;mso-border-left-alt:solid windowtext .5pt;mso-border-alt:
  solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal><b style=3D'mso-bidi-font-weight:normal'>Assessment =
of
  Student Learning Outcomes<o:p></o:p></b></p>
  <p class=3DMsoNormal><b style=3D'mso-bidi-font-weight:normal'>(Assessment=
 Tools)<o:p></o:p></b></p>
  </td>
  <td width=3D132 valign=3Dtop style=3D'width:99.0pt;border:solid windowtex=
t 1.0pt;
  border-left:none;mso-border-left-alt:solid windowtext .5pt;mso-border-alt:
  solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal><b style=3D'mso-bidi-font-weight:normal'>Linkage to =
MDiv
  Program Learning Outcomes </b><i style=3D'mso-bidi-font-style:normal'><o:=
p></o:p></i></p>
  <p class=3DMsoNormal><o:p>&nbsp;</o:p></p>
  <p class=3DMsoNormal>&nbsp;<b style=3D'mso-bidi-font-weight:normal'><o:p>=
</o:p></b></p>
  </td>
  <td width=3D132 valign=3Dtop style=3D'width:99.0pt;border:solid windowtex=
t 1.0pt;
  border-left:none;mso-border-left-alt:solid windowtext .5pt;mso-border-alt:
  solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal><b style=3D'mso-bidi-font-weight:normal'>Linkage to =
MRE
  Program Learning Outcomes<o:p></o:p></b></p>
  <p class=3DMsoNormal><i style=3D'mso-bidi-font-style:normal'><o:p>&nbsp;<=
/o:p></i></p>
  </td>
 </tr>
 <tr style=3D'mso-yfti-irow:1'>
  <td width=3D168 valign=3Dtop style=3D'width:1.75in;border:solid windowtex=
t 1.0pt;
  border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:s=
olid windowtext .5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal><span style=3D'mso-spacerun:yes'>&nbsp;</span></p>
  </td>
  <td width=3D144 valign=3Dtop style=3D'width:1.5in;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><span style=3D'mso-spacerun:yes'>&nbsp;</span></p>
  </td>
  <td width=3D132 valign=3Dtop style=3D'width:99.0pt;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><o:p>&nbsp;</o:p></p>
  </td>
  <td width=3D132 valign=3Dtop style=3D'width:99.0pt;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><o:p>&nbsp;</o:p></p>
  </td>
 </tr>
 <tr style=3D'mso-yfti-irow:2'>
  <td width=3D168 valign=3Dtop style=3D'width:1.75in;border:solid windowtex=
t 1.0pt;
  border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:s=
olid windowtext .5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal>1. recognize the distinguishing features of the PE <i
  style=3D'mso-bidi-font-style:normal'>genre</i> and how to read and interp=
ret the
  writings</p>
  <p class=3DMsoNormal><o:p>&nbsp;</o:p></p>
  </td>
  <td width=3D144 valign=3Dtop style=3D'width:1.5in;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>&nbsp;</p>
  <p class=3DMsoNormal><span style=3D'mso-spacerun:yes'>&nbsp;</span><span
  style=3D'mso-spacerun:yes'>&nbsp;</span>Reflection Papers</p>
  </td>
  <td width=3D132 valign=3Dtop style=3D'width:99.0pt;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>&nbsp;</p>
  <p class=3DMsoNormal>1, 2</p>
  </td>
  <td width=3D132 valign=3Dtop style=3D'width:99.0pt;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>&nbsp;2, 3</p>
  </td>
 </tr>
 <tr style=3D'mso-yfti-irow:3'>
  <td width=3D168 valign=3Dtop style=3D'width:1.75in;border:solid windowtex=
t 1.0pt;
  border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:s=
olid windowtext .5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal>2. distinguish between the different &#8220;critical
  methodologies&#8221; that are used today in the interpretation of the PE<=
/p>
  </td>
  <td width=3D144 valign=3Dtop style=3D'width:1.5in;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>&nbsp;</p>
  <p class=3DMsoNormal>Exam Questions, Reflection Papers</p>
  </td>
  <td width=3D132 valign=3Dtop style=3D'width:99.0pt;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>&nbsp;</p>
  <p class=3DMsoNormal>1, 2</p>
  </td>
  <td width=3D132 valign=3Dtop style=3D'width:99.0pt;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>&nbsp;2, 3</p>
  </td>
 </tr>
 <tr style=3D'mso-yfti-irow:4'>
  <td width=3D168 valign=3Dtop style=3D'width:1.75in;border:solid windowtex=
t 1.0pt;
  border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:s=
olid windowtext .5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal>3. identify the benefits and drawbacks of each of the
  different methods of PE interpretation <span
  style=3D'mso-spacerun:yes'>&nbsp;</span></p>
  </td>
  <td width=3D144 valign=3Dtop style=3D'width:1.5in;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>&nbsp;</p>
  <p class=3DMsoNormal>Exam Questions, Reflection Papers</p>
  </td>
  <td width=3D132 valign=3Dtop style=3D'width:99.0pt;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>&nbsp;</p>
  <p class=3DMsoNormal>1, 2,3</p>
  </td>
  <td width=3D132 valign=3Dtop style=3D'width:99.0pt;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>&nbsp;2, 3</p>
  </td>
 </tr>
 <tr style=3D'mso-yfti-irow:5'>
  <td width=3D168 valign=3Dtop style=3D'width:1.75in;border:solid windowtex=
t 1.0pt;
  border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:s=
olid windowtext .5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal>4. know the different presuppositions that underlie =
the
  different interpretation methods applied to the PE</p>
  </td>
  <td width=3D144 valign=3Dtop style=3D'width:1.5in;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>&nbsp;</p>
  <p class=3DMsoNormal><span style=3D'mso-spacerun:yes'>&nbsp;</span><span
  style=3D'mso-spacerun:yes'>&nbsp;</span>Reflection Paper</p>
  </td>
  <td width=3D132 valign=3Dtop style=3D'width:99.0pt;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>1, 2, 3</p>
  </td>
  <td width=3D132 valign=3Dtop style=3D'width:99.0pt;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>&nbsp;2, 3</p>
  </td>
 </tr>
 <tr style=3D'mso-yfti-irow:6'>
  <td width=3D168 valign=3Dtop style=3D'width:1.75in;border:solid windowtex=
t 1.0pt;
  border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:s=
olid windowtext .5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal>5. <span
  style=3D'mso-spacerun:yes'>&nbsp;</span>Significance of PE for preaching =
in
  African and <st1:place w:st=3D"on"><st1:PlaceName w:st=3D"on">African-Ame=
rican</st1:PlaceName><span
   style=3D'mso-spacerun:yes'>&nbsp; </span><st1:PlaceType w:st=3D"on">Chur=
ch</st1:PlaceType></st1:place></p>
  </td>
  <td width=3D144 valign=3Dtop style=3D'width:1.5in;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>&nbsp;</p>
  <p class=3DMsoNormal>&nbsp;</p>
  <p class=3DMsoNormal><span style=3D'mso-spacerun:yes'>&nbsp;</span><span
  style=3D'mso-spacerun:yes'>&nbsp;</span>Reflection Papers</p>
  </td>
  <td width=3D132 valign=3Dtop style=3D'width:99.0pt;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>4</p>
  </td>
  <td width=3D132 valign=3Dtop style=3D'width:99.0pt;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>&nbsp;1</p>
  </td>
 </tr>
 <tr style=3D'mso-yfti-irow:7;mso-yfti-lastrow:yes'>
  <td width=3D168 valign=3Dtop style=3D'width:1.75in;border:solid windowtex=
t 1.0pt;
  border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:s=
olid windowtext .5pt;
  padding:0in 5.4pt 0in 5.4pt'>
  <p class=3DMsoNormal>6. demonstrate ability to write an exegesis paper th=
at
  reflects a good grasp of the background of the biblical text and its
  meaningful present application</p>
  </td>
  <td width=3D144 valign=3Dtop style=3D'width:1.5in;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><o:p>&nbsp;</o:p></p>
  <p class=3DMsoNormal><span style=3D'mso-spacerun:yes'>&nbsp;</span>Reflec=
tion
  Papers</p>
  </td>
  <td width=3D132 valign=3Dtop style=3D'width:99.0pt;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>1, 2, 3, 4</p>
  </td>
  <td width=3D132 valign=3Dtop style=3D'width:99.0pt;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>2, 3, 4</p>
  </td>
 </tr>
</table>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DWP9Subtitle style=3D'margin-top:6.0pt;mso-pagination:lines-toget=
her;
tab-stops:-1.0in -.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4=
.5in 5.0in 5.5in 6.0in 6.5in 7.0in 7.5in 8.0in 8.5in 9.0in 9.5in 10.0in 10.=
5in 11.0in 11.5in 12.0in 12.5in 13.0in'><span
style=3D'font-size:12.0pt;mso-bidi-font-size:10.0pt;text-transform:uppercas=
e'><o:p>&nbsp;</o:p></span></p>

<p class=3DWP9Subtitle style=3D'margin-top:6.0pt;mso-pagination:lines-toget=
her;
tab-stops:-1.0in -.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4=
.5in 5.0in 5.5in 6.0in 6.5in 7.0in 7.5in 8.0in 8.5in 9.0in 9.5in 10.0in 10.=
5in 11.0in 11.5in 12.0in 12.5in 13.0in'><span
style=3D'font-size:12.0pt;mso-bidi-font-size:10.0pt;text-transform:uppercas=
e'><o:p>&nbsp;</o:p></span></p>

<p class=3DWP9Subtitle style=3D'margin-top:6.0pt;mso-pagination:lines-toget=
her;
tab-stops:-1.0in -.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4=
.5in 5.0in 5.5in 6.0in 6.5in 7.0in 7.5in 8.0in 8.5in 9.0in 9.5in 10.0in 10.=
5in 11.0in 11.5in 12.0in 12.5in 13.0in'><span
style=3D'font-size:12.0pt;mso-bidi-font-size:10.0pt;text-transform:uppercas=
e'>Required
Texts<o:p></o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none'>(1) Andrew M. Mbuvi. <st=
1:City
w:st=3D"on"><st1:place w:st=3D"on"><i style=3D'mso-bidi-font-style:normal'>=
Temple</i></st1:place></st1:City><i
style=3D'mso-bidi-font-style:normal'>, Exile and Identity in 1 Peter</i>. <=
st1:City
w:st=3D"on"><st1:place w:st=3D"on">London</st1:place></st1:City>: T &amp; T=
 Clark,
2007.</p>

<p class=3DMsoNormal style=3D'mso-pagination:none'><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal style=3D'mso-pagination:none'>(2) <i style=3D'mso-bidi=
-font-style:
normal'>The HarperCollins Study Bible</i> (ed. Wayne Meeks; <st1:State w:st=
=3D"on"><st1:place
 w:st=3D"on">New York</st1:place></st1:State>: HarperCollins, 1993) which
contains the New Revised Standard Version. If you already own an acceptable
Bible you may use it. Acceptable Bibles include NIV (New International
Version), RSV (Revised Standard Version), NASB (New American Standard Bible=
).
The study notes in the <i style=3D'mso-bidi-font-style:normal'>HarperCollins
Study Bible</i> are very good and it is the text ordered for this class. <b
style=3D'mso-bidi-font-weight:normal'>Bring Bibles to every class session</=
b>.</p>

<p class=3DMsoNormal style=3D'mso-pagination:none'><o:p>&nbsp;</o:p></p>

<p class=3DWP9Subtitle style=3D'margin-top:6.0pt;mso-pagination:lines-toget=
her;
tab-stops:-1.0in -.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4=
.5in 5.0in 5.5in 6.0in 6.5in 7.0in 7.5in 8.0in 8.5in 9.0in 9.5in 10.0in 10.=
5in 11.0in 11.5in 12.0in 12.5in 13.0in'><span
style=3D'font-size:12.0pt;mso-bidi-font-size:10.0pt;text-transform:uppercas=
e'><o:p>&nbsp;</o:p></span></p>

<p class=3DWP9Subtitle style=3D'margin-top:6.0pt;mso-pagination:lines-toget=
her;
tab-stops:-1.0in -.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4=
.5in 5.0in 5.5in 6.0in 6.5in 7.0in 7.5in 8.0in 8.5in 9.0in 9.5in 10.0in 10.=
5in 11.0in 11.5in 12.0in 12.5in 13.0in'><span
style=3D'font-size:12.0pt;mso-bidi-font-size:10.0pt;text-transform:uppercas=
e'>Recommended
Text<o:p></o:p></span></p>

<p class=3DDefault>Fred Lapham. <i style=3D'mso-bidi-font-style:normal'>Pet=
er, The
Myth, The Man, And The Writings: A Study Of Early Petrine Text And Traditio=
n</i>.
Journal for the Study of the New Testament, Supplement Series, no. 239. <st=
1:State
w:st=3D"on">New York</st1:State>: <st1:place w:st=3D"on">Sheffield</st1:pla=
ce>
Academic, 2003.</p>

<p class=3DDefault><o:p>&nbsp;</o:p></p>

<p class=3DDefault>Bart Ehrman, <i style=3D'mso-bidi-font-style:normal'>Lost
Scriptures: Books That Did Not Make it Into the New Testament</i> (<st1:pla=
ce
w:st=3D"on"><st1:State w:st=3D"on">New York</st1:State></st1:place>: Oxford=
 University
Press, 2003).</p>

<p class=3DMsoNormal style=3D'mso-pagination:none'><span style=3D'mso-bidi-=
font-size:
12.0pt'><o:p>&nbsp;</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none'><span style=3D'mso-bidi-=
font-size:
12.0pt'>__________ . <i style=3D'mso-bidi-font-style:normal'>Lost Christian=
ities:
The <st1:City w:st=3D"on">Battle</st1:City> for Scripture and the Faiths</i=
> (<st1:State
w:st=3D"on">New York</st1:State>: <st1:place w:st=3D"on"><st1:PlaceName w:s=
t=3D"on">Oxford</st1:PlaceName>
 <st1:PlaceType w:st=3D"on">University</st1:PlaceType></st1:place> Press, 2=
003)<o:p></o:p></span></p>

<p class=3DWP9Subtitle style=3D'margin-top:6.0pt;mso-pagination:lines-toget=
her;
tab-stops:-1.0in -.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4=
.5in 5.0in 5.5in 6.0in 6.5in 7.0in 7.5in 8.0in 8.5in 9.0in 9.5in 10.0in 10.=
5in 11.0in 11.5in 12.0in 12.5in 13.0in'><span
style=3D'font-size:12.0pt;mso-bidi-font-size:10.0pt;text-transform:uppercas=
e'><o:p>&nbsp;</o:p></span></p>

<p class=3DWP9Subtitle style=3D'margin-top:6.0pt;mso-pagination:lines-toget=
her;
tab-stops:-1.0in -.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4=
.5in 5.0in 5.5in 6.0in 6.5in 7.0in 7.5in 8.0in 8.5in 9.0in 9.5in 10.0in 10.=
5in 11.0in 11.5in 12.0in 12.5in 13.0in'><span
style=3D'font-size:12.0pt;mso-bidi-font-size:10.0pt;text-transform:uppercas=
e'>Specific
Competencies<o:p></o:p></span></p>

<p class=3DMsoNormal>This is a writing intensive class and the student is <=
u>strongly
encouraged</u> to review <b style=3D'mso-bidi-font-weight:normal'>Kate
Turabian,<span style=3D'mso-spacerun:yes'>&nbsp; </span><i style=3D'mso-bid=
i-font-style:
normal'>A Manual for Writers of Term Papers, Theses, and Dissertations </i>=
</b>to
familiarize him/herself with the footnoting styles, correct citation of sou=
rces
and format of writing a research paper.<span style=3D'mso-spacerun:yes'>&nb=
sp;
</span>The instructor also provides supplementary documents to aid student =
in
this regard.</p>

<p class=3DMsoNormal style=3D'mso-pagination:widow-orphan lines-together;
tab-stops:-1.0in -.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4=
.5in 5.0in 5.5in 6.0in 6.5in 7.0in 7.5in 8.0in 8.5in 9.0in 9.5in 10.0in 10.=
5in 11.0in 11.5in 12.0in 12.5in 13.0in'><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal style=3D'mso-pagination:widow-orphan lines-together;
tab-stops:-1.0in -.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4=
.5in 5.0in 5.5in 6.0in 6.5in 7.0in 7.5in 8.0in 8.5in 9.0in 9.5in 10.0in 10.=
5in 11.0in 11.5in 12.0in 12.5in 13.0in'>By
the end of this course students should:</p>

<p class=3Dlevel1 style=3D'margin-left:.75in;mso-pagination:widow-orphan;
mso-list:l0 level1 lfo1;tab-stops:.75in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in=
 4.0in 4.5in 5.0in 5.5in right 6.0in'><![if !supportLists]><span
style=3D'mso-list:Ignore'>1.</span><![endif]><span style=3D'mso-tab-count:1=
'>&nbsp;&nbsp; </span>know
the historical, political and social backgrounds of the Petrine Epistles;</=
p>

<p class=3Dlevel1 style=3D'margin-left:.75in;mso-pagination:widow-orphan;
mso-list:l0 level1 lfo1;tab-stops:.75in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in=
 4.0in 4.5in 5.0in 5.5in right 6.0in'><![if !supportLists]><span
style=3D'mso-list:Ignore'>2.</span><![endif]><span style=3D'mso-tab-count:1=
'>&nbsp;&nbsp; </span><span
style=3D'font-family:"TimesNewRoman\,Bold";mso-bidi-font-family:"TimesNewRo=
man\,Bold"'>Have
a working knowledge of the geographical and social environment of First Cen=
tury
Greco-Roman world and the history of Peter the man;</span></p>

<p class=3Dlevel1 style=3D'margin-left:.75in;mso-pagination:widow-orphan;
mso-list:l0 level1 lfo1;tab-stops:.75in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in=
 4.0in 4.5in 5.0in 5.5in right 6.0in'><![if !supportLists]><span
style=3D'mso-list:Ignore'>3.</span><![endif]><span style=3D'mso-tab-count:1=
'>&nbsp;&nbsp; </span>Be
able to identify the main issues that relate to the study of the Petrine
Epistles.</p>

<p class=3Dlevel1 style=3D'margin-left:.75in;mso-pagination:widow-orphan;
mso-list:l0 level1 lfo1;tab-stops:.75in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in=
 4.0in 4.5in 5.0in 5.5in right 6.0in'><![if !supportLists]><span
style=3D'mso-list:Ignore'>4.</span><![endif]><span
style=3D'mso-spacerun:yes'>&nbsp;&nbsp; </span>Be familiar with the Peterine
Literature from the first three centuries and their significance in the ear=
ly
Church.</p>

<p class=3Dlevel1 style=3D'margin-left:.5in;text-indent:0in;mso-pagination:=
widow-orphan;
tab-stops:.75in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in=
 right 6.0in'><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal style=3D'tab-stops:-1.0in -.5in 0in .5in 1.0in 1.5in 2=
.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in 6.0in 6.5in 7.0in 7.5in 8.0i=
n 8.5in 9.0in 9.5in 10.0in 10.5in 11.0in 11.5in 12.0in 12.5in 13.0in'><o:p>=
&nbsp;</o:p></p>

<p class=3DWP9Subtitle style=3D'margin-top:6.0pt;mso-pagination:lines-toget=
her;
tab-stops:-1.0in -.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4=
.5in 5.0in 5.5in 6.0in 6.5in 7.0in 7.5in 8.0in 8.5in 9.0in 9.5in 10.0in 10.=
5in 11.0in 11.5in 12.0in 12.5in 13.0in'><span
style=3D'font-size:12.0pt;mso-bidi-font-size:10.0pt;text-transform:uppercas=
e'>Attendance
And Course Requirements</span><span style=3D'font-size:12.0pt;mso-bidi-font=
-size:
10.0pt'><o:p></o:p></span></p>

<p class=3DWP9Header style=3D'mso-pagination:lines-together;tab-stops:0in .=
5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in=
'>The
University&#8217;s rule on absence will be observed in this course.<span
style=3D'mso-spacerun:yes'>&nbsp; </span>During the semester, no student ma=
y have
<b style=3D'mso-bidi-font-weight:normal'>unexcused absences</b> in excess o=
f the
number of times the course meets in a week (1).<span
style=3D'mso-spacerun:yes'>&nbsp; </span></p>

<p class=3DWP9Header style=3D'mso-pagination:lines-together;tab-stops:0in .=
5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in=
'><b
style=3D'mso-bidi-font-weight:normal'>Excused absences</b> will be granted =
only
in extraordinary circumstances.<span style=3D'mso-spacerun:yes'>&nbsp; </sp=
an>In
order to get the most out of the course, students must keep excused absence=
s to
a minimum.<span style=3D'mso-spacerun:yes'>&nbsp; </span>It will be very di=
fficult
for a student to complete the course if he or she misses more than three cl=
ass
meetings.<span style=3D'mso-spacerun:yes'>&nbsp; </span></p>

<p class=3DWP9Header style=3D'mso-pagination:lines-together;tab-stops:0in .=
5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in=
'><b
style=3D'mso-bidi-font-weight:normal'>Please see the instructor before you =
miss a
fourth (4) class meeting</b>.<span style=3D'mso-spacerun:yes'>&nbsp; </span=
></p>

<p class=3DWP9Header style=3D'mso-pagination:lines-together;tab-stops:0in .=
5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in=
'><o:p>&nbsp;</o:p></p>

<p class=3DWP9Header style=3D'mso-pagination:lines-together;tab-stops:0in .=
5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in=
'>It
is the <b style=3D'mso-bidi-font-weight:normal'>responsibility of the stude=
nt to
turn in assignments on or before the due date</b> if he or she must be abse=
nt
on the due date.<span style=3D'mso-spacerun:yes'>&nbsp; </span>It is also t=
he
responsibility of the student to get class notes and any handouts from any
missed class meeting.</p>

<p class=3DMsoNormal style=3D'mso-pagination:none'><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal style=3D'mso-pagination:none'><o:p>&nbsp;</o:p></p>

<p class=3Da><o:p>&nbsp;</o:p></p>

<p class=3Da>GRADING</p>

<p class=3Da><o:p>&nbsp;</o:p></p>

<p class=3Da><b style=3D'mso-bidi-font-weight:normal'>Attendance/Preparatio=
n/Participation</b>
(<u>10%</u>)</p>

<p class=3Da>Mandatory and excusable only by prior arrangement with profess=
or.</p>

<p class=3DMsoNormal style=3D'mso-pagination:none'><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal style=3D'mso-pagination:none'><st1:City w:st=3D"on"><s=
t1:place
 w:st=3D"on"><b style=3D'mso-bidi-font-weight:normal'>Reading</b></st1:plac=
e></st1:City><b
style=3D'mso-bidi-font-weight:normal'> Journal</b> (<u>15%)</u> - Each stud=
ent is
expected to read and take notes on the entire collection of Petrine writings
during the semester. To account for this you will keep a journal that recor=
ds
yours thoughts, questions, concerns, etc., that you have as you read each b=
ook
of the Petrine writings. These <b style=3D'mso-bidi-font-weight:normal'>jou=
rnals
will be collected randomly and without prior warning any time</b> by the
professor to record students&#8217; reading progress. </p>

<p class=3DMsoNormal style=3D'mso-pagination:none'><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal style=3D'mso-pagination:none'><b style=3D'mso-bidi-fon=
t-weight:
normal'>Three response papers</b> (5 pp. max. each) (<u>45%</u>) &#8211; Th=
ese
are explained in the schedule below and consist of pre-selected topics deem=
ed
by the professor to be pertinent to the subject matter that we are studying=
.</p>

<p class=3DMsoNormal style=3D'mso-pagination:none'>(<u>Assignments are due =
by
midnight on the due date via blackboard (Instructions: go to Blackboard sit=
e, Log
in, click on &#8220;Tools,&#8221; then click on &#8220;Digital Dropbox&#822=
1;
and &#8220;send&#8221; your paper</u>.)</p>

<p class=3DMsoNormal style=3D'mso-pagination:none'><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal style=3D'mso-pagination:none'><b style=3D'mso-bidi-fon=
t-weight:
normal'>Final Exegetical Paper</b> (12-15pp) (30%)<span
style=3D'mso-spacerun:yes'>&nbsp; </span>- A topic related to Petrine studi=
es
will be chosen by the student in consultation with the professor. This will=
 be
done early on in the semester to allow the student to start developing ideas
and thoughts about the finals project.</p>

<p class=3DMsoNormal>A minimum of <b style=3D'mso-bidi-font-weight:normal'>=
<u>5</u>
scholarly sources</b> (journals, textbooks, etc) will be expected to be cit=
ed
for this assignment. While scholarly websites do exist, such sites as <i
style=3D'mso-bidi-font-style:normal'>Wikipedia</i> do NOT count as scholarly
sources for this class. If you are uncertain that a source is of a scholarly
nature consult the professor before using it. You can also check on the
&#8220;Electronic Resources&#8221; on the Shaw University Library website.<=
/p>

<p class=3DMsoNormal style=3D'mso-pagination:none'><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal style=3D'mso-pagination:none'><span style=3D'text-tran=
sform:
uppercase'><o:p>&nbsp;</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none'><span style=3D'text-tran=
sform:
uppercase'>Grading Scale<o:p></o:p></span></p>

<p class=3DWP9Header>The following grading scale will be used for all
assignments:</p>

<p class=3DWP9Header><o:p>&nbsp;</o:p></p>

<p class=3DWP9Header style=3D'tab-stops:0in .5in 1.0in 1.5in 2.0in 2.5in 3.=
0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'>A<span
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; =
</span>90-100</p>

<p class=3DWP9Header style=3D'tab-stops:0in .5in 1.0in 1.5in 2.0in 2.5in 3.=
0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'>B<span
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp; </span>80-89</p>

<p class=3DWP9Header style=3D'tab-stops:0in .5in 1.0in 1.5in 2.0in 2.5in 3.=
0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'>C<span
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; =
</span>70-79</p>

<p class=3DWP9Header style=3D'tab-stops:0in .5in 1.0in 1.5in 2.0in 2.5in 3.=
0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'>D<span
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; =
</span>60-69</p>

<p class=3DWP9Header style=3D'tab-stops:0in .5in 1.0in 1.5in 2.0in 2.5in 3.=
0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'>F<span
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp; </span>below
60</p>

<p class=3DWP9Header style=3D'tab-stops:0in .5in 1.0in 1.5in 2.0in 2.5in 3.=
0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><o:p>&nbsp;</o:p></p>

<p class=3DWP9Header style=3D'tab-stops:0in .5in 1.0in 1.5in 2.0in 2.5in 3.=
0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'>I<span
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp;&nbsp; </span>An
incomplete is given only when extraordinary circumstances (extended illness,
death in the family, etc.) prevent a passing student from completing all the
assignments before the end of the semester.<span
style=3D'mso-spacerun:yes'>&nbsp; </span>An incomplete must be made up befo=
re the
end of the following semester, or the grade will automatically change to F,=
 and
the course must be repeated.<span style=3D'mso-spacerun:yes'>&nbsp; </span>=
<b
style=3D'mso-bidi-font-weight:normal'>Please note:</b><span
style=3D'mso-spacerun:yes'>&nbsp; </span>Any student who receives an incomp=
lete,
regardless of the reason, will <b style=3D'mso-bidi-font-weight:normal'>not=
</b>
be able to receive an A in the course.<span style=3D'mso-spacerun:yes'>&nbs=
p;
</span>The highest grade possible for a student who receives an incomplete =
will
be a B.</p>

<p class=3DWP9Header style=3D'tab-stops:0in .5in 1.0in 1.5in 2.0in 2.5in 3.=
0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><o:p>&nbsp;</o:p></p>

<p class=3DWP9Header style=3D'tab-stops:0in .5in 1.0in 1.5in 2.0in 2.5in 3.=
0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'>All
written assignments should conform to the guidelines in the <st1:place w:st=
=3D"on"><st1:PlaceName
 w:st=3D"on">Divinity</st1:PlaceName> <st1:PlaceType w:st=3D"on">School</st=
1:PlaceType></st1:place>&#8217;s
&#8220;Guidelines for Written Assignments,&#8221; available in the Divinity
School Office.<span style=3D'mso-spacerun:yes'>&nbsp; </span>The following
criteria will be used in evaluating all written assignments.</p>

<p class=3DWP9Header style=3D'tab-stops:0in .5in 1.0in 1.5in 2.0in 2.5in 3.=
0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><b
style=3D'mso-bidi-font-weight:normal'>A</b><span style=3D'mso-tab-count:1'>=
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>Indicates
the student has significantly exceeded the minimum expectations for the
assignment.<span style=3D'mso-spacerun:yes'>&nbsp; </span>The student has
consulted the relevant scholars and has consistently entered into dialogue =
with
these scholars, offering his/her critique of the relevant sources.<span
style=3D'mso-spacerun:yes'>&nbsp; </span>All the required parts of the assi=
gnment
are present, and the written presentation is consistently above average, wi=
th
no errors in spelling or grammar.</p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><o=
:p>&nbsp;</o:p></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><b
style=3D'mso-bidi-font-weight:normal'>B</b><span style=3D'mso-tab-count:1'>=
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>Indicates
the student has exceeded the minimum expectations for the assignment.<span
style=3D'mso-spacerun:yes'>&nbsp; </span>The student has consulted relevant
scholars and has entered into dialogue with most of them, offering his/her
critique of the sources.<span style=3D'mso-spacerun:yes'>&nbsp; </span>All =
the
required parts of the assignment are present, and the written presentation =
is
above average, with no errors in spelling or grammar.</p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><o=
:p>&nbsp;</o:p></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><b
style=3D'mso-bidi-font-weight:normal'>C</b><span style=3D'mso-tab-count:1'>=
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>Indicates
the student has met the minimum expectations for the assignment.<span
style=3D'mso-spacerun:yes'>&nbsp; </span>The student has consulted relevant
scholars and has represented their views well, at least occasionally </p>

 class=3DSection2>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'>of=
fering
a critique of the sources.<span style=3D'mso-spacerun:yes'>&nbsp; </span>The
required parts of the assignment are present, and the written presentation =
is
acceptable, with minimal errors in spelling or grammar.</p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><o=
:p>&nbsp;</o:p></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><b
style=3D'mso-bidi-font-weight:normal'>D</b><span style=3D'mso-tab-count:1'>=
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>Indicates
the student has not met the minimum expectations for the assignment in one =
or
more of the following ways:<span style=3D'mso-spacerun:yes'>&nbsp;
</span>significant critical scholarship is not consulted; significant segme=
nts
of the assignment are missing or inadequate; or the written presentation is
inadequate in grammar, spelling, or format.</p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><o=
:p>&nbsp;</o:p></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><b
style=3D'mso-bidi-font-weight:normal'>F</b><span style=3D'mso-tab-count:1'>=
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>Indicates
the work is not acceptable for graduate-level study.</p>

<p class=3DWP9Subtitle style=3D'margin-top:6.0pt;mso-pagination:lines-toget=
her;
page-break-after:avoid;tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0=
in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><span
style=3D'font-size:12.0pt;mso-bidi-font-size:10.0pt;text-transform:uppercas=
e'><o:p>&nbsp;</o:p></span></p>

<p class=3DWP9Subtitle style=3D'margin-top:6.0pt;mso-pagination:lines-toget=
her;
page-break-after:avoid;tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0=
in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><span
style=3D'font-size:12.0pt;mso-bidi-font-size:10.0pt;text-transform:uppercas=
e'>assignments</span><span
style=3D'font-size:12.0pt;mso-bidi-font-size:10.0pt'><o:p></o:p></span></p>

<p class=3DWP9Heading3 style=3D'mso-pagination:lines-together;tab-stops:-.5=
in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in rig=
ht 6.0in'>Honor
Pledge<!--[if supportFields]><span style=3D'mso-element:field-begin'></span=
> TC
\l3 &quot;<![endif]--><!--[if supportFields]><span style=3D'mso-element:fie=
ld-end'></span><![endif]--></p>

<p class=3DMsoNormal style=3D'mso-pagination:lines-together;tab-stops:-.5in=
 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right=
 6.0in'><span
style=3D'color:black'>The University policy on plagiarism will apply to all
assignments in this course.<span style=3D'mso-spacerun:yes'>&nbsp; </span>A=
ll
assignments will be submitted with the following honor pledge:<o:p></o:p></=
span></p>

<p class=3DMsoNormal style=3D'mso-pagination:lines-together;tab-stops:-.5in=
 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right=
 6.0in'><span
style=3D'color:black'><o:p>&nbsp;</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><b
style=3D'mso-bidi-font-weight:normal'><i style=3D'mso-bidi-font-style:norma=
l'><span
style=3D'color:black'>I affirm that the contents of this assignment are my =
own
writing.<span style=3D'mso-spacerun:yes'>&nbsp; </span>Nothing in this pape=
r is
copied from a textbook, copied from other books, downloaded from the intern=
et,
or copied from any other source.<span style=3D'mso-spacerun:yes'>&nbsp; </s=
pan>I
understand that if I violate this affirmation, I will receive a failing gra=
de
on this assignment and possibly in the class.<span
style=3D'mso-spacerun:yes'>&nbsp; </span><o:p></o:p></span></i></b></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><b
style=3D'mso-bidi-font-weight:normal'><i style=3D'mso-bidi-font-style:norma=
l'><span
style=3D'color:black'><o:p>&nbsp;</o:p></span></i></b></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'>The university policy on plagiarism further states th=
at
repeated violations may result in suspension from the university.<o:p></o:p=
></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'><o:p>&nbsp;</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'><o:p>&nbsp;</o:p></span></p>

<p class=3DWP9Subtitle style=3D'margin-top:6.0pt;mso-pagination:lines-toget=
her;
tab-stops:-1.0in -.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4=
.5in 5.0in 5.5in 6.0in 6.5in 7.0in 7.5in 8.0in 8.5in 9.0in 9.5in 10.0in 10.=
5in 11.0in 11.5in 12.0in 12.5in 13.0in'><u><span
style=3D'font-size:12.0pt;mso-bidi-font-size:10.0pt;text-transform:uppercas=
e'>Class
Schedule<o:p></o:p></span></u></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'><o:p>&nbsp;</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'>Jan 17 <span style=3D'mso-tab-count:2'>&nbsp;&nbsp;&n=
bsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>Course
Introduction <o:p></o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'><o:p>&nbsp;</o:p></span></p>

<p class=3DMsoNormal style=3D'margin-left:1.0in;text-indent:-1.0in;mso-pagi=
nation:
none;tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5=
in 5.0in 5.5in right 6.0in'><span
style=3D'color:black'>Jan 24<span style=3D'mso-tab-count:1'>&nbsp; </span><=
span
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp;&nbsp;&nbsp; </span>Peter
in the Bible and outside the Bible<o:p></o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'><span style=3D'mso-spacerun:yes'>&nbsp; </span><span
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp; </span><o:p></o:p></span></p>

<p class=3DMsoNormal style=3D'margin-left:1.0in;text-indent:-1.0in;mso-pagi=
nation:
none;tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5=
in 5.0in 5.5in right 6.0in'><span
style=3D'color:black'><o:p>&nbsp;</o:p></span></p>

<p class=3DMsoNormal style=3D'margin-left:1.0in;text-indent:-1.0in;mso-pagi=
nation:
none;tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5=
in 5.0in 5.5in right 6.0in'><span
style=3D'color:black'>Jan 31<span style=3D'mso-tab-count:1'>&nbsp; </span><=
span
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp;&nbsp;&nbsp; </span>Peter
in the Gospels and Acts<o:p></o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'><span style=3D'mso-tab-count:2'>&nbsp;&nbsp;&nbsp;&nb=
sp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;=
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span><b
style=3D'mso-bidi-font-weight:normal'><span
style=3D'mso-spacerun:yes'>&nbsp;</span><u><o:p></o:p></u></b></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'><o:p>&nbsp;</o:p></span></p>

<p class=3DMsoNormal style=3D'margin-left:1.0in;text-indent:-1.0in;mso-pagi=
nation:
none;tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5=
in 5.0in 5.5in right 6.0in'><span
style=3D'color:black'>Feb 7<span style=3D'mso-tab-count:2'>&nbsp;&nbsp;&nbs=
p;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span=
>Non-Biblical
Petrine Documents and Peter in Early Church History<o:p></o:p></span></p>

<p class=3DMsoNormal style=3D'margin-left:1.0in;text-indent:-1.0in;mso-pagi=
nation:
none;tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5=
in 5.0in 5.5in right 6.0in'><span
style=3D'color:black'><span style=3D'mso-tab-count:2'>&nbsp;&nbsp;&nbsp;&nb=
sp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;=
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>Erhman,
<i style=3D'mso-bidi-font-style:normal'>Lost Christianity</i>, ch. 1<o:p></=
o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><b
style=3D'mso-bidi-font-weight:normal'><span style=3D'color:black'><span
style=3D'mso-tab-count:2'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbs=
p;&nbsp;&nbsp; </span><u>Due:
Assignment 1 </u><o:p></o:p></span></b></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><b
style=3D'mso-bidi-font-weight:normal'><span style=3D'color:black'><o:p>&nbs=
p;</o:p></span></b></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'><o:p>&nbsp;</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'>Feb 14<span style=3D'mso-tab-count:2'>&nbsp;&nbsp;&nb=
sp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>Relationsh=
ip
of Petrine Epistles and Backgrounds for <st1:City w:st=3D"on"><st1:place w:=
st=3D"on">Reading</st1:place></st1:City><o:p></o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'><span style=3D'mso-tab-count:2'>&nbsp;&nbsp;&nbsp;&nb=
sp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;=
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span><o:p></o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'><o:p>&nbsp;</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'>Feb 28<span style=3D'mso-tab-count:2'>&nbsp;&nbsp;&nb=
sp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>1
Peter 1<o:p></o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'><o:p>&nbsp;</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'><o:p>&nbsp;</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'>Mar 7<span style=3D'mso-tab-count:2'>&nbsp;&nbsp;&nbs=
p;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span=
>1
Peter 2<o:p></o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'><span style=3D'mso-tab-count:2'>&nbsp;&nbsp;&nbsp;&nb=
sp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;=
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span><b
style=3D'mso-bidi-font-weight:normal'>Due: <span
style=3D'mso-spacerun:yes'>&nbsp;</span>Assignment 2 <o:p></o:p></b></span>=
</p>

<p class=3DMsoNormal style=3D'margin-left:1.0in;text-indent:-1.0in;mso-pagi=
nation:
none;tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5=
in 5.0in 5.5in right 6.0in'><span
style=3D'color:black'><o:p>&nbsp;</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'>Mar 14<span style=3D'mso-tab-count:1'> </span><span
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp;&nbsp;&nbsp; </span>1
Peter 3<o:p></o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'><span style=3D'mso-tab-count:2'>&nbsp;&nbsp;&nbsp;&nb=
sp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;=
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span><b
style=3D'mso-bidi-font-weight:normal'><span
style=3D'mso-spacerun:yes'>&nbsp;</span></b><o:p></o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'><o:p>&nbsp;</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'>Mar 28<span style=3D'mso-tab-count:1'> </span><span
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp;&nbsp;&nbsp; </span>1
Peter 4<span style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;=
&nbsp;&nbsp;&nbsp; </span>
<o:p></o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><b
style=3D'mso-bidi-font-weight:normal'><u><span style=3D'color:black'><o:p><=
span
 style=3D'text-decoration:none'>&nbsp;</span></o:p></span></u></b></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'><o:p>&nbsp;</o:p></span></p>

<p class=3DMsoNormal style=3D'margin-left:1.0in;text-indent:-1.0in;mso-pagi=
nation:
none;tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5=
in 5.0in 5.5in right 6.0in'><span
style=3D'color:black'>Apr 4<span style=3D'mso-tab-count:2'>&nbsp;&nbsp;&nbs=
p;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span=
>1
Peter 5<o:p></o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'><span style=3D'mso-tab-count:2'>&nbsp;&nbsp;&nbsp;&nb=
sp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;=
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span><b
style=3D'mso-bidi-font-weight:normal'><span
style=3D'mso-spacerun:yes'>&nbsp;</span></b><span
style=3D'mso-spacerun:yes'>&nbsp;</span><o:p></o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'><o:p>&nbsp;</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'>Apr 11<span style=3D'mso-tab-count:1'> </span><span
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp;&nbsp;&nbsp; </span>Spring/Easter
Break &#8211; NO CLASS<o:p></o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'><span style=3D'mso-tab-count:2'>&nbsp;&nbsp;&nbsp;&nb=
sp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;=
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span><b
style=3D'mso-bidi-font-weight:normal'><span
style=3D'mso-spacerun:yes'>&nbsp;</span>Due: Assignment 3 <o:p></o:p></b></=
span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'><span style=3D'mso-tab-count:5'>&nbsp;&nbsp;&nbsp;&nb=
sp;&nbsp;&nbsp;&nbsp;&nbsp;&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;&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><o:p></o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'><o:p>&nbsp;</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'>Apr 18<span style=3D'mso-tab-count:1'> </span><span
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp;&nbsp;&nbsp; </span>Background
for 2 Peter (Relationship to Jude)<o:p></o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'><span style=3D'mso-tab-count:2'>&nbsp;&nbsp;&nbsp;&nb=
sp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;=
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>2
Peter 1-2<o:p></o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><b
style=3D'mso-bidi-font-weight:normal'><span style=3D'color:black'><span
style=3D'mso-spacerun:yes'>&nbsp;</span></span></b><span style=3D'color:bla=
ck'><o:p></o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><b
style=3D'mso-bidi-font-weight:normal'><span style=3D'color:black'><o:p>&nbs=
p;</o:p></span></b></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'>Apr 25<span style=3D'mso-tab-count:1'> </span><span
style=3D'mso-tab-count:1'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp;&nbsp;&nbsp; </span>2
Peter 3-4<o:p></o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'><span style=3D'mso-tab-count:2'>&nbsp;&nbsp;&nbsp;&nb=
sp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;=
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span><b
style=3D'mso-bidi-font-weight:normal'><span
style=3D'mso-spacerun:yes'>&nbsp;</span></b><o:p></o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><b
style=3D'mso-bidi-font-weight:normal'><span style=3D'color:black'><span
style=3D'mso-spacerun:yes'>&nbsp;</span><span
style=3D'mso-spacerun:yes'>&nbsp;</span></span></b><span style=3D'color:bla=
ck'><o:p></o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'>May 2<span style=3D'mso-tab-count:2'>&nbsp;&nbsp;&nbs=
p;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>Peter=
ine
Writings and Preaching <b style=3D'mso-bidi-font-weight:normal'><o:p></o:p>=
</b></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><b
style=3D'mso-bidi-font-weight:normal'><span style=3D'color:black'><span
style=3D'mso-tab-count:2'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbs=
p;&nbsp;&nbsp; </span>Final
Paper Due</span></b><span style=3D'color:black'><span style=3D'mso-tab-coun=
t:3'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbs=
p;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span><o:p></o:p></span></=
p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'><o:p>&nbsp;</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'><o:p>&nbsp;</o:p></span></p>

<p class=3DMsoNormal style=3D'margin-left:1.0in;text-indent:-1.0in;mso-pagi=
nation:
none;tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5=
in 5.0in 5.5in right 6.0in'><span
style=3D'color:black'>May 9 <span style=3D'mso-tab-count:2'>&nbsp;&nbsp;&nb=
sp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>Commenceme=
nt<o:p></o:p></span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'><o:p>&nbsp;</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'><o:p>&nbsp;=
</o:p></span></p>

<p class=3DMsoNormal style=3D'mso-line-height-alt:0pt;mso-pagination:none;
tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.=
0in 5.5in right 6.0in'><span
style=3D'font-size:8.0pt;mso-bidi-font-size:10.0pt;color:black'>Note: Sylla=
bus is
subject to change at the discretion of the professor, without prior
notice.<span style=3D'mso-spacerun:yes'>&nbsp; </span><span style=3D'mso-ta=
b-count:
4'>&nbsp;&nbsp;&nbsp;&nbsp;&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;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>AMM0=
1/17/09</span></p>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><s=
pan
style=3D'color:black'><o:p>&nbsp;</o:p></span></p>

</div>

</body>

</html>

------=_NextPart_01C97563.3110DA90
Content-Location: file:///C:/D1479E39/PeterineEpistles-F09_files/image001.wmz
Content-Transfer-Encoding: base64
Content-Type: image/x-wmz
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------=_NextPart_01C97563.3110DA90
Content-Location: file:///C:/D1479E39/PeterineEpistles-F09_files/image002.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
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------=_NextPart_01C97563.3110DA90
Content-Location: file:///C:/D1479E39/PeterineEpistles-F09_files/image003.jpg
Content-Transfer-Encoding: base64
Content-Type: image/jpeg
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------=_NextPart_01C97563.3110DA90
Content-Location: file:///C:/D1479E39/PeterineEpistles-F09_files/image004.jpg
Content-Transfer-Encoding: base64
Content-Type: image/jpeg
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------=_NextPart_01C97563.3110DA90
Content-Location: file:///C:/D1479E39/PeterineEpistles-F09_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 11">
<meta name=3DOriginator content=3D"Microsoft Word 11">
<link id=3DMain-File rel=3DMain-File href=3D"../PeterineEpistles-F09.htm">
<![if IE]>
<base href=3D"file:///C:\D1479E39\PeterineEpistles-F09_files\header.htm"
id=3D"webarch_temp_base_tag">
<![endif]><o:SmartTagType
 namespaceuri=3D"urn:schemas-microsoft-com:office:smarttags" name=3D"Postal=
Code"/>
<o:SmartTagType namespaceuri=3D"urn:schemas-microsoft-com:office:smarttags"
 name=3D"State"/>
<o:SmartTagType namespaceuri=3D"urn:schemas-microsoft-com:office:smarttags"
 name=3D"Street"/>
<o:SmartTagType namespaceuri=3D"urn:schemas-microsoft-com:office:smarttags"
 name=3D"City"/>
<o:SmartTagType namespaceuri=3D"urn:schemas-microsoft-com:office:smarttags"
 name=3D"address"/>
<o:SmartTagType namespaceuri=3D"urn:schemas-microsoft-com:office:smarttags"
 name=3D"PlaceName"/>
<o:SmartTagType namespaceuri=3D"urn:schemas-microsoft-com:office:smarttags"
 name=3D"PlaceType"/>
<o:SmartTagType namespaceuri=3D"urn:schemas-microsoft-com:office:smarttags"
 name=3D"place"/>
</head>

<body lang=3DEN-US link=3Dblue>

<div style=3D'mso-element:footnote-separator' id=3Dfs>

<p class=3DMsoNormal><span style=3D'mso-special-character:footnote-separato=
r'><![if !supportFootnotes]>

<hr align=3Dleft size=3D1 width=3D"33%">

<![endif]></span></p>

</div>

<div style=3D'mso-element:footnote-continuation-separator' id=3Dfcs>

<p class=3DMsoNormal><span style=3D'mso-special-character:footnote-continua=
tion-separator'><![if !supportFootnotes]>

<hr align=3Dleft size=3D1>

<![endif]></span></p>

</div>

<div style=3D'mso-element:endnote-separator' id=3Des>

<p class=3DMsoNormal><span style=3D'mso-special-character:footnote-separato=
r'><![if !supportFootnotes]>

<hr align=3Dleft size=3D1 width=3D"33%">

<![endif]></span></p>

</div>

<div style=3D'mso-element:endnote-continuation-separator' id=3Decs>

<p class=3DMsoNormal><span style=3D'mso-special-character:footnote-continua=
tion-separator'><![if !supportFootnotes]>

<hr align=3Dleft size=3D1>

<![endif]></span></p>

</div>

<div style=3D'mso-element:header' id=3Deh2>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><o=
:p>&nbsp;</o:p></p>

</div>

<div style=3D'mso-element:header' id=3Dh2>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><o=
:p>&nbsp;</o:p></p>

</div>

<div style=3D'mso-element:footer' id=3Def2>

<div style=3D'mso-element:frame;mso-element-frame-width:6.5in;mso-element-f=
rame-height:
14.0pt;mso-element-wrap:no-wrap-beside;mso-element-anchor-vertical:page;
mso-element-anchor-horizontal:column;mso-element-top:9.8in'>

<table cellspacing=3D0 cellpadding=3D0 hspace=3D0 vspace=3D0 width=3D624 he=
ight=3D19>
 <tr>
  <td valign=3Dtop align=3Dleft height=3D19 style=3D'padding-top:0in;paddin=
g-right:
  0in;padding-bottom:0in;padding-left:0in'>
  <p class=3DMsoNormal align=3Dcenter style=3D'text-align:center;mso-line-h=
eight-alt:
  0pt;mso-pagination:none;tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in =
3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in;
  mso-element:frame;mso-element-frame-width:6.5in;mso-element-frame-height:
  14.0pt;mso-element-wrap:no-wrap-beside;mso-element-anchor-vertical:page;
  mso-element-anchor-horizontal:column;mso-element-top:9.8in'><span
  style=3D'display:none;mso-hide:all'><o:p></o:p></span></p>
  </td>
 </tr>
</table>

</div>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><o=
:p>&nbsp;</o:p></p>

</div>

<div style=3D'mso-element:footer' id=3Df2>

<div style=3D'mso-element:frame;mso-element-frame-width:6.5in;mso-element-f=
rame-height:
14.0pt;mso-element-wrap:no-wrap-beside;mso-element-anchor-vertical:page;
mso-element-anchor-horizontal:column;mso-element-top:9.8in'>

<table cellspacing=3D0 cellpadding=3D0 hspace=3D0 vspace=3D0 width=3D624 he=
ight=3D19>
 <tr>
  <td valign=3Dtop align=3Dleft height=3D19 style=3D'padding-top:0in;paddin=
g-right:
  0in;padding-bottom:0in;padding-left:0in'>
  <p class=3DMsoNormal align=3Dcenter style=3D'text-align:center;mso-line-h=
eight-alt:
  0pt;mso-pagination:none;tab-stops:-.5in 0in .5in 1.0in 1.5in 2.0in 2.5in =
3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in;
  mso-element:frame;mso-element-frame-width:6.5in;mso-element-frame-height:
  14.0pt;mso-element-wrap:no-wrap-beside;mso-element-anchor-vertical:page;
  mso-element-anchor-horizontal:column;mso-element-top:9.8in'><span
  style=3D'display:none;mso-hide:all'><o:p></o:p></span></p>
  </td>
 </tr>
</table>

</div>

<p class=3DMsoNormal style=3D'mso-pagination:none;tab-stops:-.5in 0in .5in =
1.0in 1.5in 2.0in 2.5in 3.0in 3.5in 4.0in 4.5in 5.0in 5.5in right 6.0in'><o=
:p>&nbsp;</o:p></p>

</div>

</body>

</html>

------=_NextPart_01C97563.3110DA90
Content-Location: file:///C:/D1479E39/PeterineEpistles-F09_files/oledata.mso
Content-Transfer-Encoding: base64
Content-Type: application/x-mso
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==

------=_NextPart_01C97563.3110DA90
Content-Location: file:///C:/D1479E39/PeterineEpistles-F09_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"../PeterineEpistles-F09.htm"/>
 <o:File HRef=3D"image001.wmz"/>
 <o:File HRef=3D"image002.gif"/>
 <o:File HRef=3D"image003.jpg"/>
 <o:File HRef=3D"image004.jpg"/>
 <o:File HRef=3D"header.htm"/>
 <o:File HRef=3D"oledata.mso"/>
 <o:File HRef=3D"filelist.xml"/>
</xml>
------=_NextPart_01C97563.3110DA90--

