MIME-Version: 1.0
Content-Type: multipart/related; boundary="----=_NextPart_01C928A0.BFC5F5F0"

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 Windows® Internet Explorer®.

------=_NextPart_01C928A0.BFC5F5F0
Content-Location: file:///C:/3359C638/Ex42008.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:m=3D"http://schemas.microsoft.com/office/2004/12/omml"
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 12">
<meta name=3DOriginator content=3D"Microsoft Word 12">
<link rel=3DFile-List href=3D"Ex42008_files/filelist.xml">
<link rel=3DEdit-Time-Data href=3D"Ex42008_files/editdata.mso">
<!--[if !mso]>
<style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
w\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
</style>
<![endif]-->
<title>Linear Referencing</title>
<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"City"/>
<o:SmartTagType namespaceuri=3D"urn:schemas-microsoft-com:office:smarttags"
 name=3D"place"/>
<!--[if gte mso 9]><xml>
 <o:DocumentProperties>
  <o:Author>maidment</o:Author>
  <o:Template>Normal</o:Template>
  <o:LastAuthor>maidment</o:LastAuthor>
  <o:Revision>2</o:Revision>
  <o:TotalTime>64</o:TotalTime>
  <o:LastPrinted>2006-10-12T10:10:00Z</o:LastPrinted>
  <o:Created>2008-10-07T22:18:00Z</o:Created>
  <o:LastSaved>2008-10-07T22:18:00Z</o:LastSaved>
  <o:Pages>50</o:Pages>
  <o:Words>4122</o:Words>
  <o:Characters>23501</o:Characters>
  <o:Company>University of Texas at Austin</o:Company>
  <o:Lines>195</o:Lines>
  <o:Paragraphs>55</o:Paragraphs>
  <o:CharactersWithSpaces>27568</o:CharactersWithSpaces>
  <o:Version>12.00</o:Version>
 </o:DocumentProperties>
</xml><![endif]-->
<link rel=3DthemeData href=3D"Ex42008_files/themedata.thmx">
<link rel=3DcolorSchemeMapping href=3D"Ex42008_files/colorschememapping.xml=
">
<!--[if gte mso 9]><xml>
 <w:WordDocument>
  <w:TrackMoves>false</w:TrackMoves>
  <w:TrackFormatting/>
  <w:ValidateAgainstSchemas/>
  <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
  <w:IgnoreMixedContent>false</w:IgnoreMixedContent>
  <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
  <w:DoNotPromoteQF/>
  <w:LidThemeOther>EN-US</w:LidThemeOther>
  <w:LidThemeAsian>X-NONE</w:LidThemeAsian>
  <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
  <w:Compatibility>
   <w:BreakWrappedTables/>
   <w:SnapToGridInCell/>
   <w:WrapTextWithPunct/>
   <w:UseAsianBreakRules/>
   <w:UseWord2002TableStyleRules/>
   <w:DontUseIndentAsNumberingTabStop/>
   <w:FELineBreak11/>
   <w:WW11IndentRules/>
   <w:DontAutofitConstrainedTables/>
   <w:AutofitLikeWW11/>
   <w:HangulWidthLikeWW11/>
   <w:UseNormalStyleForList/>
  </w:Compatibility>
  <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
  <m:mathPr>
   <m:mathFont m:val=3D"Cambria Math"/>
   <m:brkBin m:val=3D"before"/>
   <m:brkBinSub m:val=3D"&#45;-"/>
   <m:smallFrac m:val=3D"off"/>
   <m:dispDef/>
   <m:lMargin m:val=3D"0"/>
   <m:rMargin m:val=3D"0"/>
   <m:defJc m:val=3D"centerGroup"/>
   <m:wrapIndent m:val=3D"1440"/>
   <m:intLim m:val=3D"subSup"/>
   <m:naryLim m:val=3D"undOvr"/>
  </m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
 <w:LatentStyles DefLockedState=3D"false" DefUnhideWhenUsed=3D"false"
  DefSemiHidden=3D"false" DefQFormat=3D"false" LatentStyleCount=3D"267">
  <w:LsdException Locked=3D"false" QFormat=3D"true" Name=3D"Normal"/>
  <w:LsdException Locked=3D"false" QFormat=3D"true" Name=3D"heading 1"/>
  <w:LsdException Locked=3D"false" QFormat=3D"true" Name=3D"heading 2"/>
  <w:LsdException Locked=3D"false" QFormat=3D"true" Name=3D"heading 3"/>
  <w:LsdException Locked=3D"false" QFormat=3D"true" Name=3D"heading 4"/>
  <w:LsdException Locked=3D"false" QFormat=3D"true" Name=3D"heading 5"/>
  <w:LsdException Locked=3D"false" QFormat=3D"true" Name=3D"heading 6"/>
  <w:LsdException Locked=3D"false" QFormat=3D"true" Name=3D"heading 7"/>
  <w:LsdException Locked=3D"false" SemiHidden=3D"true" UnhideWhenUsed=3D"tr=
ue"
   QFormat=3D"true" Name=3D"heading 8"/>
  <w:LsdException Locked=3D"false" SemiHidden=3D"true" UnhideWhenUsed=3D"tr=
ue"
   QFormat=3D"true" Name=3D"heading 9"/>
  <w:LsdException Locked=3D"false" SemiHidden=3D"true" UnhideWhenUsed=3D"tr=
ue"
   QFormat=3D"true" Name=3D"caption"/>
  <w:LsdException Locked=3D"false" QFormat=3D"true" Name=3D"Title"/>
  <w:LsdException Locked=3D"false" QFormat=3D"true" Name=3D"Subtitle"/>
  <w:LsdException Locked=3D"false" Priority=3D"99" Name=3D"Hyperlink"/>
  <w:LsdException Locked=3D"false" QFormat=3D"true" Name=3D"Strong"/>
  <w:LsdException Locked=3D"false" QFormat=3D"true" Name=3D"Emphasis"/>
  <w:LsdException Locked=3D"false" Priority=3D"99" SemiHidden=3D"true"
   Name=3D"Placeholder Text"/>
  <w:LsdException Locked=3D"false" Priority=3D"1" QFormat=3D"true" Name=3D"=
No Spacing"/>
  <w:LsdException Locked=3D"false" Priority=3D"60" Name=3D"Light Shading"/>
  <w:LsdException Locked=3D"false" Priority=3D"61" Name=3D"Light List"/>
  <w:LsdException Locked=3D"false" Priority=3D"62" Name=3D"Light Grid"/>
  <w:LsdException Locked=3D"false" Priority=3D"63" Name=3D"Medium Shading 1=
"/>
  <w:LsdException Locked=3D"false" Priority=3D"64" Name=3D"Medium Shading 2=
"/>
  <w:LsdException Locked=3D"false" Priority=3D"65" Name=3D"Medium List 1"/>
  <w:LsdException Locked=3D"false" Priority=3D"66" Name=3D"Medium List 2"/>
  <w:LsdException Locked=3D"false" Priority=3D"67" Name=3D"Medium Grid 1"/>
  <w:LsdException Locked=3D"false" Priority=3D"68" Name=3D"Medium Grid 2"/>
  <w:LsdException Locked=3D"false" Priority=3D"69" Name=3D"Medium Grid 3"/>
  <w:LsdException Locked=3D"false" Priority=3D"70" Name=3D"Dark List"/>
  <w:LsdException Locked=3D"false" Priority=3D"71" Name=3D"Colorful Shading=
"/>
  <w:LsdException Locked=3D"false" Priority=3D"72" Name=3D"Colorful List"/>
  <w:LsdException Locked=3D"false" Priority=3D"73" Name=3D"Colorful Grid"/>
  <w:LsdException Locked=3D"false" Priority=3D"60" Name=3D"Light Shading Ac=
cent 1"/>
  <w:LsdException Locked=3D"false" Priority=3D"61" Name=3D"Light List Accen=
t 1"/>
  <w:LsdException Locked=3D"false" Priority=3D"62" Name=3D"Light Grid Accen=
t 1"/>
  <w:LsdException Locked=3D"false" Priority=3D"63" Name=3D"Medium Shading 1=
 Accent 1"/>
  <w:LsdException Locked=3D"false" Priority=3D"64" Name=3D"Medium Shading 2=
 Accent 1"/>
  <w:LsdException Locked=3D"false" Priority=3D"65" Name=3D"Medium List 1 Ac=
cent 1"/>
  <w:LsdException Locked=3D"false" Priority=3D"99" SemiHidden=3D"true" Name=
=3D"Revision"/>
  <w:LsdException Locked=3D"false" Priority=3D"34" QFormat=3D"true"
   Name=3D"List Paragraph"/>
  <w:LsdException Locked=3D"false" Priority=3D"29" QFormat=3D"true" Name=3D=
"Quote"/>
  <w:LsdException Locked=3D"false" Priority=3D"30" QFormat=3D"true"
   Name=3D"Intense Quote"/>
  <w:LsdException Locked=3D"false" Priority=3D"66" Name=3D"Medium List 2 Ac=
cent 1"/>
  <w:LsdException Locked=3D"false" Priority=3D"67" Name=3D"Medium Grid 1 Ac=
cent 1"/>
  <w:LsdException Locked=3D"false" Priority=3D"68" Name=3D"Medium Grid 2 Ac=
cent 1"/>
  <w:LsdException Locked=3D"false" Priority=3D"69" Name=3D"Medium Grid 3 Ac=
cent 1"/>
  <w:LsdException Locked=3D"false" Priority=3D"70" Name=3D"Dark List Accent=
 1"/>
  <w:LsdException Locked=3D"false" Priority=3D"71" Name=3D"Colorful Shading=
 Accent 1"/>
  <w:LsdException Locked=3D"false" Priority=3D"72" Name=3D"Colorful List Ac=
cent 1"/>
  <w:LsdException Locked=3D"false" Priority=3D"73" Name=3D"Colorful Grid Ac=
cent 1"/>
  <w:LsdException Locked=3D"false" Priority=3D"60" Name=3D"Light Shading Ac=
cent 2"/>
  <w:LsdException Locked=3D"false" Priority=3D"61" Name=3D"Light List Accen=
t 2"/>
  <w:LsdException Locked=3D"false" Priority=3D"62" Name=3D"Light Grid Accen=
t 2"/>
  <w:LsdException Locked=3D"false" Priority=3D"63" Name=3D"Medium Shading 1=
 Accent 2"/>
  <w:LsdException Locked=3D"false" Priority=3D"64" Name=3D"Medium Shading 2=
 Accent 2"/>
  <w:LsdException Locked=3D"false" Priority=3D"65" Name=3D"Medium List 1 Ac=
cent 2"/>
  <w:LsdException Locked=3D"false" Priority=3D"66" Name=3D"Medium List 2 Ac=
cent 2"/>
  <w:LsdException Locked=3D"false" Priority=3D"67" Name=3D"Medium Grid 1 Ac=
cent 2"/>
  <w:LsdException Locked=3D"false" Priority=3D"68" Name=3D"Medium Grid 2 Ac=
cent 2"/>
  <w:LsdException Locked=3D"false" Priority=3D"69" Name=3D"Medium Grid 3 Ac=
cent 2"/>
  <w:LsdException Locked=3D"false" Priority=3D"70" Name=3D"Dark List Accent=
 2"/>
  <w:LsdException Locked=3D"false" Priority=3D"71" Name=3D"Colorful Shading=
 Accent 2"/>
  <w:LsdException Locked=3D"false" Priority=3D"72" Name=3D"Colorful List Ac=
cent 2"/>
  <w:LsdException Locked=3D"false" Priority=3D"73" Name=3D"Colorful Grid Ac=
cent 2"/>
  <w:LsdException Locked=3D"false" Priority=3D"60" Name=3D"Light Shading Ac=
cent 3"/>
  <w:LsdException Locked=3D"false" Priority=3D"61" Name=3D"Light List Accen=
t 3"/>
  <w:LsdException Locked=3D"false" Priority=3D"62" Name=3D"Light Grid Accen=
t 3"/>
  <w:LsdException Locked=3D"false" Priority=3D"63" Name=3D"Medium Shading 1=
 Accent 3"/>
  <w:LsdException Locked=3D"false" Priority=3D"64" Name=3D"Medium Shading 2=
 Accent 3"/>
  <w:LsdException Locked=3D"false" Priority=3D"65" Name=3D"Medium List 1 Ac=
cent 3"/>
  <w:LsdException Locked=3D"false" Priority=3D"66" Name=3D"Medium List 2 Ac=
cent 3"/>
  <w:LsdException Locked=3D"false" Priority=3D"67" Name=3D"Medium Grid 1 Ac=
cent 3"/>
  <w:LsdException Locked=3D"false" Priority=3D"68" Name=3D"Medium Grid 2 Ac=
cent 3"/>
  <w:LsdException Locked=3D"false" Priority=3D"69" Name=3D"Medium Grid 3 Ac=
cent 3"/>
  <w:LsdException Locked=3D"false" Priority=3D"70" Name=3D"Dark List Accent=
 3"/>
  <w:LsdException Locked=3D"false" Priority=3D"71" Name=3D"Colorful Shading=
 Accent 3"/>
  <w:LsdException Locked=3D"false" Priority=3D"72" Name=3D"Colorful List Ac=
cent 3"/>
  <w:LsdException Locked=3D"false" Priority=3D"73" Name=3D"Colorful Grid Ac=
cent 3"/>
  <w:LsdException Locked=3D"false" Priority=3D"60" Name=3D"Light Shading Ac=
cent 4"/>
  <w:LsdException Locked=3D"false" Priority=3D"61" Name=3D"Light List Accen=
t 4"/>
  <w:LsdException Locked=3D"false" Priority=3D"62" Name=3D"Light Grid Accen=
t 4"/>
  <w:LsdException Locked=3D"false" Priority=3D"63" Name=3D"Medium Shading 1=
 Accent 4"/>
  <w:LsdException Locked=3D"false" Priority=3D"64" Name=3D"Medium Shading 2=
 Accent 4"/>
  <w:LsdException Locked=3D"false" Priority=3D"65" Name=3D"Medium List 1 Ac=
cent 4"/>
  <w:LsdException Locked=3D"false" Priority=3D"66" Name=3D"Medium List 2 Ac=
cent 4"/>
  <w:LsdException Locked=3D"false" Priority=3D"67" Name=3D"Medium Grid 1 Ac=
cent 4"/>
  <w:LsdException Locked=3D"false" Priority=3D"68" Name=3D"Medium Grid 2 Ac=
cent 4"/>
  <w:LsdException Locked=3D"false" Priority=3D"69" Name=3D"Medium Grid 3 Ac=
cent 4"/>
  <w:LsdException Locked=3D"false" Priority=3D"70" Name=3D"Dark List Accent=
 4"/>
  <w:LsdException Locked=3D"false" Priority=3D"71" Name=3D"Colorful Shading=
 Accent 4"/>
  <w:LsdException Locked=3D"false" Priority=3D"72" Name=3D"Colorful List Ac=
cent 4"/>
  <w:LsdException Locked=3D"false" Priority=3D"73" Name=3D"Colorful Grid Ac=
cent 4"/>
  <w:LsdException Locked=3D"false" Priority=3D"60" Name=3D"Light Shading Ac=
cent 5"/>
  <w:LsdException Locked=3D"false" Priority=3D"61" Name=3D"Light List Accen=
t 5"/>
  <w:LsdException Locked=3D"false" Priority=3D"62" Name=3D"Light Grid Accen=
t 5"/>
  <w:LsdException Locked=3D"false" Priority=3D"63" Name=3D"Medium Shading 1=
 Accent 5"/>
  <w:LsdException Locked=3D"false" Priority=3D"64" Name=3D"Medium Shading 2=
 Accent 5"/>
  <w:LsdException Locked=3D"false" Priority=3D"65" Name=3D"Medium List 1 Ac=
cent 5"/>
  <w:LsdException Locked=3D"false" Priority=3D"66" Name=3D"Medium List 2 Ac=
cent 5"/>
  <w:LsdException Locked=3D"false" Priority=3D"67" Name=3D"Medium Grid 1 Ac=
cent 5"/>
  <w:LsdException Locked=3D"false" Priority=3D"68" Name=3D"Medium Grid 2 Ac=
cent 5"/>
  <w:LsdException Locked=3D"false" Priority=3D"69" Name=3D"Medium Grid 3 Ac=
cent 5"/>
  <w:LsdException Locked=3D"false" Priority=3D"70" Name=3D"Dark List Accent=
 5"/>
  <w:LsdException Locked=3D"false" Priority=3D"71" Name=3D"Colorful Shading=
 Accent 5"/>
  <w:LsdException Locked=3D"false" Priority=3D"72" Name=3D"Colorful List Ac=
cent 5"/>
  <w:LsdException Locked=3D"false" Priority=3D"73" Name=3D"Colorful Grid Ac=
cent 5"/>
  <w:LsdException Locked=3D"false" Priority=3D"60" Name=3D"Light Shading Ac=
cent 6"/>
  <w:LsdException Locked=3D"false" Priority=3D"61" Name=3D"Light List Accen=
t 6"/>
  <w:LsdException Locked=3D"false" Priority=3D"62" Name=3D"Light Grid Accen=
t 6"/>
  <w:LsdException Locked=3D"false" Priority=3D"63" Name=3D"Medium Shading 1=
 Accent 6"/>
  <w:LsdException Locked=3D"false" Priority=3D"64" Name=3D"Medium Shading 2=
 Accent 6"/>
  <w:LsdException Locked=3D"false" Priority=3D"65" Name=3D"Medium List 1 Ac=
cent 6"/>
  <w:LsdException Locked=3D"false" Priority=3D"66" Name=3D"Medium List 2 Ac=
cent 6"/>
  <w:LsdException Locked=3D"false" Priority=3D"67" Name=3D"Medium Grid 1 Ac=
cent 6"/>
  <w:LsdException Locked=3D"false" Priority=3D"68" Name=3D"Medium Grid 2 Ac=
cent 6"/>
  <w:LsdException Locked=3D"false" Priority=3D"69" Name=3D"Medium Grid 3 Ac=
cent 6"/>
  <w:LsdException Locked=3D"false" Priority=3D"70" Name=3D"Dark List Accent=
 6"/>
  <w:LsdException Locked=3D"false" Priority=3D"71" Name=3D"Colorful Shading=
 Accent 6"/>
  <w:LsdException Locked=3D"false" Priority=3D"72" Name=3D"Colorful List Ac=
cent 6"/>
  <w:LsdException Locked=3D"false" Priority=3D"73" Name=3D"Colorful Grid Ac=
cent 6"/>
  <w:LsdException Locked=3D"false" Priority=3D"19" QFormat=3D"true"
   Name=3D"Subtle Emphasis"/>
  <w:LsdException Locked=3D"false" Priority=3D"21" QFormat=3D"true"
   Name=3D"Intense Emphasis"/>
  <w:LsdException Locked=3D"false" Priority=3D"31" QFormat=3D"true"
   Name=3D"Subtle Reference"/>
  <w:LsdException Locked=3D"false" Priority=3D"32" QFormat=3D"true"
   Name=3D"Intense Reference"/>
  <w:LsdException Locked=3D"false" Priority=3D"33" QFormat=3D"true" Name=3D=
"Book Title"/>
  <w:LsdException Locked=3D"false" Priority=3D"37" SemiHidden=3D"true"
   UnhideWhenUsed=3D"true" Name=3D"Bibliography"/>
  <w:LsdException Locked=3D"false" Priority=3D"39" SemiHidden=3D"true"
   UnhideWhenUsed=3D"true" QFormat=3D"true" Name=3D"TOC Heading"/>
 </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:Wingdings;
	panose-1:5 0 0 0 0 0 0 0 0 0;
	mso-font-charset:2;
	mso-generic-font-family:auto;
	mso-font-pitch:variable;
	mso-font-signature:0 268435456 0 0 -2147483648 0;}
@font-face
	{font-family:"Cambria Math";
	panose-1:2 4 5 3 5 4 6 3 2 4;
	mso-font-charset:0;
	mso-generic-font-family:roman;
	mso-font-pitch:variable;
	mso-font-signature:-1610611985 1107304683 0 0 159 0;}
@font-face
	{font-family:"Arial Unicode MS";
	panose-1:2 11 6 4 2 2 2 2 2 4;
	mso-font-charset:128;
	mso-generic-font-family:swiss;
	mso-font-pitch:variable;
	mso-font-signature:-134238209 -371195905 63 0 4129279 0;}
@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:1627400839 -2147483648 8 0 66047 0;}
@font-face
	{font-family:"Arial Narrow";
	panose-1:2 11 6 6 2 2 2 3 2 4;
	mso-font-charset:0;
	mso-generic-font-family:swiss;
	mso-font-pitch:variable;
	mso-font-signature:647 2048 0 0 159 0;}
@font-face
	{font-family:CMBX12;
	panose-1:0 0 0 0 0 0 0 0 0 0;
	mso-font-charset:0;
	mso-generic-font-family:auto;
	mso-font-format:other;
	mso-font-pitch:auto;
	mso-font-signature:3 0 0 0 1 0;}
@font-face
	{font-family:CMCSC10;
	panose-1:0 0 0 0 0 0 0 0 0 0;
	mso-font-charset:0;
	mso-generic-font-family:auto;
	mso-font-format:other;
	mso-font-pitch:auto;
	mso-font-signature:3 0 0 0 1 0;}
@font-face
	{font-family:"Arial Black";
	panose-1:2 11 10 4 2 1 2 2 2 4;
	mso-font-charset:0;
	mso-generic-font-family:swiss;
	mso-font-pitch:variable;
	mso-font-signature:647 0 0 0 159 0;}
@font-face
	{font-family:"\@Arial Unicode MS";
	panose-1:2 11 6 4 2 2 2 2 2 4;
	mso-font-charset:128;
	mso-generic-font-family:swiss;
	mso-font-pitch:variable;
	mso-font-signature:-134238209 -371195905 63 0 4129279 0;}
 /* Style Definitions */
 p.MsoNormal, li.MsoNormal, div.MsoNormal
	{mso-style-unhide:no;
	mso-style-qformat:yes;
	mso-style-parent:"";
	margin:0in;
	margin-bottom:.0001pt;
	mso-pagination:widow-orphan;
	font-size:12.0pt;
	font-family:"Times New Roman","serif";
	mso-fareast-font-family:"Times New Roman";
	mso-fareast-language:EN-US;
	font-weight:normal;}
h1
	{mso-style-unhide:no;
	mso-style-qformat:yes;
	mso-style-next:Normal;
	margin-top:6.0pt;
	margin-right:0in;
	margin-bottom:.5in;
	margin-left:0in;
	text-indent:0in;
	mso-pagination:widow-orphan;
	page-break-after:avoid;
	mso-outline-level:1;
	mso-list:l4 level1 lfo1;
	font-size:18.0pt;
	mso-bidi-font-size:10.0pt;
	font-family:"Times New Roman","serif";
	text-transform:uppercase;
	letter-spacing:5.0pt;
	mso-font-kerning:0pt;
	mso-fareast-language:JA;
	font-weight:normal;}
h2
	{mso-style-unhide:no;
	mso-style-qformat:yes;
	mso-style-next:Normal;
	margin-top:24.0pt;
	margin-right:0in;
	margin-bottom:42.0pt;
	margin-left:0in;
	text-indent:0in;
	mso-pagination:widow-orphan;
	page-break-after:avoid;
	mso-outline-level:2;
	mso-list:l4 level2 lfo1;
	font-size:24.0pt;
	mso-bidi-font-size:10.0pt;
	font-family:"Arial Black","sans-serif";
	letter-spacing:1.0pt;
	mso-fareast-language:JA;
	font-weight:normal;}
h3
	{mso-style-unhide:no;
	mso-style-qformat:yes;
	mso-style-next:Normal;
	margin-top:24.0pt;
	margin-right:0in;
	margin-bottom:12.0pt;
	margin-left:0in;
	text-indent:0in;
	mso-pagination:widow-orphan;
	page-break-after:avoid;
	mso-outline-level:3;
	mso-list:l4 level3 lfo1;
	font-size:18.0pt;
	mso-bidi-font-size:10.0pt;
	font-family:"Arial Black","sans-serif";
	letter-spacing:1.0pt;
	mso-fareast-language:JA;
	font-weight:normal;}
h4
	{mso-style-unhide:no;
	mso-style-qformat:yes;
	mso-style-next:Normal;
	margin-top:12.0pt;
	margin-right:0in;
	margin-bottom:0in;
	margin-left:0in;
	margin-bottom:.0001pt;
	text-indent:0in;
	mso-pagination:widow-orphan;
	page-break-after:avoid;
	mso-outline-level:4;
	mso-list:l4 level4 lfo1;
	font-size:16.0pt;
	mso-bidi-font-size:10.0pt;
	font-family:"Arial Black","sans-serif";
	mso-font-width:90%;
	mso-fareast-language:JA;
	font-weight:normal;
	font-style:italic;
	mso-bidi-font-style:normal;}
h5
	{mso-style-unhide:no;
	mso-style-qformat:yes;
	mso-style-link:"Heading 5 Char";
	mso-style-next:Normal;
	margin-top:9.0pt;
	margin-right:0in;
	margin-bottom:6.0pt;
	margin-left:0in;
	text-indent:0in;
	mso-pagination:widow-orphan;
	page-break-after:avoid;
	mso-outline-level:5;
	mso-list:l4 level5 lfo1;
	font-size:11.0pt;
	mso-bidi-font-size:10.0pt;
	font-family:"Arial Black","sans-serif";
	mso-fareast-language:JA;
	font-weight:normal;}
h6
	{mso-style-unhide:no;
	mso-style-qformat:yes;
	mso-style-next:Normal;
	margin:0in;
	margin-bottom:.0001pt;
	text-indent:0in;
	mso-pagination:widow-orphan;
	page-break-after:avoid;
	mso-outline-level:6;
	mso-list:l4 level6 lfo1;
	font-size:11.0pt;
	mso-bidi-font-size:10.0pt;
	font-family:"Arial","sans-serif";
	mso-bidi-font-family:"Times New Roman";
	mso-fareast-language:JA;
	mso-bidi-font-weight:normal;
	font-style:italic;
	mso-bidi-font-style:normal;}
p.MsoHeading7, li.MsoHeading7, div.MsoHeading7
	{mso-style-unhide:no;
	mso-style-qformat:yes;
	mso-style-next:Normal;
	margin-top:12.0pt;
	margin-right:0in;
	margin-bottom:3.0pt;
	margin-left:0in;
	text-indent:0in;
	mso-pagination:widow-orphan;
	mso-outline-level:7;
	mso-list:l4 level7 lfo1;
	font-size:12.0pt;
	font-family:"Times New Roman","serif";
	mso-fareast-font-family:"Times New Roman";
	mso-fareast-language:JA;
	font-weight:normal;}
p.MsoToc3, li.MsoToc3, div.MsoToc3
	{mso-style-update:auto;
	mso-style-noshow:yes;
	mso-style-unhide:no;
	mso-style-next:Normal;
	margin-top:0in;
	margin-right:0in;
	margin-bottom:0in;
	margin-left:24.0pt;
	margin-bottom:.0001pt;
	mso-pagination:widow-orphan;
	font-size:12.0pt;
	font-family:"Times New Roman","serif";
	mso-fareast-font-family:"Times New Roman";
	mso-fareast-language:EN-US;
	font-weight:normal;}
p.MsoToc5, li.MsoToc5, div.MsoToc5
	{mso-style-update:auto;
	mso-style-noshow:yes;
	mso-style-unhide:no;
	mso-style-next:Normal;
	margin-top:0in;
	margin-right:0in;
	margin-bottom:0in;
	margin-left:48.0pt;
	margin-bottom:.0001pt;
	mso-pagination:widow-orphan;
	font-size:12.0pt;
	font-family:"Times New Roman","serif";
	mso-fareast-font-family:"Times New Roman";
	mso-fareast-language:EN-US;
	font-weight:normal;}
p.MsoCommentText, li.MsoCommentText, div.MsoCommentText
	{mso-style-noshow:yes;
	mso-style-unhide:no;
	margin:0in;
	margin-bottom:.0001pt;
	mso-pagination:widow-orphan;
	font-size:10.0pt;
	font-family:"Times New Roman","serif";
	mso-fareast-font-family:"Times New Roman";
	mso-fareast-language:EN-US;
	font-weight:normal;}
p.MsoHeader, li.MsoHeader, div.MsoHeader
	{mso-style-unhide:no;
	margin:0in;
	margin-bottom:.0001pt;
	mso-pagination:widow-orphan;
	tab-stops:center 3.0in right 6.0in;
	font-size:12.0pt;
	font-family:"Times New Roman","serif";
	mso-fareast-font-family:"Times New Roman";
	mso-fareast-language:EN-US;
	font-weight:normal;}
p.MsoFooter, li.MsoFooter, div.MsoFooter
	{mso-style-unhide:no;
	margin:0in;
	margin-bottom:.0001pt;
	mso-pagination:widow-orphan;
	tab-stops:center 3.0in right 6.0in;
	font-size:12.0pt;
	font-family:"Times New Roman","serif";
	mso-fareast-font-family:"Times New Roman";
	mso-fareast-language:EN-US;
	font-weight:normal;}
span.MsoCommentReference
	{mso-style-noshow:yes;
	mso-style-unhide:no;
	mso-ansi-font-size:8.0pt;
	mso-bidi-font-size:8.0pt;}
a:link, span.MsoHyperlink
	{mso-style-priority:99;
	mso-style-unhide:no;
	color:blue;
	text-decoration:underline;
	text-underline:single;}
a:visited, span.MsoHyperlinkFollowed
	{mso-style-unhide:no;
	color:purple;
	text-decoration:underline;
	text-underline:single;}
p
	{mso-style-name:"Normal \(Web\)\,Normal \(Web\) Char1\,Normal \(Web\) Char=
 Char";
	mso-style-noshow:yes;
	mso-style-unhide:no;
	mso-style-parent:"Comment Text";
	mso-style-link:"Normal \(Web\) Char\,Normal \(Web\) Char1 Char\,Normal \(W=
eb\) Char Char Char";
	mso-style-next:"Comment Text";
	margin:0in;
	margin-bottom:.0001pt;
	mso-pagination:widow-orphan;
	font-size:11.0pt;
	mso-bidi-font-size:12.0pt;
	font-family:"Times New Roman","serif";
	mso-fareast-font-family:"Times New Roman";
	mso-fareast-language:JA;
	font-weight:bold;}
p.MsoCommentSubject, li.MsoCommentSubject, div.MsoCommentSubject
	{mso-style-noshow:yes;
	mso-style-unhide:no;
	mso-style-parent:"Comment Text";
	mso-style-next:"Comment Text";
	margin:0in;
	margin-bottom:.0001pt;
	mso-pagination:widow-orphan;
	font-size:10.0pt;
	font-family:"Times New Roman","serif";
	mso-fareast-font-family:"Times New Roman";
	mso-fareast-language:EN-US;
	font-weight:bold;}
p.MsoAcetate, li.MsoAcetate, div.MsoAcetate
	{mso-style-noshow:yes;
	mso-style-unhide:no;
	margin:0in;
	margin-bottom:.0001pt;
	mso-pagination:widow-orphan;
	font-size:8.0pt;
	font-family:"Tahoma","sans-serif";
	mso-fareast-font-family:"Times New Roman";
	mso-fareast-language:EN-US;
	font-weight:normal;}
span.NormalWebChar
	{mso-style-name:"Normal \(Web\) Char\,Normal \(Web\) Char1 Char\,Normal \(=
Web\) Char Char Char";
	mso-style-unhide:no;
	mso-style-locked:yes;
	mso-style-link:"Normal \(Web\)\,Normal \(Web\) Char1\,Normal \(Web\) Char =
Char";
	mso-ansi-font-size:11.0pt;
	mso-bidi-font-size:12.0pt;
	mso-ansi-language:EN-US;
	mso-fareast-language:JA;
	mso-bidi-language:AR-SA;
	font-weight:bold;}
p.N, li.N, div.N
	{mso-style-name:N;
	mso-style-unhide:no;
	margin:0in;
	margin-bottom:.0001pt;
	mso-pagination:widow-orphan;
	font-size:14.0pt;
	mso-bidi-font-size:12.0pt;
	font-family:"Times New Roman","serif";
	mso-fareast-font-family:"Times New Roman";
	mso-fareast-language:EN-US;
	font-weight:bold;}
span.Heading5Char
	{mso-style-name:"Heading 5 Char";
	mso-style-unhide:no;
	mso-style-locked:yes;
	mso-style-link:"Heading 5";
	mso-ansi-font-size:11.0pt;
	font-family:"Arial Black","sans-serif";
	mso-ascii-font-family:"Arial Black";
	mso-hansi-font-family:"Arial Black";
	mso-fareast-language:JA;}
p.myList3, li.myList3, div.myList3
	{mso-style-name:myList3;
	mso-style-unhide:no;
	margin-top:0in;
	margin-right:0in;
	margin-bottom:0in;
	margin-left:.25in;
	margin-bottom:.0001pt;
	text-indent:-.25in;
	mso-pagination:widow-orphan;
	mso-list:l6 level1 lfo10;
	tab-stops:list .25in;
	font-size:11.0pt;
	mso-bidi-font-size:10.0pt;
	font-family:"Times New Roman","serif";
	mso-fareast-font-family:"Times New Roman";
	mso-fareast-language:EN-US;
	font-weight:normal;}
 /* Page Definitions */
 @page
	{mso-footnote-separator:url("Ex42008_files/header.htm") fs;
	mso-footnote-continuation-separator:url("Ex42008_files/header.htm") fcs;
	mso-endnote-separator:url("Ex42008_files/header.htm") es;
	mso-endnote-continuation-separator:url("Ex42008_files/header.htm") ecs;}
@page Section1
	{size:8.5in 11.0in;
	margin:1.0in 1.25in 1.0in 1.25in;
	mso-header-margin:.5in;
	mso-footer-margin:.5in;
	mso-even-footer:url("Ex42008_files/header.htm") ef1;
	mso-footer:url("Ex42008_files/header.htm") f1;
	mso-paper-source:0;}
div.Section1
	{page:Section1;}
 /* List Definitions */
 @list l0
	{mso-list-id:85419644;
	mso-list-type:hybrid;
	mso-list-template-ids:-353180032 67698689 67698691 67698693 67698689 67698=
691 67698693 67698689 67698691 67698693;}
@list l0:level1
	{mso-level-number-format:bullet;
	mso-level-text:\F0B7;
	mso-level-tab-stop:.5in;
	mso-level-number-position:left;
	text-indent:-.25in;
	font-family:Symbol;}
@list l1
	{mso-list-id:146748180;
	mso-list-type:hybrid;
	mso-list-template-ids:-1921770658 67698689 67698691 67698693 67698689 6769=
8691 67698693 67698689 67698691 67698693;}
@list l1:level1
	{mso-level-number-format:bullet;
	mso-level-text:\F0B7;
	mso-level-tab-stop:28.5pt;
	mso-level-number-position:left;
	margin-left:28.5pt;
	text-indent:-.25in;
	font-family:Symbol;}
@list l1:level2
	{mso-level-tab-stop:1.0in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l1:level3
	{mso-level-tab-stop:1.5in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l1:level4
	{mso-level-tab-stop:2.0in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l1:level5
	{mso-level-tab-stop:2.5in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l1:level6
	{mso-level-tab-stop:3.0in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l1:level7
	{mso-level-tab-stop:3.5in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l1:level8
	{mso-level-tab-stop:4.0in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l1:level9
	{mso-level-tab-stop:4.5in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l2
	{mso-list-id:599486230;
	mso-list-type:hybrid;
	mso-list-template-ids:650560526 67698689 67698691 67698693 67698689 676986=
91 67698693 67698689 67698691 67698693;}
@list l2:level1
	{mso-level-number-format:bullet;
	mso-level-text:\F0B7;
	mso-level-tab-stop:.5in;
	mso-level-number-position:left;
	text-indent:-.25in;
	font-family:Symbol;}
@list l2:level2
	{mso-level-tab-stop:1.0in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l2:level3
	{mso-level-tab-stop:1.5in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l2:level4
	{mso-level-tab-stop:2.0in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l2:level5
	{mso-level-tab-stop:2.5in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l2:level6
	{mso-level-tab-stop:3.0in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l2:level7
	{mso-level-tab-stop:3.5in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l2:level8
	{mso-level-tab-stop:4.0in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l2:level9
	{mso-level-tab-stop:4.5in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l3
	{mso-list-id:990140844;
	mso-list-type:hybrid;
	mso-list-template-ids:-593608508 -589529894 67698691 67698693 67698689 676=
98691 67698693 67698689 67698691 67698693;}
@list l3:level1
	{mso-level-number-format:bullet;
	mso-level-text:-;
	mso-level-tab-stop:1.5in;
	mso-level-number-position:left;
	margin-left:1.5in;
	text-indent:-.25in;
	font-family:"Courier New";
	mso-bidi-font-family:"Times New Roman";}
@list l4
	{mso-list-id:1342583330;
	mso-list-template-ids:-1008723624;}
@list l4:level1
	{mso-level-start-at:0;
	mso-level-style-link:"Heading 1";
	mso-level-suffix:space;
	mso-level-text:"Chapter %1";
	mso-level-tab-stop:none;
	mso-level-number-position:left;
	margin-left:0in;
	text-indent:0in;}
@list l4:level2
	{mso-level-number-format:none;
	mso-level-style-link:"Heading 2";
	mso-level-suffix:none;
	mso-level-text:"";
	mso-level-tab-stop:none;
	mso-level-number-position:left;
	margin-left:0in;
	text-indent:0in;}
@list l4:level3
	{mso-level-number-format:none;
	mso-level-style-link:"Heading 3";
	mso-level-suffix:none;
	mso-level-text:"";
	mso-level-tab-stop:none;
	mso-level-number-position:left;
	margin-left:0in;
	text-indent:0in;}
@list l4:level4
	{mso-level-number-format:none;
	mso-level-style-link:"Heading 4";
	mso-level-suffix:none;
	mso-level-text:"";
	mso-level-tab-stop:none;
	mso-level-number-position:left;
	margin-left:0in;
	text-indent:0in;}
@list l4:level5
	{mso-level-number-format:none;
	mso-level-style-link:"Heading 5";
	mso-level-suffix:none;
	mso-level-text:"";
	mso-level-tab-stop:none;
	mso-level-number-position:left;
	margin-left:0in;
	text-indent:0in;}
@list l4:level6
	{mso-level-number-format:none;
	mso-level-style-link:"Heading 6";
	mso-level-suffix:none;
	mso-level-text:"";
	mso-level-tab-stop:none;
	mso-level-number-position:left;
	margin-left:0in;
	text-indent:0in;}
@list l4:level7
	{mso-level-number-format:none;
	mso-level-style-link:"Heading 7";
	mso-level-suffix:none;
	mso-level-text:"";
	mso-level-tab-stop:none;
	mso-level-number-position:left;
	margin-left:0in;
	text-indent:0in;}
@list l4:level8
	{mso-level-number-format:none;
	mso-level-suffix:none;
	mso-level-text:"";
	mso-level-tab-stop:none;
	mso-level-number-position:left;
	margin-left:0in;
	text-indent:0in;}
@list l4:level9
	{mso-level-number-format:none;
	mso-level-suffix:none;
	mso-level-text:"";
	mso-level-tab-stop:none;
	mso-level-number-position:left;
	margin-left:0in;
	text-indent:0in;}
@list l5
	{mso-list-id:1676105112;
	mso-list-type:hybrid;
	mso-list-template-ids:-1033086370 67698689 67698691 67698693 67698689 6769=
8691 67698693 67698689 67698691 67698693;}
@list l5:level1
	{mso-level-number-format:bullet;
	mso-level-text:\F0B7;
	mso-level-tab-stop:.5in;
	mso-level-number-position:left;
	text-indent:-.25in;
	font-family:Symbol;}
@list l5:level2
	{mso-level-tab-stop:1.0in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l5:level3
	{mso-level-tab-stop:1.5in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l5:level4
	{mso-level-tab-stop:2.0in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l5:level5
	{mso-level-tab-stop:2.5in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l5:level6
	{mso-level-tab-stop:3.0in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l5:level7
	{mso-level-tab-stop:3.5in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l5:level8
	{mso-level-tab-stop:4.0in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l5:level9
	{mso-level-tab-stop:4.5in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l6
	{mso-list-id:1731540291;
	mso-list-type:simple;
	mso-list-template-ids:-1312239282;}
@list l6:level1
	{mso-level-number-format:bullet;
	mso-level-style-link:myList3;
	mso-level-text:\F0B7;
	mso-level-tab-stop:.25in;
	mso-level-number-position:left;
	margin-left:.25in;
	text-indent:-.25in;
	mso-ansi-font-size:10.0pt;
	font-family:Symbol;}
@list l7
	{mso-list-id:1967419962;
	mso-list-type:hybrid;
	mso-list-template-ids:1141697006 -421090702 67698691 67698693 67698689 676=
98691 67698693 67698689 67698691 67698693;}
@list l7:level1
	{mso-level-number-format:bullet;
	mso-level-text:\F0B7;
	mso-level-tab-stop:.25in;
	mso-level-number-position:left;
	margin-left:.25in;
	text-indent:-.25in;
	font-family:Symbol;}
@list l8
	{mso-list-id:2082023550;
	mso-list-type:hybrid;
	mso-list-template-ids:1097367048 67698689 67698691 67698693 67698689 67698=
691 67698693 67698689 67698691 67698693;}
@list l8:level1
	{mso-level-number-format:bullet;
	mso-level-text:\F0B7;
	mso-level-tab-stop:.5in;
	mso-level-number-position:left;
	text-indent:-.25in;
	font-family:Symbol;}
@list l8:level2
	{mso-level-tab-stop:1.0in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l8:level3
	{mso-level-tab-stop:1.5in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l8:level4
	{mso-level-tab-stop:2.0in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l8:level5
	{mso-level-tab-stop:2.5in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l8:level6
	{mso-level-tab-stop:3.0in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l8:level7
	{mso-level-tab-stop:3.5in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l8:level8
	{mso-level-tab-stop:4.0in;
	mso-level-number-position:left;
	text-indent:-.25in;}
@list l8:level9
	{mso-level-tab-stop:4.5in;
	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-unhide:no;
	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","serif";}
table.MsoTableGrid
	{mso-style-name:"Table Grid";
	mso-tstyle-rowband-size:0;
	mso-tstyle-colband-size:0;
	mso-style-unhide:no;
	border:solid windowtext 1.0pt;
	mso-border-alt:solid windowtext .5pt;
	mso-padding-alt:0in 5.4pt 0in 5.4pt;
	mso-border-insideh:.5pt solid windowtext;
	mso-border-insidev:.5pt solid windowtext;
	mso-para-margin:0in;
	mso-para-margin-bottom:.0001pt;
	mso-pagination:widow-orphan;
	font-size:10.0pt;
	font-family:"Times New Roman","serif";}
</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 link=3Dblue vlink=3Dpurple style=3D'tab-interval:.5in'>

<div class=3DSection1>

<p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><a
name=3D"_Toc479668056"><b style=3D'mso-bidi-font-weight:normal'><span
style=3D'font-size:16.0pt;mso-fareast-language:JA'>Flow Networks and Basin
Precipitation<o:p></o:p></span></b></a></p>

<p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span
style=3D'mso-bookmark:_Toc479668056'><b style=3D'mso-bidi-font-weight:norma=
l'><span
style=3D'font-size:16.0pt;mso-fareast-language:JA'><o:p>&nbsp;</o:p></span>=
</b></span></p>

<p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span
style=3D'mso-bookmark:_Toc479668056'><b style=3D'mso-bidi-font-weight:norma=
l'><span
style=3D'mso-fareast-language:JA'>Prepared by Tyler L. Jantzen, Nishesh Meh=
ta,
Katherine Marney <o:p></o:p></span></b></span></p>

<p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span
style=3D'mso-bookmark:_Toc479668056'><b style=3D'mso-bidi-font-weight:norma=
l'><span
style=3D'mso-fareast-language:JA'>and David R. Maidment<o:p></o:p></span></=
b></span></p>

<p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span
style=3D'mso-bookmark:_Toc479668056'><b><span style=3D'mso-fareast-font-fam=
ily:
"Arial Unicode MS";mso-fareast-language:JA'>GIS in Water Resources<o:p></o:=
p></span></b></span></p>

<p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span
style=3D'mso-bookmark:_Toc479668056'><b><span style=3D'mso-fareast-font-fam=
ily:
"Arial Unicode MS";mso-fareast-language:JA'>Fall 2008<o:p></o:p></span></b>=
</span></p>

<p class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span
style=3D'mso-bookmark:_Toc479668056'><b><span style=3D'mso-fareast-font-fam=
ily:
"Arial Unicode MS";mso-fareast-language:JA'><o:p>&nbsp;</o:p></span></b></s=
pan></p>

<div class=3DMsoNormal align=3Dcenter style=3D'text-align:center'><span
style=3D'mso-bookmark:_Toc479668056'><span style=3D'font-size:11.0pt;mso-bi=
di-font-size:
12.0pt;mso-fareast-language:JA'>

<hr size=3D2 width=3D"100%" align=3Dcenter>

</span></span></div>

<p class=3DMsoToc5 style=3D'tab-stops:right dotted 431.5pt'><span style=3D'=
mso-bookmark:
_Toc479668056'></span><!--[if supportFields]><span style=3D'mso-bookmark:_T=
oc479668056'></span><span
style=3D'mso-element:field-begin'></span><span style=3D'mso-bookmark:_Toc47=
9668056'><span
style=3D'mso-spacerun:yes'>&nbsp;</span>TOC \o &quot;1-5&quot; \h \z \u <sp=
an
style=3D'mso-element:field-separator'></span></span><![endif]--><span
style=3D'mso-bookmark:_Toc479668056'><a name=3D"_Goal"></a></span><!--[if s=
upportFields]><span
style=3D'mso-bookmark:_Toc479668056'></span><span style=3D'mso-element:fiel=
d-end'></span><![endif]--><span
style=3D'mso-bookmark:_Toc479668056'><a name=3D"_Toc179617221"></a></span><=
/p>

<h5 style=3D'margin-left:0in;text-indent:0in'><span style=3D'mso-bookmark:_=
Toc479668056'><span
style=3D'mso-bookmark:_Toc179617221'></span></span><a href=3D"#Goal"><span
style=3D'mso-bookmark:_Toc479668056'><span style=3D'mso-bookmark:_Toc179617=
221'><span
style=3D'font-size:12.0pt;font-family:"Times New Roman","serif"'>Goal</span=
></span></span><span
style=3D'mso-bookmark:_Toc479668056'><span style=3D'mso-bookmark:_Toc179617=
221'></span></span></a><span
style=3D'mso-bookmark:_Toc479668056'><span style=3D'mso-bookmark:_Toc179617=
221'><span
style=3D'font-size:12.0pt;font-family:"Times New Roman","serif"'><o:p></o:p=
></span></span></span></h5>

<p class=3DMsoNormal><span style=3D'mso-bookmark:_Toc479668056'><span
style=3D'mso-bookmark:_Toc179617221'></span></span><a href=3D"#Requirements=
"><span
style=3D'mso-bookmark:_Toc479668056'><span style=3D'mso-bookmark:_Toc179617=
221'><span
style=3D'mso-fareast-language:JA'>Computer and Data Requirements</span></sp=
an></span><span
style=3D'mso-bookmark:_Toc479668056'><span style=3D'mso-bookmark:_Toc179617=
221'></span></span></a><span
style=3D'mso-bookmark:_Toc479668056'><span style=3D'mso-bookmark:_Toc179617=
221'><span
style=3D'mso-fareast-language:JA'><o:p></o:p></span></span></span></p>

<p class=3DMsoNormal><span style=3D'mso-bookmark:_Toc479668056'><span
style=3D'mso-bookmark:_Toc179617221'></span></span><a href=3D"#Network"><sp=
an
style=3D'mso-bookmark:_Toc479668056'><span style=3D'mso-bookmark:_Toc179617=
221'><span
style=3D'mso-fareast-language:JA'>Building a Stream Network</span></span></=
span><span
style=3D'mso-bookmark:_Toc479668056'><span style=3D'mso-bookmark:_Toc179617=
221'></span></span></a><span
style=3D'mso-bookmark:_Toc479668056'><span style=3D'mso-bookmark:_Toc179617=
221'><span
style=3D'mso-fareast-language:JA'><o:p></o:p></span></span></span></p>

<p class=3DMsoNormal><span style=3D'mso-bookmark:_Toc479668056'><span
style=3D'mso-bookmark:_Toc179617221'></span></span><a href=3D"#BaseFlow"><s=
pan
style=3D'mso-bookmark:_Toc479668056'><span style=3D'mso-bookmark:_Toc179617=
221'><span
style=3D'mso-fareast-language:JA'>Base Flow Index</span></span></span><span
style=3D'mso-bookmark:_Toc479668056'><span style=3D'mso-bookmark:_Toc179617=
221'></span></span></a><span
style=3D'mso-bookmark:_Toc479668056'><span style=3D'mso-bookmark:_Toc179617=
221'><span
style=3D'mso-fareast-language:JA'><o:p></o:p></span></span></span></p>

<p class=3DMsoNormal><span style=3D'mso-bookmark:_Toc479668056'><span
style=3D'mso-bookmark:_Toc179617221'><a name=3DAnimation></a></span></span>=
<a
href=3D"#Animation"><span style=3D'mso-bookmark:_Toc479668056'><span
style=3D'mso-bookmark:_Toc179617221'><span style=3D'mso-bookmark:Animation'=
><span
style=3D'mso-fareast-language:JA'>Animating Storm Precipitation</span></spa=
n></span></span><span
style=3D'mso-bookmark:_Toc479668056'><span style=3D'mso-bookmark:_Toc179617=
221'><span
style=3D'mso-bookmark:Animation'></span></span></span></a><span style=3D'ms=
o-bookmark:
_Toc479668056'><span style=3D'mso-bookmark:_Toc179617221'><span style=3D'ms=
o-bookmark:
Animation'><span style=3D'mso-fareast-language:JA'><o:p></o:p></span></span=
></span></span></p>

<span style=3D'mso-bookmark:Animation'></span>

<p class=3DMsoNormal><span style=3D'mso-bookmark:_Toc479668056'><span
style=3D'mso-bookmark:_Toc179617221'></span></span><a href=3D"#MeanPrecip">=
<span
style=3D'mso-bookmark:_Toc479668056'><span style=3D'mso-bookmark:_Toc179617=
221'><span
style=3D'mso-fareast-language:JA'>Basin Mean Precipitation</span></span></s=
pan><span
style=3D'mso-bookmark:_Toc479668056'><span style=3D'mso-bookmark:_Toc179617=
221'></span></span></a><span
style=3D'mso-bookmark:_Toc479668056'><span style=3D'mso-bookmark:_Toc179617=
221'><span
style=3D'mso-fareast-language:JA'><o:p></o:p></span></span></span></p>

<p class=3DMsoNormal><span style=3D'mso-bookmark:_Toc479668056'><span
style=3D'mso-bookmark:_Toc179617221'></span></span><a href=3D"#turnIn"><span
style=3D'mso-bookmark:_Toc479668056'><span style=3D'mso-bookmark:_Toc179617=
221'><span
style=3D'mso-fareast-language:JA'>Items to be Turned In</span></span></span=
><span
style=3D'mso-bookmark:_Toc479668056'><span style=3D'mso-bookmark:_Toc179617=
221'></span></span></a><span
style=3D'mso-bookmark:_Toc479668056'><span style=3D'mso-bookmark:_Toc179617=
221'><span
style=3D'mso-fareast-language:JA'><o:p></o:p></span></span></span></p>

<h5 style=3D'margin-left:0in;text-indent:0in'><span style=3D'mso-bookmark:_=
Toc479668056'><span
style=3D'mso-bookmark:_Toc179617221'><a name=3DGoal></a>Goal</span></span><=
/h5>

<p class=3DMsoNormal>The goal of this exercise is to explore NHDPlus and
especially its network capabilities, and also to plot a time distribution of
precipitation over the basin and compare that with the time distribution of
flow at the outlet.<span style=3D'mso-spacerun:yes'>&nbsp; </span></p>

<h5 style=3D'margin-left:0in;text-indent:0in'><a name=3D"_Toc179617222"></a=
><a
name=3D"_Toc179617056"></a><a name=3D"_Toc82941374"></a><a name=3Dcomputer>=
</a><a
name=3DRequirements></a><![if !supportLists]><span style=3D'mso-bookmark:_T=
oc179617222'><span
style=3D'mso-bookmark:_Toc179617056'><span style=3D'mso-bookmark:_Toc829413=
74'></span></span></span><![endif]><span
style=3D'mso-bookmark:_Toc179617222'><span style=3D'mso-bookmark:_Toc179617=
056'><span
style=3D'mso-bookmark:_Toc82941374'>Computer and Data Requirements</span></=
span></span></h5>

<p class=3DMsoNormal style=3D'mso-margin-top-alt:auto;mso-margin-bottom-alt=
:auto'><span
style=3D'mso-fareast-font-family:"Arial Unicode MS";mso-fareast-language:JA=
'>To
carry out this exercise, you need to have a computer, which runs the <span
style=3D'mso-bidi-font-weight:bold'>ArcInfo</span> version of ArcGIS 9.3. T=
he
data are provided in the accompanying zip file, <a name=3D"_Toc82941375"></=
a><a
href=3D"http://www.ce.utexas.edu/prof/maidment/giswr2008/Ex4/Ex4.zip"><span
style=3D'mso-bookmark:_Toc82941375'>http://www.ce.utexas.edu/prof/maidment/=
giswr2008/Ex4/Ex4.zip</span><span
style=3D'mso-bookmark:_Toc82941375'></span></a><span style=3D'mso-bookmark:=
_Toc82941375'><span
style=3D'mso-spacerun:yes'>&nbsp; </span><span style=3D'mso-bidi-font-weigh=
t:bold'>When
you open this zip file you will find a geodatabase and a folder that has
precipitation grids in it.<o:p></o:p></span></span></span></p>

<p class=3DMsoNormal style=3D'mso-margin-top-alt:auto;mso-margin-bottom-alt=
:auto'><span
style=3D'mso-bookmark:_Toc82941375'><span style=3D'mso-fareast-font-family:=
"Arial Unicode MS";
mso-fareast-language:JA;mso-bidi-font-weight:bold'><!--[if gte vml 1]><v:sh=
apetype
 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_i1026" type=3D"#_x0000_t75" style=3D'wi=
dth:294.75pt;
 height:28.5pt'>
 <v:imagedata src=3D"Ex42008_files/image001.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D393 height=3D38
src=3D"Ex42008_files/image002.jpg" v:shapes=3D"_x0000_i1026"><![endif]><o:p=
></o:p></span></span></p>

<p class=3DMsoNormal style=3D'mso-margin-top-alt:auto;mso-margin-bottom-alt=
:auto'><span
style=3D'mso-bookmark:_Toc82941375'><span style=3D'mso-fareast-font-family:=
"Arial Unicode MS";
mso-fareast-language:JA;mso-bidi-font-weight:bold'>You also need the <b>Arc
Hydro Toolbar</b>.<span style=3D'mso-spacerun:yes'>&nbsp; </span>This has
recently been updated for ArcGIS version 9.3. <i style=3D'mso-bidi-font-sty=
le:
normal'>This should already be installed in your laboratory computer so ple=
ase
don&#8217;t try installing them again if they are already there.</i> <o:p><=
/o:p></span></span></p>

<p class=3DMsoNormal style=3D'mso-margin-top-alt:auto;mso-margin-bottom-alt=
:auto'><span
style=3D'mso-bookmark:_Toc82941375'><span style=3D'mso-fareast-font-family:=
"Arial Unicode MS";
mso-fareast-language:JA;mso-bidi-font-weight:bold'>If you don&#8217;t have =
the
tools installed, you can get them at: </span></span><a
href=3D"http://www.ce.utexas.edu/prof/maidment/giswr2008/Ex4/ArcHydroTools.=
zip"><span
style=3D'mso-bookmark:_Toc82941375'><span style=3D'mso-fareast-font-family:=
"Arial Unicode MS";
mso-fareast-language:JA;mso-bidi-font-weight:bold'>http://www.ce.utexas.edu=
/prof/maidment/giswr2008/Ex4/ArcHydroTools.zip</span></span><span
style=3D'mso-bookmark:_Toc82941375'></span></a><span style=3D'mso-bookmark:=
_Toc82941375'><span
style=3D'mso-fareast-font-family:"Arial Unicode MS";mso-fareast-language:JA;
mso-bidi-font-weight:bold'><span style=3D'mso-spacerun:yes'>&nbsp; </span>T=
his
zip file contains two executables, one for the Arc Hydro ApFramework and the
other for the tools themselves.<span style=3D'mso-spacerun:yes'>&nbsp; </sp=
an></span><a
name=3D"_Toc179617223"></a><a name=3Ddescription></a><span style=3D'mso-boo=
kmark:
_Toc179617223'>Data description:</span></span> </p>

<p class=3DMsoNormal style=3D'mso-margin-top-alt:auto;mso-margin-bottom-alt=
:auto'><span
style=3D'mso-fareast-font-family:"Arial Unicode MS";mso-fareast-language:JA=
'>Ex4.zip
contains a geodatabase called <b style=3D'mso-bidi-font-weight:normal'>SanM=
arcos_NHDPlus_raw.mdb</b>,
which is the entire San Marcos basin cut from NHDPlus Region 12, as you use=
d in
Exercises 2 and 3. <span style=3D'mso-spacerun:yes'>&nbsp;</span>The NHDPlu=
s is
based on the National Hydrography Dataset Medium Resolution (1:100,000 scal=
e),
which was originally developed by the USGS.<span
style=3D'mso-spacerun:yes'>&nbsp; </span>More information about the National
Hydrography Dataset can be found at <a href=3D"http://nhd.usgs.gov/">http:/=
/nhd.usgs.gov/</a>.<span
style=3D'mso-spacerun:yes'>&nbsp; </span>More information about NHDPlus can=
 be
found at <a href=3D"http://www.horizon-systems.com/nhdplus/">http://www.hor=
izon-systems.com/nhdplus/</a>.<span
style=3D'mso-spacerun:yes'>&nbsp; </span>Elevation-based flow direction gri=
ds,
flow accumulation grids, and catchments have been developed.<span
style=3D'mso-spacerun:yes'>&nbsp; </span>The National Land Cover Dataset ha=
s been
applied to these catchments, and information regarding catchment and waters=
hed
land cover linked to flowlines.<span style=3D'mso-spacerun:yes'>&nbsp;
</span>Mean precipitation has been calculated for each catchment, and basic
streamflow modeling has been conducted for each reach.<span
style=3D'mso-spacerun:yes'>&nbsp; </span>Two methods have been used to dete=
rmine
mean annual flow and mean annual velocity.<span style=3D'mso-spacerun:yes'>=
&nbsp;
</span>Thus, it is possible, without any additional calculations, to estima=
te
stream flow and velocity at any given reach.<span
style=3D'mso-spacerun:yes'>&nbsp; </span>Value Added Attributes, which assi=
st
with tracing throughout the stream network, have also been added.<span
style=3D'mso-spacerun:yes'>&nbsp; </span>Lastly, USGS Streamflow Gages have=
 been
snapped to the network, allowing nearly seamless integration between NHDPlus
and the National Water Information System (<a
href=3D"http://waterdata.usgs.gov/nwis/rt">http://waterdata.usgs.gov/nwis/r=
t</a>).<span
style=3D'mso-spacerun:yes'>&nbsp; </span>The snapped USGS Streamflow Gages =
are
available through the USGS at </span><a name=3D"OLE_LINK2"></a><a name=3D"O=
LE_LINK1"><span
style=3D'mso-bookmark:OLE_LINK2'></span></a><a
href=3D"http://water.usgs.gov/GIS/dsdl/USGS_Streamgages-NHD_Locations_GEODB=
.zip"
target=3Dviewer><span style=3D'mso-bookmark:OLE_LINK1'><span style=3D'mso-b=
ookmark:
OLE_LINK2'>http://water.usgs.gov/GIS/dsdl/USGS_Streamgages-NHD_Locations_GE=
ODB.zip</span></span><span
style=3D'mso-bookmark:OLE_LINK1'><span style=3D'mso-bookmark:OLE_LINK2'></s=
pan></span></a><span
style=3D'mso-bookmark:OLE_LINK2'></span><span style=3D'mso-bookmark:OLE_LIN=
K1'></span>.
</p>

<p class=3DMsoNormal style=3D'mso-margin-top-alt:auto;mso-margin-bottom-alt=
:auto'>The
precipitation data came from the National Climatic Data Center&#8217;s THRE=
DDS
server. The base URL for the server is <a
href=3D"http://www.ncdc.noaa.gov/thredds">http://www.ncdc.noaa.gov/thredds<=
/a><span
style=3D'mso-spacerun:yes'>&nbsp; </span>and the Stage-IV Nexrad datasets a=
re at:
<a href=3D"http://www.ncdc.noaa.gov/thredds/catalog/radar/StIV/catalog.html=
">http://www.ncdc.noaa.gov/thredds/catalog/radar/StIV/catalog.html</a><br>
These data are daily precipitation in mm as measured by the Nexrad radar
rainfall system.<span style=3D'mso-spacerun:yes'>&nbsp; </span>The data wer=
e in
netCDF format and were imported into ArcGIS using the Multidimensional tool=
s to
get the files that you are using in this exercise.</p>

<h5 style=3D'margin-left:0in;text-indent:0in'><a name=3D"_Toc179617226"></a=
><a
name=3DNetwork></a><![if !supportLists]><span style=3D'mso-bookmark:_Toc179=
617226'></span><![endif]><span
style=3D'mso-bookmark:_Toc179617226'>Building a Stream Network</span></h5>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><o:p>&nbsp;<=
/o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'>There is lot=
s of fun
stuff we can do to explore NHDPlus, but lets create a geometric network of =
the
NHDFlowlines.<span style=3D'mso-spacerun:yes'>&nbsp;&nbsp; </span>Open <b
style=3D'mso-bidi-font-weight:normal'>Arc Catalog</b> and go to the <b
style=3D'mso-bidi-font-weight:normal'>SanMarcos_NHDPlus_raw.mdb</b> geodata=
base.You
have to have the ArcInfo version of ArcGIS not the ArcView version to do the
next step.<span style=3D'mso-spacerun:yes'>&nbsp; </span>Right click on the=
 <b
style=3D'mso-bidi-font-weight:normal'>Hydrography</b> feature dataset and s=
elect <b
style=3D'mso-bidi-font-weight:normal'>New/Geometric Network</b>.<span
style=3D'mso-spacerun:yes'>&nbsp;&nbsp; </span><o:p></o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><o:p>&nbsp;<=
/o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><!--[if gte =
vml 1]><v:shape
 id=3D"_x0000_i1027" type=3D"#_x0000_t75" style=3D'width:378.75pt;height:25=
0.5pt'>
 <v:imagedata src=3D"Ex42008_files/image003.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D505 height=3D334
src=3D"Ex42008_files/image004.jpg" v:shapes=3D"_x0000_i1027"><![endif]><o:p=
></o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><o:p>&nbsp;<=
/o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'>Click <b
style=3D'mso-bidi-font-weight:normal'>Next</b> to the first Panel that disp=
lays, <!--[if gte vml 1]><v:shape
 id=3D"_x0000_i1028" type=3D"#_x0000_t75" style=3D'width:206.25pt;height:20=
.25pt'>
 <v:imagedata src=3D"Ex42008_files/image005.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D275 height=3D27
src=3D"Ex42008_files/image006.jpg" v:shapes=3D"_x0000_i1028"><![endif]><span
style=3D'mso-spacerun:yes'>&nbsp;</span>in the second one, click on <b
style=3D'mso-bidi-font-weight:normal'>NHDFlowline</b> to be<span
style=3D'mso-spacerun:yes'>&nbsp; </span>included in the network, say <b
style=3D'mso-bidi-font-weight:normal'>Yes </b>to preserving existing attrib=
ute
values, and <b style=3D'mso-bidi-font-weight:normal'>No</b> to do you want
complex edges in your network, <b style=3D'mso-bidi-font-weight:normal'>No<=
/b> to
Do your features need to be<span style=3D'mso-spacerun:yes'>&nbsp;
</span>snapped, and <b style=3D'mso-bidi-font-weight:normal'>No</b> to Do y=
ou
want to assign weights, then hit <b style=3D'mso-bidi-font-weight:normal'>F=
inish.</b><span
style=3D'mso-spacerun:yes'>&nbsp; </span><o:p></o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><!--[if gte =
vml 1]><v:shape
 id=3D"_x0000_i1029" type=3D"#_x0000_t75" style=3D'width:251.25pt;height:69=
pt'>
 <v:imagedata src=3D"Ex42008_files/image007.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D335 height=3D92
src=3D"Ex42008_files/image008.jpg" v:shapes=3D"_x0000_i1029"><![endif]><o:p=
></o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><o:p>&nbsp;<=
/o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'>You&#8217;ll=
 see a
computation box emerge and then go away as the connectivity table is built,=
 and
then, you&#8217;re done.<span style=3D'mso-spacerun:yes'>&nbsp; </span>Now =
if you
look at your Hydrography feature dataset, you&#8217;ll see you&#8217;ve got
some new things in it, a <b style=3D'mso-bidi-font-weight:normal'>Hydrograp=
hy_Net</b>
network and a point feature class of <b style=3D'mso-bidi-font-weight:norma=
l'>Hydrography_Net_Junctions</b>
that were created during the network flow creation.<span
style=3D'mso-spacerun:yes'>&nbsp; </span><o:p></o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><o:p>&nbsp;<=
/o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><!--[if gte =
vml 1]><v:shape
 id=3D"_x0000_i1030" type=3D"#_x0000_t75" style=3D'width:153pt;height:96.75=
pt'>
 <v:imagedata src=3D"Ex42008_files/image009.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D204 height=3D129
src=3D"Ex42008_files/image010.jpg" v:shapes=3D"_x0000_i1030"><![endif]><o:p=
></o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'>Close Arc Ca=
talog
and Open a new ArcMap display, and add the <b style=3D'mso-bidi-font-weight=
:normal'>Hydrography_Net</b>
network to the map display and appropriately symbolize it.<span
style=3D'mso-spacerun:yes'>&nbsp;&nbsp; </span>Save your ArcMap display as =
<b
style=3D'mso-bidi-font-weight:normal'>SanMarcosNetwork.mxd</b><o:p></o:p></=
span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><o:p>&nbsp;<=
/o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><!--[if gte =
vml 1]><v:shape
 id=3D"_x0000_i1031" type=3D"#_x0000_t75" style=3D'width:237pt;height:70.5p=
t'>
 <v:imagedata src=3D"Ex42008_files/image011.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D316 height=3D94
src=3D"Ex42008_files/image012.jpg" v:shapes=3D"_x0000_i1031"><![endif]><o:p=
></o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><o:p>&nbsp;<=
/o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><!--[if gte =
vml 1]><v:shape
 id=3D"_x0000_i1032" type=3D"#_x0000_t75" style=3D'width:431.25pt;height:15=
5.25pt'>
 <v:imagedata src=3D"Ex42008_files/image013.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D575 height=3D207
src=3D"Ex42008_files/image014.jpg" v:shapes=3D"_x0000_i1032"><![endif]><o:p=
></o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'>You can see =
all
these new junctions that have appeared as part of the network building
process.<span style=3D'mso-spacerun:yes'>&nbsp; </span>In Arc Map, use <b
style=3D'mso-bidi-font-weight:normal'>View/Toolbars/Utility Network Analyst=
</b>
to add the Network Analyst toolbar to your ArcMap display.<span
style=3D'mso-spacerun:yes'>&nbsp; </span>Use <b style=3D'mso-bidi-font-weig=
ht:normal'>Flow/Display
Arrows </b>to symbolize your flow directions.<span
style=3D'mso-spacerun:yes'>&nbsp; </span>Oops!<span
style=3D'mso-spacerun:yes'>&nbsp; </span>Looks bad.<span
style=3D'mso-spacerun:yes'>&nbsp; </span>A lot of black dots.<o:p></o:p></s=
pan></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><o:p>&nbsp;<=
/o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><!--[if gte =
vml 1]><v:shape
 id=3D"_x0000_i1033" type=3D"#_x0000_t75" style=3D'width:321pt;height:93.75=
pt'>
 <v:imagedata src=3D"Ex42008_files/image015.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D428 height=3D125
src=3D"Ex42008_files/image016.jpg" v:shapes=3D"_x0000_i1033"><![endif]><o:p=
></o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><o:p>&nbsp;<=
/o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'>The NHDFlowL=
ines
have an attribute <b style=3D'mso-bidi-font-weight:normal'>FlowDir </b>that
indicates what direction the flow proceeds on them.<span
style=3D'mso-spacerun:yes'>&nbsp; </span>In this case, FlowDir =3D 1 means =
that the
flow direction is the same as the direction of digitization of the lines in=
 the
NHDFlowline feature dataset.<o:p></o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><!--[if gte =
vml 1]><v:shape
 id=3D"_x0000_i1034" type=3D"#_x0000_t75" style=3D'width:431.25pt;height:92=
.25pt'>
 <v:imagedata src=3D"Ex42008_files/image017.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D575 height=3D123
src=3D"Ex42008_files/image018.jpg" v:shapes=3D"_x0000_i1034"><![endif]><o:p=
></o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><o:p>&nbsp;<=
/o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'>Use <b
style=3D'mso-bidi-font-weight:normal'>View/Toobars/Arc Hydro 9 </b>tools to=
 bring
up the Arc Hydro toolbar.<span style=3D'mso-spacerun:yes'>&nbsp; </span>The=
n in
the Arc Hydro tools <b style=3D'mso-bidi-font-weight:normal'>Network Tools/=
Set
Flow Direction</b>.<span style=3D'mso-spacerun:yes'>&nbsp; </span>Click on =
<b
style=3D'mso-bidi-font-weight:normal'>NHDFlowline</b> in the Layers window =
to
select the feature class.<span style=3D'mso-spacerun:yes'>&nbsp; </span>Cli=
ck on
the <b style=3D'mso-bidi-font-weight:normal'>Assign based on attribute</b> =
option
and choose <b style=3D'mso-bidi-font-weight:normal'>FlowDir</b> as the
attribute.<span style=3D'mso-spacerun:yes'>&nbsp; </span>Click OK to initia=
te the
assignment of flow direction and pretty soon, you&#8217;ll see your bad bla=
ck
blobs turn to nice black arrow heads and flow direction is assigned.<span
style=3D'mso-spacerun:yes'>&nbsp;&nbsp; </span>What this means is that each
NHDFlowline had a numerical attribute (0, 1, 2, 3) for that line whose valu=
es
correspond to different types of flow direction, as shown below, and this
direction is now assigned internally within the geometry of the network so =
that
the Utility Network Analyst can correctly interpret it.<o:p></o:p></span></=
p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><o:p>&nbsp;<=
/o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><!--[if gte =
vml 1]><v:shape
 id=3D"_x0000_i1035" type=3D"#_x0000_t75" style=3D'width:251.25pt;height:15=
0.75pt'>
 <v:imagedata src=3D"Ex42008_files/image019.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D335 height=3D201
src=3D"Ex42008_files/image020.jpg" v:shapes=3D"_x0000_i1035"><![endif]><o:p=
></o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><o:p>&nbsp;<=
/o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><!--[if gte =
vml 1]><v:shape
 id=3D"_x0000_i1036" type=3D"#_x0000_t75" style=3D'width:387.75pt;height:24=
2.25pt'>
 <v:imagedata src=3D"Ex42008_files/image021.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D517 height=3D323
src=3D"Ex42008_files/image022.jpg" v:shapes=3D"_x0000_i1036"><![endif]><o:p=
></o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><o:p>&nbsp;<=
/o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><!--[if gte =
vml 1]><v:shape
 id=3D"_x0000_i1037" type=3D"#_x0000_t75" style=3D'width:277.5pt;height:167=
.25pt'>
 <v:imagedata src=3D"Ex42008_files/image023.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D370 height=3D223
src=3D"Ex42008_files/image024.jpg" v:shapes=3D"_x0000_i1037"><![endif]><o:p=
></o:p></span></p>

<h5 style=3D'margin-left:0in;text-indent:0in'><a name=3D"_Toc179617227">Net=
work
Tracing</a></h5>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><o:p>&nbsp;<=
/o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'>In the <b
style=3D'mso-bidi-font-weight:normal'>Utility Network Analyst</b> toolbar, =
use <b
style=3D'mso-bidi-font-weight:normal'>Flow/Display Arrows</b> again to togg=
le off
the flow direction arrows and also click off the display of the generic
junctions so you just leave the network itself displayed in Arc Map.<span
style=3D'mso-spacerun:yes'>&nbsp;&nbsp; </span>Use the <b style=3D'mso-bidi=
-font-weight:
normal'>Utility Network Analyst Add Edge Flag Tool </b><span
style=3D'mso-spacerun:yes'>&nbsp;</span>to add an edge flag near the outlet=
 of
the network.<o:p></o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><o:p>&nbsp;<=
/o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><!--[if gte =
vml 1]><v:shape
 id=3D"_x0000_i1038" type=3D"#_x0000_t75" style=3D'width:285.75pt;height:25=
3.5pt'>
 <v:imagedata src=3D"Ex42008_files/image025.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D381 height=3D338
src=3D"Ex42008_files/image026.jpg" v:shapes=3D"_x0000_i1038"><![endif]><o:p=
></o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'>And then sel=
ect <b
style=3D'mso-bidi-font-weight:normal'>Trace Upstream</b> to identify all the
upstream edges. Hit the <!--[if gte vml 1]><v:shape id=3D"_x0000_i1039" typ=
e=3D"#_x0000_t75"
 style=3D'width:18.75pt;height:18.75pt'>
 <v:imagedata src=3D"Ex42008_files/image027.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D25 height=3D25
src=3D"Ex42008_files/image028.jpg" v:shapes=3D"_x0000_i1039"><![endif]><span
style=3D'mso-spacerun:yes'>&nbsp;</span>symbol on the end of the toolbar to
initiate the trace.<o:p></o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><!--[if gte =
vml 1]><v:shape
 id=3D"_x0000_i1040" type=3D"#_x0000_t75" style=3D'width:319.5pt;height:241=
.5pt'>
 <v:imagedata src=3D"Ex42008_files/image029.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D426 height=3D322
src=3D"Ex42008_files/image030.jpg" v:shapes=3D"_x0000_i1040"><![endif]><o:p=
></o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><o:p>&nbsp;<=
/o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'>And Voila!! =
You get
this marvelously selected network.<span style=3D'mso-spacerun:yes'>&nbsp;
</span>Use <b style=3D'mso-bidi-font-weight:normal'>Analysis/Clear Results<=
/b> to
get a clear network again.<o:p></o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><!--[if gte =
vml 1]><v:shape
 id=3D"_x0000_i1041" type=3D"#_x0000_t75" style=3D'width:390pt;height:278.2=
5pt'>
 <v:imagedata src=3D"Ex42008_files/image031.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D520 height=3D371
src=3D"Ex42008_files/image032.jpg" v:shapes=3D"_x0000_i1041"><![endif]><o:p=
></o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><o:p>&nbsp;<=
/o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'>If you use <=
!--[if gte vml 1]><v:shape
 id=3D"_x0000_i1042" type=3D"#_x0000_t75" style=3D'width:218.25pt;height:37=
.5pt'>
 <v:imagedata src=3D"Ex42008_files/image033.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D291 height=3D50
src=3D"Ex42008_files/image034.jpg" v:shapes=3D"_x0000_i1042"><![endif]>,
you&#8217;ll just get a &#8220;bong&#8221; noise that indicates that you ha=
ve
no disconnected edges.<span style=3D'mso-spacerun:yes'>&nbsp; </span>Ok, <s=
t1:City
w:st=3D"on"><st1:place w:st=3D"on">Houston</st1:place></st1:City>, we have
liftoff!!<span style=3D'mso-spacerun:yes'>&nbsp; </span>Disconnected edges =
are
not good in networks because they require editing to be fixed or they indic=
ate
isolated streams whose linkage to the stream network is unknown.<o:p></o:p>=
</span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><o:p>&nbsp;<=
/o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'>Use<span
style=3D'mso-spacerun:yes'>&nbsp; </span><b style=3D'mso-bidi-font-weight:n=
ormal'>Analysis/Clear
Flags</b> to get rid of the Flag that you laid down, and then <b
style=3D'mso-bidi-font-weight:normal'>Analysis/Options<span
style=3D'mso-spacerun:yes'>&nbsp; </span></b>to switch the Results from <b
style=3D'mso-bidi-font-weight:normal'>Drawing</b> to <b style=3D'mso-bidi-f=
ont-weight:
normal'>Selection</b>.<span style=3D'mso-spacerun:yes'>&nbsp; </span>This h=
as the
effect of allowing us to actually select records with network traces, rather
than just see a red graphic network as we just did.<span
style=3D'mso-spacerun:yes'>&nbsp; </span>Click <b style=3D'mso-bidi-font-we=
ight:
normal'>Apply </b>and <b style=3D'mso-bidi-font-weight:normal'>Ok</b>, to c=
lose
out this window.<o:p></o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><o:p>&nbsp;<=
/o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><!--[if gte =
vml 1]><v:shape
 id=3D"_x0000_i1043" type=3D"#_x0000_t75" style=3D'width:180pt;height:146.2=
5pt'>
 <v:imagedata src=3D"Ex42008_files/image035.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D240 height=3D195
src=3D"Ex42008_files/image036.jpg" v:shapes=3D"_x0000_i1043"><![endif]><span
style=3D'mso-spacerun:yes'>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;=
&nbsp;&nbsp;&nbsp;
</span><!--[if gte vml 1]><v:shape id=3D"_x0000_i1044" type=3D"#_x0000_t75"
 style=3D'width:96.75pt;height:129.75pt'>
 <v:imagedata src=3D"Ex42008_files/image037.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D129 height=3D173
src=3D"Ex42008_files/image038.jpg" v:shapes=3D"_x0000_i1044"><![endif]><span
style=3D'mso-spacerun:yes'>&nbsp;&nbsp;&nbsp;&nbsp;</span><o:p></o:p></span=
></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><o:p>&nbsp;<=
/o:p></span></p>

<p class=3DMsoNormal><b style=3D'mso-bidi-font-weight:normal'><span
style=3D'font-size:14.0pt;mso-bidi-font-size:12.0pt'><o:p>&nbsp;</o:p></spa=
n></b></p>

<p class=3DMsoNormal><b style=3D'mso-bidi-font-weight:normal'><span
style=3D'font-size:14.0pt;mso-bidi-font-size:12.0pt'><o:p>&nbsp;</o:p></spa=
n></b></p>

<p class=3DMsoNormal><b style=3D'mso-bidi-font-weight:normal'><span
style=3D'font-size:14.0pt;mso-bidi-font-size:12.0pt'><o:p>&nbsp;</o:p></spa=
n></b></p>

<h5 style=3D'margin-left:0in;text-indent:0in'><a name=3D"_Toc179617228">Ide=
ntifying
Catchments that drain to a USGS gage</a></h5>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_s1027" type=
=3D"#_x0000_t75"
 style=3D'position:absolute;margin-left:0;margin-top:93.2pt;width:340.5pt;
 height:289.5pt;z-index:-1;mso-position-horizontal:left' wrapcoords=3D"-48 =
0 -48 21544 21600 21544 21600 0 -48 0">
 <v:imagedata src=3D"Ex42008_files/image039.png" o:title=3D""/>
 <w:wrap type=3D"square"/>
</v:shape><![endif]--><![if !vml]><img width=3D454 height=3D386
src=3D"Ex42008_files/image040.jpg" align=3Dleft hspace=3D12 v:shapes=3D"_x0=
000_s1027"><![endif]>Using
the NHDFlowlines and Catchments feature classes we can find out which
catchments are associated with a given USGS gage. To use this capability we
first build a relationship between catchments and flowline feature classes.
Save your map. Open ArcCatalog. Browse to the folder you have stored the
exercise data to the SanMarcos_NHDPlus_raw geodatabase. Right click on the
geodatabase and scroll to new relationship class.</p>

<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=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=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=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=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=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=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=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>Click to open the following window. Let&#8217;s call t=
he new
relationship class <b style=3D'mso-bidi-font-weight:normal'>CatchmenthasFlo=
wline.
<span style=3D'mso-spacerun:yes'>&nbsp;</span></b>For origin feature class =
browse
scroll to the Hydrologic Units feature dataset and associate it with <b
style=3D'mso-bidi-font-weight:normal'>Catchment</b> feature class. In desti=
nation
feature class, scroll to Hydrography and select <b style=3D'mso-bidi-font-w=
eight:
normal'>NHDFLowline</b>.. Click Next.</p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1045" type=
=3D"#_x0000_t75"
 style=3D'width:324.75pt;height:351pt'>
 <v:imagedata src=3D"Ex42008_files/image041.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D433 height=3D468
src=3D"Ex42008_files/image042.jpg" v:shapes=3D"_x0000_i1045"><![endif]></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>In the next window select <b style=3D'mso-bidi-font-we=
ight:
normal'>Simple (peer to peer)</b> relationship and click next.</p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1046" type=
=3D"#_x0000_t75"
 style=3D'width:291pt;height:270pt'>
 <v:imagedata src=3D"Ex42008_files/image043.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D388 height=3D360
src=3D"Ex42008_files/image044.jpg" v:shapes=3D"_x0000_i1046"><![endif]></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>The next screen inquires the direction of message
propagation within the database. Click <b style=3D'mso-bidi-font-weight:nor=
mal'>Both</b>.
This enables queries from either feature class to return data from the rela=
ted
feature class. Leave the labels as they are.</p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1047" type=
=3D"#_x0000_t75"
 style=3D'width:282.75pt;height:306pt'>
 <v:imagedata src=3D"Ex42008_files/image045.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D377 height=3D408
src=3D"Ex42008_files/image046.jpg" v:shapes=3D"_x0000_i1047"><![endif]></p>

<p class=3DMsoNormal>Click <b style=3D'mso-bidi-font-weight:normal'>next</b=
>. In
the next window we must specify the nature of relationship. Since sometimes=
 a
single catchment may be associated with more than one flowline we choose <b
style=3D'mso-bidi-font-weight:normal'>1-M</b>. Select that and click next.<=
/p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1048" type=
=3D"#_x0000_t75"
 style=3D'width:271.5pt;height:293.25pt'>
 <v:imagedata src=3D"Ex42008_files/image047.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D362 height=3D391
src=3D"Ex42008_files/image048.jpg" v:shapes=3D"_x0000_i1048"><![endif]></p>

<p class=3DMsoNormal>Next, choose not to add any attributes to the relation=
ship
class. Click next.</p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1049" type=
=3D"#_x0000_t75"
 style=3D'width:296.25pt;height:139.5pt'>
 <v:imagedata src=3D"Ex42008_files/image049.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D395 height=3D186
src=3D"Ex42008_files/image050.jpg" v:shapes=3D"_x0000_i1049"><![endif]></p>

<p class=3DMsoNormal>In the next window we must specify which field will co=
nnect
the two feature classes. Like previously, we use <b style=3D'mso-bidi-font-=
weight:
normal'>COMID</b>. In both drop down menus pick COMID and click next.</p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1050" type=
=3D"#_x0000_t75"
 style=3D'width:301.5pt;height:160.5pt'>
 <v:imagedata src=3D"Ex42008_files/image051.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D402 height=3D214
src=3D"Ex42008_files/image052.jpg" v:shapes=3D"_x0000_i1050"><![endif]><span
style=3D'mso-spacerun:yes'>&nbsp;</span></p>

<p class=3DMsoNormal>Click <b style=3D'mso-bidi-font-weight:normal'>Next </=
b>and
then <b style=3D'mso-bidi-font-weight:normal'>Finish</b>.</p>

<p class=3DMsoNormal>Now you have anew relationship class in your database.=
 Our
data is ready to find associated catchments. Open <b style=3D'mso-bidi-font=
-weight:
normal'>ArcMap</b> and add the feature classes <b style=3D'mso-bidi-font-we=
ight:
normal'>Catchment</b>, <b style=3D'mso-bidi-font-weight:normal'>USGSGageEve=
nts</b>
and the <b style=3D'mso-bidi-font-weight:normal'>geometric network</b> to i=
t.
Zoom to a USGS station of your choice.</p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1051" type=
=3D"#_x0000_t75"
 style=3D'width:297pt;height:247.5pt'>
 <v:imagedata src=3D"Ex42008_files/image053.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D396 height=3D330
src=3D"Ex42008_files/image054.jpg" v:shapes=3D"_x0000_i1051"><![endif]></p>

<p class=3DMsoNormal>Place an <b style=3D'mso-bidi-font-weight:normal'>Edge=
 Flag </b>on
the USGS gage. </p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1052" type=
=3D"#_x0000_t75"
 style=3D'width:278.25pt;height:276.75pt'>
 <v:imagedata src=3D"Ex42008_files/image055.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D371 height=3D369
src=3D"Ex42008_files/image056.jpg" v:shapes=3D"_x0000_i1052"><![endif]></p>

<p class=3DMsoNormal><b style=3D'mso-bidi-font-weight:normal'>Trace upstrea=
m</b>.
Click the Solve button (Make sure that you have set <b style=3D'mso-bidi-fo=
nt-weight:
normal'>Analysis/Options</b> to <b style=3D'mso-bidi-font-weight:normal'>Se=
lection</b>.)
</p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1053" type=
=3D"#_x0000_t75"
 style=3D'width:256.5pt;height:153pt'>
 <v:imagedata src=3D"Ex42008_files/image057.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D342 height=3D204
src=3D"Ex42008_files/image058.jpg" v:shapes=3D"_x0000_i1053"><![endif]></p>

<p class=3DMsoNormal><b style=3D'mso-bidi-font-weight:normal'><!--[if gte v=
ml 1]><v:shape
 id=3D"_x0000_i1054" type=3D"#_x0000_t75" style=3D'width:431.25pt;height:21=
5.25pt'>
 <v:imagedata src=3D"Ex42008_files/image059.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D575 height=3D287
src=3D"Ex42008_files/image060.jpg" v:shapes=3D"_x0000_i1054"><![endif]><o:p=
></o:p></b></p>

<p class=3DMsoNormal>This gives you the selection of the flowlines flowing =
into
the USGS gage. To find the catchments that are associated to the USGS gage =
we
will now invoke our relationship class we created previously.</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>Right click the <b style=3D'mso-bidi-font-weight:norma=
l'>NHDFlowline</b>
feature class and open the attribute table. You can see the selected featur=
es.
Click <b style=3D'mso-bidi-font-weight:normal'>Options </b>and browse to Re=
lated
Tables. You will see the relationship we created shown as <b style=3D'mso-b=
idi-font-weight:
normal'>CatchmenthasFlowline</b>. Click the table.</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1055" type=
=3D"#_x0000_t75"
 style=3D'width:431.25pt;height:199.5pt'>
 <v:imagedata src=3D"Ex42008_files/image061.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D575 height=3D266
src=3D"Ex42008_files/image062.jpg" v:shapes=3D"_x0000_i1055"><![endif]></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>This opens the Attribute Table of the <b style=3D'mso-=
bidi-font-weight:
normal'>Catchment</b> feature class. You can see that the Catchments relate=
d to
the selected flowlines are automatically selected.</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>Using this table we can now find the number and the ar=
ea of
the catchments associated with any USGS gage.<span
style=3D'mso-spacerun:yes'>&nbsp;&nbsp; </span>In the <b style=3D'mso-bidi-=
font-weight:
normal'>USGSGagEvents </b>feature class the Drainage Area in Square Miles of
the watershed upstream of the gage is given by the attribute DA_SQ_Mile.</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><i style=3D'mso-bidi-font-style:normal'>To be turned i=
n: Make
a layout of the related catchments and flowlines to the USGS gage near the =
<st1:place
w:st=3D"on"><st1:PlaceName w:st=3D"on">Blanco</st1:PlaceName> <st1:PlaceTyp=
e w:st=3D"on">River</st1:PlaceType></st1:place>
at Kyle. Find the number and the total area of the catchments associated wi=
th
gaging station. What percent of the total <st1:place w:st=3D"on"><st1:City =
w:st=3D"on">San
  Marcos</st1:City></st1:place> basin does this constitute? Compare it with=
 the
area given in the USGS gage feature class.<o:p></o:p></i></p>

<p class=3DMsoNormal><i style=3D'mso-bidi-font-style:normal'><o:p>&nbsp;</o=
:p></i></p>

<h5 style=3D'margin-left:0in;text-indent:0in'><a name=3D"_Toc179617229">Lon=
gest
Flowpath</a></h5>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'>Use <b
style=3D'mso-bidi-font-weight:normal'>Selection/Clear Selected Features</b>=
 in
the ArcMap toolbar to clear all the selections you made in the last section=
.<span
style=3D'mso-spacerun:yes'>&nbsp; </span>Use <b style=3D'mso-bidi-font-weig=
ht:normal'>Analysis/Clear
Flags</b> in the Network Utility Analyst Toolbar to clear the Edge Flag
you&#8217;ve been using.<o:p></o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><o:p>&nbsp;<=
/o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'>Zoom into th=
e top of
the network, place an <b style=3D'mso-bidi-font-weight:normal'>edge flag</b>
there and execute a <b style=3D'mso-bidi-font-weight:normal'>TraceDownstrea=
m</b><o:p></o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><!--[if gte =
vml 1]><v:shape
 id=3D"_x0000_i1056" type=3D"#_x0000_t75" style=3D'width:343.5pt;height:222=
.75pt'>
 <v:imagedata src=3D"Ex42008_files/image063.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D458 height=3D297
src=3D"Ex42008_files/image064.jpg" v:shapes=3D"_x0000_i1056"><![endif]><o:p=
></o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'>And if you z=
oom back
to the extent of the layer, open its attribute table and hit Selected for t=
he
records, you&#8217;ll see that 93 of the 557 flowlines in the network have =
been
selected by this process.<o:p></o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><o:p>&nbsp;<=
/o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><!--[if gte =
vml 1]><v:shape
 id=3D"_x0000_i1057" type=3D"#_x0000_t75" style=3D'width:385.5pt;height:218=
.25pt'>
 <v:imagedata src=3D"Ex42008_files/image065.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D514 height=3D291
src=3D"Ex42008_files/image066.jpg" v:shapes=3D"_x0000_i1057"><![endif]><o:p=
></o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'>If you move =
along to
the <b style=3D'mso-bidi-font-weight:normal'>LengthKm</b> attribute, right =
click
on the field and select Statistics.<span style=3D'mso-spacerun:yes'>&nbsp;
</span>You can get a table of statistics of the selected records, from whic=
h you
can find the average line length in km and the total length along the flow =
path
that you&#8217;ll need shortly. <o:p></o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><!--[if gte =
vml 1]><v:shape
 id=3D"_x0000_i1058" type=3D"#_x0000_t75" style=3D'width:179.25pt;height:16=
1.25pt'>
 <v:imagedata src=3D"Ex42008_files/image067.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D239 height=3D215
src=3D"Ex42008_files/image068.jpg" v:shapes=3D"_x0000_i1058"><![endif]><o:p=
></o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><o:p>&nbsp;<=
/o:p></span></p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1059" type=
=3D"#_x0000_t75"
 style=3D'width:431.25pt;height:189pt'>
 <v:imagedata src=3D"Ex42008_files/image069.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D575 height=3D252
src=3D"Ex42008_files/image070.jpg" v:shapes=3D"_x0000_i1059"><![endif]><span
style=3D'mso-bidi-font-size:14.0pt'><o:p></o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><o:p>&nbsp;<=
/o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><o:p>&nbsp;<=
/o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'>Save again y=
our
ArcMap display as <b style=3D'mso-bidi-font-weight:normal'>SanMarcosNetwork=
.mxd </b>so
you can come back and get this information if you need it later.<o:p></o:p>=
</span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><o:p>&nbsp;<=
/o:p></span></p>

<p class=3DMsoNormal><span style=3D'mso-bidi-font-size:14.0pt'><o:p>&nbsp;<=
/o:p></span></p>

<p class=3DMsoNormal><i style=3D'mso-bidi-font-style:normal'><span
style=3D'mso-bidi-font-size:14.0pt'>To be turned in: What is the total flow
length from top to bottom of the <st1:place w:st=3D"on"><st1:PlaceName w:st=
=3D"on">San
  Marcos</st1:PlaceName> <st1:PlaceType w:st=3D"on">Basin</st1:PlaceType></=
st1:place>
(km).<span style=3D'mso-spacerun:yes'>&nbsp; </span>What is the average len=
gth of
the 93 NHDFlowLines on this flow path (km).<span
style=3D'mso-spacerun:yes'>&nbsp; </span><o:p></o:p></span></i></p>

<p class=3DMsoNormal><b style=3D'mso-bidi-font-weight:normal'><span
style=3D'font-size:14.0pt'><o:p>&nbsp;</o:p></span></b></p>

<h5 style=3D'margin-left:0in;text-indent:0in'><a name=3D"_Toc179617230"></a=
><a
name=3DBaseFlow></a><![if !supportLists]><span style=3D'mso-bookmark:_Toc17=
9617230'></span><![endif]><span
style=3D'mso-bookmark:_Toc179617230'>Using the Base Flow Index</span></h5>

<p class=3DMsoNormal>Open the attribute table of the USGSGagEvent feature c=
lass.
One of the fields present is called BFI_Ave. This refers to the average Ann=
ual
Base Flow Index (BFI). BFI refers to the percentage of the flow which is Ba=
se
flow i.e. that part of the <a
href=3D"http://amsglossary.allenpress.com/glossary/search?id=3Dstream1"><sp=
an
style=3D'color:windowtext;text-decoration:none;text-underline:none'>stream<=
/span></a>
discharge that is not attributable to <a
href=3D"http://amsglossary.allenpress.com/glossary/search?id=3Ddirect-runof=
f1"><span
style=3D'color:windowtext;text-decoration:none;text-underline:none'>direct =
runoff</span></a>
from <a
href=3D"http://amsglossary.allenpress.com/glossary/search?id=3Dprecipitatio=
n1"><span
style=3D'color:windowtext;text-decoration:none;text-underline:none'>precipi=
tation</span></a>
or melting <a href=3D"http://amsglossary.allenpress.com/glossary/search?id=
=3Dsnow1"><span
style=3D'color:windowtext;text-decoration:none;text-underline:none'>snow</s=
pan></a>;
it is usually sustained by <a
href=3D"http://amsglossary.allenpress.com/glossary/search?id=3Dgroundwater1=
"><span
style=3D'color:windowtext;text-decoration:none;text-underline:none'>groundw=
ater</span></a>.
The Base Flow Index (BFI) is used as a measure of the base flow characteris=
tics
of catchments. It provides a systematic way of assessing the proportion of =
base
flow in the total runoff of a catchment.<sup>1</sup> Let&#8217;s try and
explore it further. We will symbolize the Basin using BFI on the gaging
stations. Right click the USGSGagEvents feature class and go to properties.
Under the <b style=3D'mso-bidi-font-weight:normal'>Symbology</b> tab go to =
<b
style=3D'mso-bidi-font-weight:normal'>Quantities</b> and pick graduated sym=
bols.
In values select <b style=3D'mso-bidi-font-weight:normal'>BFI_Ave</b> from =
the
drop down menu. </p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1060" type=
=3D"#_x0000_t75"
 style=3D'width:6in;height:327pt'>
 <v:imagedata src=3D"Ex42008_files/image071.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D576 height=3D436
src=3D"Ex42008_files/image072.jpg" v:shapes=3D"_x0000_i1060"><![endif]></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>Click <b style=3D'mso-bidi-font-weight:normal'>OK</b>.=
<span
style=3D'mso-spacerun:yes'>&nbsp; </span>Go to <b style=3D'mso-bidi-font-we=
ight:
normal'>Properties/Labels</b> and set the<b style=3D'mso-bidi-font-weight:n=
ormal'>
Label Field</b> to be <b style=3D'mso-bidi-font-weight:normal'>BFI_Ave</b><=
span
style=3D'mso-spacerun:yes'>&nbsp;&nbsp; </span>Right click on the USGSGageE=
vents
feature class and <b style=3D'mso-bidi-font-weight:normal'>Label Features</=
b> You
can produce a display like the one shown below.</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal style=3D'mso-layout-grid-align:none;text-autospace:non=
e'><span
style=3D'font-size:11.0pt'><o:p>&nbsp;</o:p></span></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1061" type=
=3D"#_x0000_t75"
 style=3D'width:427.5pt;height:252pt'>
 <v:imagedata src=3D"Ex42008_files/image073.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D570 height=3D336
src=3D"Ex42008_files/image074.jpg" v:shapes=3D"_x0000_i1061"><![endif]></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>These labels have three trailing 0&#8217;s that are
unnecessary.<span style=3D'mso-spacerun:yes'>&nbsp; </span>To eliminate the=
m,
right click on the USGSGageEvents feature class, and select <b
style=3D'mso-bidi-font-weight:normal'>Properties/Labels</b> and the box for=
 <b
style=3D'mso-bidi-font-weight:normal'>Expression</b>.<span
style=3D'mso-spacerun:yes'>&nbsp; </span>Enter the following in the resulti=
ng
Expression window: </p>

<p class=3DMsoNormal><b style=3D'mso-bidi-font-weight:normal'>&#8220;[BFI_A=
ve]:&#8221;
&amp; round ([BFI_AVE], 5)</b>, as shown below:</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1062" type=
=3D"#_x0000_t75"
 style=3D'width:230.25pt;height:286.5pt'>
 <v:imagedata src=3D"Ex42008_files/image075.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D307 height=3D382
src=3D"Ex42008_files/image076.jpg" v:shapes=3D"_x0000_i1062"><![endif]></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>What this does is create a label that includes the att=
ribute
BFI_Ave as text and then conconcatenates onto this the rounded version of t=
he
attribute value.<span style=3D'mso-spacerun:yes'>&nbsp; </span>The result t=
hen
appears in ArcMap as:</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1063" type=
=3D"#_x0000_t75"
 style=3D'width:6in;height:228pt'>
 <v:imagedata src=3D"Ex42008_files/image077.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D576 height=3D304
src=3D"Ex42008_files/image078.jpg" v:shapes=3D"_x0000_i1063"><![endif]></p>

<p class=3DMsoNormal>This shows that at some gages 95% of the flow is <b
style=3D'mso-bidi-font-weight:normal'>Base Flow</b> while at other location=
s only
5% is base flow. For more information on how to determine base flow, see <a
href=3D"http://www.usbr.gov/pmts/hydraulics_lab/twahl/bfi/">http://www.usbr=
.gov/pmts/hydraulics_lab/twahl/bfi/</a><span
style=3D'mso-spacerun:yes'>&nbsp; </span>from which the following picture h=
as
been extracted.<span style=3D'mso-spacerun:yes'>&nbsp; </span>Base flow is =
the
flow beneath the red line in this graph and surface runoff is the excess fl=
ow
defined by the difference between the blue line and the red line.</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1064" type=
=3D"#_x0000_t75"
 style=3D'width:406.5pt;height:174.75pt'>
 <v:imagedata src=3D"Ex42008_files/image079.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D542 height=3D233
src=3D"Ex42008_files/image080.jpg" v:shapes=3D"_x0000_i1064"><![endif]></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>Why should there be so much variation in the base flow=
 in
the <st1:place w:st=3D"on"><st1:PlaceName w:st=3D"on">San Marcos</st1:Place=
Name> <st1:PlaceType
 w:st=3D"on">Basin</st1:PlaceType></st1:place>? The stations on the <st1:Ci=
ty
w:st=3D"on">San Marcos</st1:City> river at <st1:place w:st=3D"on"><st1:City=
 w:st=3D"on">San
  Marcos</st1:City></st1:place> and Luling are right above the Edwards Aqui=
fer
and draw significant amounts of water from it to fulfill their needs. Let&#=
8217;s
visualize the Edwards aquifer to get a better understanding of this phenome=
non.</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>Add the <b style=3D'mso-bidi-font-weight:normal'>Aquif=
er</b>
feature class from the <b style=3D'mso-bidi-font-weight:normal'>Geomorpholo=
gy</b>
dataset in the geodatabase. This is the Edwards Aquifer. <span
style=3D'mso-spacerun:yes'>&nbsp;&nbsp;</span>I have symbolized this as we =
did in
Exercise 2, and also sized the rivers according to their flows. Cool!</p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1065" type=
=3D"#_x0000_t75"
 style=3D'width:348.75pt;height:274.5pt'>
 <v:imagedata src=3D"Ex42008_files/image081.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D465 height=3D366
src=3D"Ex42008_files/image082.jpg" v:shapes=3D"_x0000_i1065"><![endif]></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>The mean annual flow in (cfs) at each gage is given by=
 the
attribute <b style=3D'mso-bidi-font-weight:normal'>AVE</b> in the <b
style=3D'mso-bidi-font-weight:normal'>USGSGageEvents</b> feature class. The
proportion of this as base flow is given by BFI_AVE.<span
style=3D'mso-spacerun:yes'>&nbsp; </span>By taking the product of these two=
 quantities
you can estimate the mean annual amount of base flow at each gage.</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><i style=3D'mso-bidi-font-style:normal'>To be turned i=
n: Make
a layout of the Edwards Aquifer overlayed on the <st1:place w:st=3D"on"><st=
1:City
 w:st=3D"on">San Marcos</st1:City></st1:place> basin.<span
style=3D'mso-spacerun:yes'>&nbsp; </span>What is the river on the right tha=
t has
low base flow.<span style=3D'mso-spacerun:yes'>&nbsp; </span>What is the ri=
ver on
the left that has high base flow.<span style=3D'mso-spacerun:yes'>&nbsp;
</span>Make a base flow balance between these two rivers to see if you can
reasonably predict the base flow at the most downstream station (the <st1:p=
lace
w:st=3D"on"><st1:PlaceName w:st=3D"on">San Marcos</st1:PlaceName> <st1:Plac=
eType
 w:st=3D"on">River</st1:PlaceType></st1:place> at Ottine).<o:p></o:p></i></=
p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><b style=3D'mso-bidi-font-weight:normal'><span
style=3D'font-size:14.0pt'>Storm Precipitation Animation<o:p></o:p></span><=
/b></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>We are going to create a time series of precipitation =
for a
storm over the San Marcos basin that created a big flood in July of 2002.<s=
pan
style=3D'mso-spacerun:yes'>&nbsp; </span>Here is a graph from the USGS NWIS=
 site
of the flow during this period of the San Marcos River at Luling.<span
style=3D'mso-spacerun:yes'>&nbsp; </span>You&#8217;ll see that there is a m=
ain
peak in the flood flows in early July and then a secondary peak about July =
18
after more rain fell.</p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1066" type=
=3D"#_x0000_t75"
 alt=3D"Graph of DAILY Discharge, cubic feet per second" style=3D'width:435=
pt;
 height:5in'>
 <v:imagedata src=3D"Ex42008_files/image083.png" o:href=3D"http://waterdata=
.usgs.gov/nwisweb/data/img/USGS.08172000.01.00060.00003.20020622.20020802.1=
.0..pres.gif"/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D580 height=3D480
src=3D"Ex42008_files/image084.jpg"
alt=3D"Graph of DAILY Discharge, cubic feet per second" v:shapes=3D"_x0000_=
i1066"><![endif]></p>

<p class=3DMsoNormal><b style=3D'mso-bidi-font-weight:normal'><o:p>&nbsp;</=
o:p></b></p>

<p class=3DMsoNormal><b style=3D'mso-bidi-font-weight:normal'>Create a Rast=
er
Catalog<o:p></o:p></b></p>

<p class=3DMsoNormal>Open <b style=3D'mso-bidi-font-weight:normal'>Arc Cata=
log</b>
and create a new <b style=3D'mso-bidi-font-weight:normal'>file geodatabase<=
/b>
called <b style=3D'mso-bidi-font-weight:normal'>Precipitation.gdb.<span
style=3D'mso-spacerun:yes'>&nbsp; </span><o:p></o:p></b></p>

<p class=3DMsoNormal><b style=3D'mso-bidi-font-weight:normal'><span
style=3D'mso-no-proof:yes'><!--[if gte vml 1]><v:shape id=3D"Picture_x0020_=
2"
 o:spid=3D"_x0000_i1067" type=3D"#_x0000_t75" style=3D'width:97.5pt;height:=
24.75pt;
 visibility:visible'>
 <v:imagedata src=3D"Ex42008_files/image085.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D130 height=3D33
src=3D"Ex42008_files/image086.jpg" v:shapes=3D"Picture_x0020_2"><![endif]><=
/span><o:p></o:p></b></p>

<p class=3DMsoNormal>Within this geodatabase, create a new Raster Catalog.<=
span
style=3D'mso-spacerun:yes'>&nbsp;&nbsp; </span>For Raster Catalog Name put =
<b
style=3D'mso-bidi-font-weight:normal'>July2002</b></p>

<p class=3DMsoNormal><span style=3D'mso-no-proof:yes'><!--[if gte vml 1]><v=
:shape
 id=3D"Picture_x0020_1" o:spid=3D"_x0000_i1068" type=3D"#_x0000_t75" style=
=3D'width:267.75pt;
 height:122.25pt;visibility:visible'>
 <v:imagedata src=3D"Ex42008_files/image087.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D357 height=3D163
src=3D"Ex42008_files/image088.jpg" v:shapes=3D"Picture_x0020_1"><![endif]><=
o:p></o:p></span></p>

<p class=3DMsoNormal>Click on<span style=3D'mso-spacerun:yes'>&nbsp; </span=
><b
style=3D'mso-bidi-font-weight:normal'>Coordinate System for Raster Column</=
b>,
select <b style=3D'mso-bidi-font-weight:normal'>Import</b>, and navigate to=
 the
first grid in your list <b style=3D'mso-bidi-font-weight:normal'>pr_0628200=
2</b>
and select its coordinate system.<span style=3D'mso-spacerun:yes'>&nbsp;
</span>This is a Polar Stereographic map projection (which is Azimuthal) wi=
th a
central meridian of 105&deg;West and a cutting plane at 60&deg;North.<span
style=3D'mso-spacerun:yes'>&nbsp; </span>Do the same for <b style=3D'mso-bi=
di-font-weight:
normal'>Coordinate System for Geometry Column</b>.<span
style=3D'mso-spacerun:yes'>&nbsp; </span></p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1069" type=
=3D"#_x0000_t75"
 style=3D'width:378.75pt;height:312pt'>
 <v:imagedata src=3D"Ex42008_files/image089.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D505 height=3D416
src=3D"Ex42008_files/image090.jpg" v:shapes=3D"_x0000_i1069"><![endif]></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1070" type=
=3D"#_x0000_t75"
 style=3D'width:300.75pt;height:429pt'>
 <v:imagedata src=3D"Ex42008_files/image091.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D401 height=3D572
src=3D"Ex42008_files/image092.jpg" v:shapes=3D"_x0000_i1070"><![endif]></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>Now, lets load our precipitation data into this catalo=
g.</p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1071" type=
=3D"#_x0000_t75"
 style=3D'width:347.25pt;height:166.5pt'>
 <v:imagedata src=3D"Ex42008_files/image093.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D463 height=3D222
src=3D"Ex42008_files/image094.jpg" v:shapes=3D"_x0000_i1071"><![endif]></p>

<p class=3DMsoNormal>Click on the folder for <b style=3D'mso-bidi-font-weig=
ht:normal'>Input
Rasters</b>, and highlight all the precipitation grids that you have except=
 for
&#8220;total_pr&#8221;.<span style=3D'mso-spacerun:yes'>&nbsp;&nbsp; </span=
>You
can highlight them all by clicking on the first one, then holding down the
Shift key and clicking on the last one.<span
style=3D'mso-spacerun:yes'>&nbsp;&nbsp; </span>Hit <b style=3D'mso-bidi-fon=
t-weight:
normal'>Add.<span style=3D'mso-spacerun:yes'>&nbsp; </span></b>This has the
effect of adding all the rasters to the raster catalog.<span
style=3D'mso-spacerun:yes'>&nbsp; </span>It takes about 5 minutes for this
function to execute but you&#8217;ll see it go on raster by raster.</p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1072" type=
=3D"#_x0000_t75"
 style=3D'width:448.5pt;height:336pt'>
 <v:imagedata src=3D"Ex42008_files/image095.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D598 height=3D448
src=3D"Ex42008_files/image096.jpg" v:shapes=3D"_x0000_i1072"><![endif]></p>

<p class=3DMsoNormal>If you display the contents of the Catalog, you&#8217;=
ll see
a listing of precipitation grids from June 28 to July 20, 2002. </p>

<p class=3DMsoNormal><span style=3D'mso-spacerun:yes'>&nbsp;</span><!--[if =
gte vml 1]><v:shape
 id=3D"_x0000_i1073" type=3D"#_x0000_t75" style=3D'width:93.75pt;height:34.=
5pt'>
 <v:imagedata src=3D"Ex42008_files/image097.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D125 height=3D46
src=3D"Ex42008_files/image098.jpg" v:shapes=3D"_x0000_i1073"><![endif]></p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1074" type=
=3D"#_x0000_t75"
 style=3D'width:138.75pt;height:313.5pt'>
 <v:imagedata src=3D"Ex42008_files/image099.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D185 height=3D418
src=3D"Ex42008_files/image100.jpg" v:shapes=3D"_x0000_i1074"><![endif]></p>

<p class=3DMsoNormal>Now, lets take a look at our raster catalog in the San
Marcos Basin.<span style=3D'mso-spacerun:yes'>&nbsp; </span></p>

<p class=3DMsoNormal>Open ArcMap and display the <b style=3D'mso-bidi-font-=
weight:
normal'>Subbasin</b> feature class from the <b style=3D'mso-bidi-font-weigh=
t:
normal'>Hydrologic Units</b> feature dataset of the <b style=3D'mso-bidi-fo=
nt-weight:
normal'>SanMarcos_NHDPlus_Raw dataset</b><span
style=3D'mso-spacerun:yes'>&nbsp;&nbsp; </span>and then display the July2002
raster catalog.<span style=3D'mso-spacerun:yes'>&nbsp; </span>You&#8217;ll =
just
see a rectangular image that is the spatial extent of the precipitation gri=
ds
over the San Marcos Basin.<span style=3D'mso-spacerun:yes'>&nbsp; </span>Le=
ts
save this ArcMap display as <b style=3D'mso-bidi-font-weight:normal'>Precip=
.mxd</b>.</p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1075" type=
=3D"#_x0000_t75"
 style=3D'width:468pt;height:336.75pt'>
 <v:imagedata src=3D"Ex42008_files/image101.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D624 height=3D449
src=3D"Ex42008_files/image102.jpg" v:shapes=3D"_x0000_i1075"><![endif]></p>

<p class=3DMsoNormal>Now, lets change the properties of the Raster Catalog =
so
that we can see our rasters.<span style=3D'mso-spacerun:yes'>&nbsp; </span>=
Right
click on the <b style=3D'mso-bidi-font-weight:normal'>July2002</b> layer and
select <b style=3D'mso-bidi-font-weight:normal'>Properties/Symbology</b> an=
d set
the coordinate display <b style=3D'mso-bidi-font-weight:normal'>to Stretche=
d</b>
with a <b style=3D'mso-bidi-font-weight:normal'>blue</b> color ramp.</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1076" type=
=3D"#_x0000_t75"
 style=3D'width:468pt;height:139.5pt'>
 <v:imagedata src=3D"Ex42008_files/image103.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D624 height=3D186
src=3D"Ex42008_files/image104.jpg" v:shapes=3D"_x0000_i1076"><![endif]></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>Similarly, open <b style=3D'mso-bidi-font-weight:norma=
l'>Properties/Display.<span
style=3D'mso-spacerun:yes'>&nbsp;&nbsp; </span></b>Click the radio button t=
hat
says <b style=3D'mso-bidi-font-weight:normal'>Never show wireframe display<=
/b>
and select <b style=3D'mso-bidi-font-weight:normal'>Redraw the whole raster
display</b> with <b style=3D'mso-bidi-font-weight:normal'>ObjectID</b> as t=
he
index field and <b style=3D'mso-bidi-font-weight:normal'>100ms</b> as the t=
ime
delay for the redraws to occur.</p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1077" type=
=3D"#_x0000_t75"
 style=3D'width:405.75pt;height:354.75pt'>
 <v:imagedata src=3D"Ex42008_files/image105.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D541 height=3D473
src=3D"Ex42008_files/image106.jpg" v:shapes=3D"_x0000_i1077"><![endif]></p>

<p class=3DMsoNormal>Now you&#8217;ll see a different display where the ras=
ters
display sequentially, although not in a very understandable way.<span
style=3D'mso-spacerun:yes'>&nbsp; </span></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1078" type=
=3D"#_x0000_t75"
 style=3D'width:468pt;height:336.75pt'>
 <v:imagedata src=3D"Ex42008_files/image107.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D624 height=3D449
src=3D"Ex42008_files/image108.jpg" v:shapes=3D"_x0000_i1078"><![endif]></p>

<p class=3DMsoNormal>Lets see if we can improve on this animation.<span
style=3D'mso-spacerun:yes'>&nbsp;&nbsp; </span>Open the <b style=3D'mso-bid=
i-font-weight:
normal'>Attribute Table</b> of the Raster Catalog, and (with ArcCatalog clo=
sed),
Add a Field called <b style=3D'mso-bidi-font-weight:normal'>DateTime</b> wi=
th
type <b style=3D'mso-bidi-font-weight:normal'>Date </b>to the table:</p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1079" type=
=3D"#_x0000_t75"
 style=3D'width:467.25pt;height:174.75pt'>
 <v:imagedata src=3D"Ex42008_files/image109.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D623 height=3D233
src=3D"Ex42008_files/image110.jpg" v:shapes=3D"_x0000_i1079"><![endif]><b
style=3D'mso-bidi-font-weight:normal'><o:p></o:p></b></p>

<p class=3DMsoNormal>Use <b style=3D'mso-bidi-font-weight:normal'>Toolbars/=
Editor</b>
and open the <b style=3D'mso-bidi-font-weight:normal'>Editor</b> toolbar.<s=
pan
style=3D'mso-spacerun:yes'>&nbsp; </span>Set the <b style=3D'mso-bidi-font-=
weight:
normal'>Precipitation</b> geodatabase as the one to edit and select <b
style=3D'mso-bidi-font-weight:normal'>Start Editing</b>.<span
style=3D'mso-spacerun:yes'>&nbsp; </span>Type in the values to the DateTime=
 field
that correspond to the dates in the Name field of the Raster Catalog:</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1080" type=
=3D"#_x0000_t75"
 style=3D'width:468pt;height:229.5pt'>
 <v:imagedata src=3D"Ex42008_files/image111.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D624 height=3D306
src=3D"Ex42008_files/image112.jpg" v:shapes=3D"_x0000_i1080"><![endif]></p>

<p class=3DMsoNormal>Once you have all the dates entered into the DateTime =
field,
we&#8217;ll use these to define the time horizon for our animation.<span
style=3D'mso-spacerun:yes'>&nbsp;&nbsp; </span>Right Click on the July 2002=
 layer
and select <b style=3D'mso-bidi-font-weight:normal'>Properties/Definition Q=
uery</b>
and using enter: <b style=3D'mso-bidi-font-weight:normal'>&quot;DateTime&qu=
ot;
&gt;=3D date '2002-06-28 00:00:00' AND &quot;DateTime&quot; &lt;=3D date
'2002-07-20 00:00:00'</b><span style=3D'mso-spacerun:yes'>&nbsp; </span>use=
 the <b
style=3D'mso-bidi-font-weight:normal'>Query Builder</b> tab to help you bui=
ld the
query and use <b style=3D'mso-bidi-font-weight:normal'>Get Unique Values</b=
> of
the <b style=3D'mso-bidi-font-weight:normal'>DateTime</b> field to help you=
 get
the right dates for the beginning and end of your time horizon.<span
style=3D'mso-spacerun:yes'>&nbsp; </span></p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1081" type=
=3D"#_x0000_t75"
 style=3D'width:287.25pt;height:337.5pt'>
 <v:imagedata src=3D"Ex42008_files/image113.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D383 height=3D450
src=3D"Ex42008_files/image114.jpg" v:shapes=3D"_x0000_i1081"><![endif]></p>

<p class=3DMsoNormal>Here is the query you should end up with.</p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1082" type=
=3D"#_x0000_t75"
 style=3D'width:368.25pt;height:94.5pt'>
 <v:imagedata src=3D"Ex42008_files/image115.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D491 height=3D126
src=3D"Ex42008_files/image116.jpg" v:shapes=3D"_x0000_i1082"><![endif]></p>

<p class=3DMsoNormal>Use <b style=3D'mso-bidi-font-weight:normal'>View/Tool=
bars/Animation</b>
to selection the Animation toolbar</p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1083" type=
=3D"#_x0000_t75"
 style=3D'width:281.25pt;height:159pt'>
 <v:imagedata src=3D"Ex42008_files/image117.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D375 height=3D212
src=3D"Ex42008_files/image118.jpg" v:shapes=3D"_x0000_i1083"><![endif]></p>

<p class=3DMsoNormal>Use <b style=3D'mso-bidi-font-weight:normal'>Animation=
/Create
Time Layer Animation</b> </p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1084" type=
=3D"#_x0000_t75"
 style=3D'width:161.25pt;height:112.5pt'>
 <v:imagedata src=3D"Ex42008_files/image119.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D215 height=3D150
src=3D"Ex42008_files/image120.jpg" v:shapes=3D"_x0000_i1084"><![endif]></p>

<p class=3DMsoNormal>Select <b style=3D'mso-bidi-font-weight:normal'>DateTi=
me</b>
as the <b style=3D'mso-bidi-font-weight:normal'>StartTime</b> field and sel=
ect
the time interval as <b style=3D'mso-bidi-font-weight:normal'>1 Day</b>.<sp=
an
style=3D'mso-spacerun:yes'>&nbsp; </span>Make sure the <b style=3D'mso-bidi=
-font-weight:
normal'>Show time in display</b> is clicked on.<span
style=3D'mso-spacerun:yes'>&nbsp;&nbsp; </span>Select the <b style=3D'mso-b=
idi-font-weight:
normal'>Open Animation Controls</b> tool <!--[if gte vml 1]><v:shape id=3D"=
_x0000_i1085"
 type=3D"#_x0000_t75" style=3D'width:18.75pt;height:18.75pt'>
 <v:imagedata src=3D"Ex42008_files/image121.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D25 height=3D25
src=3D"Ex42008_files/image122.jpg" v:shapes=3D"_x0000_i1085"><![endif]><span
style=3D'mso-spacerun:yes'>&nbsp;</span>and set the display to By <b
style=3D'mso-bidi-font-weight:normal'>Number of Frames</b> with a <b
style=3D'mso-bidi-font-weight:normal'>2</b> second delay between each frame=
 and
hit <b style=3D'mso-bidi-font-weight:normal'>Calculate</b>.</p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1086" type=
=3D"#_x0000_t75"
 style=3D'width:240.75pt;height:269.25pt'>
 <v:imagedata src=3D"Ex42008_files/image123.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D321 height=3D359
src=3D"Ex42008_files/image124.jpg" v:shapes=3D"_x0000_i1086"><![endif]></p>

<p class=3DMsoNormal>Hit the Play button to start the animation <!--[if gte=
 vml 1]><v:shape
 id=3D"_x0000_i1087" type=3D"#_x0000_t75" style=3D'width:29.25pt;height:17.=
25pt'>
 <v:imagedata src=3D"Ex42008_files/image125.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D39 height=3D23
src=3D"Ex42008_files/image126.jpg" v:shapes=3D"_x0000_i1087"><![endif]><span
style=3D'mso-spacerun:yes'>&nbsp;</span>and stop it at June 30 where there =
is a
very heavy rainfall over the basin.<span style=3D'mso-spacerun:yes'>&nbsp;
</span>Continue playing the animation through to the end of the storm.
You&#8217;ll also see a heavy rain on July 18.</p>

<p class=3DMsoNormal>.<span style=3D'mso-spacerun:yes'>&nbsp; </span>If you=
 find
that you have multiple dates showing up in your display, it means that you =
have
more than one time track defined.<span style=3D'mso-spacerun:yes'>&nbsp;&nb=
sp;
</span>In the <b style=3D'mso-bidi-font-weight:normal'>Animation</b> toolba=
r,
open <b style=3D'mso-bidi-font-weight:normal'>Animation Manager</b> </p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1088" type=
=3D"#_x0000_t75"
 style=3D'width:156pt;height:204pt'>
 <v:imagedata src=3D"Ex42008_files/image127.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D208 height=3D272
src=3D"Ex42008_files/image128.jpg" v:shapes=3D"_x0000_i1088"><![endif]></p>

<p class=3DMsoNormal>And select <b style=3D'mso-bidi-font-weight:normal'>Tr=
acks</b>.<span
style=3D'mso-spacerun:yes'>&nbsp; </span><b style=3D'mso-bidi-font-weight:n=
ormal'>Remove</b>
all but your selected time track so that you only see a single animation (if
you create several animations in sequence, they will all show up here).</p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1089" type=
=3D"#_x0000_t75"
 style=3D'width:468pt;height:202.5pt'>
 <v:imagedata src=3D"Ex42008_files/image129.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D624 height=3D270
src=3D"Ex42008_files/image130.jpg" v:shapes=3D"_x0000_i1089"><![endif]></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1090" type=
=3D"#_x0000_t75"
 style=3D'width:468pt;height:336.75pt'>
 <v:imagedata src=3D"Ex42008_files/image131.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D624 height=3D449
src=3D"Ex42008_files/image132.jpg" v:shapes=3D"_x0000_i1090"><![endif]></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1091" type=
=3D"#_x0000_t75"
 style=3D'width:296.25pt;height:321.75pt'>
 <v:imagedata src=3D"Ex42008_files/image133.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D395 height=3D429
src=3D"Ex42008_files/image134.jpg" v:shapes=3D"_x0000_i1091"><![endif]></p>

<p class=3DMsoNormal><i style=3D'mso-bidi-font-style:normal'><o:p>&nbsp;</o=
:p></i></p>

<p class=3DMsoNormal><i style=3D'mso-bidi-font-style:normal'>To be turned i=
n: A map
of the distribution of rainfall on 30 June 2002 over the San Marcos basin).=
<o:p></o:p></i></p>

<p class=3DMsoNormal><i style=3D'mso-bidi-font-style:normal'><o:p>&nbsp;</o=
:p></i></p>

<h5 style=3D'margin-left:0in;text-indent:0in;mso-list:l4 level5 lfo9'><a
name=3D"_Toc210550796"></a><a name=3DMeanPrecip></a><![if !supportLists]><s=
pan
style=3D'mso-bookmark:_Toc210550796'></span><![endif]><span style=3D'mso-bo=
okmark:
_Toc210550796'><b style=3D'mso-bidi-font-weight:normal'><span style=3D'font=
-size:
14.0pt;font-family:"Times New Roman","serif";letter-spacing:1.0pt'>Basin Me=
an
Precipitation</span></b></span><b style=3D'mso-bidi-font-weight:normal'><sp=
an
style=3D'font-size:14.0pt;font-family:"Times New Roman","serif";letter-spac=
ing:
1.0pt'><o:p></o:p></span></b></h5>

<h5 style=3D'margin-left:0in;text-indent:0in;mso-list:l4 level5 lfo9'><a
name=3D"_Toc210550797">1. Compute zonal statistics</a></h5>

<p class=3DMsoNormal>Save your previous work then open a new map document in
ArcMap by clicking the <span style=3D'mso-no-proof:yes'><!--[if gte vml 1]>=
<v:shape
 id=3D"Picture_x0020_115" o:spid=3D"_x0000_i1092" type=3D"#_x0000_t75" styl=
e=3D'width:26.25pt;
 height:26.25pt;visibility:visible'>
 <v:imagedata src=3D"Ex42008_files/image135.png" o:title=3D"" croptop=3D"37=
62f"
  cropbottom=3D"60023f" cropleft=3D"352f" cropright=3D"63873f"/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D35 height=3D35
src=3D"Ex42008_files/image136.jpg" v:shapes=3D"Picture_x0020_115"><![endif]=
></span><span
style=3D'mso-spacerun:yes'>&nbsp;</span>icon in the top left corner. Add al=
l the
raster grids in the Total_pr folder except for the one named
&#8216;total_pr&#8217;.</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><span style=3D'mso-no-proof:yes'><!--[if gte vml 1]><v=
:shape
 id=3D"_x0000_i1093" type=3D"#_x0000_t75" style=3D'width:368.25pt;height:24=
5.25pt;
 visibility:visible'>
 <v:imagedata src=3D"Ex42008_files/image137.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D491 height=3D327
src=3D"Ex42008_files/image138.jpg" v:shapes=3D"_x0000_i1093"><![endif]></sp=
an></p>

<p class=3DMsoNormal>Each raster represents the total daily precipitation in
inches for the date indicated in the file name. These data catalog the prec=
ipitation
from June 28, 2002 through July 20, 2002, a period when convective rain cel=
ls
parked over central Texas and caused massive flooding. </p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>Next, add the <b style=3D'mso-bidi-font-weight:normal'=
>Subbasin
</b>feature class from the <b style=3D'mso-bidi-font-weight:normal'>Hydrolo=
gicUnits</b>
feature dataset in the <b style=3D'mso-bidi-font-weight:normal'><span
style=3D'mso-fareast-font-family:"Arial Unicode MS";mso-fareast-language:JA=
'>SanMarcos_NHDPlus_raw.mdb
</span></b><span style=3D'mso-fareast-font-family:"Arial Unicode MS";mso-fa=
reast-language:
JA'>geodatabase</span>, which was created previously in this exercise. ArcM=
ap
should look something like the screenshot below.</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><span style=3D'mso-no-proof:yes'><!--[if gte vml 1]><v=
:shape
 id=3D"Picture_x0020_7" o:spid=3D"_x0000_i1094" type=3D"#_x0000_t75" style=
=3D'width:465.75pt;
 height:309.75pt;visibility:visible'>
 <v:imagedata src=3D"Ex42008_files/image139.png" o:title=3D"" cropbottom=3D=
"9737f"/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D621 height=3D413
src=3D"Ex42008_files/image140.jpg" v:shapes=3D"Picture_x0020_7"><![endif]><=
/span></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>You can play with the symbology of each raster to bett=
er
understand the rain patterns.<span style=3D'mso-spacerun:yes'>&nbsp;&nbsp;
</span>Here is the Rainfall pattern for June 30 displayed again as you saw =
it
in the Animation.<span style=3D'mso-spacerun:yes'>&nbsp; </span>You can use=
 the <b
style=3D'mso-bidi-font-weight:normal'>Info</b> tool in the <b style=3D'mso-=
bidi-font-weight:
normal'>Tools</b> toolbar to click around in the display and see how much
rainfall fell in each cell.</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1095" type=
=3D"#_x0000_t75"
 style=3D'width:467.25pt;height:355.5pt'>
 <v:imagedata src=3D"Ex42008_files/image141.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D623 height=3D474
src=3D"Ex42008_files/image142.jpg" v:shapes=3D"_x0000_i1095"><![endif]></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>Now we will use zonal statistics to compute the average
precipitation over the San Marcos Subbasin.<span
style=3D'mso-spacerun:yes'>&nbsp; </span>Make sure your <b style=3D'mso-bid=
i-font-weight:
normal'>Spatial Analyst</b> extension is clicked on in <b style=3D'mso-bidi=
-font-weight:
normal'>Tools/Extensions.</b></p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1096" type=
=3D"#_x0000_t75"
 style=3D'width:285pt;height:367.5pt'>
 <v:imagedata src=3D"Ex42008_files/image143.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D380 height=3D490
src=3D"Ex42008_files/image144.jpg" v:shapes=3D"_x0000_i1096"><![endif]></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>Open <b style=3D'mso-bidi-font-weight:normal'>ArcToolb=
ox</b>
and open <b style=3D'mso-bidi-font-weight:normal'>Spatial Analyst Tools </b=
><b
style=3D'mso-bidi-font-weight:normal'><span style=3D'font-family:Wingdings;
mso-ascii-font-family:"Times New Roman";mso-hansi-font-family:"Times New Ro=
man";
mso-char-type:symbol;mso-symbol-font-family:Wingdings'><span style=3D'mso-c=
har-type:
symbol;mso-symbol-font-family:Wingdings'>&agrave;</span></span> Zonal<span
style=3D'mso-spacerun:yes'>&nbsp; </span></b><b style=3D'mso-bidi-font-weig=
ht:normal'><span
style=3D'font-family:Wingdings;mso-ascii-font-family:"Times New Roman";
mso-hansi-font-family:"Times New Roman";mso-char-type:symbol;mso-symbol-fon=
t-family:
Wingdings'><span style=3D'mso-char-type:symbol;mso-symbol-font-family:Wingd=
ings'>&agrave;</span></span>
Zonal Statistics as Table. <o:p></o:p></b></p>

<p class=3DMsoNormal><b style=3D'mso-bidi-font-weight:normal'><o:p>&nbsp;</=
o:p></b></p>

<p class=3DMsoNormal><!--[if gte vml 1]><v:shape id=3D"_x0000_i1097" type=
=3D"#_x0000_t75"
 style=3D'width:135pt;height:99.75pt'>
 <v:imagedata src=3D"Ex42008_files/image145.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D180 height=3D133
src=3D"Ex42008_files/image146.jpg" v:shapes=3D"_x0000_i1097"><![endif]></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>Right click on the tool and select <b style=3D'mso-bid=
i-font-weight:
normal'>Batch. </b>This allows you to compute multiple zonal statistics with
one process, which is useful since we have over 20 days of rainfall data. <=
/p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><span style=3D'mso-no-proof:yes'><!--[if gte vml 1]><v=
:shape
 id=3D"Picture_x0020_25" o:spid=3D"_x0000_i1098" type=3D"#_x0000_t75" style=
=3D'width:276.75pt;
 height:295.5pt;visibility:visible'>
 <v:imagedata src=3D"Ex42008_files/image147.png" o:title=3D"" croptop=3D"10=
901f"
  cropbottom=3D"9719f" cropright=3D"32033f"/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D369 height=3D394
src=3D"Ex42008_files/image148.jpg" v:shapes=3D"Picture_x0020_25"><![endif]>=
</span></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>The <b style=3D'mso-bidi-font-weight:normal'>input ras=
ter or
feature zone data</b> is our Subasin <b style=3D'mso-bidi-font-weight:norma=
l'>Subbasin</b>,
this is the area over which we want to compute our statistics. We will choo=
se
the <b style=3D'mso-bidi-font-weight:normal'>zone field</b> as <b
style=3D'mso-bidi-font-weight:normal'>HUC_8</b> so that we have a record of=
 which
HUC region the statistics are computed over. The <b style=3D'mso-bidi-font-=
weight:
normal'>input value raster</b> field will be populated with each different
date. Use the <span style=3D'mso-no-proof:yes'><!--[if gte vml 1]><v:shape =
id=3D"Picture_x0020_121"
 o:spid=3D"_x0000_i1099" type=3D"#_x0000_t75" style=3D'width:23.25pt;height=
:24.75pt;
 visibility:visible'>
 <v:imagedata src=3D"Ex42008_files/image149.png" o:title=3D"" croptop=3D"87=
98f"
  cropbottom=3D"54825f" cropleft=3D"61114f" cropright=3D"3367f"/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D31 height=3D33
src=3D"Ex42008_files/image150.jpg" v:shapes=3D"Picture_x0020_121"><![endif]=
></span><span
style=3D'mso-spacerun:yes'>&nbsp;</span>button to add more rows. The output=
 table
is the location and name of the table that will result from the geoprocessi=
ng.
It is useful to name these according to date and put them in order by date =
to
avoid confusion later. This process can be tedious, but have patience! In t=
he
end, you should end up with something like the following screenshot.</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><span style=3D'mso-no-proof:yes'><!--[if gte vml 1]><v=
:shape
 id=3D"Picture_x0020_13" o:spid=3D"_x0000_i1100" type=3D"#_x0000_t75" style=
=3D'width:468pt;
 height:145.5pt;visibility:visible'>
 <v:imagedata src=3D"Ex42008_files/image151.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D624 height=3D194
src=3D"Ex42008_files/image152.jpg" v:shapes=3D"Picture_x0020_13"><![endif]>=
</span></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>Once you have filled out the tool, press <b
style=3D'mso-bidi-font-weight:normal'>OK</b> to run it. When the tool finis=
hes,
all the tables should have been added to the display. Voila! If not, naviga=
te
to the location where they are saved and add them to the display.</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><span style=3D'mso-no-proof:yes'><!--[if gte vml 1]><v=
:shape
 id=3D"Picture_x0020_19" o:spid=3D"_x0000_i1101" type=3D"#_x0000_t75" style=
=3D'width:368.25pt;
 height:245.25pt;visibility:visible'>
 <v:imagedata src=3D"Ex42008_files/image153.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D491 height=3D327
src=3D"Ex42008_files/image154.jpg" v:shapes=3D"Picture_x0020_19"><![endif]>=
</span></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>Each table contains the following fields. </p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><span style=3D'mso-no-proof:yes'><!--[if gte vml 1]><v=
:shape
 id=3D"Picture_x0020_124" o:spid=3D"_x0000_i1102" type=3D"#_x0000_t75" styl=
e=3D'width:468pt;
 height:87pt;visibility:visible'>
 <v:imagedata src=3D"Ex42008_files/image155.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D624 height=3D116
src=3D"Ex42008_files/image156.jpg" v:shapes=3D"Picture_x0020_124"><![endif]=
></span></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<h5 style=3D'margin-left:0in;text-indent:0in;mso-list:l4 level5 lfo9'><a
name=3D"_Toc210550798">2. Merge tables</a></h5>

<p class=3DMsoNormal>In order to understand how the average precipitation w=
as
changing through time over the San Marcos basin, we will merge all the tabl=
es
together into one table. In ArcToolbox, expand <b style=3D'mso-bidi-font-we=
ight:
normal'>Data Management Tools </b><b style=3D'mso-bidi-font-weight:normal'>=
<span
style=3D'font-family:Wingdings;mso-ascii-font-family:"Times New Roman";
mso-hansi-font-family:"Times New Roman";mso-char-type:symbol;mso-symbol-fon=
t-family:
Wingdings'><span style=3D'mso-char-type:symbol;mso-symbol-font-family:Wingd=
ings'>&agrave;</span></span>
General </b><b style=3D'mso-bidi-font-weight:normal'><span style=3D'font-fa=
mily:
Wingdings;mso-ascii-font-family:"Times New Roman";mso-hansi-font-family:"Ti=
mes New Roman";
mso-char-type:symbol;mso-symbol-font-family:Wingdings'><span style=3D'mso-c=
har-type:
symbol;mso-symbol-font-family:Wingdings'>&agrave;</span></span> Merge. <o:p=
></o:p></b></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><span style=3D'mso-no-proof:yes'><!--[if gte vml 1]><v=
:shape
 id=3D"Picture_x0020_28" o:spid=3D"_x0000_i1103" type=3D"#_x0000_t75" style=
=3D'width:468.75pt;
 height:310.5pt;visibility:visible'>
 <v:imagedata src=3D"Ex42008_files/image157.png" o:title=3D"" cropbottom=3D=
"11163f"/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D625 height=3D414
src=3D"Ex42008_files/image158.jpg" v:shapes=3D"Picture_x0020_28"><![endif]>=
</span></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>The <b style=3D'mso-bidi-font-weight:normal'>input dat=
asets</b>
are the tables created by the zonal statistics. Use the <span style=3D'mso-=
no-proof:
yes'><!--[if gte vml 1]><v:shape id=3D"Picture_x0020_40" o:spid=3D"_x0000_i=
1104"
 type=3D"#_x0000_t75" style=3D'width:20.25pt;height:21pt;visibility:visible=
'>
 <v:imagedata src=3D"Ex42008_files/image159.png" o:title=3D"" croptop=3D"62=
17f"
  cropbottom=3D"57031f" cropleft=3D"61388f" cropright=3D"2937f"/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D27 height=3D28
src=3D"Ex42008_files/image160.jpg" v:shapes=3D"Picture_x0020_40"><![endif]>=
</span><span
style=3D'mso-spacerun:yes'>&nbsp;</span>button to add multiple tables at on=
ce.
Navigate to the folder where the tables are saved and select all of them. <b
style=3D'mso-bidi-font-weight:normal'><i style=3D'mso-bidi-font-style:norma=
l'>Make
sure that the tables are in order by date so that the merged table is arran=
ged
by date</i></b>.<span style=3D'mso-spacerun:yes'>&nbsp; </span>This will he=
lp you
to avoid confusion later! </p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><span style=3D'mso-no-proof:yes'><!--[if gte vml 1]><v=
:shape
 id=3D"Picture_x0020_31" o:spid=3D"_x0000_i1105" type=3D"#_x0000_t75" style=
=3D'width:368.25pt;
 height:245.25pt;visibility:visible'>
 <v:imagedata src=3D"Ex42008_files/image161.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D491 height=3D327
src=3D"Ex42008_files/image162.jpg" v:shapes=3D"Picture_x0020_31"><![endif]>=
</span></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>Name the output table appropriately and save it in the
directory you have been working in. Leave all the field map options as the
default options then hit <b style=3D'mso-bidi-font-weight:normal'>OK</b> to=
 run
the tool.</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><span style=3D'mso-no-proof:yes'><!--[if gte vml 1]><v=
:shape
 id=3D"Picture_x0020_43" o:spid=3D"_x0000_i1106" type=3D"#_x0000_t75" style=
=3D'width:468pt;
 height:260.25pt;visibility:visible'>
 <v:imagedata src=3D"Ex42008_files/image163.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D624 height=3D347
src=3D"Ex42008_files/image164.jpg" v:shapes=3D"Picture_x0020_43"><![endif]>=
</span></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>When the tool finishes running, a new table, in this c=
ase
called zonalst_merge, will be added to the display. Open the table to view =
its
contents by <b style=3D'mso-bidi-font-weight:normal'>right clicking</b> on =
the
table and hitting <b style=3D'mso-bidi-font-weight:normal'>open</b>.</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><span style=3D'mso-no-proof:yes'><!--[if gte vml 1]><v=
:shape
 id=3D"Picture_x0020_46" o:spid=3D"_x0000_i1107" type=3D"#_x0000_t75" style=
=3D'width:468pt;
 height:285.75pt;visibility:visible'>
 <v:imagedata src=3D"Ex42008_files/image165.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D624 height=3D381
src=3D"Ex42008_files/image166.jpg" v:shapes=3D"Picture_x0020_46"><![endif]>=
</span></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>Now, export this data to a text file so that it can be
easily imported into Excel to add a date field and create a graph. With the
table open, hit <b style=3D'mso-bidi-font-weight:normal'>Options</b> then s=
elect <b
style=3D'mso-bidi-font-weight:normal'>Export.</b> </p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><span style=3D'mso-no-proof:yes'><!--[if gte vml 1]><v=
:shape
 id=3D"Picture_x0020_127" o:spid=3D"_x0000_i1108" type=3D"#_x0000_t75" styl=
e=3D'width:441pt;
 height:268.5pt;visibility:visible'>
 <v:imagedata src=3D"Ex42008_files/image167.png" o:title=3D"" croptop=3D"14=
578f"
  cropbottom=3D"17467f" cropleft=3D"16594f" cropright=3D"5041f"/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D588 height=3D358
src=3D"Ex42008_files/image168.jpg" v:shapes=3D"Picture_x0020_127"><![endif]=
></span></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>Browse to your working directory and name the output f=
ile
appropriately and change the <b style=3D'mso-bidi-font-weight:normal'>save =
as
type</b> to <b style=3D'mso-bidi-font-weight:normal'>Text File. </b></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><span style=3D'mso-no-proof:yes'><!--[if gte vml 1]><v=
:shape
 id=3D"Picture_x0020_49" o:spid=3D"_x0000_i1109" type=3D"#_x0000_t75" style=
=3D'width:368.25pt;
 height:245.25pt;visibility:visible'>
 <v:imagedata src=3D"Ex42008_files/image169.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D491 height=3D327
src=3D"Ex42008_files/image170.jpg" v:shapes=3D"Picture_x0020_49"><![endif]>=
</span></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><span style=3D'mso-no-proof:yes'><!--[if gte vml 1]><v=
:shape
 id=3D"Picture_x0020_52" o:spid=3D"_x0000_i1110" type=3D"#_x0000_t75" style=
=3D'width:300.75pt;
 height:240.75pt;visibility:visible'>
 <v:imagedata src=3D"Ex42008_files/image171.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D401 height=3D321
src=3D"Ex42008_files/image172.jpg" v:shapes=3D"Picture_x0020_52"><![endif]>=
</span></p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal>Now, hit <b style=3D'mso-bidi-font-weight:normal'>OK <=
/b>to
export. We are finished in ArcMap, so you can save your work and close it o=
ut. </p>

<h5 style=3D'margin-left:0in;text-indent:0in;mso-list:l4 level5 lfo9'><a
name=3D"_Toc210550799">3. Graph mean precipitation</a> </h5>

<p class=3DmyList3 style=3D'margin-left:0in;text-indent:0in;mso-list:none;
tab-stops:.5in'>Open Excel and select the <b style=3D'mso-bidi-font-weight:=
normal'>Data
tab</b> then select the <b style=3D'mso-bidi-font-weight:normal'>Get Extern=
al
Data </b><b style=3D'mso-bidi-font-weight:normal'><span style=3D'font-famil=
y:Wingdings;
mso-ascii-font-family:"Times New Roman";mso-hansi-font-family:"Times New Ro=
man";
mso-char-type:symbol;mso-symbol-font-family:Wingdings'><span style=3D'mso-c=
har-type:
symbol;mso-symbol-font-family:Wingdings'>&agrave;</span></span> From Text</=
b>
option to begin importing a text file.</p>

<p class=3DmyList3 style=3D'margin-left:0in;text-indent:0in;mso-list:none;
tab-stops:.5in'><o:p>&nbsp;</o:p></p>

<p class=3DmyList3 style=3D'margin-left:0in;text-indent:0in;mso-list:none;
tab-stops:.5in'><span style=3D'mso-no-proof:yes'><!--[if gte vml 1]><v:shape
 id=3D"_x0000_i1111" type=3D"#_x0000_t75" style=3D'width:322.5pt;height:82.=
5pt;
 visibility:visible'>
 <v:imagedata src=3D"Ex42008_files/image173.png" o:title=3D"" croptop=3D"23=
966f"
  cropbottom=3D"32472f" cropleft=3D"17403f" cropright=3D"19568f"/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D430 height=3D110
src=3D"Ex42008_files/image174.jpg" v:shapes=3D"_x0000_i1111"><![endif]></sp=
an></p>

<p class=3DmyList3 style=3D'margin-left:0in;text-indent:0in;mso-list:none;
tab-stops:.5in'><o:p>&nbsp;</o:p></p>

<p class=3DmyList3 style=3D'margin-left:0in;text-indent:0in;mso-list:none;
tab-stops:.5in'>Navigate to the location where your text file is saved the =
hit <b
style=3D'mso-bidi-font-weight:normal'>Import.</b></p>

<p class=3DmyList3 style=3D'margin-left:0in;text-indent:0in;mso-list:none;
tab-stops:.5in'><o:p>&nbsp;</o:p></p>

<p class=3DmyList3 style=3D'margin-left:0in;text-indent:0in;mso-list:none;
tab-stops:.5in'><span style=3D'mso-no-proof:yes'><!--[if gte vml 1]><v:shape
 id=3D"Picture_x0020_133" o:spid=3D"_x0000_i1112" type=3D"#_x0000_t75" styl=
e=3D'width:304.5pt;
 height:193.5pt;visibility:visible'>
 <v:imagedata src=3D"Ex42008_files/image175.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D406 height=3D258
src=3D"Ex42008_files/image176.jpg" v:shapes=3D"Picture_x0020_133"><![endif]=
></span></p>

<p class=3DmyList3 style=3D'margin-left:0in;text-indent:0in;mso-list:none;
tab-stops:.5in'><o:p>&nbsp;</o:p></p>

<p class=3DmyList3 style=3D'margin-left:0in;text-indent:0in;mso-list:none;
tab-stops:.5in'>Go through the steps to import a <b style=3D'mso-bidi-font-=
weight:
normal'>Comma Delimited </b>file. </p>

<p class=3DmyList3 style=3D'margin-left:0in;text-indent:0in;mso-list:none;
tab-stops:.5in'><o:p>&nbsp;</o:p></p>

<p class=3DmyList3 style=3D'margin-left:0in;text-indent:0in;mso-list:none;
tab-stops:.5in'><span style=3D'mso-no-proof:yes'><!--[if gte vml 1]><v:shape
 id=3D"Picture_x0020_61" o:spid=3D"_x0000_i1113" type=3D"#_x0000_t75" style=
=3D'width:301.5pt;
 height:213.75pt;visibility:visible'>
 <v:imagedata src=3D"Ex42008_files/image177.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D402 height=3D285
src=3D"Ex42008_files/image178.jpg" v:shapes=3D"Picture_x0020_61"><![endif]>=
</span></p>

<p class=3DmyList3 style=3D'margin-left:0in;text-indent:0in;mso-list:none;
tab-stops:.5in'><o:p>&nbsp;</o:p></p>

<p class=3DmyList3 style=3D'margin-left:0in;text-indent:0in;mso-list:none;
tab-stops:.5in'><span style=3D'mso-no-proof:yes'><!--[if gte vml 1]><v:shape
 id=3D"Picture_x0020_64" o:spid=3D"_x0000_i1114" type=3D"#_x0000_t75" style=
=3D'width:301.5pt;
 height:213.75pt;visibility:visible'>
 <v:imagedata src=3D"Ex42008_files/image179.png" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D402 height=3D285
src=3D"Ex42008_files/image180.jpg" v:shapes=3D"Picture_x0020_64"><![endif]>=
</span></p>

<p class=3DmyList3 style=3D'margin-left:0in;text-indent:0in;mso-list:none;
tab-stops:.5in'><o:p>&nbsp;</o:p></p>

<p class=3DmyList3 style=3D'margin-left:0in;text-indent:0in;mso-list:none;
tab-stops:.5in'>Hit <b style=3D'mso-bidi-font-weight:normal'>Finish</b> and
select a location in the spreadsheet to place the data.</p>

<p class=3DmyList3 style=3D'margin-left:0in;text-indent:0in;mso-list:none;
tab-stops:.5in'><o:p>&nbsp;</o:p></p>

<p class=3DmyList3 style=3D'margin-left:0in;text-indent:0in;mso-list:none;
tab-stops:.5in'>Now, we do not need the OID field, so change this column
heading to date and enter the first date as <b style=3D'mso-bidi-font-weigh=
t:
normal'>6/28/2002 </b>and the second date as<b style=3D'mso-bidi-font-weigh=
t:
normal'> 6/29/2002. </b>Now you can easily select those two dates and drag =
them
down to fill in the rest of the dates. After completing this and changing s=
ome
of the formatting, the table should look like this:</p>

<p class=3DmyList3 style=3D'margin-left:0in;text-indent:0in;mso-list:none;
tab-stops:.5in'><o:p>&nbsp;</o:p></p>

<p class=3DmyList3 style=3D'margin-left:0in;text-indent:0in;mso-list:none;
tab-stops:.5in'><span style=3D'mso-no-proof:yes'><!--[if gte vml 1]><v:shape
 id=3D"Picture_x0020_76" o:spid=3D"_x0000_i1115" type=3D"#_x0000_t75" style=
=3D'width:453.75pt;
 height:346.5pt;visibility:visible'>
 <v:imagedata src=3D"Ex42008_files/image181.png" o:title=3D"" cropbottom=3D=
"18465f"
  cropright=3D"17329f"/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D605 height=3D462
src=3D"Ex42008_files/image182.jpg" v:shapes=3D"Picture_x0020_76"><![endif]>=
</span></p>

<p class=3DmyList3 style=3D'margin-left:0in;text-indent:0in;mso-list:none;
tab-stops:.5in'><o:p>&nbsp;</o:p></p>

<p class=3DmyList3 style=3D'margin-left:0in;text-indent:0in;mso-list:none;
tab-stops:.5in'>Finally, create a graph of the mean total precipitation (in
inches) versus the date to see the trend. For a comparison to the stream fl=
ow,
visit the <b style=3D'mso-bidi-font-weight:normal'>USGS Surface-Water Daily=
 Data</b>
site at <a href=3D"http://waterdata.usgs.gov/nwis/dv/?referred_module=3Dsw"=
>http://waterdata.usgs.gov/nwis/dv/?referred_module=3Dsw</a>
and search for a site based on site name, then hit <b style=3D'mso-bidi-fon=
t-weight:
normal'>Submit</b>. </p>

<p class=3DmyList3 style=3D'margin-left:0in;text-indent:0in;mso-list:none;
tab-stops:.5in'><o:p>&nbsp;</o:p></p>

<p class=3DmyList3 style=3D'margin-left:0in;text-indent:0in;mso-list:none;
tab-stops:.5in'><span style=3D'mso-no-proof:yes'><!--[if gte vml 1]><v:shape
 id=3D"Chart_x0020_4" o:spid=3D"_x0000_i1116" type=3D"#_x0000_t75" style=3D=
'width:361.5pt;
 height:216.75pt;visibility:visible' o:gfxdata=3D"UEsDBBQABgAIAAAAIQCk8pWRH=
AEAAF4CAAATAAAAW0NvbnRlbnRfVHlwZXNdLnhtbIySy2rDMBRE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3D
">
 <v:imagedata src=3D"Ex42008_files/image183.png" o:title=3D""/>
 <o:lock v:ext=3D"edit" aspectratio=3D"f"/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D482 height=3D289
src=3D"Ex42008_files/image184.gif" v:shapes=3D"Chart_x0020_4"><![endif]><o:=
p></o:p></span></p>

<p class=3DmyList3 style=3D'margin-left:0in;text-indent:0in;mso-list:none;
tab-stops:.5in'><span style=3D'mso-no-proof:yes'><!--[if gte vml 1]><v:shape
 id=3D"Chart_x0020_5" o:spid=3D"_x0000_i1117" type=3D"#_x0000_t75" style=3D=
'width:390pt;
 height:216.75pt;visibility:visible' o:gfxdata=3D"UEsDBBQABgAIAAAAIQCk8pWRH=
AEAAF4CAAATAAAAW0NvbnRlbnRfVHlwZXNdLnhtbIySy2rDMBRE
94X+g9C2WHKyKKXEzqJOl20p6QcI6fpBrAe6ipP8fa+dZJFCk6yEEDNnZtBiubc9GyBi513BZyLn
DJz2pnNNwX/W79kLZ5iUM6r3Dgp+AOTL8vFhsT4EQEZqhwVvUwqvUqJuwSoUPoCjl9pHqxJdYyOD
0hvVgJzn+bPU3iVwKUujBy8XnxQgdgbYl4rpQ1niSBNRwtxXXguy4uztqBmxBVch9J1WiULLwRlh
MfN13WkQVcTVpHoaVfJ/b90SC+V0zO5AXHY64YzXW0tNhIlqR5PZXkyGZ3gFtdr2ia321Pc4cYQe
b7T5gzpNJ0g5Nca2C3iFcH2uG7MYv3MRhjsGudi8Itk3DOdUcvod5S8AAAD//wMAUEsDBBQABgAI
AAAAIQA4/SH/1gAAAJQBAAALAAAAX3JlbHMvLnJlbHOkkMFqwzAMhu+DvYPRfXGawxijTi+j0Gvp
HsDYimMaW0Yy2fr2M4PBMnrbUb/Q94l/f/hMi1qRJVI2sOt6UJgd+ZiDgffL8ekFlFSbvV0oo4Eb
ChzGx4f9GRdb25HMsYhqlCwG5lrLq9biZkxWOiqY22YiTra2kYMu1l1tQD30/bPm3wwYN0x18gb4
5AdQl1tp5j/sFB2T0FQ7R0nTNEV3j6o9feQzro1iOWA14Fm+Q8a1a8+Bvu/d/dMb2JY5uiPbhG/k
tn4cqGU/er3pcvwCAAD//wMAUEsDBBQABgAIAAAAIQD+TgqK3AAAAAUBAAAPAAAAZHJzL2Rvd25y
ZXYueG1sTI9BS8NAEIXvgv9hGcGb3WitlphJKUI9iBhaBa+b7DQJZmdDdtum/fWOvejlweMN732T
LUbXqT0NofWMcDtJQBFX3rZcI3x+rG7moEI0bE3nmRCOFGCRX15kJrX+wGvab2KtpIRDahCaGPtU
61A15EyY+J5Ysq0fnIlih1rbwRyk3HX6LkketDMty0JjenpuqPre7BzCunhbvhbvL7QtZ4W3xer4
dTq1iNdX4/IJVKQx/h3DL76gQy5Mpd+xDapDkEfiWSV7nCdiS4T76XQGOs/0f/r8BwAA//8DAFBL
AwQUAAYACAAAACEAH1+dZQ0BAAA0AgAADgAAAGRycy9lMm9Eb2MueG1snJHBasMwDIbvg72D0X11
kkFoQ51eymCnXbYH0Gw5MSS2sd1le/tpbRndaZCbZMHnT7/2h895Eh+UsgteQb2pQJDXwTg/KHh7
fXrYgsgFvcEpeFLwRRkO/f3dfokdNWEMk6EkGOJzt0QFYymxkzLrkWbMmxDJ89CGNGPhNg3SJFyY
Pk+yqapWLiGZmIKmnPn1eBlCf+ZbS7q8WJupiIntmnrXgCgK2mrXgkgKHrc1G78rqED2e+yGhHF0
+iqEK3xmdJ6//0UdsaA4JbcCpUdMhVm6O1dXKb2adAXw2v+nHKx1mo5Bn2by5RJ1ogkL3zmPLmaO
r3NGQXo29U928s/Gtz3Xt8fuvwEAAP//AwBQSwMEFAAGAAgAAAAhAKsWzUa5AAAAIgEAABkAAABk
cnMvX3JlbHMvZTJvRG9jLnhtbC5yZWxzhI/NCsIwEITvgu8Q9m7TehCRJr2I0KvUB1jS7Q+2SchG
sW9v0IuC4HF2mG92yuoxT+JOgUdnFRRZDoKsce1oewWX5rTZg+CItsXJWVKwEEOl16vyTBPGFOJh
9CwSxbKCIUZ/kJLNQDNy5jzZ5HQuzBiTDL30aK7Yk9zm+U6GTwboL6aoWwWhbgsQzeJT83+267rR
0NGZ20w2/qiQZsAQExBDT1HBS/L7WmTpU5C6lF/L9BMAAP//AwBQSwMEFAAGAAgAAAAhANf0hdwB
AQAAfAEAACAAAABkcnMvY2hhcnRzL19yZWxzL2NoYXJ0MS54bWwucmVsc4TQTUsDMRAG4Lvgf1jm
brKrpWxls71YoYci2HoLSJrM7kbzRZLq9t8bD4IFweMwzPO+TLeerak+MCbtHYOG1FChk15pNzJ4
OTzetFClLJwSxjtkcMYE6/76qntGI3I5SpMOqSqKSwymnMM9pUlOaEUiPqArm8FHK3IZ40iDkO9i
RHpb10safxvQX5jVVjGIW9VAdTiHkvy/7YdBS3zw8mTR5T8iqDf4dHxDmQsq4oiZwaANlsqU82ax
JEvSrkhzt+Ih+oFbodU3xcPpaLR8nbI1fNTpM5b6Ld/MC773xvG9cDsRpU9kNumH3nlVWm/mjNEJ
A7Tv6MXP+i8AAAD//wMAUEsDBBQABgAIAAAAIQBynoebMwQAAB4OAAAVAAAAZHJzL2NoYXJ0cy9j
aGFydDEueG1srJdNb9s4EIbvC/Q/qEIOu4fWIi35C7GL1EWLAi02qJseemMkOlZDkQJJJ/a/75AU
JdYNvUGxOSgU+XJm+GhGGl++OTQseaBS1YIvU/Q6SxPKS1HV/G6Z3nx9/2qWJkoTXhEmOF2mR6rS
N6sXf12Wi3JHpN60pKQJGOFqUS7TndbtYjRS5Y42RL0WLeWwthWyIRpu5d2okuQRjDdshLNsMrJG
0s4A+QMDDam53y+fs19st3VJ34ly31CuXRSSMqKBgNrVrUpXcDhG+F3yQNgypfzVzSYdmUkbrBno
WjNqBwdzlXW5W12Sxa2ojtcSpGTBlN7oI6P2pjUz7bU0/yq6/WI1o37KzstrmRingUOy0KuNlpQ0
WyYek7/LrfrnErbplbnCLmMCrj4AGGgbDyNHsdfg2sz4UFsm9BUYMwH3gnKhSqI1lWvzMM1Sd2+D
dwBUI4TefSbynkrHQVFwXi7q6uAUmZsWsqLylxkXjtLyC92aHdvVZkepRi8v1hfIRGdnYX1NIGOM
otVrsefaWUHObqsTcLVMs9QoHgImxsSDPWZroED0vSl3Y/3C0AXS2DMYI+rY3ApIfPOAOSS2cQSy
QXD4RpgR8n3zW+xXF3hxAZe8PwGo+hO4ZF+Liq6aUTU6wp/V2Rqw06fHxOOnzzme5uPC7B2OaAA5
GKiDYUSTmAgHomlMNA5Es5goD0TzmKgYRHkWE00Ckc2Bp043DUQ4ZmkWiMYx0TwQ2Qf2lDvkUwto
5nHkAfM8yhwF0PModBRQz6PUUYA9j2JHAfciyh0F4IsoeBSQL6LkUYC+iKJHAfsiyh4H7Isoexyw
L6LsccC+OGEPdTSUqbvxbwdf7MczRb82RQ+X/yz6D5RTSZjJx+BV8Nyax1kcZ5fJaB6n1ElwhqJ5
4BNvgqZRjU87hMZZVOSzDs2mcZFPOlTA5z5Woz7nUDaPi3zKIdBELfmMm05xVNMXe4HHcdGQb3GU
Q6lD4LHD9ZWOJ2cseeIYT+KWeuLzM+564vMzCHri01ncnSeO0RlLnvh4ErfUl3h+Ji/7CsfjM5Z8
gZss+JX4mfr2de06maC3gD1dL0MOH6tuIcdoAh9e7D7KJwvFbDbrmoXTzgmaiSvbfp1sGWzBDga9
r+krhKyh+7RNp3Pb1PwzOTifDekaK/gcFZNuruZOaLuCIQRvkByuhXKKW7cD3nbvG50ML6Fl6hsS
6OnFXpb0U83vaQV9v9uh6/L+0y3rDXF60F+FWyulUOqqiwsZRh4F9MVmjXbeyV6L71SG295S/Uhp
F39TV2uindGG/BDyhtddv5ebWXgmPcl+cIJ0cP08pOY5D+wDVCyI44OsK6BJFQRhvxWn9Lo3+/8C
b0iKP4Q3YIJR2Nub8bda/cvZsUvojmr/6wWeKpWcsHdEk0RCG79M5cfK5gDYsjL7s271EwAA//8D
AFBLAQItABQABgAIAAAAIQCk8pWRHAEAAF4CAAATAAAAAAAAAAAAAAAAAAAAAABbQ29udGVudF9U
eXBlc10ueG1sUEsBAi0AFAAGAAgAAAAhADj9If/WAAAAlAEAAAsAAAAAAAAAAAAAAAAATQEAAF9y
ZWxzLy5yZWxzUEsBAi0AFAAGAAgAAAAhAP5OCorcAAAABQEAAA8AAAAAAAAAAAAAAAAATAIAAGRy
cy9kb3ducmV2LnhtbFBLAQItABQABgAIAAAAIQAfX51lDQEAADQCAAAOAAAAAAAAAAAAAAAAAFUD
AABkcnMvZTJvRG9jLnhtbFBLAQItABQABgAIAAAAIQCrFs1GuQAAACIBAAAZAAAAAAAAAAAAAAAA
AI4EAABkcnMvX3JlbHMvZTJvRG9jLnhtbC5yZWxzUEsBAi0AFAAGAAgAAAAhANf0hdwBAQAAfAEA
ACAAAAAAAAAAAAAAAAAAfgUAAGRycy9jaGFydHMvX3JlbHMvY2hhcnQxLnhtbC5yZWxzUEsBAi0A
FAAGAAgAAAAhAHKeh5szBAAAHg4AABUAAAAAAAAAAAAAAAAAvQYAAGRycy9jaGFydHMvY2hhcnQx
LnhtbFBLBQYAAAAABwAHAMsBAAAjCwAAAAA=3D
">
 <v:imagedata src=3D"Ex42008_files/image185.png" o:title=3D""/>
 <o:lock v:ext=3D"edit" aspectratio=3D"f"/>
</v:shape><![endif]--><![if !vml]><img border=3D0 width=3D520 height=3D289
src=3D"Ex42008_files/image186.gif" v:shapes=3D"Chart_x0020_5"><![endif]><o:=
p></o:p></span></p>

<p class=3DmyList3 style=3D'margin-left:0in;text-indent:0in;mso-list:none;
tab-stops:.5in'><o:p>&nbsp;</o:p></p>

<p class=3DmyList3 style=3D'margin-left:0in;text-indent:0in;mso-list:none;
tab-stops:.5in'><o:p>&nbsp;</o:p></p>

<p class=3DmyList3 style=3D'margin-left:0in;text-indent:0in;mso-list:none;
tab-stops:.5in'><i style=3D'mso-bidi-font-style:normal'>To be turned in: Gr=
aphs
of the mean precipitation versus time over the San Marcos Basin and the
discharge USGS gage data for the San Marcos River at Luling over the same t=
ime
period. How many days does it take rainfall over this basin to appear as
streamflow at Luling?<span style=3D'mso-spacerun:yes'>&nbsp; </span>If the
rainfall is in mm/day, the streamflow in cfs, and the basin area is 838 squ=
are
miles, what percentage of the rainfall from June 28 through July 20 became
streamflow at the outlet during this period?</i></p>

<p class=3DmyList3 style=3D'margin-left:0in;text-indent:0in;mso-list:none;
tab-stops:.5in'><o:p>&nbsp;</o:p></p>

<p class=3DmyList3 style=3D'margin-left:0in;text-indent:0in;mso-list:none;
tab-stops:.5in'>OK. You are done!</p>

<p class=3DMsoNormal><o:p>&nbsp;</o:p></p>

<p class=3DMsoNormal><b style=3D'mso-bidi-font-weight:normal'><span
style=3D'font-size:14.0pt;mso-bidi-font-size:12.0pt'><o:p>&nbsp;</o:p></spa=
n></b></p>

<h5 style=3D'margin-left:0in;text-indent:0in'><a name=3D"_Toc179617233"></a=
><a
name=3DturnIn></a><![if !supportLists]><span style=3D'mso-bookmark:_Toc1796=
17233'></span><![endif]><span
style=3D'mso-bookmark:_Toc179617233'>Summary of items to be turned in:</spa=
n></h5>

<p class=3DMsoNormal><i style=3D'mso-bidi-font-style:normal'><span
style=3D'mso-bidi-font-size:14.0pt'><o:p>&nbsp;</o:p></span></i></p>

<p class=3DMsoNormal><i style=3D'mso-bidi-font-style:normal'><span
style=3D'mso-bidi-font-size:14.0pt'><span style=3D'mso-spacerun:yes'>&nbsp;=
</span>(1)
</span>Make a layout of the related catchments and flowlines to the USGS ga=
ge
near the Blanco River at Kyle. Find the number and the total area of the
catchments associated with gaging station. What percent of the total <st1:p=
lace
w:st=3D"on"><st1:City w:st=3D"on">San Marcos</st1:City></st1:place> basin d=
oes this
constitute? Compare it with the area given in the USGS gage feature class.<=
o:p></o:p></i></p>

<p class=3DMsoNormal><i style=3D'mso-bidi-font-style:normal'><span
style=3D'mso-bidi-font-size:14.0pt'><o:p>&nbsp;</o:p></span></i></p>

<p class=3DMsoNormal><i style=3D'mso-bidi-font-style:normal'><span
style=3D'mso-bidi-font-size:14.0pt'>(2) What is the total flow length from =
top to
bottom of the San Marcos Basin (km).<span style=3D'mso-spacerun:yes'>&nbsp;
</span>What is the average length of the 93 NHDFlowlines on this flow path
(km).<span style=3D'mso-spacerun:yes'>&nbsp; </span><o:p></o:p></span></i><=
/p>

<p class=3DMsoNormal><i style=3D'mso-bidi-font-style:normal'><span
style=3D'mso-bidi-font-size:14.0pt'><o:p>&nbsp;</o:p></span></i></p>

<p class=3DMsoNormal><i style=3D'mso-bidi-font-style:normal'>(3) To be turn=
ed in: Make
a layout of the Edwards Aquifer overlayed on the San Marcos basin.<span
style=3D'mso-spacerun:yes'>&nbsp; </span>What is the river on the right tha=
t has
low base flow?<span style=3D'mso-spacerun:yes'>&nbsp; </span>What is the ri=
ver on
the left that has high base flow?<span style=3D'mso-spacerun:yes'>&nbsp;
</span>Make a base flow balance between these two rivers to see if you can
reasonably predict the base flow at the most downstream station (the <st1:p=
lace
w:st=3D"on"><st1:PlaceName w:st=3D"on">San Marcos</st1:PlaceName> <st1:Plac=
eType
 w:st=3D"on">River</st1:PlaceType></st1:place> at Ottine).<o:p></o:p></i></=
p>

<p class=3DMsoNormal><i style=3D'mso-bidi-font-style:normal'><span
style=3D'mso-bidi-font-size:14.0pt'><o:p>&nbsp;</o:p></span></i></p>

<p class=3DMsoNormal><i style=3D'mso-bidi-font-style:normal'>(4) A map of t=
he
distribution of rainfall on 30 June 2002 over the San Marcos basin.<o:p></o=
:p></i></p>

<p class=3DMsoNormal><i style=3D'mso-bidi-font-style:normal'><o:p>&nbsp;</o=
:p></i></p>

<p class=3DmyList3 style=3D'margin-left:0in;text-indent:0in;mso-list:none;
tab-stops:.5in'><i style=3D'mso-bidi-font-style:normal'>(5)<span
style=3D'mso-spacerun:yes'>&nbsp; </span>Graphs of the mean precipitation v=
ersus
time over the San Marcos Basin and the discharge USGS gage data for the San
Marcos River at Luling over the same time period. How many days does it take
rainfall over this basin to appear as streamflow at Luling?<span
style=3D'mso-spacerun:yes'>&nbsp; </span>If the rainfall is in mm/day, the
streamflow in cfs, and the basin area is 838 square miles, what percentage =
of
the rainfall from June 28 through July 20 became streamflow at the outlet
during this period?</i></p>

<p class=3DMsoNormal><i style=3D'mso-bidi-font-style:normal'><o:p>&nbsp;</o=
:p></i></p>

<p class=3DMsoNormal><i style=3D'mso-bidi-font-style:normal'><o:p>&nbsp;</o=
:p></i></p>

<p class=3DMsoNormal><i style=3D'mso-bidi-font-style:normal'><span
style=3D'mso-bidi-font-size:14.0pt'><o:p>&nbsp;</o:p></span></i></p>

<p class=3DMsoNormal><i style=3D'mso-bidi-font-style:normal'><span
style=3D'mso-bidi-font-size:14.0pt'><o:p>&nbsp;</o:p></span></i></p>

</div>

</body>

</html>

------=_NextPart_01C928A0.BFC5F5F0
Content-Location: file:///C:/3359C638/Ex42008_files/themedata.thmx
Content-Transfer-Encoding: base64
Content-Type: application/vnd.ms-officetheme
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------=_NextPart_01C928A0.BFC5F5F0
Content-Location: file:///C:/3359C638/Ex42008_files/colorschememapping.xml
Content-Transfer-Encoding: quoted-printable
Content-Type: text/xml

<?xml version=3D"1.0" encoding=3D"UTF-8" standalone=3D"yes"?>
<a:clrMap xmlns:a=3D"http://schemas.openxmlformats.org/drawingml/2006/main"=
 bg1=3D"lt1" tx1=3D"dk1" bg2=3D"lt2" tx2=3D"dk2" accent1=3D"accent1" accent=
2=3D"accent2" accent3=3D"accent3" accent4=3D"accent4" accent5=3D"accent5" a=
ccent6=3D"accent6" hlink=3D"hlink" folHlink=3D"folHlink"/>
------=_NextPart_01C928A0.BFC5F5F0
Content-Location: file:///C:/3359C638/Ex42008_files/image001.png
Content-Transfer-Encoding: base64
Content-Type: image/png
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------=_NextPart_01C928A0.BFC5F5F0
Content-Location: file:///C:/3359C638/Ex42008_files/image002.jpg
Content-Transfer-Encoding: base64
Content-Type: image/jpeg
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==

------=_NextPart_01C928A0.BFC5F5F0
Content-Location: file:///C:/3359C638/Ex42008_files/image003.png
Content-Transfer-Encoding: base64
Content-Type: image/png
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------=_NextPart_01C928A0.BFC5F5F0
Content-Location: file:///C:/3359C638/Ex42008_files/image004.jpg
Content-Transfer-Encoding: base64
Content-Type: image/jpeg
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------=_NextPart_01C928A0.BFC5F5F0
Content-Location: file:///C:/3359C638/Ex42008_files/image005.png
Content-Transfer-Encoding: base64
Content-Type: image/png
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------=_NextPart_01C928A0.BFC5F5F0
Content-Location: file:///C:/3359C638/Ex42008_files/image006.jpg
Content-Transfer-Encoding: base64
Content-Type: image/jpeg
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------=_NextPart_01C928A0.BFC5F5F0
Content-Location: file:///C:/3359C638/Ex42008_files/image007.png
Content-Transfer-Encoding: base64
Content-Type: image/png
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------=_NextPart_01C928A0.BFC5F5F0
Content-Location: file:///C:/3359C638/Ex42008_files/image008.jpg
Content-Transfer-Encoding: base64
Content-Type: image/jpeg
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------=_NextPart_01C928A0.BFC5F5F0
Content-Location: file:///C:/3359C638/Ex42008_files/image009.png
Content-Transfer-Encoding: base64
Content-Type: image/png
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------=_NextPart_01C928A0.BFC5F5F0
Content-Location: file:///C:/3359C638/Ex42008_files/image010.jpg
Content-Transfer-Encoding: base64
Content-Type: image/jpeg
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------=_NextPart_01C928A0.BFC5F5F0
Content-Location: file:///C:/3359C638/Ex42008_files/image011.png
Content-Transfer-Encoding: base64
Content-Type: image/png
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------=_NextPart_01C928A0.BFC5F5F0
Content-Location: file:///C:/3359C638/Ex42008_files/image012.jpg
Content-Transfer-Encoding: base64
Content-Type: image/jpeg
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------=_NextPart_01C928A0.BFC5F5F0
Content-Location: file:///C:/3359C638/Ex42008_files/image013.png
Content-Transfer-Encoding: base64
Content-Type: image/png
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==

------=_NextPart_01C928A0.BFC5F5F0
Content-Location: file:///C:/3359C638/Ex42008_files/image014.jpg
Content-Transfer-Encoding: base64
Content-Type: image/jpeg
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=

------=_NextPart_01C928A0.BFC5F5F0
Content-Location: file:///C:/3359C638/Ex42008_files/image015.png
Content-Transfer-Encoding: base64
Content-Type: image/png
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------=_NextPart_01C928A0.BFC5F5F0
Content-Location: file:///C:/3359C638/Ex42008_files/image016.jpg
Content-Transfer-Encoding: base64
Content-Type: image/jpeg
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------=_NextPart_01C928A0.BFC5F5F0
Content-Location: file:///C:/3359C638/Ex42008_files/image017.png
Content-Transfer-Encoding: base64
Content-Type: image/png
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------=_NextPart_01C928A0.BFC5F5F0
Content-Location: file:///C:/3359C638/Ex42008_files/image018.jpg
Content-Transfer-Encoding: base64
Content-Type: image/jpeg
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------=_NextPart_01C928A0.BFC5F5F0
Content-Location: file:///C:/3359C638/Ex42008_files/image019.png
Content-Transfer-Encoding: base64
Content-Type: image/png
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------=_NextPart_01C928A0.BFC5F5F0
Content-Location: file:///C:/3359C638/Ex42008_files/image020.jpg
Content-Transfer-Encoding: base64
Content-Type: image/jpeg
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------=_NextPart_01C928A0.BFC5F5F0
Content-Location: file:///C:/3359C638/Ex42008_files/image021.png
Content-Transfer-Encoding: base64
Content-Type: image/png
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------=_NextPart_01C928A0.BFC5F5F0
Content-Location: file:///C:/3359C638/Ex42008_files/image022.jpg
Content-Transfer-Encoding: base64
Content-Type: image/jpeg
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