Agenda: OSPF-lab.htm

File OSPF-lab.htm, 162.8 KB (added by philip, 5 years ago)
Line 
1<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd">
2<html xmlns="http://www.w3.org/1999/xhtml">
3<head>
4  <meta http-equiv="Content-Type" content="text/html; charset=utf-8" />
5  <meta http-equiv="Content-Style-Type" content="text/css" />
6  <meta name="generator" content="pandoc" />
7  <meta name="author" content="Campus Network Design Workshop" />
8  <title>OSPF Exercise</title>
9  <style type="text/css">code{white-space: pre;}</style>
10  <link href="data:text/css,%2F%2A%0A%20%20%20%20Buttondown%0A%20%20%20%20A%20Markdown%2FMultiMarkdown%2FPandoc%20HTML%20output%20CSS%20stylesheet%0A%20%20%20%20Author%3A%20Ryan%20Gray%0A%20%20%20%20Date%3A%2015%20Feb%202011%0A%20%20%20%20Revised%3A%2021%20Feb%202012%0A%20%20%20%0A%20%20%20%20General%20style%20is%20clean%2C%20with%20minimal%20re%2Ddefinition%20of%20the%20defaults%20or%20%0A%20%20%20%20overrides%20of%20user%20font%20settings%2E%20The%20body%20text%20and%20header%20styles%20are%20%0A%20%20%20%20left%20alone%20except%20title%2C%20author%20and%20date%20classes%20are%20centered%2E%20A%20Pandoc%20TOC%20%0A%20%20%20%20is%20not%20printed%2C%20URLs%20are%20printed%20after%20hyperlinks%20in%20parentheses%2E%20%0A%20%20%20%20Block%20quotes%20are%20italicized%2E%20Tables%20are%20lightly%20styled%20with%20lines%20above%20%0A%20%20%20%20and%20below%20the%20table%20and%20below%20the%20header%20with%20a%20boldface%20header%2E%20Code%20%0A%20%20%20%20blocks%20are%20line%20wrapped%2E%20%0A%20%0A%20%20%20%20All%20elements%20that%20Pandoc%20and%20MultiMarkdown%20use%20should%20be%20listed%20here%2C%20even%20%0A%20%20%20%20if%20the%20style%20is%20empty%20so%20you%20can%20easily%20add%20styling%20to%20anything%2E%0A%20%20%20%20%0A%20%20%20%20There%20are%20some%20elements%20in%20here%20for%20HTML5%20output%20of%20Pandoc%2C%20but%20I%20have%20not%20%0A%20%20%20%20gotten%20around%20to%20testing%20that%20yet%2E%0A%2A%2F%0A%20%0A%2F%2A%20NOTES%3A%0A%20%0A%20%20%20%20Stuff%20tried%20and%20failed%3A%0A%20%20%20%20%0A%20%20%20%20It%20seems%20that%20specifying%20font%2Dfamily%3Aserif%20in%20Safari%20will%20always%20use%20%0A%20%20%20%20Times%20New%20Roman%20rather%20than%20the%20user%27s%20preferences%20setting%2E%0A%20%20%20%20%0A%20%20%20%20Making%20the%20font%20size%20different%20or%20a%20fixed%20value%20for%20print%20in%20case%20the%20screen%20%0A%20%20%20%20font%20size%20is%20making%20the%20print%20font%20too%20big%3A%20Making%20font%2Dsize%20different%20for%20%0A%20%20%20%20print%20than%20for%20screen%20causes%20horizontal%20lines%20to%20disappear%20in%20math%20when%20using%20%0A%20%20%20%20MathJax%20under%20Safari%2E%0A%2A%2F%0A%20%0A%2F%2A%20%2D%2D%2D%2D%20Front%20Matter%20%2D%2D%2D%2D%20%2A%2F%0A%20%0A%2F%2A%20Pandoc%20header%20DIV%2E%20Contains%20%2Etitle%2C%20%2Eauthor%20and%20%2Edate%2E%20Comes%20before%20div%23TOC%2E%20%0A%20%20%20Only%20appears%20if%20one%20of%20those%20three%20are%20in%20the%20document%2E%0A%2A%2F%0A%20%0Adiv%23header%2C%20header%0A%20%20%20%20%7B%0A%20%20%20%20%2F%2A%20Put%20border%20on%20bottom%2E%20Separates%20it%20from%20TOC%20or%20body%20that%20comes%20after%20it%2E%20%2A%2F%0A%20%20%20%20border%2Dbottom%3A%201px%20solid%20%23aaa%3B%0A%20%20%20%20margin%2Dbottom%3A%200%2E5em%3B%0A%20%20%20%20%7D%0A%20%0A%2Etitle%20%2F%2A%20Pandoc%20title%20header%20%28h1%2Etitle%29%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20text%2Dalign%3A%20center%3B%0A%20%20%20%20%7D%0A%20%0A%2Eauthor%2C%20%2Edate%20%2F%2A%20Pandoc%20author%28s%29%20and%20date%20headers%20%28h2%2Eauthor%20and%20h3%2Edate%29%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20text%2Dalign%3A%20center%3B%0A%20%20%20%20%7D%0A%20%0A%2F%2A%20Pandoc%20table%20of%20contents%20DIV%20when%20using%20the%20%2D%2Dtoc%20option%2E%0A%20%20%20NOTE%3A%20this%20doesn%27t%20support%20Pandoc%27s%20%2D%2Did%2Dprefix%20option%20for%20%23TOC%20and%20%23header%2E%20%0A%20%20%20Probably%20would%20need%20to%20use%20div%5Bid%24%3D%27TOC%27%5D%20and%20div%5Bid%24%3D%27header%27%5D%20as%20selectors%2E%0A%2A%2F%0A%20%0Adiv%23TOC%2C%20nav%23TOC%0A%20%20%20%20%7B%0A%20%20%20%20%2F%2A%20Put%20border%20on%20bottom%20to%20separate%20it%20from%20body%2E%20%2A%2F%0A%20%20%20%20border%2Dbottom%3A%201px%20solid%20%23aaa%3B%0A%20%20%20%20margin%2Dbottom%3A%200%2E5em%3B%0A%20%20%20%20%7D%0A%20%0A%40media%20print%0A%20%20%20%20%7B%0A%20%20%20%20div%23TOC%2C%20nav%23TOC%0A%20%20%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%2F%2A%20Don%27t%20display%20TOC%20in%20print%20%2A%2F%0A%20%20%20%20%20%20%20%20display%3A%20none%3B%0A%20%20%20%20%20%20%20%20%7D%0A%20%20%20%20%7D%0A%20%0A%2F%2A%20%2D%2D%2D%2D%20Headers%20and%20sections%20%2D%2D%2D%2D%20%2A%2F%0A%20%0Ah1%2C%20h2%2C%20h3%2C%20h4%2C%20h5%2C%20h6%0A%7B%0A%20%20%20%20font%2Dfamily%3A%20%22Helvetica%20Neue%22%2C%20Helvetica%2C%20%22Liberation%20Sans%22%2C%20Calibri%2C%20Arial%2C%20sans%2Dserif%3B%20%2F%2A%20Sans%2Dserif%20headers%20%2A%2F%0A%20%0A%20%20%20%20%2F%2A%20font%2Dfamily%3A%20%22Liberation%20Serif%22%2C%20%22Georgia%22%2C%20%22Times%20New%20Roman%22%2C%20serif%3B%20%2F%2A%20Serif%20headers%20%2A%2F%0A%20%0A%20%20%20%20page%2Dbreak%2Dafter%3A%20avoid%3B%20%2F%2A%20Firefox%2C%20Chrome%2C%20and%20Safari%20do%20not%20support%20the%20property%20value%20%22avoid%22%20%2A%2F%0A%7D%0A%20%0A%2F%2A%20Pandoc%20with%20%2D%2Dsection%2Ddivs%20option%20%2A%2F%0A%20%0Adiv%20div%2C%20section%20section%20%2F%2A%20Nested%20sections%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20margin%2Dleft%3A%202em%3B%20%2F%2A%20This%20will%20increasingly%20indent%20nested%20header%20sections%20%2A%2F%0A%20%20%20%20%7D%0A%20%0Ap%20%7B%7D%0A%20%0Ablockquote%0A%20%20%20%20%7B%20%0A%20%20%20%20font%2Dstyle%3A%20italic%3B%0A%20%20%20%20%7D%0A%20%0Ali%20%2F%2A%20All%20list%20items%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20%7D%0A%20%0Ali%20%3E%20p%20%2F%2A%20Loosely%20spaced%20list%20item%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20margin%2Dtop%3A%201em%3B%20%2F%2A%20IE%3A%20lack%20of%20space%20above%20a%20%3Cli%3E%20when%20the%20item%20is%20inside%20a%20%3Cp%3E%20%2A%2F%0A%20%20%20%20%7D%0A%20%0Aul%20%2F%2A%20Whole%20unordered%20list%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20%7D%0A%20%0Aul%20li%20%2F%2A%20Unordered%20list%20item%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20%7D%0A%20%0Aol%20%2F%2A%20Whole%20ordered%20list%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20%7D%0A%20%0Aol%20li%20%2F%2A%20Ordered%20list%20item%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20%7D%0A%20%0Ahr%20%7B%7D%0A%20%0A%2F%2A%20%2D%2D%2D%2D%20Some%20span%20elements%20%2D%2D%2D%20%2A%2F%0A%20%0Asub%20%2F%2A%20Subscripts%2E%20Pandoc%3A%20H%7E2%7EO%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20%7D%0A%20%0Asup%20%2F%2A%20Superscripts%2E%20Pandoc%3A%20The%202%5End%5E%20try%2E%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20%7D%0A%20%20%20%20%0Aem%20%2F%2A%20Emphasis%2E%20Markdown%3A%20%2Aemphasis%2A%20or%20%5Femphasis%5F%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20%7D%0A%20%20%20%20%0Aem%20%3E%20em%20%2F%2A%20Emphasis%20within%20emphasis%3A%20%2AThis%20is%20all%20%2Aemphasized%2A%20except%20that%2A%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20font%2Dstyle%3A%20normal%3B%0A%20%20%20%20%7D%0A%20%0Astrong%20%2F%2A%20Markdown%20%2A%2Astrong%2A%2A%20or%20%5F%5Fstrong%5F%5F%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20%7D%0A%20%0A%2F%2A%20%2D%2D%2D%2D%20Links%20%28anchors%29%20%2D%2D%2D%2D%20%2A%2F%0A%20%0Aa%20%2F%2A%20All%20links%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20%2F%2A%20Keep%20links%20clean%2E%20On%20screen%2C%20they%20are%20colored%3B%20in%20print%2C%20they%20do%20nothing%20anyway%2E%20%2A%2F%0A%20%20%20%20text%2Ddecoration%3A%20none%3B%0A%20%20%20%20%7D%0A%20%0A%40media%20screen%0A%20%20%20%20%7B%0A%20%20%20%20a%3Ahover%0A%20%20%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%2F%2A%20On%20hover%2C%20we%20indicate%20a%20bit%20more%20that%20it%20is%20a%20link%2E%20%2A%2F%0A%20%20%20%20%20%20%20%20text%2Ddecoration%3A%20underline%3B%0A%20%20%20%20%20%20%20%20%7D%0A%20%20%20%20%7D%0A%20%0A%40media%20print%0A%20%20%20%20%7B%0A%20%20%20%20a%20%20%20%7B%0A%20%20%20%20%20%20%20%20%2F%2A%20In%20print%2C%20a%20colored%20link%20is%20useless%2C%20so%20un%2Dstyle%20it%2E%20%2A%2F%0A%20%20%20%20%20%20%20%20color%3A%20black%3B%0A%20%20%20%20%20%20%20%20background%3A%20transparent%3B%0A%20%20%20%20%20%20%20%20%7D%0A%20%20%20%20%20%20%20%20%0A%20%20%20%20a%5Bhref%5E%3D%22http%3A%2F%2F%22%5D%3Aafter%2C%20a%5Bhref%5E%3D%22https%3A%2F%2F%22%5D%3Aafter%0A%20%20%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%2F%2A%20However%2C%20links%20that%20go%20somewhere%20else%2C%20might%20be%20useful%20to%20the%20reader%2C%0A%20%20%20%20%20%20%20%20%20%20%20so%20for%20http%20and%20https%20links%2C%20print%20the%20URL%20after%20what%20was%20the%20link%20%0A%20%20%20%20%20%20%20%20%20%20%20text%20in%20parens%0A%20%20%20%20%20%20%20%20%2A%2F%0A%20%20%20%20%20%20%20%20content%3A%20%22%20%28%22%20attr%28href%29%20%22%29%20%22%3B%0A%20%20%20%20%20%20%20%20font%2Dsize%3A%2090%25%3B%0A%20%20%20%20%20%20%20%20%7D%0A%20%20%20%20%7D%0A%20%0A%2F%2A%20%2D%2D%2D%2D%20Images%20%2D%2D%2D%2D%20%2A%2F%0A%20%0Aimg%0A%20%20%20%20%7B%0A%20%20%20%20%2F%2A%20Let%20it%20be%20inline%20left%2Fright%20where%20it%20wants%20to%20be%2C%20but%20verticality%20make%20%0A%20%20%20%20%20%20%20it%20in%20the%20middle%20to%20look%20nicer%2C%20but%20opinions%20differ%2C%20and%20if%20in%20a%20multi%2Dline%20%0A%20%20%20%20%20%20%20paragraph%2C%20it%20might%20not%20be%20so%20great%2E%20%0A%20%20%20%20%2A%2F%0A%20%20%20%20vertical%2Dalign%3A%20middle%3B%0A%20%20%20%20%7D%0A%20%0Adiv%2Efigure%20%2F%2A%20Pandoc%20figure%2Dstyle%20image%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20%2F%2A%20Center%20the%20image%20and%20caption%20%2A%2F%0A%20%20%20%20margin%2Dleft%3A%20auto%3B%0A%20%20%20%20margin%2Dright%3A%20auto%3B%0A%20%20%20%20text%2Dalign%3A%20center%3B%0A%20%20%20%20font%2Dstyle%3A%20italic%3B%0A%20%20%20%20%7D%0A%20%0Ap%2Ecaption%20%2F%2A%20Pandoc%20figure%2Dstyle%20caption%20within%20div%2Efigure%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20%2F%2A%20Inherits%20div%2Efigure%20props%20by%20default%20%2A%2F%0A%20%20%20%20%7D%0A%20%0A%2F%2A%20%2D%2D%2D%2D%20Code%20blocks%20and%20spans%20%2D%2D%2D%2D%20%2A%2F%0A%20%0Apre%2C%20code%20%0A%20%20%20%20%7B%0A%20%20%20%20background%2Dcolor%3A%20%23fdf7ee%3B%0A%20%20%20%20%2F%2A%20BEGIN%20word%20wrap%20%2A%2F%0A%20%20%20%20%2F%2A%20Need%20all%20the%20following%20to%20word%20wrap%20instead%20of%20scroll%20box%20%2A%2F%0A%20%20%20%20%2F%2A%20This%20will%20override%20the%20overflow%3Aauto%20if%20present%20%2A%2F%0A%20%20%20%20white%2Dspace%3A%20pre%2Dwrap%3B%20%2F%2A%20css%2D3%20%2A%2F%0A%20%20%20%20white%2Dspace%3A%20%2Dmoz%2Dpre%2Dwrap%20%21important%3B%20%2F%2A%20Mozilla%2C%20since%201999%20%2A%2F%0A%20%20%20%20white%2Dspace%3A%20%2Dpre%2Dwrap%3B%20%2F%2A%20Opera%204%2D6%20%2A%2F%0A%20%20%20%20white%2Dspace%3A%20%2Do%2Dpre%2Dwrap%3B%20%2F%2A%20Opera%207%20%2A%2F%0A%20%20%20%20word%2Dwrap%3A%20break%2Dword%3B%20%2F%2A%20Internet%20Explorer%205%2E5%2B%20%2A%2F%0A%20%20%20%20%2F%2A%20END%20word%20wrap%20%2A%2F%0A%20%20%20%20%7D%0A%20%0Apre%20%2F%2A%20Code%20blocks%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20%2F%2A%20Distinguish%20pre%20blocks%20from%20other%20text%20by%20more%20than%20the%20font%20with%20a%20background%20tint%2E%20%2A%2F%0A%20%20%20%20padding%3A%200%2E5em%3B%20%2F%2A%20Since%20we%20have%20a%20background%20color%20%2A%2F%0A%20%20%20%20border%2Dradius%3A%205px%3B%20%2F%2A%20Softens%20it%20%2A%2F%0A%20%20%20%20%2F%2A%20Give%20it%20a%20some%20definition%20%2A%2F%0A%20%20%20%20border%3A%201px%20solid%20%23aaa%3B%0A%20%20%20%20%2F%2A%20Set%20it%20off%20left%20and%20right%2C%20seems%20to%20look%20a%20bit%20nicer%20when%20we%20have%20a%20background%20%2A%2F%0A%20%20%20%20margin%2Dleft%3A%20%200%2E5em%3B%0A%20%20%20%20margin%2Dright%3A%200%2E5em%3B%0A%20%20%20%20%7D%0A%20%0A%40media%20screen%0A%20%20%20%20%7B%0A%20%20%20%20pre%0A%20%20%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%2F%2A%20On%20screen%2C%20use%20an%20auto%20scroll%20box%20for%20long%20lines%2C%20unless%20word%2Dwrap%20is%20enabled%20%2A%2F%0A%20%20%20%20%20%20%20%20white%2Dspace%3A%20pre%3B%0A%20%20%20%20%20%20%20%20overflow%3A%20auto%3B%0A%20%20%20%20%20%20%20%20%2F%2A%20Dotted%20looks%20better%20on%20screen%20and%20solid%20seems%20to%20print%20better%2E%20%2A%2F%0A%20%20%20%20%20%20%20%20border%3A%201px%20dotted%20%23777%3B%0A%20%20%20%20%20%20%20%20%7D%0A%20%20%20%20%7D%0A%20%0Acode%20%2F%2A%20All%20inline%20code%20spans%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20%7D%0A%20%0Ap%20%3E%20code%2C%20li%20%3E%20code%20%2F%2A%20Code%20spans%20in%20paragraphs%20and%20tight%20lists%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20%2F%2A%20Pad%20a%20little%20from%20adjacent%20text%20%2A%2F%0A%20%20%20%20padding%2Dleft%3A%20%202px%3B%0A%20%20%20%20padding%2Dright%3A%202px%3B%0A%20%20%20%20%7D%0A%20%20%20%20%0Ali%20%3E%20p%20code%20%2F%2A%20Code%20span%20in%20a%20loose%20list%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20%2F%2A%20We%20have%20room%20for%20some%20more%20background%20color%20above%20and%20below%20%2A%2F%0A%20%20%20%20padding%3A%202px%3B%0A%20%20%20%20%7D%0A%20%0A%2F%2A%20%2D%2D%2D%2D%20Math%20%2D%2D%2D%2D%20%2A%2F%0A%20%0Aspan%2Emath%20%2F%2A%20Pandoc%20inline%20math%20default%20and%20%2D%2Djsmath%20inline%20math%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20%2F%2A%20Tried%20font%2Dstyle%3Aitalic%20here%2C%20and%20it%20messed%20up%20MathJax%20rendering%20in%20some%20browsers%2E%20Maybe%20don%27t%20mess%20with%20at%20all%2E%20%2A%2F%0A%20%20%20%20%7D%0A%20%20%20%20%0Adiv%2Emath%20%2F%2A%20Pandoc%20%2D%2Djsmath%20display%20math%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20%7D%0A%20%20%20%20%0Aspan%2ELaTeX%20%2F%2A%20Pandoc%20%2D%2Dlatexmathml%20math%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20%7D%20%0A%20%0Aeq%20%2F%2A%20Pandoc%20%2D%2Dgladtex%20math%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20%7D%20%0A%20%0A%2F%2A%20%2D%2D%2D%2D%20Tables%20%2D%2D%2D%2D%20%2A%2F%0A%20%0A%2F%2A%20%20A%20clean%20textbook%2Dlike%20style%20with%20horizontal%20lines%20above%20and%20below%20and%20under%20%0A%20%20%20%20the%20header%2E%20Rows%20highlight%20on%20hover%20to%20help%20scanning%20the%20table%20on%20screen%2E%0A%2A%2F%0A%20%0Atable%0A%20%20%20%20%7B%0A%20%20%20%20border%2Dcollapse%3A%20collapse%3B%0A%20%20%20%20border%2Dspacing%3A%200%3B%20%2F%2A%20IE%206%20%2A%2F%0A%20%0A%20%20%20%20border%2Dbottom%3A%202pt%20solid%20%23000%3B%0A%20%20%20%20border%2Dtop%3A%202pt%20solid%20%23000%3B%20%2F%2A%20The%20caption%20on%20top%20will%20not%20have%20a%20bottom%2Dborder%20%2A%2F%0A%20%0A%20%20%20%20%2F%2A%20Center%20%2A%2F%0A%20%20%20%20margin%2Dleft%3A%20auto%3B%0A%20%20%20%20margin%2Dright%3A%20auto%3B%0A%20%20%20%20%7D%0A%20%20%20%20%0Athead%20%2F%2A%20Entire%20table%20header%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20border%2Dbottom%3A%201pt%20solid%20%23000%3B%0A%20%20%20%20background%2Dcolor%3A%20%23eee%3B%20%2F%2A%20Does%20this%20BG%20print%20well%3F%20%2A%2F%0A%20%20%20%20%7D%0A%20%0Atr%2Eheader%20%2F%2A%20Each%20header%20row%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20%7D%20%0A%20%0Atbody%20%2F%2A%20Entire%20table%20%20body%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20%7D%0A%20%0A%2F%2A%20Table%20body%20rows%20%2A%2F%0A%20%0Atr%20%20%7B%0A%20%20%20%20%7D%0Atr%2Eodd%3Ahover%2C%20tr%2Eeven%3Ahover%20%2F%2A%20Use%20%2Eodd%20and%20%2Eeven%20classes%20to%20avoid%20styling%20rows%20in%20other%20tables%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20background%2Dcolor%3A%20%23eee%3B%0A%20%20%20%20%7D%0A%20%20%20%20%0A%2F%2A%20Odd%20and%20even%20rows%20%2A%2F%0Atr%2Eodd%20%7B%7D%0Atr%2Eeven%20%7B%7D%0A%20%0Atd%2C%20th%20%2F%2A%20Table%20cells%20and%20table%20header%20cells%20%2A%2F%0A%20%20%20%20%7B%20%0A%20%20%20%20vertical%2Dalign%3A%20top%3B%20%2F%2A%20Word%20%2A%2F%0A%20%20%20%20vertical%2Dalign%3A%20baseline%3B%20%2F%2A%20Others%20%2A%2F%0A%20%20%20%20padding%2Dleft%3A%20%20%200%2E5em%3B%0A%20%20%20%20padding%2Dright%3A%20%200%2E5em%3B%0A%20%20%20%20padding%2Dtop%3A%20%20%20%200%2E2em%3B%0A%20%20%20%20padding%2Dbottom%3A%200%2E2em%3B%0A%20%20%20%20%7D%0A%20%20%20%20%0A%2F%2A%20Removes%20padding%20on%20left%20and%20right%20of%20table%20for%20a%20tight%20look%2E%20Good%20if%20thead%20has%20no%20background%20color%2A%2F%0A%2F%2A%0Atr%20td%3Alast%2Dchild%2C%20tr%20th%3Alast%2Dchild%0A%20%20%20%20%7B%0A%20%20%20%20padding%2Dright%3A%200%3B%0A%20%20%20%20%7D%0Atr%20td%3Afirst%2Dchild%2C%20tr%20th%3Afirst%2Dchild%20%0A%20%20%20%20%7B%0A%20%20%20%20padding%2Dleft%3A%200%3B%0A%20%20%20%20%7D%0A%2A%2F%0A%20%0Ath%20%2F%2A%20Table%20header%20cells%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20font%2Dweight%3A%20bold%3B%20%0A%20%20%20%20%7D%0A%20%0Atfoot%20%2F%2A%20Table%20footer%20%28what%20appears%20here%20if%20caption%20is%20on%20top%3F%29%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20%7D%0A%20%0Acaption%20%2F%2A%20This%20is%20for%20a%20table%20caption%20tag%2C%20not%20the%20p%2Ecaption%20Pandoc%20uses%20in%20a%20div%2Efigure%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20caption%2Dside%3A%20top%3B%0A%20%20%20%20border%3A%20none%3B%0A%20%20%20%20font%2Dsize%3A%200%2E9em%3B%0A%20%20%20%20font%2Dstyle%3A%20italic%3B%0A%20%20%20%20text%2Dalign%3A%20center%3B%0A%20%20%20%20margin%2Dbottom%3A%200%2E3em%3B%20%2F%2A%20Good%20for%20when%20on%20top%20%2A%2F%0A%20%20%20%20padding%2Dbottom%3A%200%2E2em%3B%0A%20%20%20%20%7D%0A%20%0A%2F%2A%20%2D%2D%2D%2D%20Definition%20lists%20%2D%2D%2D%2D%20%2A%2F%0A%20%0Adl%20%2F%2A%20The%20whole%20list%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20border%2Dtop%3A%202pt%20solid%20black%3B%0A%20%20%20%20padding%2Dtop%3A%200%2E5em%3B%0A%20%20%20%20border%2Dbottom%3A%202pt%20solid%20black%3B%0A%20%20%20%20%7D%0A%20%0Adt%20%2F%2A%20Definition%20term%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20font%2Dweight%3A%20bold%3B%0A%20%20%20%20%7D%0A%20%0Add%2Bdt%20%2F%2A%202nd%20or%20greater%20term%20in%20the%20list%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20border%2Dtop%3A%201pt%20solid%20black%3B%0A%20%20%20%20padding%2Dtop%3A%200%2E5em%3B%0A%20%20%20%20%7D%0A%20%20%20%20%0Add%20%2F%2A%20A%20definition%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20margin%2Dbottom%3A%200%2E5em%3B%0A%20%20%20%20%7D%0A%20%0Add%2Bdd%20%2F%2A%202nd%20or%20greater%20definition%20of%20a%20term%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20border%2Dtop%3A%201px%20solid%20black%3B%20%2F%2A%20To%20separate%20multiple%20definitions%20%2A%2F%0A%20%20%20%20%7D%0A%20%20%20%20%0A%2F%2A%20%2D%2D%2D%2D%20Footnotes%20%2D%2D%2D%2D%20%2A%2F%0A%20%0Aa%2Efootnote%2C%20a%2EfootnoteRef%20%7B%20%2F%2A%20Pandoc%2C%20MultiMarkdown%20footnote%20links%20%2A%2F%0A%20%20%20%20font%2Dsize%3A%20small%3B%20%0A%20%20%20%20vertical%2Dalign%3A%20text%2Dtop%3B%0A%7D%0A%20%0Aa%5Bhref%5E%3D%22%23fnref%22%5D%2C%20a%2Ereversefootnote%20%2F%2A%20Pandoc%2C%20MultiMarkdown%2C%20%3F%3F%20footnote%20back%20links%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20%7D%0A%20%0A%40media%20print%0A%20%20%20%20%7B%0A%20%20%20%20a%5Bhref%5E%3D%22%23fnref%22%5D%2C%20a%2Ereversefootnote%20%2F%2A%20Pandoc%2C%20MultiMarkdown%20%2A%2F%0A%20%20%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20%2F%2A%20Don%27t%20display%20these%20at%20all%20in%20print%20since%20the%20arrow%20is%20only%20something%20to%20click%20on%20%2A%2F%0A%20%20%20%20%20%20%20%20display%3A%20none%3B%0A%20%20%20%20%20%20%20%20%7D%0A%20%20%20%20%7D%0A%20%20%20%20%0Adiv%2Efootnotes%20%2F%2A%20Pandoc%20footnotes%20div%20at%20end%20of%20the%20document%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20%7D%0A%20%20%20%20%0Adiv%2Efootnotes%20li%5Bid%5E%3D%22fn%22%5D%20%2F%2A%20A%20footnote%20item%20within%20that%20div%20%2A%2F%0A%20%20%20%20%7B%0A%20%20%20%20%7D%0A%20%0A%2F%2A%20You%20can%20class%20stuff%20as%20%22noprint%22%20to%20not%20print%2E%20%0A%20%20%20Useful%20since%20you%20can%27t%20set%20this%20media%20conditional%20inside%20an%20HTML%20element%27s%20%0A%20%20%20style%20attribute%20%28I%20think%29%2C%20and%20you%20don%27t%20want%20to%20make%20another%20stylesheet%20that%20%0A%20%20%20imports%20this%20one%20and%20adds%20a%20class%20just%20to%20do%20this%2E%0A%2A%2F%0A%20%0A%40media%20print%0A%20%20%20%20%7B%0A%20%20%20%20%2Enoprint%0A%20%20%20%20%20%20%20%20%7B%0A%20%20%20%20%20%20%20%20display%3Anone%3B%0A%20%20%20%20%20%20%20%20%7D%0A%20%20%20%20%7D%0A" rel="stylesheet" type="text/css" />
11</head>
12<body>
13<div id="header">
14<h1 class="title">OSPF Exercise</h1>
15<h2 class="author">Campus Network Design Workshop</h2>
16</div>
17<div id="TOC">
18<ul>
19<li><a href="#introduction"><span class="toc-section-number">1</span> Introduction</a><ul>
20<li><a href="#router-types-used-in-the-lab"><span class="toc-section-number">1.1</span> Router types used in the lab</a></li>
21<li><a href="#address-space-allocation"><span class="toc-section-number">1.2</span> Address Space Allocation</a></li>
22</ul></li>
23<li><a href="#exercises"><span class="toc-section-number">2</span> Exercises</a><ul>
24<li><a href="#basic-router-configuration"><span class="toc-section-number">2.1</span> Basic Router Configuration</a></li>
25<li><a href="#interface-configuration"><span class="toc-section-number">2.2</span> Interface Configuration</a></li>
26<li><a href="#testing-connectivity"><span class="toc-section-number">2.3</span> Testing Connectivity</a></li>
27<li><a href="#dynamic-routing-with-ospf"><span class="toc-section-number">2.4</span> Dynamic Routing with OSPF</a></li>
28<li><a href="#using-ospf-cost"><span class="toc-section-number">2.5</span> Using OSPF Cost</a></li>
29<li><a href="#removing-static-routes"><span class="toc-section-number">2.6</span> Removing Static Routes</a></li>
30</ul></li>
31</ul>
32</div>
33<p></p>
34<div class="figure">
35<img src="data:image/png;base64,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" alt="Logical Topology" /><p class="caption">Logical Topology</p>
36</div>
37<div class="figure">
38<img src="data:image/png;base64,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" alt="Physical Topology" /><p class="caption">Physical Topology</p>
39</div>
40<p></p>
41<h1 id="introduction"><span class="header-section-number">1</span> Introduction</h1>
42<p>The purpose of this exercise is to learn how to configure OSPF on a group of Cisco routers so that they exchange network reachability information and maintain their own routing tables dynamically.</p>
43<p>All participants will work within a group as a team. Each group has three routers and four switches to work with. There is a certain dependency between the labs as the exercises progress. Make sure to maintain your configuration unless otherwise instructed. All exercises will use a common IP addressing scheme and network topology. As you go through the exercises all the examples are given from the point of view of R11, the border router in group 1. <strong>Make sure to take the examples and adapt them to your own router, network topology and addressing scheme</strong>.</p>
44<h2 id="router-types-used-in-the-lab"><span class="header-section-number">1.1</span> Router types used in the lab</h2>
45<p>Cisco 7206 VXR</p>
46<h2 id="address-space-allocation"><span class="header-section-number">1.2</span> Address Space Allocation</h2>
47<table>
48<thead>
49<tr class="header">
50<th align="left">Group</th>
51<th align="left">IPv4 Block</th>
52<th align="left">IPv6 Block</th>
53</tr>
54</thead>
55<tbody>
56<tr class="odd">
57<td align="left">1</td>
58<td align="left">10.1.0.0/16</td>
59<td align="left">fd00:1::/32</td>
60</tr>
61<tr class="even">
62<td align="left">2</td>
63<td align="left">10.2.0.0/16</td>
64<td align="left">fd00:2::/32</td>
65</tr>
66<tr class="odd">
67<td align="left">3</td>
68<td align="left">10.3.0.0/16</td>
69<td align="left">fd00:3::/32</td>
70</tr>
71<tr class="even">
72<td align="left">4</td>
73<td align="left">10.4.0.0/16</td>
74<td align="left">fd00:4::/32</td>
75</tr>
76<tr class="odd">
77<td align="left">5</td>
78<td align="left">10.5.0.0/16</td>
79<td align="left">fd00:5::/32</td>
80</tr>
81</tbody>
82</table>
83<p>Each group will then further partition their space like this:</p>
84<table>
85<thead>
86<tr class="header">
87<th align="left">IPv4</th>
88<th align="left">IPv6</th>
89<th align="left">Description</th>
90</tr>
91</thead>
92<tbody>
93<tr class="odd">
94<td align="left">10.X.1.0/24</td>
95<td align="left">fd00:X:1:1::/64</td>
96<td align="left">Core Network</td>
97</tr>
98<tr class="even">
99<td align="left">10.X.64.0/24</td>
100<td align="left">fd00:X:2:64::/64</td>
101<td align="left">Data Subnet (VLAN 64)</td>
102</tr>
103<tr class="odd">
104<td align="left">10.X.65.0/24</td>
105<td align="left">fd00:X:2:65::/64</td>
106<td align="left">VOIP Subnet (VLAN 65)</td>
107</tr>
108<tr class="even">
109<td align="left">10.X.254.0/24</td>
110<td align="left">fd00:X:0:FE::/64</td>
111<td align="left">Router Loopback Subnet</td>
112</tr>
113<tr class="odd">
114<td align="left">10.X.255.0/24</td>
115<td align="left">fd00:X:0:FF::/64</td>
116<td align="left">Switch MGMT Subnet (VLAN 255)</td>
117</tr>
118</tbody>
119</table>
120<p>With X being your group number (1,2,3,4,5)</p>
121<h1 id="exercises"><span class="header-section-number">2</span> Exercises</h1>
122<h2 id="basic-router-configuration"><span class="header-section-number">2.1</span> Basic Router Configuration</h2>
123<p>Configure each router based on the following example for R11:</p>
124<pre><code>hostname R11
125!
126aaa new-model
127aaa authentication login default local
128aaa authentication enable default enable
129username nsrc secret nsrc
130enable secret nsrc
131service password-encryption
132line vty 0 4
133 transport preferred none
134line console 0
135 transport preferred none
136!
137no logging console
138logging buffered 8192 debugging
139no ip domain-lookup
140ipv6 unicast-routing</code></pre>
141<h2 id="interface-configuration"><span class="header-section-number">2.2</span> Interface Configuration</h2>
142<p>Configure each router's interface according to the diagram (where <strong>X</strong> represents your group):</p>
143<p>RX1: use Y=1</p>
144<pre><code>interface loopback 0
145 ip address 10.X.254.Y 255.255.255.255
146 ipv6 address fd00:X:0:fe::Y/128
147!
148interface GigabitEthernet1/0
149 ip address 10.X.1.Y 255.255.255.0
150 description Link to Core
151 ipv6 address fd00:X:1:1::Y/64
152 no ip redirects
153 no ip directed-broadcast
154 no ip proxy-arp
155 no shutdown</code></pre>
156<p>Use address .2 for RX2 and .3 for RX3.</p>
157<p>On the access side, where you will use VLANs:</p>
158<p>RX2:</p>
159<pre><code>interface Fast0/0
160 no ip address
161 no shutdown
162!
163interface Fast0/0.64
164 encapsulation dot1Q 64
165 ip address 10.X.64.2 255.255.255.0
166 description Link VLAN 64
167 ipv6 enable
168 ipv6 address fd00:X:2:64::2/64
169 no ip redirects
170 no ip directed-broadcast
171 no ip proxy-arp
172 no shutdown</code></pre>
173<p>Do the same for VLANs 65 and 255.</p>
174<p>RX3:</p>
175<pre><code>interface Fast0/0
176 no ip address
177 no shutdown
178!
179interface Fast0/0.64
180 encapsulation dot1Q 64
181 ip address 10.X.64.3 255.255.255.0
182 description Link VLAN 64
183 ipv6 enable
184 ipv6 address fd00:X:2:64::3/64
185 no ip redirects
186 no ip directed-broadcast
187 no ip proxy-arp
188 no shutdown</code></pre>
189<p>Do the same for VLANs 65 and 255.</p>
190<h2 id="testing-connectivity"><span class="header-section-number">2.3</span> Testing Connectivity</h2>
191<p>Ping your neighbor routers:</p>
192<pre><code>R11# ping 10.X.1.2
193R11# ping 10.X.1.3
194R11# ping fd00:X:1:1::2
195R11# ping fd00:X:1:1::3</code></pre>
196<p>And verify the output of the following commands:</p>
197<pre><code>show arp           : Shows ARP cache
198show interface &lt;int&gt;       : Shows interface state and configuration
199show ip interface      : Shows interface IP state and config
200show ipv6 neighbors    : Shows IPv6 neighbors
201show ipv6 interface &lt;int&gt;  : Shows interface state and configuration
202show ipv6 interface        : Shows interface state and configuration</code></pre>
203<p>Now try pinging these other addresses in your network:</p>
204<pre><code>R11# ping 10.X.254.2
205R11# ping 10.X.254.3
206R11# ping 10.X.64.2
207R11# ping 10.X.64.3
208R11# ping 10.X.65.2
209R11# ping 10.X.65.3
210R11# ping 10.X.255.2           
211R11# ping 10.X.255.3
212R11# ping ipv6 fd00:X:0:FE::2
213R11# ping ipv6 fd00:X:0:FE::3
214R11# ping ipv6 fd00:X:2:64::2
215R11# ping ipv6 fd00:X:2:64::3
216R11# ping ipv6 fd00:X:2:65::2
217R11# ping ipv6 fd00:X:2:65::3
218R11# ping ipv6 fd00:X:0:FF::2
219R11# ping ipv6 fd00:X:0:FF::3</code></pre>
220<p>What is happening? Why can we not ping some of the addresses?</p>
221<h2 id="dynamic-routing-with-ospf"><span class="header-section-number">2.4</span> Dynamic Routing with OSPF</h2>
222<ol style="list-style-type: decimal">
223<li>Configure a new OSPF routing process and configure OSPF on the interfaces <strong>where adjacencies need to be established</strong>, and also on <strong>any interface that needs to have its subnets advertised by OSPF</strong>.</li>
224</ol>
225<p>In the case of R12 and R13, this includes the sub-interfaces for VLANs 64, 65 and 255. Notice that we are configuring authentication for the OSPF adjacencies. This is important.</p>
226<p>Notice that we will use the number &quot;10&quot; as the OSPF process number for routers R11, R12 and R13. This number is local to the router, so it doesn't need to match the process number of a neighboring router. However, it is strongly recommended that you use the same number throughout your network. Most people use their Autonomous System number (although OSPF has nothing to do with the BGP AS).</p>
227<p>R11:</p>
228<pre><code>router ospf 10
229 log-adjacency-changes
230 passive-interface default
231 area 0 authentication message-digest
232 no passive-interface GigabitEthernet1/0
233 auto-cost reference-bandwidth 1000
234!
235ipv6 router ospf 10
236 log-adjacency-changes
237 passive-interface default
238 no passive-interface GigabitEthernet1/0
239 area 0 authentication ipsec spi 256 md5 0123456789ABCDEF0123456789ABCDEF
240 auto-cost reference-bandwidth 1000
241!
242interface Loopback0
243 ip ospf 10 area 0
244 ipv6 ospf 10 area 0
245!
246interface GigabitEthernet1/0
247 ip ospf 10 area 0
248 ip ospf authentication-key nsrc
249 ipv6 ospf 10 area 0</code></pre>
250<ol start="2" style="list-style-type: decimal">
251<li>STOP -- Checkpoint.</li>
252</ol>
253<pre><code>show ip ospf neighbor      : show adjacencies
254show ip route              : show routes in routing table
255show ip ospf               : shows general OSPF information
256show ip ospf interface     : shows the status of OSPF in an interface
257show ipv6 ospf neighbor
258show ipv6 route
259show ipv6 ospf
260show ipv6 ospf interface</code></pre>
261<ol style="list-style-type: lower-alpha">
262<li><p>How many routes do you have on R11 for each access network?</p></li>
263<li><p>Is there a preferred path? Why?</p></li>
264</ol>
265<h2 id="using-ospf-cost"><span class="header-section-number">2.5</span> Using OSPF Cost</h2>
266<p>Load balance the traffic for the different access networks by using OSPF link costs.</p>
267<ol style="list-style-type: lower-alpha">
268<li>Check each interface's cost:</li>
269</ol>
270<pre><code>R12#show ip ospf interface Fast0/0.64</code></pre>
271<ol start="2" style="list-style-type: lower-alpha">
272<li>If you did the Layer-2 exercises and used PVST to load balance traffic for the different VLANs, make sure that you assign OSPF link costs accordingly to avoid unnecessary hops.</li>
273</ol>
274<p><em>Hint: You need to make the cost lower than the current cost on the path that you want the router to prefer, and higher on the path that you want the router to NOT prefer</em>.</p>
275<p>R12:</p>
276<pre><code>interface Fast0/0.64
277 ip ospf cost 5
278 ipv6 ospf cost 5
279!
280interface Fast0/0.65
281 ip ospf cost 5
282 ipv6 ospf cost 5
283!
284interface Fast0/0.255
285 ip ospf cost 15
286 ipv6 ospf cost 15</code></pre>
287<p>Verify the routing table in R11:</p>
288<pre><code>R11# show ip route ospf</code></pre>
289<h2 id="removing-static-routes"><span class="header-section-number">2.6</span> Removing Static Routes</h2>
290<p>The OSPF Lab is normally conducted after completing the static routing exercise. There still will be lots of static routes within the network so that each group can reach the others.</p>
291<p>We will now remove these static routes, carefully.</p>
292<ol style="list-style-type: decimal">
293<li>Ensure that RX1 is announcing a default route by OSPF into the core network. To do this, we use the following command.</li>
294</ol>
295<p>RX1:</p>
296<pre><code>router ospf 10
297 default-information originate
298!
299ipv6 router ospf 10
300 default-information originate</code></pre>
301<ol start="2" style="list-style-type: decimal">
302<li>Once RX1 is announcing the default route by OSPF, RX2 and RX3 should check this by using:</li>
303</ol>
304<pre><code>R11# show ip ospf rib</code></pre>
305<p>for IPv4, and for IPv6:</p>
306<pre><code>R11# show ipv6 ospf rib</code></pre>
307<p>which will show a default route in the OSPF RIB. If the route is there, RX2 and RX3 can remove the static routes to other groups and the default route pointing to RX1. For example, for R12 and R13 using IPv4:</p>
308<pre><code>no ip route 0.0.0.0 0.0.0.0 10.1.1.1
309no ip route 10.2.0.0 255.255.0.0 10.1.1.1
310no ip route 10.3.0.0 255.255.0.0 10.1.1.1
311no ip route 10.4.0.0 255.255.0.0 10.1.1.1
312no ip route 10.5.0.0 255.255.0.0 10.1.1.1</code></pre>
313<p>Do the same for IPv6 on RX2 and RX3.</p>
314<p>RX2 and RX3 should check that routing to the other groups is still working. Try ping and traceroute.</p>
315<p>There should now be no static routes remaining in either IPv4 or IPv6 routing configuration on RX2 and RX3.</p>
316<ol start="3" style="list-style-type: decimal">
317<li>Router RX1 can now remove the static routes pointing to RX2 and RX3 for each of the Data, VoIP and Management vLANs. These routes are learned by OSPF from those routers. For example, for R11 using IPv4:</li>
318</ol>
319<pre><code>no ip route 10.1.64.0 255.255.255.0 10.1.1.2
320no ip route 10.1.64.0 255.255.255.0 10.1.1.3
321no ip route 10.1.65.0 255.255.255.0 10.1.1.2
322no ip route 10.1.65.0 255.255.255.0 10.1.1.3
323no ip route 10.1.255.0 255.255.255.0 10.1.1.2
324no ip route 10.1.255.0 255.255.255.0 10.1.1.3</code></pre>
325<ol start="4" style="list-style-type: decimal">
326<li>To finish off, all teams should now check the Routing Table for both IPv4 and IPv6. Document the output of:</li>
327</ol>
328<pre><code>R11# show ip route</code></pre>
329<p>and</p>
330<pre><code>R11# show ipv6 route</code></pre>
331<p>and be prepared to show this to the workshop instructors. The group network is now using a dyanmic routing protocol to share routing information within the group - a much more scalable solution than the effort that was required to set up the static routes in the previous lab exercise.</p>
332</body>
333</html>