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More rapid spending is backward compatible with a little to one D and in the same way Rapide previous
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t is compatible with previous t on switch 3.
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These ports were converging quickly because we're using rapid spending tree between switch 1 2 and 3
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but the links to switch for are stored using Peavey's.
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So what you'll notice is it takes longer for those links to converge
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show spanning tree as an example shows me that the ports are now forwarding but they've taken a lot
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longer to converge than they would have with Reppert Peavey's cheat.
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So once again on interface gigabit zero one all know port shows spanning tree.
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We can already see that gigabit.
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0 1 is the root port and is forwarding and gigabit 0 0 is an alternate port and is blocking However
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other ports such as gigabit 0 2 and 0 3 are still learning.
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So it's going to take time for these ports to move to the forwarding state.
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You can see they have now moved to the forwarding state but that's because there is an older version
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of spanning tree negotiated between switch three and switch for switch three once again is using Reppert
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previous the switch for however
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is using per villans spanning tree not rapid Peavey's T.
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So triple is shown in the output whereas once again on switch 3 it's Rapide previous t.
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So that is backward compatibility between rapid previous t and previous t.
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But the convergence will be slow between rapid previous and previous TB because of backward compatibility
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and within the previous part of your network let's have a look at the capture.
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So this is on switch three as advertised to the hub.
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And what you can see here is that the protocol used a spanning tree not rapid spending tree and that's
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because switch three has negotiated to use spending tree with switch for not rapid spending tree.
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So in the output once again it's spanning tree protocol not rapid spending tree protocol path cost route
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identify and bridge identify are shown here but it's negotiated to use the older version of spending
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tree even though this document is old.
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It provides a great explanation of rapid spending tree or ADA to the one w and multiple spending tree
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or ADA to that one yes you can find this document as part of the course or you can search in Google
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as an example for the Cisco Avot network infrastructure this document explains the evolution of spending
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tree and house spending tree has existed for a long time in an unchanged format that has been enhanced
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through the use of rapid spending tree and multiple spending tree it a two to one.
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Once again is the initial version of spending tree and was designed to stop loops in switched or bridged
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networks.
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It was very difficult to get fast convergence with Ada to 1 D.
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One of the problems with Ada 3:01 D is that it uses time as supports go from blocking to listening to
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learning to forwarding and that process can take 50 seconds.
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When a port comes up as an example it goes from listening to learning to forwarding which takes 30 seconds.
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Now Cisco enhanced it through one D in the 1990s by introducing uplink Foster backbone first and port
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fust for the CCN course today.
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You don't need to know about uplink fast or backbone fast.
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You can just ignore those.
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The important one to remember is port fast or ports which are ports connected to and a use of devices
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such as PCs or servers that transition immediately to the forwarding state.
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The trouble e incorporated most of these concepts into two standards.
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Rapid spending tree and multiple spending tree with these protocols convergence time as were a lot quicker
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Cisco have taken that those protocols and enhanced PV is ti.
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So today we have Rapide previous to t and Cisco switches.
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So as an example on the switch we can type spending tree mode and we can specify Reppert previous TTY
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or MSCE the industry standard version of rapid spending tree only has one root in the entire topology
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where as a Reppert Peavey's T gives you a route on a per villaine basis.
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So it's a lot better than pure Reppert spending tree or editor one w multiple spending tree doesn't
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give you a route per Villon but it gives you the ability to associate multiple villans to a spanning
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tree root.
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So you could say in a campus network as an example that villans 1 to 100.
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So which one is the root.
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But villans 101 to 200 have switched to as the root.
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