Rob Gould 2017 Micro Thread
Hi Coach,
Thanks for the call earlier today. This is the first week of transition since completing 140.6(ish) of IMLOU. I am getting married tomorrow (Friday, 10/14/16). Next week I will begin moving again, unstructured swimming, biking, and running follow the EN Transition Plan as much as my body allows.
My honeymoon is 11/4/16-11/14/16. I will be in sunny Florida. I will not have my bike, but will be able to keep my running up.
I am focusing primarily on running and body comp this winter. Toward that end I have several running races scheduled in the outseason.
The dates look like this:
for the
Thanks Coach,
Rob
0
Comments
So by 11/10 You should be ready to go. At that point, like you to load up the Run Durability Program (RDP) and we focus on the running through start of the January OutSeason®. This will mean RDP 1 (4 weeks) and then RDP 2 (most of the 4 weeks)... there is even the holiday run challenge your participate in just before the New Year.
what do you think? and congratulations again!!!!!
~ Coach P
Coach,
Thanks. Couple of questions: is the RDP more run durable (for lack of a better word) than the new Outseason plan for 2017? I ask because I know that the focus on this outseason is more RD.
Would the plan then look like this:
Transition Weeks 1,2,3,4
RDP1 Weeks 1,2,3,4
RDP2 Weeks 1,2,3,4
Outseason Weeks 9,10,11,12,13,14
Just wondering what comes after RDP1 and RDP2
Thanks.
sorry for the confusion! I created the Run Durability Program (RDP) Back in 2015 as a standalone program. it was so successful that in 2016 we incorporated it into the out season program.
The flow was starting to run durability program, then starting out season three months later the continuing one focus. You would do a full 14 week outseason, before rolling into the rest of the season. The net is that you would have been completed almost 7 months of run durability work before it even began race prep.
12 Weeks RDP + 14 Weeks OS
So in your case I'm thinking of the following:
+ first, a full and proper recovery using the transition plan.
+ then, transition to the one durability program. Using successive four-week blocks until you hit the January out season start.
+ on January 9, 2017 you start the out season program for a full 14 weeks.
We do it like this because the one durability program allows you to stay fit without getting too far ahead of yourself. It helps you can't wait and get on track the right way. There is plenty of time to do hard work in the off-season.
Please note that over the Christmas holiday we do a general run challenge which is a great way to wrap up the Run Durability Program (RDP). it runs from December 21 through 1 January... you'll see more about it as the time approaches.
let me know if you have any questions!
~ Coach P
Hi coach,
I like the idea of really working the run durability. My only question is that this runs a little counter to what coach Rich outlines given my racing schedule on a macro level. Season plan below. I really like both ideas. I see that on average I will be running 5 times per week with the RDP and 6 times with OS. And the OS ends with a HM which will be a nice test. Not trying to shirk anyone's advice - I think the net with still be a lot of running which is exactly what I need.
Thanks so much!
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
I prefer to have a longer buildup which would have you slightly under prepared for your early races but ready to peak by the end. Remember as of this message you still have 11 months to go until Wisconsin.
I'm picking up what you're throwing down and I think I like it. Of course as a child split between his two parents, I want to please both - but I know you would both say as the good coaches that you are - that I need to do what is best for me
So I think I am going with your route with the more running. Having all of that running is exactly what I need from both a body composition stand point and just working on running period. Truth be told, I'm not mentally ready for the outseason to begin next week anyway and another week of transition will do me some real good.
So, while I know this is a MACRO question as opposed a micro - I am looking at it like this:
RDP 1 - 4 weeks
RDP 2 - 4 weeks
2017 OS - 14 weeks
Would I then do the swim camp and then get faster or...? I guess it doesn't need an answer since, like you said, I have 11 months!
Sorry for the million questions!