Taper adjustment
Hi Coach Patrick,
I'm in week 17 of beginner IM plan. I am doing IMMT on 8/16. In our last post race (Raleigh) call you told me to let you know when I get closer to my race so that you might adjust my taper weeks. I couldn't hit my power numbers last race and had a relatively bad run. You suspected I might have been not rested enough. Do you suggest any changes to the regular plan? I feel pretty tired right now and have hard time hitting my bike numbers during the weekly rides. The runs seem to be better.
Appreciate your help.
Greetings!
Anna
0
Comments
In general, I like more swimming, shorter runs and targeted bikes...but let me see that log first!
Coach,
Yes, I have been logging everything on Strava. You should be able to see it. I'm following you :-)
Here is a picture of the log (not sure if that's what you want to see)
<img alt="" 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
My thoughts for you:
1) Dial back the weekday ride to an ABP effort not FTP. Just a good tempo ride.
2) This week should be your last long run (today) so make it count. Really note AHR and fueling plans, etc.
3) Bikes continue as planned.
Over the last two weeks, I'd like you to move to 4 swims a week (sunday?) and cut that Sunday bike down to just 90 minutes...
How does that sound?