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Watts per Kilo Klub (WKK)

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  • Yah another spread sheet update ! lol x 10
  • Perhaps we should have just built a website for this tracking.... image

  • Posted By Dino Sarti on 25 Jan 2014 09:36 PM


    Perhaps we should have just built a website for this tracking....

    I love that idea!  I volunteer you to build it!!!

  • @JW nice work on the spreadsheet.....

    I'm a little slow and just found it... Starting off with FTP 220 , 124.8lbs and a w/kg of 3.88 .
  • Boom! Watts tested today 2 watts higher than last week (I will take it) AND weight is down about 4 pounds.....

    image

    New number is 3.34

    Plus, my wife said I look extra handsome today.....
  • Awesome work Dino! And that is coming off a week of being sick!
  • just for fun, no bad feeling intended
  • I finally have a real FTP number from a real power meter. I tested this morning and it is 216 which I am pretty happy about. 216 puts me at 3.57 w/kg. Amazing how the VO2 max number ended up being almost exactly 120% of my FTP, 260 watts for 5 minutes!

    I was a bit disillusioned when I got my power meter because I was using virtual power in trainer road and it had my FTP wayyy inflated. Now that I am back to earth I am looking forward to continuing to work on my real number, still got a long way to go to 4.0

    Here is the data:
    http://connect.garmin.com/activity/437056341
  • @Peter Awesome numbers. And think what training WITH the PM will do for you outside. It is almost like cheating when racing.!!!


  • Posted By Peter Noyes on 28 Jan 2014 10:31 AM


    I finally have a real FTP number from a real power meter. I tested this morning and it is 216 which I am pretty happy about. 216 puts me at 3.57 w/kg. Amazing how the VO2 max number ended up being almost exactly 120% of my FTP, 260 watts for 5 minutes!



    I was a bit disillusioned when I got my power meter because I was using virtual power in trainer road and it had my FTP wayyy inflated. Now that I am back to earth I am looking forward to continuing to work on my real number, still got a long way to go to 4.0



    Here is the data:

    http://connect.garmin.com/activity/437056341

    As you know, we ride with the same people frequently. Folks with / without power, and on a wide range of terrain. You'll learn a LOT by observing the people around you, guestimating their FTP's and w/kg when they are next to you, etc. In other words, we live in a great place, terrain and people-wise to learn a lot of power lessons just by paying attention. For example, if Dino puts in a big surge on a climb, I can look at my dial, estimate what he's putting up and determine of the break is gonna stick or not. Usually not . And you'll notice I basically never go after Haroon and a few others...I know they will come back 

  • Thanks Rich. Good advice, I will definitely increase my awareness on the road image I now want to pour over race data from people around my size and compare power to get a sense of how I might do in a race!
  • OMG ... The last few sentences are just the best stuff I've read for long time Rich!!! Still smiling image

  • Posted By Peter Noyes on 28 Jan 2014 12:02 PM


    Thanks Rich. Good advice, I will definitely increase my awareness on the road I now want to pour over race data from people around my size and compare power to get a sense of how I might do in a race!


    Cool. Just remember that old age and treachery beats youth and exuberance. And that I know every hill, turn and grade change within a 20 mile radius of Pasadena
  • Team WKK,

    I've made some edits to the first post in this thread, laying out the intent of the WKK, linking to the tracking spreadsheet, etc. Please review. 

    Thanks!

  • Losing 2.5 # and gaining 6 watts puts me back on speaking terms with 3 w/kg again. On my way to 3.33 by the end of June.

  • Posted By Rich Strauss on 28 Jan 2014 11:45 AM

    Posted By Peter Noyes on 28 Jan 2014 10:31 AM


    I finally have a real FTP number from a real power meter. I tested this morning and it is 216 which I am pretty happy about. 216 puts me at 3.57 w/kg. Amazing how the VO2 max number ended up being almost exactly 120% of my FTP, 260 watts for 5 minutes!



    I was a bit disillusioned when I got my power meter because I was using virtual power in trainer road and it had my FTP wayyy inflated. Now that I am back to earth I am looking forward to continuing to work on my real number, still got a long way to go to 4.0



    Here is the data:

    http://connect.garmin.com/activity/437056341

    As you know, we ride with the same people frequently. Folks with / without power, and on a wide range of terrain. You'll learn a LOT by observing the people around you, guestimating their FTP's and w/kg when they are next to you, etc. In other words, we live in a great place, terrain and people-wise to learn a lot of power lessons just by paying attention. For example, if Dino puts in a big surge on a climb, I can look at my dial, estimate what he's putting up and determine of the break is gonna stick or not. Usually not . And you'll notice I basically never go after Haroon and a few others...I know they will come back 

    Usually not, but sometimes the breakaway wins....  Everybody cheers for the breakaway.....  

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
  • new FTP 231, 2 pounds down to date. Slow and steady......
  • @kori you better get cracking! I like to drop most people that I ride with. It is demoralizing for them. Then I rest a few miles up when they cant see me and say I slowed down cause I knew you were back there somewhere

  • @Kori ok here is the truth I am going to get chicked and need to start riding more. Only thing is you wont know the way!

  • Nice job Kori! Slow and Steady wins the race!

    Not that a 3% improvement is all that smalll, especially after being sick for 2 weeks.
  • Ray! I'm severely directionally challenged (ask Coach P what happened in Tuscon last year when I missed ONE turn!), so you CANNOT drop me! LOL!

    And I highly doubt you're in jeopardy of getting chicked by me. BUT, if you do.....maybe Withrow can give you some advice on how to handle that.

    (OH NO, SHE DIDN"T!!!!!.......Oh, yes, she did.)
  • @Kori Not going to happen! You have no idea what you are in for. I know the spots to hit it.

  • @Kori Great improvement . You really must be a rocket on the bike. 


  • Posted By Kori Martini on 29 Jan 2014 09:40 AM


    And I highly doubt you're in jeopardy of getting chicked by me. BUT, if you do.....maybe Withrow can give you some advice on how to handle that.



    (OH NO, SHE DIDN"T!!!!!.......Oh, yes, she did.)

    Ouch!!!   I'm working hard so that doesn't happen again .

    Ray, I did figure out a way to slow her down though.  Just make sure she's severely dehydrated for the few days before she rides.  In that condition, she can barely make it 70 miles if it's also really hot and you make sure she forgets her on bike nutrition.   Ask me why I know. 

  • Question about increasing FTP:

    I just finished the 8 week get faster plan and I saw a ~15% increase in FTP which is awesome! I am now going to be switching over to the HIM plan. Do you think I will continue to see any FTP increase, or am I now just going to be building endurance without affecting FTP much? I ask this because I don't plan on losing any weight, so am I basically stuck at my current w/kg until next season?

    Thanks!
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