Home Racing Forum 🏎 140.6 Forums Ironman Arizona
Options

IMAZ 2016 Training Wk 10/24 - 10/30 The 4 Keys

#EN4KEYS WEEK 17

HEY TEAM!!! Let's chime in so we can keep them mojo alive!! How was week 16??? 

Well IMAZ Crew we are 4 weeks out from race week and there are 4 Keys of Racing within EN. What sets EN athletes drastically apart from other athletes is the ability to know how to race. You're putting in the training….. Recording your information…..sometimes discussing with the group (lets do more of that team!) but as you wind down your training in the next couple weeks you need to put your head in a space to have the 4Keys down pat. Even if you have been with EN for awhile, there is always something to learn or something you can teach to help someone else's race experience.

Not to reinvent the wheel here is a mixture of coaches perspective and a couple other race captains:

Race day is about execution NOT fitness

Theme for this week is important.  Start visualizing your upcoming RR2 and Race Day in terms of simply Executing your Fitness:

The majority of athletes on race day are fitness-focused (look at my T-shirt, look at my abs/veins/etc, look at how fast I can go in the first hour of the bike, etc.). They think of race day as the application of their fitness to the course, the distance. They are wrong. Race day is about the application of sound execution skills to a long day. Your fitness is just along for the ride. Through our observation of many, many races we can tell you that fully 90% of athletes out there do not understand this and do not know how to execute properly. For the Endurance Nation athlete then, race day is largely an exercise is doing the opposite of what everyone else is doing!

Easy to read/comprehend the above, difficult to actually apply on race day, when you feel rested, invincible with adrenaline and the best you have felt during the entire training cycle.  So important to start thinking and scripting this concept now.

Good Job team.... keep chipping away, two more weeks left of fitness

«1

Comments

  • Options
    There is a lot of work happening this week and next, so it's important to be prepared and to take things in the order that they appear on the schedule. It's fine to start thinking about RR#2, but don't overlook the Run Race Rehearsal that we have on Thursday. This is the longest run in the plan and it's a key workout in preparation for a strong IM marathon on race day.

    Shit's getting real. Stay safe out there this week.
  • Options
    Thanks CM to start the weekly thread.

    as mentioned in the last week thread.. those who are quiet, please join the conversation ! we can all share and get stronger all together.

    Did the Monday swim this morning, speed is there, its been present for the last 2 weeks, will keep working harder to have it rdy on race day, hope so!

    Will do the run RR tomorrow morning as I don't have anything important to do at work tomorrow and don't want to run in the dark for 3 hours. Hydration and nutrition is ready for a start time at 8h30am after dropping the kids to school. Might go for a 20-25' swim in the evening.

    Still thinking about week 18. I can do it Monday to Wednesday or Thursday to Saturday.. will depends on my work load at the office, I still have alot of vacation days to take, so will see on Friday what is the plan.

    Stay safe, rest well, keep going !
  • Options

    Last week was a mess for me...very small amount of (poor quality) sleep, almost 0 WO. Wifey was nice enough to take the babies (yes, that's a plurial) out yesterday so I could get a 2h run...feeling tired today but hey, we don't stop when we are tired do we?

    <img alt="" src="data:image/jpeg;base64,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

  • Options
    Big week. Let's get after it ladies and gents...giddy up!
  • Options
    What do u guys plan géra wise on raceday, I'm thinking 12-21 cassette with 50/38 Rings..
  • Options
    I'll be running 11-28 cassette and 50/39 chain ring with compact crank.  I'd like to say its special for this race, but it isn't.  It's what I ride for every race...sprint, Oly, HIM, IM - regardless of the course.  Maybe I should change it, but it has a very wide range for all kinds of terrain and wind conditions and frankly, I'm use to it.
  • Options

    Posted By DAVID RICHMOND on 25 Oct 2016 02:50 AM


    What do u guys plan géra wise on raceday, I'm thinking 12-21 cassette with 50/38 Rings..

    52/36 and 11-28 on the back. 

  • Options

    Yesterday - Swim:  3000 yards including 20 x 100 in 1:38/100 going on 2:00.  I did 5 more reps than last week and :02 faster per 100.   Good progress as I was able to hold the pace for all the reps, including the extra 5.  Then 3 x 200 @ 1:47/100 pace going on 4:00.   Run: 6 miles at 8:48 average pace with 8 x :30 strides at 7:20 pace.  

    Today - Bike: 60' on Computrainer this morning.  Averaged 188 watts with 6 x 2' (3') at 325 watts (130% IF) and 4 x 1' (3') @ 350 watts (140% IF).  Rest periods at 130 watts (50% IF).  Wow!  OUCH!!  Working on keeping the Vo2 high. Run- Planning on EZ 4 mile run tonight @ 9:20 pace.  Durability run, no speed work.

  • Options
    Just did my RR run.

    https://www.strava.com/activities/755547381/laps

    goal was to have a lower avg pace each hour and was able to do it by cutting 3 sec/km on avg pace by hour, really really happy on how it went this morning! Love how HR and pace graphs look.

    I'll be using 11-28 cassette and 50/39 chain ring with compact crank, this is something I never look into it for any races.

  • Options
    U guys never change cassette? Thanx for the feedback...
    @BT solid bike WO
    @FPP: impressive run
  • Options
    @DR : what does it change to have a different cassette ?
  • Options
    "I'll be using 11-28 cassette and 50/39 chain ring with compact crank", ditto and no changes.
    Feeling drained during the last several weeks while working on the home front. Attempting to hit the treadmill for structured runs and the pain cave on the bike due to the poor weather in the PNW. My 3 hour run this week may be on the TM or run in the rain for the entire time.
    Will be working on plane tickets to arrive on Nov. 15th and return on the 22nd so I can be on call the 23rd at 6 PM and all of Turkey Day and through all of Friday. It's the price I pay to have fun.
  • Options
    @FP: 12-21 cassette on a flat course gives u the smallest gap (1 tooth) between cogs, for example, I love 50x16 and u don't have it on a 11-28 cassette.
    Plus, on a flat course, u'll probably never go lower than 39x21 so your last 3 cogs are probably useless
  • Options

    @David...you are correct for a flat course, but AZ isn't as flat as people think.  It is a steady climb on the Beeline Hwy that increases in difficulty as you climb to the turn around.  In 2014 we had a 25 mph headwind into that climb and I rode much of that climb in the 28 in back.   I would have really struggled in a 21.   Of course, I was in the 11 on the way back down and still spinning out with a 25 mph tailwind.  Let's hope we don't get that kind of wind this year.

    My cassette does have larger gaps in the gearing than 12-21 or even 12-25. But I'm use to it, and I even like the gaps b/c it makes a meaningful difference in the cadence.  I use this change in cadence to use different muscles, stretch,  changes things up on purpose.  It works for me, but I know some of my training partners here in Illinois don't like the larger gaps.  Each to his own.  There are pros and cons to both set ups.

  • Options
    +1 on what BT just said. In 2014 I was forced onto the small ring up front on the way up the hill where as in 2015 I don't think I ever dropped to the small ring once I got out of transition and onto the road. The climb itself is really not that steep, but the wind can make a huge difference.
  • Options
    Hey friends - I secured our team for IMAZ Quarq Qollectors - All you have to do is give me your Name AgeGroup and I'll make sure to reserve you one - I can also have Quarq do a quick video to show you all how to use it. We LOVED it in Kona was perfect for families and myself to track you all.

    Here is the info on what it is if you don't already know: http://www.quarq.com/pages/quarq-race-intelligence

  • Options
    Francis Picard M35-39
  • Options

    Posted By DAVID RICHMOND on 25 Oct 2016 12:54 PM


    @FP: 12-21 cassette on a flat course gives u the smallest gap (1 tooth) between cogs, for example, I love 50x16 and u don't have it on a 11-28 cassette.

    Plus, on a flat course, u'll probably never go lower than 39x21 so your last 3 cogs are probably useless

    +2 on Bruce. Maryland, Florida, North Carolina are flat. AZ reaches 4% gradient for a mile or so before the turnaround on Beeline. Unless you have w/kg above about 4.25, you'll regret having only 21 teeth on your biggest cog as you grind away a match or two.

  • Options

    Mariah, I purchased one myself and just received it yesterday.  I pan to use it for the race and for riding in town, so family can keep track of me when riding alone.  What do you need form me to add mine to the EN page?

  • Options
    Mariah - Here's my info: Clark Mitchell, AG 50-54, Number (if you need it) 957.
  • Options
    Mariah-I'm 60-64 age group. Bib 2016
  • Options
    Jay Lakamp, 60-64. # 3044. Sounds cool and would love to see the video. It would be peace of mind for the family. THX.
  • Options
    @ Mariah...Bruce Thompson, Male 60-64, bib 987.  Thanks.
  • Options
    After being off a week or so, I am STRUGGLING to get it going again. I took Monday off, my legs were still sore from the weekend. I swam on Tuesday and cut it short because I was tired and getting sloppy with my technique. My run wasn't bad. This morning, I forced myself to get out of bed and ride the trainer. Cut that short due to soreness/motivation and then did a short run. Hopefully my energy will return soon.
  • Options
    @Mariah: Richmond David M40-44
    would love the video

    @All: thanx for the feedback on the gearing, 12-25 or 12-28 it is...
  • Options
    Doug Sutherland
    Male 41yo
  • Options
    Hello from Kauai. Tough life here, lots of 1st world struggles going on such as hot sun, bikini distractions, excesses of beer/tacos/sweets, and a spin bike without a view of the ocean. But, I will survive. Anything is possible, right?

    Mentally prepping for the three hour tour tomorrow. Still trying to digest/comprehend FPs 22miler. Holy wow. I think I will keep it at 18 miles if I get that far. My ankle is acting up after the 47 miles logged last week. Have logged 15 miles thus far this week. No longer fearing the heat/humidity.

    Unfortunately the ocean swim scene here is limited to surfing, water is too rough for me. So I am staying true to form and not swimming at all this week. At this rate I am going to need floaties in Tempe. Or I'm just going to lasso FP.

    Have been doing a lot of hiking, Waimea falls is just too beautiful not too. Not sure how many TSS that is, but I am up near 4 hour and of up/down.

    Ventum arrives today (!). I will be riding the stock 53/34 (no time to change to a compact) and my 11-28 that is already loaded on my 808s.

    GL: hang tough man, you will go down as the grit-master of the group after surviving a surgery during this build. Baller!
  • Options
    Enjoy the island DS and the beer.. and all other enjoyable things =)

    GL : I would go see a doctor right away if I was you
  • Options
    @GL, I'm sure your energy will come back. You were off for a while, so don't over do it trying to get back to where you were. Listen to your body, push where you can and go see the docs if anything feels really wrong.

    @DS, I'm jealous. My wife and I spent a week at the Marriott on Kauai. It was one of the best vacations ever. The TSS for Waimea Falls is huge, but well worth the work.

    Still no run for me this week. I've been swimming without issue, so that's good. I didn't get any sleep last night, which scuttled the ride this AM. I am feeling a little better, so I may try and run some tomorrow AM. If that goes poorly, I think I'll go to the pool after work and try running in the pool. I'm so pissed about missing the race rehearsal, I was actually really looking forward to it this time.
  • Options
    Hi Mariah! Please put me down for the tracker. It's Mike Blackburn 50-54. Thanks!
Sign In or Register to comment.