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Hoka One One

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    @ AL.... I run mostly in the Newton Gravity and Race in the Newton Distance.... I use my Kinvara once or twice a week for shorter runs... Once in a while I use my Zoots (least favorite)... But I like to alternate shoes.... Last year when I added a lot of mileage I used the track a lot.... Really liked the absorbtion offered by the track and felt this key adding mileage while keeping the fatique down.... This winter I will be doing a fair amount of mileage on cement sidewalks and wanted to try out the Hoka rage.... I do like to try things out for myself and draw my own conclusions... Kinda like all the nutrition fads LOL... Gotta say I was hesitant about the Newtons but they surprised me... Besides if I dont like the Hoka they are supposed to be great shoes for walking , hiking , and just hanging around! I also have family members that are having issues with injuries and I hesitate to recommend something to them if I havent tried it out for myself.
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    Hoka Sale - Running Warehouse. Looks like last year models are on sale for $99

    http://www.runningwarehouse.com/brandmen.html?ccode=HOKA
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    Tim, fair enough. They are interesting, but the combo of the $$ and the Clown Shoe look has kept me away, so I had to find a "rational" reason not to try them.
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    Thanks for the link Woody! Just bought another pair of the Bondi Speed 2.

    @Tim, if I were you, I'd either wait 2 weeks and get the new Conquest. Or try the Bondi B's since to me they are still fully "Hoka's" but a little less "springy" than the Stinson Evo Tarmac. With that said, I know a lot more people that use the Stinsons than the Bondi's.

    @Al-- You are rich. And no offense meant here, but you're old enough to not give a crap if you look ridiculous. These shoes "might" be better for big dudes like me, BUT... I can't even count the number of times I have heard you tell people that as you get older, it takes you longer to "recover". If you read all of the comments above in this thread, you'll see that there is a common theme. People with prior running injuries "think" they can run in these shoes when they can no longer run in their previous ones. Or, people "think" their legs/calves/IT bands etc. don't hurt as bad running in these shoes. And people "think" they recover faster after running in these shoes. The link Woody dropped in has Hoka's for $99 per pair with free shipping. Is that really too much $$ to spend to "try" them to see if you can extend or enhance your running career? And if you hate them, then you burned $100 and now you have a goofy looking pair of shoes to wear around with calf high dress socks to embarrass your kids or grandkids.
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    I love trying new shoes. I have a TON. I even tried the goofy Addidas Springblade. What a joke! I bought the Hoka's as soon as they came out last year. They were amazing to walk around it. My feet felt like they never touched the ground. Then I tried to run on a treadmill with them several times. Almost tripped every time, I felt like I had to pick my feet up so much to compensate for all that shoe. Still trying to love them I ran outside with them and to me they felt like mush no push off ,worse than any shoe I have ever run in. I weigh 174 so I am one of the beefeaters I guess in Al's book, however I agree with him. I just keep going lighter and lighter as I get older. I have run 18 marathons and 10 IM's and if I could run in racing flats full time I would. Just my thoughts. I know a lot of other people who just love the Hokas. I have a size 13 if you want to try them!
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    use runblog10 there and get them 10% cheaper!

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    I just read this link about Hoka that one of my lbs's posted from ST explaining difference b/t Stinson and Bondi:

    http://www.slowtwitch.com/Products/Running_Footwear_by_brand/Hoka_One_One/Stinson_versus_Bondi_4090.html

    I don't own a pair, but like most of you are thinking about adding it to the repertoire for extended mile runs. Am I correct to sum up the Hoka by saying they are running shoes with much more cushioning, overall putting the runner higher off the ground, but with little drop from back to front?
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    Posted By Brad Marcus on 18 Dec 2013 05:39 AM
    Am I correct to sum up the Hoka by saying they are running shoes with much more cushioning, overall putting the runner higher off the ground, but with little drop from back to front?

    In very basic terms, yes.

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    Posted By Al Truscott on 17 Dec 2013 12:33 PM

    Uhm, Tim ... Why are you interested in the Hoka line? I see it as something that might be useful for Big Guys, to help cushion the blow of 170-220 # or more hitting the pavement 180 times a minute. Someone like me, even more so you, just does not need all that protection if it comes at the expense of extra weight lifted off the ground 180 times a minute.

    My running career, which began @ age 50, has been a steady progression of finding lighter weight shoes with less "protection", and lower heels. I went thru a Newton phase, but switched to Saucony Kinvaras after I developed some Plantar Fasciitis after returning to the Newtons following three weeks in the kinvaras. Since then (2+ years) - no further problems. Now, if it weighs more than 7 oz, I won't even consider it as a candidate shoe.

    That may not seem like much of a difference, say 10.8 vs 7.7 oz, but I did a test in 2010 with about 5 different weight shoes, and found that both weight and heel rise could make as much as a 30-40 sec/mile difference in running speed when doing MP paced bricks after an hour FTP bike session.

    IMO, less is usually more when it comes to running shoes - less weight, less $, less heel rise, less "stability". The Saucony Kinvaras and Virratas (the same shoe, but with 0 heel rise) offer enough cushion underfoot for my 67 kg.

    Al, I assume at some point you have read Dan Empfield's "Mad Calf Disease/Hoka" article???  If not: http://www.slowtwitch.com/Products/..._3376.html

    Not only are they a good solution for "bigger" folks to minimize the pounding but they're a fantastic solution for older folks with a lot of wear and tear in their legs.  I'm 20 years your junior and I had a lot of wear and tear and was suffering from some overuse injuries that I couldn't shake.  Hokas solved what a years worth of medical bills and pain couldn't.

    You'd be remiss if you didn't at least just try them out.  They have a 60 day no questions asked return policy.  What's to lose?  I thought like you too.  I wanted a light weight shoe as well and I was sort of turned off by the 11 oz. weight but I didn't notice the weight after the first run or two and noticed zero speed difference.  I'm sure they're technically "slower" due to the extra weight and less responsiveness (assumed).

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    Does anybody have a comparison to these with the Kayano's? I want to try some, but not sure which model to get. All the comparisons are starting to fry my small brain!
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    IMO, there is no comparing Hokas with any other shoe. They're just different from the rest. I don't mean that in "they're way better" or anything like that. Just a different way of going about shoe design.
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    Damn Bob you got me second guessing myself!
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    ok, to rephrase, which would give a big guy the most support. I've used Kayano's religiously for the past 10 years, but not a foot injury (non-running related) has been down for a little while longer. I've been recommended these by several people now.
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    Support and cushioning are two different things.
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    Let's go with support
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    I have a pretty neutral strike and have gone for cushioning nd "stability" over the years. Favored Asia's, switched to soot 3 years ago and now have 3 pairs of hokas, LOVE, LOVE, LOVE them!
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    Taking the plunge. Just ordered a pair of Bondi B2's based on this posting and on Jeroen Van Geelen's article comparing the Bondi & the Stinson. As a former college wrestler with bad knees, less than stellar back and general daily aches and pains I'm anxious to see if this takes a little bit of the "hurt" out of my running. Merry Christmas to me....
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    Hoka One One question:

    Okay...so I've had my Hoka's for about a week & a half. I've done three runs in them - a 5k, a 5 miler & a 7 miler. I like the way they feel while I'm running in them. However, during this same time frame I've started noticing some pain in my ankle - I think it's in the peroneal tendon area. Now...to be fair, the first time I noticed this was after my bike ride this past Saturday (2 hours on the indoor trainer)....NOT after running. I've never had this pain before and it got worse from Saturday to today. Not excruciating but tender when I walk.

    I'm wondering if this is related to the shoe or if the timing is just coincidental. Has anyone else experienced this?
    - David

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    David, I had a similar issue before I started wearing the Hokas. The issue seemed to arise soon after I started wearing orthodics in my non-Hoka running shoes. I'm still fighting it. What I'm finding is that the Hokas make it tolerable to run. If I do any lateral movement, like playing soccer in running shoes, it will become very, very sore. I did a trail HM in August on a very-challenging course and couldn't wear a shoe on the sore foot for the rest of the day. I'm curious to see if it gets better or worse during the current OS training cycle. I wear the Bondi Bs.
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    I've never worn Hokas so this is all purely speculative, but my background is in biomechanics and physical therapy... the peroneals are stabilizers, both right before heelstrike and all the way through terminal stance. They help to make your foot stable to get a good pushoff. I imagine Hokas as running on something squishy, no idea if this is accurate at all, but they do have more deformation int he soles I believe. My hypothesis is that your peroneals kick on to provide some of that stability. Purely speculative again, but I think the great thing about the Hokas is decreasing the pounding on your joints, but I'm a bit hesitant for more ligament/tendon issues since I think the soft tissue might be both stretched more with the give of the shoes as well as need to do more to stabilize. But again, having never worn Hokas or actually assessing you, take this with a large grain of salt.
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    Rachel, that might be a fair assessment of what's going on. I had a bit of a break-in period with the Hokas when it came to my feet and ankles. Hokas pretty much solved my achilles and calf issues immediately but I think your feet need to get used to running on something "squishier" than normal. Three weeks or so and it was all good.
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    I love my Stinson Evo Tarmac's for road running and smooth trails for sure.   With AmZof coming in May I'm thinking of getting one of their trail shoe options, but w/all the rocks and roots on the preserve, I'm concerned about rolling an ankle with the extra thickness of the sole.  Any experience with Hoka trail shoes and their stability on the technical stuff?   thanks
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    Lance - I used Kayanos for many years. I think all the way from version 1 to 9 or 10. I switched about 5 years ago to Newtons trying to help chronic knee issues. The newtons helped me go to more of a mid foot plant, and my knee issues were gone. I think that is largely because the heel to toe drop on the newtons was 3mm and the kayano is 12.5mm. I purchased a pair of Bondis to try for long runs. It has worked so far. The heel to toe drop of the Bondis is listed as 4.5mm, so they are more liket the newtons than the Kayanos. All of these numbers are from manufacturer web sites. I wear an orthotic, so support from the shoe isn't really an issue for me.
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    Okay....so these shoes have 90 miles on them. I got them about 5 weeks ago.  I noticed this today on BOTH shoes!!  What the heck!?  I know I've got Fred Flinstone feet but really?  Has anyone else experienced these with their Hokas?

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    Update to my last post: I just got off the phone with RunningWarehouse.com who I bought the B2s through. They were super helpful and are sending me a pair of the Bondi 3 since the B2 are out of stock. Hopefully, this was just a fluke b/c I really like the way the shoe feels.
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    The B3's have a different upper which should eliminate the problem they had with the B2.
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    The Hoka Fairy delivered four new pairs of shoes yesterday. Two B3 and two Conquest.
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    I ran in my Conquests for the first time on Sunday and started with 9.4 miles. I really liked them, but my calves were sore for 2 days afterwards. I think the Conquests fall somewhere between my Stinson's and my Bondi Speed's from a "softness" perspective, but they actually feel "lighter" than either of them. I really liked them.
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    John - how is your body holding up since your 9 day running break??
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    It's great. I have Re-Focused on my core exercises and plan to keep this as a core part of my running routine (pun intended). I started back slowly with short runs with at least a full day or more in between each for the first week and a half back. I have seen my chiro/PT/ART 5 times so far and will keep up 1x per week for the next several weeks. I did 2 runs last week >8 miles and feel zero pain in my shin or lower back. So I'd say I'm completely back and ready to rock and roll!
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