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The "Holiday Weight Loss" thread

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  • train totally derailing.. 154 as of now..
  • 168.2 this morning. I was 166.3 on Thursday and then 168.3 on Friday. Things haven't moved since.
  • 137lbs this morning...pix is coming up
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

  • 150.8 lbs this morning. Making progress but still 0.7 lbs over today's target.

    @ David - you will be 'cut' at your weight goal.

  • @David - if only I was that fit when fat...

    171.5 for me this week. 0.7 lbs above the target for the week (same as @Paul), but could have been worse considering the past week. I'll have to work hard to keep from posting a picture that will be shaming next to others...
  • @Paul and Bill: thanx. Goal is to start JOS and 2017 super light so I don't have to focus much on bodycomp during a buildup for an A race
  • @David - Great follow through on the pic. I have a similar goal: to finish the NOS close to race weight while the EN OS accountability and support are in full swing.

    My weight is finally settling down from eating stuff that I normally don't eat. At 167.1 today, It's almost down to my pre-holiday level of 166.3.
  • unfortunately, Dave's pic isn't even embarrassing 

    but, David, you do need to post to the news feed 

  • <img alt="" 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
  • Lots of good stuff going on here..
    me, not so much.. at risk of a photo moment next week

    PICARD - YOU OWE ME A PIC on the newsfeed please!!!
  • ok, thought it was just here..well, posting to the dashboard image
  • If there is any decency in you Scott Dinhofer you will run a Dec - January version of this little game. I just put a 170 on the scale for the first time in many years...
  • Okay, an early weigh in for me at 161.2.

     

    Going in the right direction but I need to make up some ground to meet the target.

  • 150.0 this morning, and also 150.0 for my week average. I weigh everyday and watch it bounce all over, but the weekly average has dropped consistently.
  • After bouncing around all weekend, weight settled in at 165.8 this morning. Wednesday is usually my lightest day of the week, so I'll take that # today.
  • If we can pick and choose, I was 148.8 lbs this morning; almost goal. Sub 150 lb weigh-ins are getting more frequent although I was 148.0 late last week. It's costing me money too...had to buy some new slacks over the weekend with a smaller waistline. Over the next couple of months, I will have to pretty much change them all.
  • @ Paul - if we can pick and choose, I pick the 163.9 after last night's run.

    So, anyone else struggling to "stay on target?" I am soo ready to be done. Nutritionally, I honestly didn't think that I would make it through last night's long run. After mile 4 things settled down though and complete it I did.

    Whinning over, now back to eating my kale and brussel sprout salad.
  • I'm not ready for this to be over. My goal for this challenge is 148.6 which is based on a reasonable descent since I started back in early Sep. I think I can safely continue to push the dial down to 144 although it may take me into Feb to get there. As soon as I get to where the mirror tells me I'm there; I'll dial up the calories in myfitnesspal.com to level off, but I intend to keep on logging.
  • @ Paul M
    Oh yes, I am so struggling with the training (I am in week 6 of a hacked OS - 55 kms of running a week etc) on reduced rations.
    My original target of 163 was a bit too easy (am 161 now), but my revised target of 155 is very steep!
    The good news is that I have already lost 10 pounds and more coming.
    BTW, I usually race around 150 so I am only half way there.
  • I just had a little pitty party last week. I'm not done until at least the end of the OS, so that's 9 more weeks to go. Without this little group, I'd still be on the Ben & Jerry's train, so I am very grateful for Scott putting this together.
  • 148.8 lbs again this morning! I've broken through. My typical pattern is that I'll start to see a lower weight once or twice but then it comes right back up. A week or so later, I'll get back to that low weight and it will hover around there until I obtain a new low (my lowest so far is 148.0 ... I'm looking for a 147 something next). So right now, I'm only 0.2 lbs from the Dec goal weight. The sad part is that every pound I lose tends to "reveal" more that I can lose. Frankly, by now I thought there wouldn't be much more, but the mirror is telling me there is easily another 5 lbs of flub to go.
  •  the mirror is telling me there is easily another 5 lbs of flub to go.

    I was just thinking the same thing last night, except that it's more like 10-15 lbs and it won't be so easy.  I may have to do this "diet" again after Christmas.

    @ Scott are you up to running this again after the holiday's for the DOS group?  If no, I may be, if there is enough interest.

  • As I said up-thread, I will still have a lot to go in the New Year. So I am keen for more of the same after Christmas.

     

    BTW, don't look at as a bad thing that you are recognising there is more flub to go. Each pound is worth about 3 secs per mile. Just sayin.....

  • Sorry so late...weighed in at 196.9 yesterday morning...just a little more!!!
  • @Mark - I'm way late, so I'm really sorry!

    170 even this morning. I might have been a little dry, but I'm hopeful the weight was real. Not quite where I'd like, but continuing to slowly improve (hopefully...).
  • Weighed in .2 below my stretch goal this morning: 164.3. Now I need to stretch the stretch goal to keep from eating things I shouldn't be eating. Doughnuts, Symphony bars and snookerdoodle cookies keep popping up at our house. The avalanche of cookies and other treats are due to arrive at work any day now. MUST STAY STRONG.
  • great job Phil! sorry for the lateness, a bit behind having been ill sunday - wednesday of this week, will get the chart up tomorrow!
    @ phil, I have goals, I will be in the JOS, but happy to set up a winter weight challenge again!
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