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  • Jon Dron commented on a bookmark Laziness Does Not Exist yesterday
    @Steve - at a quick glance I don't quite see how, though it certainly adds expanatory richness, and I'm intrigued by the formula and the thinking behind it. I'll try to find out more about it. Thanks for that. @Samson - it's a useful set of ideas...
  • Samson Mihirette commented on a bookmark Laziness Does Not Exist 2 days ago
    It all comes down to motivation. Thanks Jon  for sending the info about behavioral economics. I will definitely explore the online materials.
  • Steve Swettenham commented on a bookmark Laziness Does Not Exist 2 days ago
    Is it possible to replace "lazy" with +/- motivation combined with Peter Sandman's formula of "Risk = Hazard + Outrage" (http://www.psandman.com/index-OM.htm)? Assuming an association between "lazy" and level of action, then if there is no...
  • Jon Dron commented on a bookmark Laziness Does Not Exist October 19, 2018 - 9:45pm
    Whoever solves that one will deserve a Nobel prize, Samson. Actually, of course, there are already plenty of answers, and someone has won exactly that Nobel prize, for Prospect Theory, at least partly out of which has grown the much more interesting...
  • Samson Mihirette commented on a bookmark Laziness Does Not Exist October 19, 2018 - 8:01pm
    Hmmmm, interesting article.  What makes us not to go to the gym assuming that we have free time to spare.  I am trying hard to find a plausable explanation for some people including myself.  Sometimes I prefer to watch a useless TV...
  • Jon Dron bookmarked Laziness Does Not Exist October 19, 2018 - 10:44am
    This is a refreshing article from E Price, a social psychologist, who makes an obvious and self-evident point that is far too often forgotten: that there are always underlying reasons for what we perceive as laziness. This quote sums it up: "People...
    Comments
    • Is it possible to replace "lazy" with +/- motivation combined with Peter Sandman's formula of "Risk = Hazard + Outrage" (http://www.psandman.com/index-OM.htm)?

      Assuming an association between "lazy" and level of action, then if there is no perceived risk, why would an elevated action (from inaction) be required? Hence, no risk, no action, nor motivation to action.

      Perhaps systemic drivers to action? (e.g. https://www.linkedin.com/pulse/rethinking-future-organisational-learning-development-raftopoulos/)

      Steve Swettenham 2 days ago

    • It all comes down to motivation. Thanks Jon  for sending the info about behavioral economics. I will definitely explore the online materials.

      Samson Mihirette 2 days ago

    • @Steve - at a quick glance I don't quite see how, though it certainly adds expanatory richness, and I'm intrigued by the formula and the thinking behind it. I'll try to find out more about it. Thanks for that.

      @Samson - it's a useful set of ideas and theories, and it dovetails nicely with my favourite (and arguably by far the best validated and most reliable) theory of motivation,  self-determination theory, which helps to explain how intrinsic motivation arises, and the effects of different kinds of extrinsic motivation, amongst other things. With that in mind, I wonder whether you are framing exercise as a chore, or a means to an end, or a duty, rather than something that reflects who you want to be, or even something that might actually be great fun (I bet some of it is but I also bet some things feel like obstacles)?

       

       

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

      Jon Dron yesterday

  • Please read attached poster and contact the organizers or Dr. Peuramaki-Brown for more information if you are interested in attending for AU credit
  • Liliana Tang created a wiki page Week 5 - SQL October 16, 2018 - 12:34am
    Files submitted: https://landing.athabascau.ca/file/view/3607595/week-5-sql-evidence Reflections: I would consider this week as the most challenging time ever since I started my MSc at Athabasca. Although I was quite confident in my ability...
  • Liliana Tang uploaded the file Week 5 - SQL Evidence - Final October 16, 2018 - 12:02am

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  • I have never let my schooling interfere with my education - Twain
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  • Live as if you were to die tomorrow. Learn as if you were to live forever - Gandhi
  • Success is not final, failure is not fatal; it is the courage to continue that counts

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The post Working on a dream appeared first on The Hub.

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