What an insightful discussion you have shared with your audience. I would so like to have an opportunity to just sit down and have a beer with you someday. You have so much knowledge that you share - thank you. Purchasing your What Next book!
@@DanJohnStrengthCoachI would like to know more about that. I hear you talk about fractals every now and then. Figured you were a closet mathematician.
I am a bit dense but I as i keep reading your books and blogs I see the connection. "Perfect square on the qudrants". Also I am finally realizing what you are saying. 1. Find your qudrant 2. Determine what the problems/weaknesses are 3. Work on those until they are no longer a problem 4. Assess, fix, move on to next.
I'm loving these workshop
More coming soon!
Thanks again for constantly sharing your knowledge.
My pleasure!
Amazing! Thank you for sharing this wealth of wisdom, Dan!
Lovely and very informative workshop Dan, thank you!
Wonderful. Thank you.
What an insightful discussion you have shared with your audience. I would so like to have an opportunity to just sit down and have a beer with you someday. You have so much knowledge that you share - thank you. Purchasing your What Next book!
Thank you.
Love it! Thanks Dan!
Glad you liked it.
Thanks, Dan, I heard this talk on my MSc at St Mary's and it really resonated with me. Thank you for sharing your ideas!
Glad it was helpful!
If-then reminds me of FORTRAN computer programming I did back in 1983. I like the logic .
I base my coaching on Geometry (seriously).
@@DanJohnStrengthCoachI would like to know more about that. I hear you talk about fractals every now and then. Figured you were a closet mathematician.
I am a bit dense but I as i keep reading your books and blogs I see the connection. "Perfect square on the qudrants". Also I am finally realizing what you are saying. 1. Find your qudrant 2. Determine what the problems/weaknesses are 3. Work on those until they are no longer a problem 4. Assess, fix, move on to next.
There's a lot to it but it's all very simple? Does that seem right?
Sometimes the simplest things are hardest to unpack.