A busy week of science and math, as well as a hike to end this week of unschooling. One of the thing’s Ethan has really enjoyed is the weekly workshop hosted by SelfDesign. He was looking forward to it all week so thank you to SelfDesign for hosting the workshop.
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Today was Soaring Eagle Nature School day.


Afterwards, Ethan had taekwondo class. Wednesday’s are very full days but he loves nature school.
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With two swimming lessons a week, taekwondo and nature school, Ethan’s been more active so far than last year and it seems like he isn’t as tired. He’s also been ramping up his math and science studies. With the SelfDesign workshop, this has helped Ethan in terms of interacting with other home learners and we might try to find other classes where he can collaborate with other kids. Let’s see what next week brings on Ethan’s unschooling journey.
I have to say this is one of his best optical illusions drawing’s I have seen of his so far. This ladder really looks like it is floating! Hello Ethan and Carl, Once again I am at a loss for words a bit after ready this week’s observing for learning. I am just in awe, especially of the eta carinae video. I think with a little bit of editing, he could submit to this NASA to show what he as a 6th grader is synthesizing and explaining to others in a visual way. Here I am at the end of the week trying to find the best responses and questions to support this wonderous learning journey that Ethan is on. But I will try: Can you tell me which Self Design workshop he is participating in? I would love to hear more about the content and how he finds connecting to other Sd learners in this online way. How fun that the grocery delivery uses dry ice. Here are a few ideas for ways to play/experiment with it: https://www.thoughtco.com/cool-dry-ice-projects-606405
Freeze a soap bubble over a piece of dry ice. The bubble will appear to float in the air over the dry ice. You can pick up the bubble and examine it. How is Ethan finding handwriting? I see he is practicing which is great. I am curious about this statement, I would like to hear more from Ethan about this : whether Shakespeare’s plays were encoded within pi or not. What are his thoughts and findings about this? Has he read any Shakespeare? What would be the purpose or connection of pi and Shakespear’s writing? Tell me more….
I really liked this image of working with Fibonacci numbers. Here are some examples of the sequence in art and nature.
I am not sure if this is too advanced or of interest to Ethan, but just a suggestion: https://www.researchgate.net/publication/271449804_Encounters_with_the_golden_ratio_in_fluid_dynamics This paper suggests that the golden ratio, prominent in nature and art, has also its presence in fluid dynamics. The first example draws from the investigation of the resonance in wind tunnels with ventilated walls. Using acoustic wave theory, the reciprocal golden ratio is shown to determine the critical Mach number below which refraction is possible and above which total reflection takes place. The second example concerns the vortex merger, such as observed in aircraft turbulence and large-scale atmospheric or oceanic flows. Based on a numerical simulation and available experimental data, a conjecture is made that the distance below which two identical Rankine vortices merge and above which they do not is the product of the vortex diameter and golden ratio. Keywords: golden ratio, wind tunnel resonance, vortex merger. 1 Introduction The ratio b a = Φ , 0 > > b a is termed \“golden” if a b a b a + = , implying that the ratio between the greater part, a , and the smaller part, b , is equal to the ratio between the whole, b a + , and the greater part, a . Combining the above equations yields 1 1 − Φ + = Φ , (1)
This video is about what the eta carinae system is all about: so weird!
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