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>> Also anyone has any tips on filtering multiple good ideas to finding the best for for startup? Thanks!

I'm in the same boat, I'm going through the resources in the SuS library here: https://www.startupschool.org/library


Imagine you are an investor If you can only invest all your $ on one of "your ideas", which one would you choose.


This article has now been deleted? Anyone grab a copy before it went down?


https://web.archive.org/web/20160718120856/https://medium.co...

You have to disable javascript to read it.


Do we perceive octaves as precisely 2:1 or is that an approximation? i.e. is it really 2.041256:1 or similar.

Is this problem then because we start with integer ratios? Is this problem solvable if we started a "true(?)" irrational ratio?


It's exactly 2. It's not so much about how we perceive them (well in the end it is I guess), but there is a real, physical relationship between the two notes.


Two notes at 2.041256:1 sound really annoying together.

You can try by putting 250 and 510 into the boxes here: http://onlinetonegenerator.com/binauralbeats.html

and revert to a nice-sounding octave with 250 and 500.


It depends on the timbre, the frequency makeup, of the sound. If all frequencies present are integer multiples of the fundamental frequency, a 2:1 ratio will line up all the frequencies nicely, which "sounds right."

This frequency relationship is approximately true for many, but not all, acoustic instruments.

http://sethares.engr.wisc.edu/html/soundexamples.html

The mp3 at the above website called "Challenging the octave" gives an example of a bell that sounds more in tune when the "octave" is a frequency ratio of 2.1 vs the usual 2.

If you have any interest in music theory, even if you've already studied traditional western music theory, read Dr. Sethares' work on the subject: http://sethares.engr.wisc.edu/ttss.html (He was mentioned elsewhere in the comments, but he's too awesome to risk missing.)


The problem is that we use approximate with irrational numbers. Naturally they are all integer ratios.

In the perfect world you have e.g.:

+ C major scale: C D E F G A B C, where frequencies of all notes depend on frequency of note C (like, “fifth” from C is G and it's exactly 3/2 of C)

+ and D major: D E* F♯* G* A* B* C♯* … D (and depend likewise). But now G is not necessary equal to G*, but they are close. So here comes the idea of equal temperament where octaves are strictly 2:1 as they suppose to be, but all notes between are equally scattered (on log scale) in between.

So TL;DR: nowadays it's all approximation. You can do it perfectly, but only for one root.


Desmos (supporting MathQuill) is leading the space here I think: https://www.desmos.com/calculator

Absolutely agree that if this was made and made open there would be a lot of opportunities in the math education space.


This is pretty much the selection criteria for "The Apprentice".


For the panel or the fantasists that appear on the show?


Justified, because they are very amusing to watch.


Why not just let TED know about this? Like you say, if there are pseudo-science talks at a TEDx event, TED will want to know and get involved.


I've always thought TEDx were entrepreneurs/inventors hawking their own stuff anyway, so I never bother watching any of their videos. This example just made it more obvious that TEDx is mostly a waste of time.


Every couple of weeks there'll be a new TEDtalk that I'd previously seen on TEDx. Definitely worth a look there.


The most important thing about this story is that in -- checks -- Croatia, there isn't a single bigger event that is as accessible to the author as TEDxZagreb.

TED will get involved, but they will protect their brand. Not smart Croatians.


Maybe because this keeps happening. A little publicity helps put a little pressure on to avoid further future embarrassment.


Regarding the "just" in your sentence, it seems to be more responsible to let the TEDx organizers know first, as he has done, in case it was a mistake. Contacting TED now makes sense.


What about the massive mobile money networks in Africa?


To head off the comments that are already starting to appear: Correct, you can't become an expert at most things in a week and probably misrepresentative to advertise yourself as an expert if you aren't.

That's very different from approaching life with a growth mindset.

Maybe the title shouldn't be "Oh, I'm not a ..." but "Oh, I can never be a ...".


The real problem is that no one teacher is "the best" for all students. What would be brilliant to see is testing which types of presentation styles, speakers or ways of explaining concepts resonate with individual students and giving them a personalised education, no matter which class they get put in each year.

A huge step forward indeed.


there is something in our nature that stirs at a call to arms despite our civilisation.


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