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Mastodon license violations 

@ashwinvis Sorry just saw this. As mentioned @QOTO is not an active account it only produces announcements.

We share the link to QOTO publicly on github and post it to our users. While the GPL does require you to post the source code and share it, it does not require it to be explicitly linked to via the source code link. We however link to it elsewhere. Anyone who cant find the link Can be given it on request.

With that said despite not being a violation I will update the source code link itself int he next release just in case it causes any confusion. thank you for the update.

@socrates

I’m thinking of 5 numbers such that their mean is equal to their median. If 4 of the numbers are 14, 8, 16, and 14, what is the 5th number?

Please CW answers and hints in your responses.

Come on now, give me your best , you'll help me get idea for some public screening we are planning to do

I've just redesigned my experimental garden's shape. I couldn't stand all those keyholes and weird paths anymore.

Wrote a small article about it, which is like a long toot with more pictures, in case anyone is curious about it: arteteco.com/20shapes/

@njha I'm going to try this again but with a base mass for the ship itself in addition to the fuels weight. I'll play with different numbers to make sure it gives sane results but I think that should do the trick.

@SnDer

Ok so i made a mistake on this problem. Turns out this was accidentally a trick question. The answer is that any amount of fuel will get you to any height. The reason being that as the fuel is expended the mass of the ship approaches 0, so acceleration approaches infinity. So by the time the rocket is out of fuel it would be moving at the speed of light no matter how much fuel it started with.

As suck I will post a new version of this question and ill make sure i solve it BEFORE I post it.

@SnDer @njha

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== Math Problem of the Day ==

If you have a rocket traveling vertically with only the mass of its fuel to carry, with earth sea level gravity, then, how much fuel must you carry to reach a height of 1 kilometer if maintaining a newton of thrust uses up 1 gram of fuel per minute.

Bonus: show the equation with height and fuel per time are both unknowns (variables).

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