Heck if you already host shared files for yourself and family you could set up shared josm file to sync automatically for everyone, although that might be too much, since people in the household/friends/whoever you share with might not want EVERYTHING shared
hangonasecond
Could be wrong but I don't know if this is really a valid question? Organic maps is a frontend that uses the data from os maps. I guess if you have your own map data you'd rather use, you could fork organic maps and point it to your own map data? Maybe I'm misunderstanding though, so happy to be corrected.
I'm doing my part!
In that sentence, they're not referring to Ecosia specifically. Rather, they're implying that you can choose a search engine which aligns to that value. A little weird to include it with no examples, in a post specifically about Ecosia, but I believe that's the intent.
Future cosmetics will also be available in both games. Not sure about past ones. They're doing a fantastic job, and hopefully that continues.
Damn I was frantically googling to figure out when TF spurs beat us, since they haven't in a good long while, before I realised your first sentence was about Bournemouth! I thought you were defending spurs lol
irrational numbers will always be out of reach for a finite set of dice. I think if you restrict the set to the rationals, you will still run into trouble because there's a finite number of dice and an infinite number of primes, so there will always be a big enough prime whose value you will be unable to get on the denominator. E.g. if you restrict to only a d2 and d3, you can't get a denominator of 5 for your probability. So add a d5. Now you can't get a denominator of 7, and so forth.
But all the primes would suffice especially as you've excluded 1 in the set. Otherwise, include a D1 and you're golden.
To be extra clear, if you have an infinite set of dice, one for each prime, then you can attain a given probability using a finite subset of those dice. If you allow for the use of infinite dice and infinite rolls, my intuition says you can get the whole interval but let's think about it.
It's true that every real can be expressed as a convergent sequence of rationals, and that between any two real numbers there is at least one rational number. You can use this to construct a sequence of rationals that approaches the real numbers we want in the interval, and because we have all the prime dice and I have (not rigorously) proved this is enough to get any rational, we can roll any probability in our sequence. So we can get as close as we like to the real number.
I've played briefly on Linux mint with no tweaks required, on whatever default proton version.
Simon Hooper having a characteristically rubbish game tbh
He's old lol
Only right that theyre broadly undeserved, too
Vehicles with auto stop-start will chew through batteries if they don't use the more expensive specialised battery (or disable the feature)