The entire Israeli political spectrum is united in blasting Netanyahu for not continuing to attack Iran, and Israeli society agrees. The reason, to put it simply, is that Israelis are war junkies.
The entire Israeli political spectrum is united in blasting Netanyahu for not continuing to attack Iran, and Israeli society agrees. The reason, to put it simply, is that Israelis are war junkies.
“The entire political spectrum” doesn’t mean “every single person ever,” or even “every single politician ever.” The implication is only that the statement applies to all political segments of the population. If the left, right and center (and any other significant political blocs) mostly agree on something, then the whole political spectrum supports it, even if some people don’t.
There is people that oppose it. there is politicians that oppose it. The entire political spectrum isn’t discrete. It’s a spectrum. That’s literally what a spectrum means.
you know you finally demonstrated a reasonable use for the keys on the number row (i prefer tenkey for numbers anyways) and coding in logic ascii would be perfect. i just need to make myself some keycaps. and the library with the 3d printer is just a 7 hour bikeride away…
The entire Israeli political spectrum is united in blasting Netanyahu for not continuing to attack Iran, and Israeli society agrees. The reason, to put it simply, is that Israelis are war junkies.
“The entire political spectrum” doesn’t mean “every single person ever,” or even “every single politician ever.” The implication is only that the statement applies to all political segments of the population. If the left, right and center (and any other significant political blocs) mostly agree on something, then the whole political spectrum supports it, even if some people don’t.
That’s literally not what it means.
There is people that oppose it. there is politicians that oppose it. The entire political spectrum isn’t discrete. It’s a spectrum. That’s literally what a spectrum means.
The point is not that
∀s∈S∃f(s) and g(s) | f(s)∈[0,1] and g(s)∈[0,1], it’s that∀y∈[0,1]∃h(y)∈SI like your funny words, magic man
you know you finally demonstrated a reasonable use for the keys on the number row (i prefer tenkey for numbers anyways) and coding in logic ascii would be perfect. i just need to make myself some keycaps. and the library with the 3d printer is just a 7 hour bikeride away…
Fwiw, i’m using unknown-keyboard on android. You can add a button for the greek/math symbol layout in the settings.