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On my way to become a tacit ninja
Were you around when I asked in the BQN matrix chat on how to make things point-free 😅 this timing is weirdly perfect
haha, no - just a lucky coincidence 🥳
9:30How are you moving the symbols around like this?
Not sure exactly what you are asking. Ctrl + C for copying, Ctrl + X for deleting and Delete to get rid of the new lines? Does any of that help
@@code_report Yup that helps. You did it so fast, almost thought you were using vim.
I like your videos, but they feel a bit not structured at the inter-cideos level. I don't even know if that's a bad or a good thing
// z^3 solutionD= { "LEFT" :[0,-1], "RIGHT" :[0,1], "UP" :[-1,0], "DOWN" :[1,0] };DIRECTIONS=D;m=["RIGHT","DOWN"];n=3;|n,n,0..(n ²)|#((D#[m])[0] ⋮SUM)~
On my way to become a tacit ninja
Were you around when I asked in the BQN matrix chat on how to make things point-free 😅 this timing is weirdly perfect
haha, no - just a lucky coincidence 🥳
9:30
How are you moving the symbols around like this?
Not sure exactly what you are asking. Ctrl + C for copying, Ctrl + X for deleting and Delete to get rid of the new lines? Does any of that help
@@code_report Yup that helps. You did it so fast, almost thought you were using vim.
I like your videos, but they feel a bit not structured at the inter-cideos level. I don't even know if that's a bad or a good thing
// z^3 solution
D= {
"LEFT" :[0,-1],
"RIGHT" :[0,1],
"UP" :[-1,0],
"DOWN" :[1,0]
};
DIRECTIONS=D;
m=["RIGHT","DOWN"];
n=3;
|n,n,0..(n ²)|#((D#[m])[0] ⋮SUM)~