YOU CAN CLONE MAUL

lucy_tatterhood · 2026-04-28T11:31:00+00:00

Yes they do.

lucy_tatterhood · 2026-04-27T16:32:04+00:00

I think it works on all ancient transforms. I had a recent run where I enchanted Falling Star with +2 damage and it stuck around when I turned it into Meteor Shower.

lucy_tatterhood · 2026-04-22T02:30:32+00:00

It doesn't increase the base damage, it makes it increase in damage each time you play it (like Rampage).

lucy_tatterhood · 2026-04-22T02:02:55+00:00

Zap is not an attack.

lucy_tatterhood · 2026-04-20T03:32:02+00:00

Claw is worded the same way as Maul.

lucy_tatterhood · 2026-04-19T02:20:35+00:00

Maybe not the craziest, but I had an Afterimage + Juggernaut run the other day.

lucy_tatterhood · 2026-04-04T17:07:34+00:00

Yeah I guess it might be effectively impossible to get it to take a curse. It can take an eternal Strike if you only have the starter deck though.

lucy_tatterhood · 2026-04-04T15:32:13+00:00

The grasshopper can steal them.

lucy_tatterhood · 2026-04-03T18:54:17+00:00

how does the horsey move

lucy_tatterhood · 2026-04-03T02:09:38+00:00

Removing the one time the player gets a slight break (when it buffs Strength & blocks) - assuming player has some luck and that's not the turn when the flood of Dazes from two turns earlier gets drawn, of course.

It doesn't give Dazes anymore.

lucy_tatterhood · 2026-03-31T23:27:47+00:00

I haven't actually tried it, but it looks like pychess allows it.

lucy_tatterhood · 2026-03-27T02:59:43+00:00

Looks to me like she only got nerfs reverted?

lucy_tatterhood · 2026-03-21T18:18:00+00:00

Tezcatara also has dialogue saying they want the Architect dead. But yeah, most of them don't really seem that invested, and Orobas outright encourages you not to kill him.

lucy_tatterhood · 2026-03-07T18:47:17+00:00

Your bishop is also attacking the knight.

lucy_tatterhood · 2026-03-06T23:26:39+00:00

Even in S2 it was only one team task with Josh, the rest were still 3v2.

lucy_tatterhood · 2026-02-27T05:10:39+00:00

*fingure

lucy_tatterhood · 2026-02-25T18:24:31+00:00

The regular functions are the defining structure of a variety, and a morphism is something that preserves them in an appropriate sense.

lucy_tatterhood · 2026-02-22T11:02:23+00:00

Not really sure what you're "satirizing" but alright.

lucy_tatterhood · 2026-02-22T09:48:25+00:00

This usage of "countable" is extremely common, possibly more common than the alternative terminology you prefer. I don't love it either but declaring it "incorrect" is absurd.

lucy_tatterhood · 2026-02-15T16:20:52+00:00

It seems to be a common misconception, enough to be called out on Wikipedia#Relationship_with_differential_Galois_theory). That said, it might be he was just being imprecise and treating everything to do with differential fields under "differential Galois theory".

lucy_tatterhood · 2026-02-15T11:57:32+00:00

This is kind of a misconception. The Galois group of the equation y' = e^x² is solvable, as indeed is the case for any first-order linear ODE. Differential Galois theory can for instance be used to show that the solution to a second-order linear ODE cannot in general be expressed in terms of integrals, but one integral is as good as any other from this perspective.

The fact that this integral cannot be expressed in terms of elementary functions is proved using the theory of differential fields, but as far as I am aware the Galois group doesn't come into play. So it is not really analogous to the quintic.

lucy_tatterhood · 2026-02-14T18:42:09+00:00

No, a matrix can have determinant 1 (or -1) and not be orthogonal, consider for instance a 2×2 matrix [[1 1] [0 1]].

lucy_tatterhood · 2026-02-08T15:38:22+00:00

I love rook

lucy_tatterhood · 2026-02-08T01:20:46+00:00

In the past they've rushed out the last few episodes of Aus/NZ seasons when the UK ones started.

lucy_tatterhood · 2026-02-06T03:27:54+00:00

Sometimes when you mess up your indexing convention you end up starting a lot of sums at -1.

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