1,154
edits
Pseudosphere
Joined 16 January 2024
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Line 410:
table.compile("calc", mwcollapse.genStateMachine(("0", "1", "2", "3", "4", "5", "6", "7", "8", "9", "add", "sub", "mul", "div", "equ", "AC"), transition, stategen, (-1, None, -1)))
table.compile("calc", mwcollapse.genStateMachine(("0", "1", "2", "3", "4", "5", "6", "7", "8", "9", "add", "sub", "mul", "div", "equ", "AC"), transition, stategen, (-1, None, -1)))
print(table)
print(table)
+</syntaxhighlight>
+===[[Notakto]] generator===
+<syntaxhighlight lang="python">
+#!/bin/python3
+import mwcollapse
+
+boot = (49, 82, 148, 280, 49, 82, 148, 280)
+
+class State:
+ __slots__ = "state", "bools", "transition"
+ def __init__(self, state, transition=None):
+ self.state = state
+ self.bools = tuple((state & 1 << n) != 0 for n in range(9) if n != 4)
+ self.transition = transition
+ def __eq__(self, other):
+ return self.state == other.state
+ def __hash__(self):
+ return self.state
+ def __len__(self):
+ return self.bools.count(True)
+ def __getitem__(self, key):
+ return True if key == None or key == ... else self.bools[key]
+ def gameover(self):
+ return (self.bools[0] and self.bools[1] and self.bools[2]) or (self.bools[0] and self.bools[3] and self.bools[5]) or (self.bools[0] and self.bools[7]) or (self.bools[1] and self.bools[6]) or (self.bools[2] and self.bools[5]) or (self.bools[2] and self.bools[4] and self.bools[7]) or (self.bools[3] and self.bools[4]) or (self.bools[5] and self.bools[6] and self.bools[7])
+
+varToPos = lambda n: n if n < 4 else n + 1
+posToVar = lambda n: n if n < 4 else n - 1
+
+def transition(state, transition):
+ if not state[0].gameover():
+ if not state[1]:
+ if transition == None:
+ if len(state[0]) == 1:
+ return State(boot[state[0].transition]), True, False
+ for n in range(9):
+ if not state[0][n]:
+ s = State(state[0].state | 1 << varToPos(n))
+ if not s.gameover():
+ return s, True, False
+ elif not state[0][transition]:
+ s = State(state[0].state | 1 << varToPos(transition), transition)
+ return s, False, s.gameover()
+ elif transition == ...:
+ return (State(0b000010000), True, False)
+ return None
+e = mwcollapse.ElementContainer(
+ '<p style="text-align: center;">',
+ mwcollapse.Trigger("span", None, "End turn", attributes={"class": "nimbutton"}),
+ mwcollapse.Collapsible("span", 8, "End turn", attributes={"class": "nobutton"}),
+ mwcollapse.Trigger("span", ..., "Try again", attributes={"class": "nimbutton"}),
+ '</p><table class="tictactoe">',
+ *(mwcollapse.Element("tr",
+ *(mwcollapse.Element("td",
+ '<span class="cell">X</span>' if k == 4 else mwcollapse.ElementContainer(
+ mwcollapse.Trigger("span", posToVar(k), attributes={"class": "cell"}),
+ mwcollapse.Collapsible("span", posToVar(k), "X", attributes={"class": "cell"})
+ ),
+ ) for k in range(n, n + 3))
+ ) for n in (0, 3, 6)),
+ "</table>",
+ mwcollapse.Collapsible("p", 9, "YOU LOSE", attributes={"style": "font-size: 500%; font-weight: bold; text-align: center;"})
+)
+e.compile("notakto", mwcollapse.genStateMachine((*range(8), None, ...), transition, lambda state: (*state[0].bools, state[1], state[2]), (State(0b000010000), True, False)))
+print(e)
</syntaxhighlight>
</syntaxhighlight>
==Kepler–Poinsot polyhedra==
==Kepler–Poinsot polyhedra==