A
game is an
objective path to
optimization subject to a
reward function [
games adhere to the
rules (genetic algorithms) of
gameplay].
Mathematically,
games are
used to
train some
object [
mo]. The
intent of each and every
one of our
games is to derive a
yesegalo proof (ie. a
zero bubble), in the style of
capture the flag🏁.
Ludologically*,
games are
finite-state puzzles🧩 (ie. combinatorial
events within a
lab) whose
sessions last for the duration
& of an
opus, and conclude with a
closed🔒 brane, giving them congruence to
sequenced images [
mesh].
A game is 'played' when an opus is juked. Games can have one (1) or more players. (see Black and White) Any game will have at least an opening and an end. (compare
gene, see also
sport,
player,
gamification,
gameshow,
game theory,
toy,
puzzle)
"Anything can be gamed." - 🐨Link Starbureiy
Theoretically,
games are
economic phenomena purposed to
optimize some thing, and any
game can be reduced to just a path (
random coil/partition of
Egglepple) needing
securing🔐.
/// A game must generate its own statistics.
