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📁 成功再现康韦的生命游戏。这是人工生命方法的缘起之作
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	...*.*..**.*..*.	...*..**...*....	..**....***.....	........*.......:backrake:  Another term for a backwards {rake}.  A p8 example by   Jason Summers is shown below.  See {total aperiodic} for a p12   example.	.....***...........***.....	....*...*.........*...*....	...**....*.......*....**...	..*.*.**.**.....**.**.*.*..	.**.*....*.**.**.*....*.**.	*....*...*..*.*..*...*....*	............*.*............	**.......**.*.*.**.......**	............*.*............	......***.........***......	......*...*.........*......	......*.*....***...........	............*..*....**.....	...............*...........	...........*...*...........	...........*...*...........	...............*...........	............*.*............:backward glider:  A {glider} which moves at least partly in the   opposite direction to the {puffer}(s) or {spaceship}(s) under   consideration.:baker: (c p4 fuse)  A {fuse} by Keith McClelland.	..............**	.............*.*	............*...	...........*....	..........*.....	.........*......	........*.......	.......*........	......*.........	.....*..........	....*...........	...*............	***.............	.*..............:baker's dozen: (p12)  A {loaf} {hassle}d by two {block}s and two   {caterer}s.  The original form (using p4 and p6 oscillators to   do the hassling) was found by Robert Wainwright in August 1989.	**.........**..........	****.*.....**..........	*.*..***...............	...........*...........	....**....*.*..........	....*.....*..*....*....	...........**....**....	.......................	...............***..*.*	..........**.....*.****	..........**.........**:bakery: (p1)  A common formation of two bi-loaves.	....**....	...*..*...	...*.*....	.**.*...*.	*..*...*.*	*.*...*..*	.*...*.**.	....*.*...	...*..*...	....**....:barberpole:  Any p2 oscillator in the infinite sequence {bipole},   {tripole}, {quadpole}, {pentapole}, {hexapole}, {heptapole} ...   (It wasn't my idea to suddenly change from Latin to Greek.)   This sequence of oscillators was found by the MIT group in 1970.   The term is also used (usually in the form "barber pole") to   describe other extensible sections of oscillators or spaceships,   especially those (usually of period 2) in which all generations   look alike except for a translation and/or rotation/reflection.:barberpole intersection: = {quad}:barber's pole: = {barberpole}:barge: (p1)	.*..	*.*.	.*.*	..*.:basic shuttle: = {queen bee shuttle}:beacon: (p2)  The third most common {oscillator}.  Found by Conway,   March 1970.	**..	*...	...*	..**:beacon maker:  (c p8 fuse)	..............**	.............*.*	............*...	...........*....	..........*.....	.........*......	........*.......	.......*........	......*.........	.....*..........	....*...........	...*............	***.............	..*.............	..*.............:beehive: (p1)  The second most common {still life}.	.**.	*..*	.**.:beehive and dock: (p1)	...**.	..*..*	...**.	......	.****.	*....*	**..**:beehive on big table: = {beehive and dock}:beehive pusher: = {hivenudger}:beehive with tail: (p1)	.**...	*..*..	.**.*.	....*.	....**:belly spark:  The spark of a {MWSS} or {HWSS} other than the   {tail spark}.:bent keys: (p3)  Found by Dean Hickerson, August 1989.  See also   {odd keys} and {short keys}.	.*........*.	*.*......*.*	.*.**..**.*.	....*..*....	....*..*....:B-heptomino: (stabilizes at time 148)  This is a very common   pattern.  It often arises with the cell at top left shifted one   space to the left, which does not affect the subsequent evolution.   B-heptominoes acquired particular importance in 1996 due   to Dave Buckingham's work on {B track}s - see in particular   {My Experience with B-heptominos in Oscillators}.	*.**	***.	.*..:B-heptomino shuttle: = {twin bees shuttle}:bi-block: (p1)  The smallest {pseudo still life}.	**.**	**.**:bi-boat: = {boat-tie}:biclock:  The following {pure glider generator}.	..*....	**.....	..**...	.*...*.	...**..	.....**	....*..:big beacon: = {figure-8}:big fish: = {HWSS}:big glider: (c/4 diagonally, p4)  This was found by Dean Hickerson in   December 1989 and was the first known diagonal {spaceship} other than   the {glider}.	...***............	...*..***.........	....*.*...........	**.......*........	*.*....*..*.......	*........**.......	.**...............	.*..*.....*.**....	.*.........**.*...	...*.*......**..*.	....**.*....**...*	........*.......*.	.......****...*.*.	.......*.**...****	........*...**.*..	.............**...	.........*.***....	..........*..*....:big S: (p1)	....**.	...*..*	...*.**	**.*...	*..*...	.**....:big table: = {dock}:billiard table configuration:  Any {oscillator} in which the {rotor}   is enclosed within the {stator}.  Examples include {airforce},   {cauldron}, {clock II}, {Hertz oscillator}, {negentropy},   {pinwheel}, {pressure cooker} and {scrubber}.:bi-loaf:  This term has been used in at least three different senses.   A bi-loaf can be half a {bakery}:	.*.....	*.*....	*..*...	.**.*..	...*.*.	...*..*	....**.   or it can be the following much less common {still life}:	..*....	.*.*...	*..*...	.**.**.	...*..*	...*.*.	....*..   or the following {pure glider generator}:	..*.	.*.*	*..*	.**.	*..*	*.*.	.*..:bipole: (p2)  The {barberpole} of length 2.	**...	*.*..	.....	..*.*	...**:bi-pond: (p1)	.**....	*..*...	*..*...	.**.**.	...*..*	...*..*	....**.:bi-ship: = {ship-tie}:bit:  A live {cell}.:biting off more than they can chew: = {eater-bound pond}:Black&White: = {Immigration}:blasting cap:  The {pi-heptomino} (after the shape at generation 1).   A term used at MIT and still occasionally encountered.:blinker: (p2)  The smallest and most common {oscillator}.  Found by   Conway, March 1970.	***:blinkers bit pole: (p2)  Found by Robert Wainwright, June 1977.	.....**	***.*.*	.......	.*.*..*	*....*.	**...*.:blinker ship:  A {growing spaceship} in which the wick consists of   a line of {blinker}s.  An example by Paul Schick based on his   {Schick engine} is shown below.  Here the front part is p12 and   moves at c/2, while the back part is p26 and moves at 6c/13.  Every   156 generations 13 blinkers are created and 12 are destroyed, so the   wick becomes one blinker longer.	..........****.............	..........*...*............	..........*................	.**........*..*............	**.**......................	.****...*..................	..**...*.**........*....***	......*...*........*....*.*	..**...*.**........*....***	.****...*..................	**.**......................	.**........*..*............	..........*................	..........*...*............	..........****.............:block: (p1)  The most common {still life}.	**	**:blockade: (p1)  A common formation of four blocks.  The final form   of {lumps of muck}.	**.....................	**.....................	.......................	.......................	.**.................**.	.**.................**.	.......................	.......................	.....................**	.....................**:block and dock: (p1)	...**.	...**.	......	.****.	*....*	**..**:block and glider: (stabilizes at time 106)	**..	*.*.	..**:blocker: (p8)  Found by Robert Wainwright.  See also {filter}.	......*.*.	.....*....	**..*....*	**.*..*.**	....**....:block on big table: = {block and dock}:block on table: (p1)	..**	..**	....	****	*..*:block pusher:  A pattern emitting streams of {glider}s which can   repeatedly push a block further away.  The following pattern,   in which three gliders push a block one cell diagonally, is an   example of how this can work.	...................*.*	...................**.	....................*.	......................	......................	......................	...*..................	..*...................	..***.................	......................	......................	......................	......................	**...*................	**...*.*..............	.....**...............:blonk:  A {block} or a {blinker}.  This term is mainly used in the   context of {sparse Life} and was coined by Rich Schroeppel in   September 1992.:boat: (p1)  The only 5-pixel {still life}.	**.	*.*	.*.:boat-bit:  A binary digit represented by the presence of a   {boat} next to a {snake} (or other suitable object, such as   an {aircraft carrier}).  The bit can be toggled by a {glider}   travelling along a certain path.  A correctly timed glider on a   crossing path can detect whether the transition was from 1 to 0   (in which case the crossing glider is deleted) or from 0 to 1 (in   which case it passes unharmed).  Three gliders therefore suffice for   a non-destructive read.  The mechanisms involved are shown in the   diagram below.  Here the bit is shown in state 0.  It is about to be   set to 1 and the switched back to 0 again.  The first crossing glider   will survive, but the second will be destroyed.  (In January 1997   David Bell found a method of reading the bit while setting it to 0.   A {MWSS} is fired at the boat-bit.  If it is already 0 then the   MWSS passes unharmed, but if it is 1 then the boat and the MWSS are   destroyed and, with the help of an {eater1}, converted into a glider   which travels back along exactly the same path that is used by the   gliders that toggle the boat-bit.)	......*..................	.......*.................	.....***.................	.........................	.........................	.........................	.........................	.........................	.........................	.........................	................*........	..............*.*........	..........**...**........	...........**............	..........*..........*.**	.....................**.*	.........................	.........................	.........................	.........................	.........................	.*.......................	.**......................	*.*......................:boat maker: (c p4 fuse)	................**	...............*.*	..............*...	.............*....	............*.....

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