:half-baked knightship ((6,3)c/2621440, p2621440) An adjustable-period, fixed-direction macro-spaceship based on the half-bakery reaction. This was the first spaceship based on this reaction, constructed in December 2014 by Adam P. Goucher. It moves 6 cells horizontally and 3 cells vertically every 2621440+8N ticks, depending on the relative spacing of the two halves. It is one of the slowest known knightships, and the first one that was not a Geminoid. Chris Cain optimized the design a few days later to create the Parallel HBK.
The spaceship produces gliders from near-diagonal lines of half-bakeries, which collide with each other at 180 degrees. These collisions produce monochromatic salvos that gradually build and trigger seeds, which in turn eventually construct small synchronized salvos of gliders. These re-activate the lines of half-bakeries, thus closing the cycle and moving the entire spaceship obliquely by (6,3).
:half-bakery reaction The key reaction used in the half-baked knightship and Parallel HBK, where a half-bakery is moved by (6,3) when a glider collides with it, and the glider continues on a new lane. Ivan Fomichev noticed in May 2014 that pairs of these reactions at the correct relative spacing can create 90-degree output gliders:
.............................O. ............................O.. ............................OOO ............................... ............................... ............................... ............................... ............................... ............................... ............................... ....................OO......... ...................O..O........ ...................O.O......... .................OO.O.......... ........O.......O..O........... ......OO........O.O............ .......OO........O............. ............................... ....OO......................... ...O..O........................ ...O.O......................... .OO.O.......................... O..O........................... O.O............................ .O.............................
:half diagonal A natural measurement of distance between parallel glider lanes, or between elbow locations in a universal construction arm elbow operation library. If two gliders are in the same phase and exactly lined up vertically or horizontally, N cells away from each other, then the two glider lanes are considered to be N half diagonals (hd) apart. Gliders that are an integer number of full diagonals apart must be the same colour, whereas integer half diagonals allow for both glider colours. See colour of a glider, linear propagator.
:Halfmax A pattern that acts as a spacefiller in half of the Life plane, found by Jason Summers in May 2005. It expands in three directions at c/2, producing a triangular region that grows to fill half the plane.
:hammer To hammer a LWSS, MWSS or HWSS is to smash things into the rear end of it in order to transform it into a different type of spaceship. A hammer is the object used to do the hammering. In the following example by Dieter Leithner a LWSS is hammered by two more LWSS to make it into a MWSS.
O..O................ ....O...OO.......... O...O..OOO.....OOOO. .OOOO..OO.O....O...O ........OOO....O.... .........O......O..O
:hammerhead A certain front end for c/2 spaceships. The central part of the hammerhead pattern is supported between two MWSS. The picture below shows a small example of a spaceship with a hammerhead front end (the front 9 columns).
................O.. .OO...........O...O OO.OOO.......O..... .OOOOO.......O....O ..OOOOO.....O.OOOO. ......OOO.O.OO..... ......OOO....O..... ......OOO.OOO...... ..........OO....... ..........OO....... ......OOO.OOO...... ......OOO....O..... ......OOO.O.OO..... ..OOOOO.....O.OOOO. .OOOOO.......O....O OO.OOO.......O..... .OO...........O...O ................O..
:hand Any object used as a slow salvo target by a construction arm.
:handshake An old MIT name for lumps of muck, from the following form (2 generations on from the stairstep hexomino):
..OO. .O.OO OO.O. .OO..
:harbor (p5) Found by Dave Buckingham in September 1978. The name is by Dean Hickerson.
.....OO...OO..... .....O.O.O.O..... ......O...O...... ................. .....OO...OO..... OO..O.O...O.O..OO O.O.OO.....OO.O.O .O.............O. ................. .O.............O. O.O.OO.....OO.O.O OO..O.O...O.O..OO .....OO...OO..... ................. ......O...O...... .....O.O.O.O..... .....OO...OO.....
:harvester (c p4 fuse) Found by David Poyner, this was the first published example of a fuse. The name refers to the fact that it produces debris in the form of blocks which contain the same number of cells as the fuse has burnt up.
................OO ...............O.O ..............O... .............O.... ............O..... ...........O...... ..........O....... .........O........ ........O......... .......O.......... ......O........... .....O............ OOOOO............. OOOO.............. O.OO..............
:hashlife A Life algorithm by Bill Gosper that is designed to take advantage of the considerable amount of repetitive behaviour in many large patterns of interest. It provides a means of evolving repetitive patterns millions (or even billions or trillions) of generations further than normal Life algorithms can manage in a reasonable amount of time.
The hashlife algorithm is described by Gosper in his paper listed in the bibliography at the end of this lexicon. Roughly speaking, the idea is to store subpatterns in a hash table so that the results of their evolution do not need to be recomputed if they arise again at some other place or time in the evolution of the full pattern. This does, however, mean that complex patterns can require substantial amounts of memory.
Tomas Rokicki and Andrew Trevorrow implemented Hashlife into Golly in 2005. See also macrocell.
:hassler An oscillator that works by hassling (repeatedly moving or changing) some object. For some examples, see Jolson, baker's dozen, toad-flipper, toad-sucker and traffic circle. Also see p24 gun for a good use of a traffic light hassler.
:hat (p1) Found in 1971. See also twinhat and sesquihat.
..O.. .O.O. .O.O. OO.OO
:HBK = half-baked knightship
:hd Abbreviation for half diagonal. This metric is used primarily for relative measurements of glider lanes, often in relation to self-constructing circuitry; compare Gn.
:heat For an oscillator or spaceship, the average number of cells which change state in each generation. For example, the heat of a glider is 4, because 2 cells are born and 2 die every generation.
For a period n oscillator with an r-cell rotor the heat is at least 2r/n and no more than r(1-(n mod 2)/n). For n=2 and n=3 these bounds are equal.
:heavyweight emulator = HW emulator
:heavyweight volcano = HW volcano
:hebdarole (p7) Found by Noam Elkies, November 1997. Compare fumarole. The smaller version shown below was found soon after by Alan Hensel using a component found by Dave Buckingham in June 1977. The top ten rows can be stabilized by their mirror image (giving an inductor) and this was the original form found by Elkies.
...........OO........... ....OO...O....O...OO.... .O..O..O.O....O.O..O..O. O.O.O.OO.O....O.OO.O.O.O .O..O..O.O.OO.O.O..O..O. ....OO....O..O....OO.... ...........OO........... .......O..O..O..O....... ......O.OO....OO.O...... .......O........O....... ........................ ...OO..............OO... ...O..OOOO....OOOO..O... ....O.O.O.O..O.O.O.O.... ...OO.O...OOOO...O.OO... .......OO......OO....... .........OO..OO......... .........O..O.O......... ..........OO............
:hectic (p30) Found by Robert Wainwright in September 1984.
......................OO............... ......................OO............... ....................................... ....................................... ....................................... ....................................... ....................................... ....................................... ....................................... ....................................... ....................................... ....................................... .........O..........OO...OO............ .......O.O............OOO.............. ......O.O............O...O............. OO...O..O.............O.O.............. OO....O.O..............O............... .......O.O......O.O.................... .........O......OO..................... .................O...O................. .....................OO......O......... ....................O.O......O.O....... ...............O..............O.O....OO ..............O.O.............O..O...OO .............O...O............O.O...... ..............OOO............O.O....... ............OO...OO..........O......... ....................................... ....................................... ....................................... ....................................... ....................................... ....................................... ....................................... ....................................... ....................................... ....................................... ...............OO...................... ...............OO......................
:Heisenburp device A pattern which can detect the passage of a glider without affecting the glider's path or timing. The first such device was constructed by David Bell in December 1992. The term, coined by Bill Gosper, refers to the fact that Heisenberg's Uncertainty Principle fails to apply in the Life universe. See also stable pseudo-Heisenburp and natural Heisenburp.
The following is an example of the kind of reaction used at the heart of a Heisenburp device. The glider at bottom right alters the reaction of the other two gliders without itself being affected in any way.
O.....O.... .OO...O.O.. OO....OO... ........... ........... ........... .........OO ........O.O ..........O
:Heisenburp effect See Heisenburp device.
:helix A convoy of standard spaceships used in a Caterpillar to move some piece of debris at the speed of the Caterpillar. The following diagram illustrates the idea. The leading edge of this example helix, represented by the glider at the upper right in the pattern below, moves at a speed of 65c/213, or slightly faster than c/4.
...............................O............. .................O............OOO............ ................OOO....OOO....O.OO........... .........OOO....O.OO...O..O....OOO..OOO...... .........O..O....OOO...O.......OO...O........ .........O.......OO....O...O.........O....... .........O...O.........O...O................. OOO......O...O.........O..................... O..O.....O..............O.O.................. O.........O.O................................ O............................................ .O.O......................................... ............................................. ............................................. ..........O.................................. .........OOO................................. .........O.OO................................ ..........OOO................................ ..........OO................................. ............................................. ............................................. ...............OOO........................... ...............O..O....O.....OOO............. ...............O......OOO....O..O....O....... ...............O.....OO.O....O......OOO...... ....OOO.........O.O..OOO.....O.....OO.O...... ....O..O.............OOO......O.O..OOO....... ....O................OOO...........OOO....... ....O.................OO...........OOO....... .....O.O............................OO....... ...........................................O. ..........................................OOO .........................................OO.O .........................................OOO. ..........................................OO. ............................................. ............................................. ............................................. ............................................. ............................................. ............................................. .........................................O... ..............................OOO.......OOO.. ................OOO.....O....O..O......OO.O.. ..........O....O..O....OOO......O......OOO... .........OOO......O....O.OO.....O......OOO... .........O.OO.....O.....OOO..O.O........OO... ..........OOO..O.O......OOO.................. .O........OOO...........OOO.................. OOO.......OOO...........OO................... O.OO......OO................................. .OOO......................................O.. .OO......................................OOO. ........................................OO.O. ........................................OOO.. .........................................OO.. .........OOO................................. ........O..O................................. ...........O................................. ...........O................................. ........O.O..................................
Adjustable-speed helices can produce a very wide range of spaceship speeds; see Caterloopillar.
:heptaplet Any 7-cell polyplet.
:heptapole (p2) The barberpole of length 7.
OO........ O.O....... .......... ..O.O..... .......... ....O.O... .......... ......O.O. .........O ........OO
:heptomino Any 7-cell polyomino. There are 108 such objects. Those with names in common use are the B-heptomino, the Herschel and the pi-heptomino.
:Herschel (stabilizes at time 128) The following pattern which occurs at generation 20 of the B-heptomino.
O.. OOO O.O ..O
The name is commonly ascribed to the Herschel heptomino's similarity to a planetary symbol. William Herschel discovered Uranus in 1781. However, in point of fact a Herschel bears no particular resemblance to either of the symbols used for Uranus, but does closely resemble the symbol for Saturn. So the appropriate name might actually be "Huygens", but "Herschel" is now universally used by tradition.
Herschels are one of the most versatile types of signal in stable circuitry. R-pentominoes and B-heptominoes naturally evolve into Herschels, and converters have also been found that change pi-heptominoes and several other signal types into Herschels, and vice versa. See elementary conduit.
:Herschel climber Any reburnable fuse reaction involving Herschels. May refer specifically to the (23,5)c/79 Herschel climber used in the waterbear, or one of several similar reactions with various velocities. See also Herschel-pair climber.
:Herschel conduit A conduit that moves a Herschel from one place to another. See also Herschel loop.
Well over a hundred simple stable Herschel conduits are currently known. As of October 2017 the number is approximately 130, depending on the precise definition of "simple" - e.g., fitting inside a 100×100 bounding box, and producing output in no more than 300 ticks. In general a Herschel conduit can be called "simple" if its active reaction does not return to a Herschel stage except at its output. Compare elementary conduit, composite conduit.
The original universal set consisted of sixteen stable Herschel conduits, discovered between 1995 and 1998 by Dave Buckingham (DJB) and Paul Callahan (PBC). These are shown in the following table. In this table, the number in "name/steps" is the number of ticks needed to produce an output Herschel from the input Herschel. "m" tells how the Herschel is moved (R = turned right, L = turned left, B = turned back, F = unturned, f = flipped), and "dx" and "dy" give the displacement of the centre cell of the Herschel (assumed to start in the orientation shown above).
----------------------------------------- name/steps m dx dy discovery ----------------------------------------- R64 R -11 9 DJB, Sep 1995 Fx77 Ff -25 -8 DJB, Aug 1996 L112 L -12 -33 DJB, Jul 1996 F116 F -32 1 PBC, Feb 1997 F117 F -40 -6 DJB, Jul 1996 Bx125 Bf 9 -17 PBC, Nov 1998 Fx119 Ff -20 14 DJB, Sep 1996 Fx153 Ff -48 -4 PBC, Feb 1997 L156 L -17 -41 DJB, Aug 1996 Fx158 Ff -27 -5 DJB, Jul 1996 F166 F -49 3 PBC, May 1997 Fx176 Ff -45 0 PBC, Oct 1997 R190 R -24 16 DJB, Jul 1996 Lx200 Lf -17 -40 PBC, Jun 1997 Rx202 Rf -7 32 DJB, May 1997 Bx222 Bf 6 -16 PBC, Oct 1998 -----------------------------------------
See also Herschel transceiver.
:Herschel descendant A common active pattern occurring at generation 22 of a Herschel's evolution:
OO.. O.OO ...O .O.O .OO.There are other evolutionary paths leading to the same pattern, including the modification of a B-heptomino implied by generation 21 of a Herschel.
:Herschel great-grandparent A specific three-tick predecessor of a Herschel, commonly seen in Herschel conduit collections that contain dependent conduits. In some situations it is helpful to display the input reaction in this form instead of the standard Herschel form.
.OO.... OOO.OO. .OO.OOO OOO.OO. OO.....
Dependent conduit inputs are catalysed by a transparent block before the Herschel's standard form can appear, and before the Herschel's first natural glider is produced. This means that these conduits will fail if an actual Herschel is placed in the "correct" input location for a dependent conduit. Refer to F166 or Lx200 to see the correct relative placement of the standard transparent block catalyst.
Almost all known Herschel conduits produce a Herschel great-grandparent near the end of their evolutionary sequence. In the original universal set of Herschel conduits, Fx158 is the only exception.
:Herschel loop A cyclic Herschel track. Although no loop of length less than 120 generations has been constructed it is possible to make oscillators of smaller periods by putting more than one Herschel in a higher-period track. In this way oscillators, and in most cases guns, of all periods from 54 onwards can now be constructed (although the p55 case is a bit strange, shooting itself with gliders in order to stabilize itself).
See Simkin glider gun and p256 gun for the smallest known Herschel loops. See also emu and omniperiodic.
:Herschel-pair climber Any reburnable fuse reaction involving pairs of Herschels. May refer specifically to the 31c/240 Herschel-pair climber used in the Centipede, or one of several similar reactions with various velocities. See also Herschel climber.
:Herschel receiver Any circuit that converts a tandem glider into a Herschel signal. The following diagram shows a pattern found by Paul Callahan in 1996, as part of the first stable glider reflector. Used as a receiver, it converts two parallel input gliders (with path separations of 2, 5, or 6) to an R-pentomino, which is then converted to a Herschel by one of two known mechanisms (the first of which was found by Dave Buckingham way back in 1972, and the second by Stephen Silver in October 1997). The version using Buckingham's R-to-Herschel converter is shown below.
...............................................O.O ......................................OO.......OO. ......................................OO........O. ...OO............................................. ...O.............................................. ....O............................................. ...OO............................................. ............OO.................................... ...........O.O.................................... ............O..............................O...... ......................................OO...O.O.... .....................................O..O..OO..... OO....................................OO.......... OO.............................OO................. ...............................OO................. .................................................. .................................................. .................................................. .................................................. .................................................. .................................................. ............................................OO.... ............................................OO.... ........................................OO........ ........................................O.O....... ..........................................O....... ..........................................OO...... .............................OO................... .............................OO................... .................................................. .................................................. ...........................OO..................... ...........................OO.....................
:Herschel stopper A method of cleanly suppressing a Herschel signal with an asynchronous boat-bit, discovered by Dean Hickerson. Here a ghost Herschel marks the location of the output signal, in cases where the boat-bit is not present. Other boat-bit locations that allow for clean suppression of a Herschel are also known.
....................................OO .........................O..........O. .........................OOO.........O ............................O.......OO ...........................OO......... ...................................... ........O............................. ........OOO........................... ...........O.......................... ..........OO...........OO...........O. .......................OO.........OOO. ..................................O... ..................................O... ...................................... ..........................O........... ..........................OO.......... .........O...............O.O.......... .........O.O.......................... .........OOO.......................... ...........O.......................OO. ....................................O. .................................OOO.. .................................O.... ...................................... ..OO.................................. ...O.................................. OOO....................OO............. O......................O.............. ........................OOO........... ..........................O...........
This term is also sometimes used to refer to any mechanism that cleanly suppresses a Herschel. These usually allow the Herschel's first natural glider to escape, so they are more commonly classified as converters. See SW-2.
:Herschel-to-glider The largest category of elementary conduit. Gliders are very common and self-supporting, so it's much easier to find these than any other type of output signal. A large collection of these H-to-G converters has been compiled, with many different output lanes and timings. These can be used to synchronize multiple signals to produce gun patterns or complex logic circuitry. See NW31T120 for an example.
:Herschel track A track for Herschels. See also B track.
:Herschel transceiver An adjustable Herschel conduit made up of a Herschel transmitter and a Herschel receiver. The intermediate stage consists of a tandem glider - two gliders on parallel lanes - so that the transmitter and receiver can be separated by any required distance. The conduit may be stable, or may contain low-period oscillators.
:Herschel transmitter Any Herschel-to-two-glider converter that produces a tandem glider that can be used as input to a Herschel receiver. If the gliders are far enough apart, and if one of the gliders is used only for cleanup, then the transmitter is ambidextrous: with a small modification to the receiver, a suitably oriented mirror image of the receiver will also work.
The following diagram shows a stable Herschel transmitter found by Paul Callahan in May 1997:
......OO........... .....O.O........... ...OOO............. ..O...O......O..... ..OO.OO......OOO... .............O.O... ...............O... ................... ................... OO.O............... O.OO............... ................... ................... ................... ...............OO.. ...............O... ................OOO ..................OExamples of small reversible p6 and p7 transmitters are also known, and more recently several alternate Herschel transceivers have been found with different lane spacing, e.g., 0, 2, 4, 6, and 13.
:Hertz oscillator (p8) Compare negentropy, and also cauldron. Found by Conway's group in 1970.
...OO.O.... ...O.OO.... ........... ....OOO.... ...O.O.O.OO ...O...O.OO OO.O...O... OO.O...O... ....OOO.... ........... ....OO.O... ....O.OO...
:hexadecimal = beehive and dock
:hexaplet Any 6-cell polyplet.
:hexapole (p2) The barberpole of length 6.
OO....... O.O...... ......... ..O.O.... ......... ....O.O.. ......... ......O.O .......OO
:hexomino Any 6-cell polyomino. There are 35 such objects. For some examples see century, stairstep hexomino, table, toad and Z-hexomino.
:HF = honey farm
:H-heptomino Name given by Conway to the following heptomino. After one generation this is the same as the I-heptomino.
OO.. .O.. .OOO ..O.
:high-bandwidth telegraph (p960, p30 circuitry) A variant of the telegraph constructed by Louis-François Handfield in February 2017, using periodic components to achieve a transmission rate of one bit per 192 ticks. The same ten signals are sent as in the original telegraph and the p1 telegraph, but information is encoded more efficiently in the timing of those signals. Specifically, the new transmitter sends five bits every 960 ticks by adjusting the relative timings inside each of the five mirror-image paired subunits of the composite signal in the beehive-chain lightspeed wire fuse.
:highway robber Any mechanism that can retrieve a signal from a spaceship lane while allowing spaceships on nearby lanes to pass by unaffected. In practice the spaceship is generally a glider. The signal is removed from the lane, an output signal is generated elsewhere, and the highway robber returns to its original state. A competent highway robber does not affect gliders even on the lane adjacent to the affected glider stream, except during its recovery period.
A perfect highway robber doesn't affect later gliders even in the lane to which it is attached, even during its recovery period. Below is a near-perfect highway robber "bait" that requires three synchronized signals to rebuild (the Herschel, B-heptomino, and glider.) The glider at the top right passes by unharmed, but another glider following on the same lane 200 ticks later will be cleanly reflected to a new path, and another glider following that one will also pass by unharmed. The only imperfection is a few ticks at the very end of the reconstruction, as the beehive is being rebuilt:
......................O...........O......... ......................OOO.......O.O......... .........OO...OO.........O.......OO......... .........OO...OO........OO.................. ............................................ ............................................ ..OO........................................ ...O........................................ ...O.O...................................... ....OO...................................... ............................................ ............................................ ............................................ ............................................ ............................................ ............................................ .......OO................................... ........O................................... .....OOO.................................... .....O...................................... ............................................ ............................................ ............................................ ............................................ ............................................ ............................................ ....................OO...................... ....................OO...................... ............OO.............................. .............O.............................. O.........OOO............................... OOO.......O................................. ...O........................................ ..OO........................................ ............................................ ............................................ ............................................ ............................................ ...........O...........OO...............OO.. .........OOO..........O.O...............OO.. .........O.O............O................... .........O.....................OO.O.......O. ...............................O.OO......OOO ........................................OO.O ............................................ .............................OO............. .............................OO............. .......................OO................... .......................OO................... ............................................ ............................................ .........................OO................. ..................OO.....OO................. ..................OO........................
:hivenudger (c/2 orthogonally, p4) A spaceship found by Hartmut Holzwart in July 1992. (The name is due to Bill Gosper.) It consists of a pre-beehive escorted by four LWSS. In fact any LWSS can be replaced by a MWSS or a HWSS, so that there are 45 different single-hive hivenudgers.
OOOO.....O..O O...O...O.... O.......O...O .O..O...OOOO. ............. .....OO...... .....OO...... .....OO...... ............. .O..O...OOOO. O.......O...O O...O...O.... OOOO.....O..OWider versions can be made by stabilizing the front of the extended "pre-beehive", as in the line puffer shown below.
.........O.O.................. ........O..O.................. .......OO..................... ......O...O................... .....OOO.O.................... ..OO.......................... .O...OOOOO.......OOOO.....O..O O...O............O...O...O.... O.....OO.........O.......O...O OOO...OOOO........O..O...OOOO. .O.......O.................... .OO...................OO...... .O.O..................OO...... .OO..OO.O........O.O..OO...... ..O.OOO.O...O.OOOO.O..OO...... .........OO.O.OO..O...OO...OOO ....OOOOOO.OO...OOOO..OO...OOO .....O....OOO......O..OO...OOO ......OO.....OO..OO...OO...... .......O..O.....OOOO..OO...... ........O.O.OO.....O..OO...... ......................OO...... .............................. ..................O..O...OOOO. .................O.......O...O .................O...O...O.... .................OOOO.....O..O
:honey bit A block and pond constellation used in the OTCA metapixel by Brice Due in 2006, to store and retrieve a bit of data - specifically, the presence or absence of a neighbor metacell. The "0" state of the honey bit memory unit is a simple beehive, which is also the source of the name.
An input glider collides with the beehive to convert it into the honey bit constellation, which can be thought of as a value of "1" stored in the memory unit. A passing LWSS can then test for the presence of the pond. If a collision occurs, the LWSS and the honey bit constellation are mutually annihilated, leaving just the original beehive. Below is the honeybit constellation with the two reactions occurring in the opposite order - test, then reset.
.O............... ..O.............. OOO.............. ................. ............OOOO. ............O...O ............O.... .............O..O ................. ..........OO..... .........O..O.... .........O..O.... ..........OO..... ................. ................. .........OO...... .........OO......If the pond is not present, the LWSS passes by the beehive without affecting it. Thus a test input has an output for the "0" case, but not for the "1" case. For an alternative memory-unit mechanism with both "0" and "1" outputs, see demultiplexer.
The honey bit is also an interesting eater for the HWSS as shown below. An HWSS colliding with the pond happens to create the exact same reset glider used in the above memory unit.
..OO........... O....O......OO. ......O....O..O O.....O....O..O .OOOOOO.....OO. ............... ............... ...........OO.. ...........OO..
:honeycomb (p1)
..OO.. .O..O. O.OO.O .O..O. ..OO..
:honey farm (p1) A common formation of four beehives.
......O...... .....O.O..... .....O.O..... ......O...... ............. .OO.......OO. O..O.....O..O .OO.......OO. ............. ......O...... .....O.O..... .....O.O..... ......O......
:hook Another term for a bookend. It is also used for other hook-shaped things, such as occur in the eater1 and the hook with tail, for example.
:hook with tail (p1) For a long time this was the smallest still life without a well-established name. It is now a vital component of the smallest known HWSS gun, where it acts as a rock.
O.O.. OO.O. ...O. ...OO
:houndstooth agar The p2 agar that results from tiling the plane with the following pattern.
.OOO .O.. ..O. OOO.
:house The following induction coil. It is generation 3 of the pi-heptomino. See spark coil and dead spark coil.
.OOO. O...O OO.OO
:H-to-G A Herschel-to-glider converter.
:H-to-MWSS A Spartan converter found by Tanner Jacobi in October 2015, which converts an input Herschel to a middleweight spaceship. The key discovery was a very small but slightly dirty H-to-MWSS conduit, where a Herschel is catalyzed to produce an MWSS but also leaves behind a beehive. Prefixing two R64 conduits to this produces a composite converter that successfully deletes the beehive in advance, using the input Herschel's first natural glider.
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:hustler (p3) Found by Robert Wainwright, June 1971.
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:hustler II (p4)
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:HW emulator (p4) Found by Robert Wainwright in June 1980. See also emulator.
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:HWSS (c/2 orthogonally, p4) A heavyweight spaceship, the fourth most common spaceship. Found by Conway in 1970 by modifying a LWSS. See also MWSS.
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The HWSS possesses both a tail spark and a domino belly spark which can easily perturb other objects as it passes by. The spaceship can also perturb some objects in additional ways. For examples, see puffer and glider turner.
Dave Buckingham found that the HWSS can be synthesized using three gliders as shown below:
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:HWSS emulator = HW emulator
:HW volcano (p5) A p5 domino sparker, found by Dean Hickerson in February 1995.
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:hybrid grey ship A grey ship containing more than one type of region of density 1/2, usually a combination of a with-the-grain grey ship and an against-the-grain grey ship.