Awesomeness wrote:...I see eight billion .rle's in Hersrch. Could you please paste the basic conduits into this thread for me?
What! And give away all the carefully guarded secrets of the Herschel Plumbers' Guild -- just like that?
... Well, okay -- but only because you said "please".
The following is a fairly complete "stamp collection" of the Herschel conduits that Hersrch knows about. Have been planning to clean this up and publish it for some years now, actually -- thanks for giving me an excuse to finally work on it! There's some more cleanup to do; for example, I'd like to see a version showing the "envelopes" of all the active reactions (the blue cells, after you run this pattern for a while.)
I didn't limit the stamp collection to just the "basic conduits", so if you want a less cluttered collection, just delete all the periodic conduits (the ones with a "p" in the name).
On the other hand, Hersrch only knows about non-adjustable conduits, so there's another whole collection of useful components that's not represented here. Not to mention the various switches and period multipliers and signal splitters and Herschel-to-glider converters and so on. I can try to post some follow-up stamp collections on request, along these lines, if someone else doesn't beat me to it --
Code: Select all
#C Herschel conduit stamp collection in LifeHistory format, based on
#C Karel Suhajda's herschel.lif (came with his Hersrch utility).
#C
#C F = forward, L = left, R = right, B = back, x = flipped output.
#C
#C Conduits are labeled with the number of ticks needed to produce
#C the output. Numbers in parentheses are the conduit's recovery
#C time. "pN" denotes a periodic conduit; oscillators are timed
#C to work with the input Herschel.
#C
#C Ghost output Herschels are used to avoid interference with inputs.
#C Ghost input Herschels are used only in conduits that interfere
#C with the input before the standard 7-cell Herschel phase.
#C In these cases, a reference pattern has been added under the
#C label to show an alternate input object. In the case of the
#C 'dependent conduit' variants, this is a 3-tick predecessor of
#C a Herschel, so if you use this in a periodic conduit, you'll
#C also have to rephase the oscillators by 3 ticks to match.
#C
#C When copying conduits out of the stamp collection, avoid
#C selecting the gray cells from the bounding boxes -- these allow
#C the stamp collection to be run without gliders from one conduit
#C affecting the reactions in other conduits. There are also extra
#C gray cells along the boundaries to suppress output Herschels;
#C these may cause unexpected behavior if copied to other patterns.
#C
#C Dave Greene, 19 September 2010
x = 571, y = 760, rule = LifeHistory
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3.D.D5.D.D39.2A8.F61.A15.F.F6.D19.D51.A15.F$70.90F.F86.F54.A10.2A8.F
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79.F19.D74.F$161.F4.D4.D.D4.D.D8.D58.F2.D4.D18.D48.F79.F94.F$161.F63.
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2.D14.D12.D28.A34.F$161.F72.A2.A.A.2A5.F17.D3.D22.E.E28.F79.F11.D9.D
3.D24.2A7.A34.F$161.F72.2A3.A.A6.F3.D3.D2.D.D.D4.D5.D18.3E28.F79.F2.D
6.D6.D13.D20.A42.F$161.F76.A3.A5.F46.E28.F79.F21.D3.D25.A.A40.F$161.F
3.D3.D6.D3.D.D4.D47.A2.A.2A6.F75.F79.F2.D4.D7.D14.D21.2A40.F$161.F72.
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7.F75.F79.F3.D3.D.D.D3.D7.D5.D64.F$161.F53.E.E20.2A8.F75.F79.F94.F$
161.F2.D4.D2.D3.D3.D.D5.D26.3E30.F75.F79.F94.F$161.F55.E30.F75.F79.F
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2A17.F75.F79.F52.E41.F$161.F3.D3.D6.D3.D.D4.D41.A18.F62.2A11.F79.F52.
E.E23.2A14.F$161.F68.3A15.F62.A.A10.F79.F52.3E23.2A14.F$161.F70.A15.F
50.2A12.A10.F79.F54.E39.F$161.F86.F50.3A11.2A9.F79.F94.F$161.F86.F44.
2A2.A2.A.A13.A7.F79.F94.F$161.F86.F44.2A2.2A2.2A21.F79.F94.F$161.F86.
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94.F$161.F74.F11.F75.F79.F59.A2.A31.F$161.F86.F75.F79.F59.A11.A22.F$
161.F86.F75.F79.F58.A4.A30.F$161.F4.D.D2.D.D.D9.D.D.D58.F75.F79.F57.A
.A2.2A8.A21.F$161.F2.D83.F75.F79.F51.2A2.2A.A15.A19.F$161.F9.D13.D62.
77F79.F47.A3.2A41.F$161.F2.D59.2A3.2CD16.F61.F13.F79.F46.A.A26.A18.F$
161.F4.D4.D.D4.D.D4.D.D36.2A4.C17.F75.F79.F45.A.A7.A2.A35.F$161.F2.D
3.D6.D6.D6.D40.3C15.F75.F79.F45.A11.2A18.3C14.F$161.F16.D69.F2.D.D.D
2.D.D12.D50.F79.F44.2A31.C16.F$161.F2.D3.D6.D6.D6.D38.A19.F22.D3.D48.
F79.F76.2CD15.F$161.F4.D4.D.D4.D.D4.D.D60.F5.D6.D62.F79.F94.F$161.F
65.A10.2A8.F22.D3.D27.2CD18.F79.F94.F$161.F16.D46.A11.A2.A7.F4.D6.D3.
D.D6.D30.C19.F79.F94.F$161.F74.A4.A6.F19.D6.D28.3C17.F79.F94.F$161.F
16.D45.A10.A6.A5.F3.D8.D2.D59.F79.F94.F$161.F73.A6.A5.F19.D6.D26.A21.
F79.F83.F10.F$161.F74.A4.A6.F3.D5.D.D3.D.D4.D.D50.F79.96F$161.F75.A2.
A7.F52.A22.F79.F94.F$161.F3.D3.D2.D.D.D4.D5.D50.2A8.F15.D34.A24.F79.F
94.F$161.F17.D3.D64.F75.F79.F4.D4.D3.D.D10.D3.D.D61.F$161.F2.D4.D2.D
15.D28.E30.F15.D33.A13.2A10.F79.F2.D3.D87.F$161.F17.D3.D33.E.E28.F63.
2A10.F79.F9.D2.D3.D9.D2.D3.D60.F$161.F2.D4.D2.D.D13.D28.3E28.F75.F79.
F6.D71.A15.F$161.F14.D2.D3.D35.E28.F61.6A8.F79.F4.D4.D3.D.D3.D.D4.D2.
D3.D42.3A15.F$161.F2.D4.D18.D59.F3.D3.D4.D6.D.D3.D35.A2.A2.A7.F79.F
23.D51.A18.F$161.F14.D2.D3.D47.2A15.F10.D3.D2.D45.A.2A8.F79.F2.D6.D2.
D3.D2.D6.D2.D3.D41.2A17.F$161.F3.D3.D2.D.D6.D5.D43.A16.F2.D4.D18.D35.
A.A2.3A5.F79.F23.D70.F$161.F70.3A13.F14.D2.D43.2A.A.A2.A5.F79.F2.D.D.
D2.D3.D.D3.D.D4.D3.D.D52.2A7.F$161.F72.A13.F2.D4.D4.D6.D6.D35.A3.A8.F
79.F85.A8.F$161.F86.F17.D3.D41.2A.A.A6.F79.F19.D63.A.A8.F$161.F86.F2.
D4.D2.D15.D15.E21.A2.2A6.F79.F83.2A9.F$161.F86.F17.D3.D20.E.E17.A.A
10.F79.F19.D74.F$161.F86.F3.D3.D2.D.D.D4.D5.D16.3E17.2A11.F79.F94.F$
161.F86.F44.E30.F79.F94.F$161.88F75.F79.F3.D5.D4.D.D.D4.D5.D64.F$161.
F69.F16.F75.F79.F7.D3.D9.D3.D33.A34.F$161.F86.F75.F79.F2.D14.D12.D28.
A34.F$161.F86.F75.F79.F11.D9.D3.D24.2A7.A34.F$161.F86.F56.2A17.F79.F
2.D6.D6.D13.D20.A42.F$161.F4.D.D2.D.D.D9.D.D.D58.F56.A18.F79.F21.D3.D
25.A.A40.F$161.F2.D83.F57.3A15.F79.F2.D4.D7.D14.D21.2A40.F$161.F9.D
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I've generally found it much easier to work on Herschel circuitry using the LifeHistory rule, with conduits that include the envelope cells so I can see where the active reaction will go and avoid any collisions. In my conduit collection, both the start and end Herschels have been converted to "ghost" Herschels, so I can string together conduits without stopping to delete extra Herschels. Then when the pattern is complete and working, I convert it back to two-state B3/S23.
I had to use ghost output Herschels in the above pattern, since otherwise in many cases they would have interfered with the input Herschels. Also, in a few cases -- the "dependent" conduits and one of the periodic ones -- I had to use ghost input Herschels as well. Those conduits in the stamp collection don't run the way the others do, because they start interfering with the input Herschel
before it reaches the canonical 7-bit phase -- so starting from a normal Herschel doesn't work. There's a reference pattern under the label in those cases, showing the input object that you should start with instead.
Here's a Python script to convert a LifeHistory pattern into plain-vanilla Life:
Code: Select all
# Switch current pattern to standard Conway's Life rule
# Author: Dave Greene, April 2009.
import golly as g
if g.getrule()=="LifeHistory" or g.getrule()=="HistoricalLife":
# unmark any marked cells
cells=g.getcells(g.getrect())
for i in xrange(2,len(cells), 3):
cells[i]=cells[i]%2
g.select(g.getrect())
g.clear(0)
g.select([])
g.putcells(cells)
g.setrule("Life")
g.setalgo("HashLife")
This will remove all the labels and bounding boxes in the above pattern, though. So if you just don't like the LifeHistory rule, you're probably better off converting the pattern with a straight copy/paste operation into a B3/S23 universe (may have to be non-empty, depending on your Golly Preferences > Edit settings). Or use Control > Set Rule.
But again, if you're going to do much Herschel engineering, I'd recommend trying to get used to working in LifeHistory. For anyone running a pre-2.0 version of Golly... well, it might be time to upgrade! If there are any problems with the stamp collection, please let me know -- I can certainly post a version in a different format if necessary.
Keep the cheer,
DaveG
Edit: added a few missing periodic conduits to the stamp-collection pattern: Fx177p6, Fx78p8, Lx73p5.