dvgrn wrote: ↑April 20th, 2020, 6:14 pm
Did you check the 10hd Demonoid? I seem to recall that tookit is even faster (but it has twice as much to build, so it ends up in second place overall.)
It's about 700 ticks per glider. I remember the advantage being greater but maybe I added more elbow varieties to the 0hd toolkit than the 10hd.
simsim314 wrote:Have you taken into account the complexity of self destruct mechanism?
I did investigate a re-make of the 0hd-Demonoid with simeks' GoL-destroy and calcyman's slmake. From memory, the self-destruct could be done with around 10SL which is less than half of the cost of the actual unit. Together with slmake I remember that an updated 0hd-Demonoid could be constructed in almost exactly half as many gliders as in the original.
simsim314 wrote:Anyway I like the idea of simplistic design and complex code instead of optimal replication time.
I agree. A stripped down p30 Demonoid would be very nice to look at.
....
Now that I came back to thinking about this stuff I realised that the idea of two identical co-operating units is perfectly feasible to make an oblique spaceship instead of just diagonal. The deviation from diagonal is quite small though. Let me explain with a pattern:
Code: Select all
x = 590, y = 525, rule = LifeHistory
153.2A$153.2A5.2A$84.A75.2A$82.3A42.A$81.A43.3A$81.2A41.A33.2A$66.2A
56.2A32.2A$67.A96.2A$67.A.2A93.2A$68.A2.A$69.2A$84.2A13.2A$84.2A13.2A
26.2A$127.2A5$68.2A$68.2A17.2A.A6.2A$87.2A.3A3.A.A38.2A$93.A2.A41.A
28.2A$87.2A.3A2.2A25.2A11.3A29.A$88.A.A31.2A11.A29.A.A$76.2A10.A.A74.
2A$76.2A11.A$108.2A$109.A$106.3A$106.A$118.2A$118.A$119.3A$121.A3$
147.2A15.2A$146.A.A15.2A$146.A25.2A$145.2A25.A$170.A.A$170.2A5$152.2A
$153.A$153.A.A$154.2A12$155.2A15.2A$155.2A15.A.A$147.2A25.A$87.2A59.A
25.2A$87.2A5.2A52.A.A$18.A75.2A53.2A$16.3A42.A$15.A43.3A$15.2A41.A33.
2A$2A56.2A32.2A$.A96.2A47.2A$.A.2A93.2A48.A$2.A2.A129.2A11.A.A$3.2A
131.A12.2A$18.2A13.2A101.A.A$18.2A13.2A26.2A74.2A2.2A$61.2A78.2A4$
136.2A4.2A$2.2A132.2A4.2A$2.2A17.2A.A6.2A$21.2A.3A3.A.A38.2A$27.A2.A
41.A28.2A$21.2A.3A2.2A25.2A11.3A29.A94.A$22.A.A31.2A11.A29.A.A94.3A$
10.2A10.A.A74.2A98.A22.A$10.2A11.A113.2A59.2A20.3A$42.2A92.A.A80.A$
43.A92.A82.2A$40.3A92.2A$40.A198.A$52.2A183.3A$52.A183.A$53.3A167.2A
11.2A14.2A$55.A167.2A27.2A3$81.2A15.2A158.2A$80.A.A15.2A158.2A$80.A
25.2A146.2A$79.2A25.A147.2A$104.A.A$104.2A92.2A$198.2A11.2A$211.A47.
2A$212.3A44.2A$214.A$86.2A$87.A98.2A6.2A$87.A.A96.A7.A$88.2A97.3A5.3A
25.2A$189.A7.A26.A$221.3A$221.A2$178.2A$178.2A3.2A$183.2A3$170.2A12.
2A53.2A$171.A6.2A4.A53.A.A$89.2A15.2A60.3A7.2A5.3A50.A$89.2A15.A.A59.
A18.A49.2A$81.2A25.A$82.A25.2A$82.A.A$83.2A3$247.2A$247.2A7.2A$81.2A
173.A$82.A171.A.A$69.2A11.A.A169.2A$70.A12.2A152.2A$70.A.A164.2A$71.
2A2.2A150.2A$75.2A151.A$228.A.A$229.2A2$70.2A4.2A$70.2A4.2A4$130.A$
130.3A$133.A22.A76.2A$71.2A59.2A20.3A75.A.A$70.A.A80.A78.A$70.A82.2A
76.2A$69.2A$173.A$171.3A$170.A$157.2A11.2A14.2A$157.2A27.2A60.2A$248.
2A$240.2A$192.2A47.A$192.2A44.3A$188.2A48.A$188.2A$239.A$132.2A104.A.
A$132.2A11.2A91.A.A$145.A47.2A41.3A.2A$146.3A44.2A40.A$148.A87.3A.2A$
238.A.2A$120.2A6.2A$120.A7.A119.2A$121.3A5.3A25.2A89.2A7.2A$123.A7.A
26.A98.A$155.3A97.A.A$155.A99.2A2$112.2A$112.2A3.2A$117.2A116.2A$235.
2A2$104.2A12.2A53.2A$105.A6.2A4.A53.A.A$102.3A7.2A5.3A50.A$102.A18.A
49.2A78.A$250.A.A$241.2A7.A.A$241.2A8.A$252.3A$254.A2$181.2A$181.2A7.
2A$190.A$188.A.A$188.2A$171.2A$171.2A$161.2A$162.A$162.A.A$163.2A9$
167.2A$166.A.A$166.A$165.2A6$182.2A$182.2A$174.2A$175.A$172.3A$172.A
2$173.A$172.A.A$172.A.A$170.3A.2A$169.A$170.3A.2A$172.A.2A2$182.2A$
182.2A7.2A$191.A$189.A.A$189.2A4$169.2A$169.2A5$185.A$184.A.A$175.2A
7.A.A$175.2A8.A$186.3A$188.A9.2A$198.A.A$198.A3$333.2A$333.A.A146.2A$
333.A148.2A5.2A$413.A75.2A$411.3A42.A$410.A43.3A$410.2A41.A33.2A$395.
2A56.2A32.2A$396.A96.2A$396.A.2A93.2A$397.A2.A$398.2A$413.2A13.2A$
413.2A13.2A26.2A$456.2A5$397.2A$397.2A17.2A.A6.2A$416.2A.3A3.A.A38.2A
$422.A2.A41.A28.2A$416.2A.3A2.2A25.2A11.3A29.A$417.A.A31.2A11.A29.A.A
$405.2A10.A.A74.2A$405.2A11.A$437.2A$438.A$435.3A$435.A$447.2A$447.A$
448.3A$450.A3$476.2A15.2A$475.A.A15.2A$475.A25.2A$474.2A25.A$499.A.A$
499.2A5$481.2A$482.A$482.A.A$483.2A12$484.2A15.2A$484.2A15.A.A$476.2A
25.A$416.2A59.A25.2A$416.2A5.2A52.A.A$347.A75.2A53.2A$345.3A42.A$344.
A43.3A$344.2A41.A33.2A$329.2A56.2A32.2A$330.A96.2A47.2A$330.A.2A93.2A
48.A$331.A2.A129.2A11.A.A$332.2A131.A12.2A$347.2A13.2A101.A.A$347.2A
13.2A26.2A74.2A2.2A$390.2A78.2A4$465.2A4.2A$331.2A132.2A4.2A$331.2A
17.2A.A6.2A$350.2A.3A3.A.A38.2A$356.A2.A41.A28.2A$350.2A.3A2.2A25.2A
11.3A29.A94.A$351.A.A31.2A11.A29.A.A94.3A$339.2A10.A.A74.2A98.A22.A$
339.2A11.A113.2A59.2A20.3A$371.2A92.A.A80.A$372.A92.A82.2A$369.3A92.
2A$369.A198.A$381.2A183.3A$381.A183.A$382.3A167.2A11.2A14.2A$384.A
167.2A27.2A3$410.2A15.2A158.2A$409.A.A15.2A158.2A$409.A25.2A146.2A$
408.2A25.A147.2A$433.A.A$433.2A92.2A$527.2A11.2A$540.A47.2A$541.3A44.
2A$543.A$415.2A$416.A98.2A6.2A$416.A.A96.A7.A$417.2A97.3A5.3A25.2A$
518.A7.A26.A$550.3A$550.A2$507.2A$507.2A3.2A$512.2A3$499.2A12.2A53.2A
$500.A6.2A4.A53.A.A$418.2A15.2A60.3A7.2A5.3A50.A$418.2A15.A.A59.A18.A
49.2A$410.2A25.A$411.A25.2A$411.A.A$412.2A3$576.2A$576.2A7.2A$410.2A
173.A$411.A171.A.A$398.2A11.A.A169.2A$399.A12.2A152.2A$399.A.A164.2A$
400.2A2.2A150.2A$404.2A151.A$557.A.A$558.2A2$399.2A4.2A$399.2A4.2A4$
459.A$459.3A$462.A22.A76.2A$400.2A59.2A20.3A75.A.A$399.A.A80.A78.A$
399.A82.2A76.2A$398.2A$502.A$500.3A$499.A$486.2A11.2A14.2A$486.2A27.
2A60.2A$577.2A$569.2A$521.2A47.A$521.2A44.3A$517.2A48.A$517.2A$568.A$
461.2A104.A.A$461.2A11.2A91.A.A$474.A47.2A41.3A.2A$475.3A44.2A40.A$
477.A87.3A.2A$567.A.2A$449.2A6.2A$449.A7.A119.2A$450.3A5.3A25.2A89.2A
7.2A$452.A7.A26.A98.A$484.3A97.A.A$484.A99.2A2$441.2A$441.2A3.2A$446.
2A116.2A$564.2A2$433.2A12.2A53.2A$434.A6.2A4.A53.A.A$431.3A7.2A5.3A
50.A$431.A18.A49.2A78.A$579.A.A$570.2A7.A.A$570.2A8.A$581.3A$583.A2$
510.2A$510.2A7.2A$519.A$517.A.A$517.2A$500.2A$500.2A$490.2A$491.A$
491.A.A$492.2A9$496.2A$495.A.A$495.A$494.2A6$511.2A$511.2A$503.2A$
504.A$501.3A$501.A2$502.A$501.A.A$501.A.A$499.3A.2A$498.A$499.3A.2A$
501.A.2A2$511.2A$511.2A7.2A$520.A$518.A.A$518.2A4$498.2A$498.2A5$514.
A$513.A.A$504.2A7.A.A$504.2A8.A$515.3A$517.A!
Because we are no longer working diagonally we need Gemini-style units that can accept commands from either direction. But this all seems to work out fine: the construction lanes are 2hd apart and the next unit is constructed 2hd away from the previous one.
At the south side the newer unit is sticking out more than the old one and so simple NW31 edge shooters are not feasible. Fx119 based edge shooters are used instead. This appears to have two benefits. 1. The extra Fx77's I added mean that the period is a now a multiple of 8. 2. There is less construction happening near the construction lane.
This seems no more than 3 times as complicated as the 0hd-Demonoid so I would be confident this would have period less than one million if completed.
EDIT: I forgot that the use of Fx119's increases the recovery time from 153 to 158 but this shouldn't affect my estimate in a big way.
EDIT2: Population of stuff to be constructed at each step is 388 vs 122 in the 0hd-Demonoid, so in fact it is probably slightly more than 3 times more complicated.