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B26/S345/C5

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B26/S345/C5

Postby flipper77 » February 12th, 2011, 5:47 pm

This generations rule is similar to Starwars, except for the fact that there's an extra state, and a births can occur with 6 neighbors, it's called Transers. Here's what it looks like
x = 284, y = 239, rule = 345/26/5
225.2A$224.4A$223.A.2A$222.3A2CB$221.A.3ABA$221.3AC2.D$220.3ACBCDC$
220.2ACB.AB$219.B3A.C$218.ACBC.D.2D$219.B2AB3.C$219.A.A5$217.D$218.C
11.2A$218.B2D8.A2B$218.A2C7.AB2C$219.2B7.BC2D$219.2A6.ACD$227.BD$226.
AC$226.BD$225.AC$200.ABCD21.BD$199.ABCD22.C$199.ABCD22.D2$168.2A$167.
A2B32.D$158.ABCD5.B2C15.A$158.ABCD5.C2D14.3A$167.D17.A16.D5.D2$211.CD
AB.A$211.D.BC3A$188.A.CB.D17.D.BC3A$186.2ABADC18.CDAB.A$185.A.ABADC
20.DCBA$184.3ACA.CB.D$184.3ACB.DBADC82.CDAB.A$185.A.BADC86.D.BC3A$
277.D.BC3A$277.CDAB.A7$119.B.CB2.D$119.C2A.AC2D$120.3A$119.D.A.C$120.
CAB.D.D$125.C13.2A$139.3A$138.ABA$139.2AC$138.C2D.B$138.BABC$140.BA$
138.2D$139.C8$234.A.D$233.B.A.C$233.C3AB42.DCBA$169.A63.3A.A42.DCBA$
168.3A63.CA43.DCBA$169.A4$199.D18.DCBA$33.ABCD112.2A48.C18.DCBA$32.AB
CD113.2BA47.B2D$31.ABCD114.2CB47.A2C$30.ABCD115.2DCA47.2B$29.ABCD118.
DB47.2A$28.ABCD120.C$27.ABCD121.D102.DCBA$26.ABCD226.DCBA$25.ABCD229.
DCBA$24.ABCD231.DCBA$23.ABCD233.DCBA$22.ABCD234.DCBA$21.ABCD124.C$20.
ABCD125.2D$19.ABCD131.ABCD$18.ABCD127.2A3.ABCD$17.ABCD128.2B4.ABCD$
16.ABCD129.2C5.ABCD$15.ABCD130.2D6.ABCD$14.ABCD140.ABCD11.D$13.ABCD
132.2A22.C2.D$12.ABCD133.2B22.B2DC$11.ABCD134.2C22.A2CB$10.ABCD135.2D
23.2BA$9.ABCD161.2A$8.ABCD137.2A$7.ABCD138.2B$6.ABCD139.2C95.A$5.ABCD
140.2D94.3A$4.ABCD140.A95.3A$3.ABCD77.A.CB.D57.B.A.A93.A$2.ABCD76.2AB
ADBAC57.C3AB$.ABCD77.2AB2AC.2D57.2A.C$ABCD79.A.A4.C56.BC.D$ABCD84.D$.
ABCD23$124.DCBA$124.DCBA19$153.2D40.A$153.2C39.3A$153.2B40.A$153.2A2$
113.ABCD$113.ABCD116.CDAB.A$233.D.BC3A$130.A.BADC97.D.BC3A$129.3ACB.D
28.D68.CDAB.A$129.3ACB.D28.C$130.A.BADC28.BD$164.ACD$165.BC2D$165.AB
2C$166.A2B$167.2A36$196.D$195.DC$194.DCB$193.DCBA$165.2D25.DCBA$165.
2C24.DCBA$165.2B23.DCBA$165.2A22.DCBA$188.DCBA$187.DCBA$186.DCBA$185.
DCBA$184.DCBA$183.DCBA$182.DCBA$181.DCBA$180.DCBA$179.DCBA$178.DCBA$
177.DCBA$171.D4.DCBA$171.CD2.DCBA$171.BC2DCBA$171.AB2CBA$172.A2BA$
173.2A!

I believe this rule can exhibit very interesting behavior. I'd like to start off with a few patterns I found, first off here's a breeder I found.
x = 71, y = 142, rule = 345/26/5
65.2A$64.4A$65.BA$64.3AC$65.AD.B$65.2AC$63.DB2A$65.2A$65.2BD$63.6A$
62.2A.2D.2A$61.A.2A2C2A.A$60.ABABA2.ABAB$59.ABC.2A2.AB.C$59.B.C2DBA.A
DAD$59.CB3DC2.2AB$59.DB2D.D2AD$60.CBC2.2A2.D$60.BACBD2AD$61.D.D.2D.D$
57.2A5.C3.DC$57.2BA$57.2CB$57.2DC$59.D3.D3.DC$64.D4.D$64.D5.C$63.D2.
2D.D$67.C3$60.D3$60.2A$60.2B2.C2DC$60.2C.AD2.D$60.2DBA.2BA$62.C2A2CB$
62.DB.2A$65.3A$65.2A6$57.2A$57.2BA$57.2CBA$57.2DCB$59.DC$60.D9$60.2A$
60.3A$58.2ABA$57.5AC$56.A.2A2DAB$56.2ACAD2C$54.2A2B2A.B$53.5A2.A.A$
52.A.2A2DCDCB$52.2A2CBC2BA$50.2ABACB.A.A$49.5A.A$48.A.2A2DACBDC$48.2A
CADC.BD.D$46.2A2BAB.BA2.C4.D$45.3ABA2.CDC13.2A$44.A.2ADA.DB14.A2B$44.
2A2CACBDC.D12.B2C$42.2ABACB.AD9.D6.C2D$41.5A.A2.C16.D$40.A.2A2DBCBD$
40.2ACADC2AD$38.2A2B2A.BA.C$37.5A2.ACB2.D.BC.D$36.A.2A2DCDBADA4.2AB$
36.2A2CBCB3A.CB2.C2A$34.2ABACB.A3.DCDC2.B.C$33.5A.BA.CD2C2B$32.A.2A2D
BD.DC2.B.A$32.2ACADC2A8.D$30.2A2B2A.CB.D$29.3ABA2.B.D2.C$28.A.2ADA.DA
C.CDB$28.2A2CAC.CB3.C$26.2ABACB2.D.D2.D$25.5A.BA.C$24.A.2A2DADC.D$24.
2ACADC.B.BA$22.2A2B2A.B.ADCB$21.5A2.ACB.DC2A$20.A.2A2DCDBADA.CB$20.2A
2CBCB3A.CBD5.CDA$18.2ABACB.A3.DCD7.3AC$17.5A.A2.CD2CB8.D3A$16.A.2A2DB
CB.DC.BA8.C.C$16.2ACADCA.D7.D7.B$14.2A2BABACB.C27.AB$13.3ABA2.C.A.D4.
D17.ABCD.A.C$12.A.2ADA.D2B25.ABCD3AD$12.2A2CABADCA30.2AB$10.2ABACB2.C
4.D27.ABDA$9.5A.BA.BD.D$8.A.2A2DADADC$8.2ACADC.B23.2A$6.2A2B2A.B2.2AB
20.2B$5.5A2.ACB.2A21.2C$4.A.2A2DCDBADA.C21.2D$4.2A2CBCB3A.C.B$2.2ABAC
B.A3.DCDC$.5A.BA.CD2C2B11.D.BA$A.2A2DADC.DB.B.A10.C.2AD$BACADC.B.BCB
4.D9.BD3A$C.AB.BA.2DBA15.C.C$2D2.CDC2.C18.B$3.DB34.ABC$.D.DC.D27.ABCD
2.A.D$.D32.ABCD.3A$38.A.2AC$39.BC.B2$51.D.A$33.ABCD.ABCD.ABCD.ABC.A.B
$33.ABCD.ABCD.ABCD.ABC3AC$50.D.3A$52.AC3$15.2A$15.2B$15.2C$15.2D!

Here's another breeder I found
x = 15, y = 24, rule = 345/26/5
5.2A$4.4A$5.2A.A$4.B2C3A$4.AB3A.A$4.D2.C3A$4.CDCBC.3A$5.BA.B5A$7.C2.
2ACB$5.2DB3A.DC$5.C.A.A2.D$8.AD2.D$9.A.D$8.3ACBA$9.A.CA$4.ABCDB.D2BA$
4.ABA2CA.C$5.A.BC2ABA$6.AB.B.B2.D$ABCD4.ADC3.C$ABCD8.2DB$.AB2CDC6.C$
2.A2BD2.D.D$3.2A.CD.C!

Here's 5 guns, the first one is p5, the second is p10, the third is p15
x = 19, y = 86, rule = 345/26/5
12.BA$11.C.A.DCBA$11.D3ADCBA$11.B2A$11.ADBA6$8.CADC$8.D2A.B$8.5A$10.A
.A$9.DCB$13.D3.A$12.ACD.3A$3.A.D5.A2BCD.A$2.B.A.CBA.DCA.ABCBA$2.C3ACB
A.DCBA2.A$2.3A.D$3.CA2$8.BA$7.C.A.DCBA$7.D3ADCBA$7.B2A$7.ADBA8$12.DB.
D$13.2A.C$12.B3AB$12.A.A.AD$6.ADBA4.C3.C$6.B2A4.DCB2.D$6.D3ADCBA.D$6.
C.A.DCBA.DC$7.BA7$15.BA$11.A.DC.A.D$10.B.A2.3AC$10.C4A.A.B$11.A2.A2.A
$11.A2.A2.A$10.C4A.A.B$10.B.A2.3AC$11.A.DC.A.D$15.BA9$4.A$3.BCBA.D$2.
CD.DCBA$.D.ABA.DCBA$2C.A.CBA.DCBA$.4ADCBA.DCBA$AB.A.C.DCBA.DCBA$ABCAB
ABA.DCBA.DCBA$2.CD.DCBA.DCBA.DCBA$2.CD.DCBA.DCBA.DCBA$ABCABABA.DCBA.D
CBA$AB.A.C.DCBA.DCBA$.4ADCBA.DCBA$2C.A.CBA.DCBA$.D.ABA.DCBA$2.CD.DCBA
$3.BCBA.D$4.A!

Here is a unique extendable spaceship that I found
x = 19, y = 262, rule = 345/26/5
10.2A$10.2B$10.2C$8.2ADC$8.2A$7.ABA$8.2A$7.CDA$7.B2A$8.2A$7.D2A$8.3A$
8.AC.A$8.4A$8.A.2B2A$8.7A$8.A.2D2A.A$8.2ABA2CAB$8.AC2.BA.C$8.2A.D2.BD
$8.2A.CDCB$8.2A2.BAD$8.2ABA2.D$8.2ADA$8.AD2A$8.AB2A$8.AB$8.2A.DC$7.CD
.2A.B$7.C.5A$7.CD2.A.A$7.D.D2.B$7.BC3A.A$10.3A.DC$9.D.A2.C.B$9.C2.A2D
CA$8.B.2A2.2B$8.AC3ADC.A$8.AB.A.D.B$8.AB3.2C2.C$9.C2A.D2.2DB$7.D.4ACB
A.C$7.C3.A.CA$7.D4.D2BA$7.CD3A.C$8.C.3ABA$8.CD.A.B2.D$7.BCD2.C2A.CA$
7.AB.2A.B2D2B$8.AC4A2.CA$8.AB.A.A.D$8.AB2.B$9.C2A.A4.D$9.4A.DC$11.A2.
C.B$7.D4.A2DCA$7.CD3A2.2B$8.C.3ADC.A$8.CD.A.D.B$7.BCD3.2C2.C$7.AB.2A.
D2.2DB$8.AC3ACBA.C$8.AB.A.CA$8.AB2.D2BA$9.C2A.C$9.4ABA$11.A.B2.D$7.D
4.C2A.CA$7.CD3A.B2D2B$8.C.4A2.CA$8.CD.A.A.D$7.BCD2.B$7.AB.2A.A4.D$8.A
C3A.DC$8.AB.A2.C.B$8.AB2.A2DCA$9.C2A2.2B$9.4ADC.A$11.A.D.B$7.D5.2C2.C
$7.CD3A.D2.2DB$8.C.3ACBA.C$8.CD.A.CA$7.BCD2.D2BA$7.AB.2A.C$8.AC3ABA$
8.AB.A.B2.D$8.AB2.C2A.CA$9.C2A.B2D2B$9.5A2.CA$11.A.A.D$7.D4.B$7.CD3A.
A4.D$8.C.3A.DC$8.CD.A2.C.B$7.BCD2.A2DCA$7.AB.2A2.2B$8.AC3ADC.A$8.AB.A
.D.B$8.AB3.2C2.C$9.C2A.D2.2DB$9.4ACBA.C$11.A.CA$7.D4.D2BA$7.CD3A.C$8.
C.3ABA$8.CD.A.B2.D$7.BCD2.C2A.CA$7.AB.2A.B2D2B$8.AC4A2.CA$8.AB.A.A.D$
8.AB2.B$9.C2A.A4.D$9.4A.DC$11.A2.C.B$7.D4.A2DCA$7.CD3A2.2B$8.C.3ADC.A
$8.CD.A.D.B$7.BCD3.2C2.C$7.AB.2A.D2.2DB$8.AC3ACBA.C$8.AB.A.CA$8.AB2.D
2BA$9.C2A.C$9.4ABA$11.A.B2.D$7.D4.C2A.CA$7.CD3A.B2D2B$8.C.4A2.CA$8.CD
.A.A.D$7.BCD2.B$7.AB.2A.A4.D$8.AC3A.DC$8.AB.A2.C.B$8.AB2.A2DCA$9.C2A
2.2B$9.4ADC.A$11.A.D.B$7.D5.2C2.C$7.CD3A.D2.2DB$8.C.3ACBA.C$8.CD.A.CA
$7.BCD2.D2BA$7.AB.2A.C$8.AC3ABA$8.AB.A.B2.D$8.AB2.C2A.CA$9.C2A.B2D2B$
9.5A2.CA$11.A.A.D$7.D4.B$7.CD3A.A4.D$8.C.3A.DC$8.CD.A2.C.B$7.BCD2.A2D
CA$7.AB.2A2.2B$8.AC3ADC.A$8.AB.A.D.B$8.AB3.2C2.C$9.C2A.D2.2DB$9.4ACBA
.C$11.A.CA$7.D4.D2BA$7.CD3A.C$8.C.3ABA$8.CD.A.B2.D$7.BCD2.C2A.CA$7.AB
.2A.B2D2B$8.AC4A2.CA$8.AB.A.A.D$8.AB2.B$9.C2A.A4.D$9.4A.DC$11.A2.C.B$
7.D4.A2DCA$7.CD3A2.2B$8.C.3ADC.A$8.CD.A.D.B$7.BCD3.2C2.C$7.AB.2A.D2.
2DB$8.AC3ACBA.C$8.AB.A.CA$8.AB2.D2BA$9.C2A.C$9.4ABA2.B$11.A.B2.D2C$7.
D4.C2A.B.D$7.CD3A.B2DCD$8.C.4A$8.CD.A.A.D$7.BCD2.B$7.AB.2A.A$8.AC3A.D
C$8.AB.A2.C.B$8.AB2.A2DCA$9.C2A2.2B$9.4ADC.A$11.A.D.B$7.D5.2C2.C$7.CD
3A.D2.2DB$8.C.3ACBA.C$8.CD.A.CA$7.BCD2.D2BA$7.AB.2A.C$8.AC3ABA$8.AB.A
.B2.D$8.AB2.C2A.CA$9.C2A.B2D2B$9.5A2.CA$11.A.A.D$7.D4.B$7.CD3A.A4.D$
8.C.3A.DC$8.CD.A2.C.B$7.BCD2.A2DCA$7.AB.2A2.2B$8.AC3ADC.A$8.AB.A.D.B$
8.AB3.2C2.C$9.C2A.D2.2DB$9.4ACBA.C$11.A.CA$7.D4.D2BA$7.CD3A.C$8.C.3AB
A$8.CD.A.B2.D$7.BCD2.C2A.CA$7.AB.2A.B2D2B$8.AC4A2.CA$8.AB.A.A.D$8.AB
2.B$9.C2A.A4.D$9.4A.DC$11.A2.C.B$7.D4.A2DCA$7.CD3A2.2B$8.C.3ADC.A$8.C
D.A.D.B$7.BCD3.2C2.C$7.AB.2A.D2.2DB$8.AC3ACBA.C$8.AB.A.CA$8.AB2.D2BA$
9.C2A.C$9.4ABA$11.A.B2.D$7.D4.C2A.CA$7.CD3A.B2D2B$8.C.4A2.CA$8.CD.A.A
.D$7.BCD2.A$2A5.AB.B2A5.D$2B6.ACADA.DCB$2.A6.B.2ABDCBA$9.A.2C.CBA$7.D
.ABCBA$7.CDCBCB$9.B2.BC$9.3AD4.D$10.DACD2.DC$10.CAB!

Here's a very interesting rake that I found, what's interesting about it is what makes it a rake
x = 20, y = 148, rule = 345/26/5
3.2A$2.3A$.A.2AB$.2A2C.A$ABAC2B$.2A.A$C2DACA3.2A$B2A.BD3.2A$2.A.A.C5A
$D2CB.D3ACA$.BAD2.AB2ABD$2.DC2.DC4.C$8.D2CD3.2A$10.B4.2A$7.D.D.C2.3AB
$8.2CD4.AC.A$7.AB2A3.D2AB$7.DA.B2.CA.A$8.2AC3.D2A$7.C3A4.2AC$8.AD5.2A
$15.BA$13.4A$13.B.DA$13.2C2A$9.A3.DA.A$7.D3A4.2A$7.3A4.CBA$7.CDA4.B2A
$15.DA$14.D2A$14.B2A$9.D4.3A$7.A.A.D2.DCA$6.AB2AB3.C2A$6.ABC.C3.A.A$
7.D7.2A$10.D3.CBA$14.B2A$9.2A4.DA$8.C2B3.D2A$7.D.A.C2.B2A$8.3AD2.3A$
7.B2A4.DCA$7.D.BA3.C2A$14.A.A$15.2A$14.CBA$14.B2A$15.DA$14.D2A$14.B2A
$14.3A$14.DCA$14.C2A$14.A.A$15.2A$14.CBA$14.B2A$15.DA$14.D2A$14.B2A$
14.3A$14.DCA$14.C2A$14.A.A$15.2A$14.CBA$14.B2A$15.DA$14.D2A$14.B2A$
14.3A$14.DCA$14.C2A$14.A.A$15.2A$14.CBA$14.B2A$15.DA$14.D2A$14.B2A$
14.3A$14.DCA$14.C2A$14.A.A$15.2A$14.CBA$14.B2A$15.DA$14.D2A$14.B2A$
14.3A$14.DCA$14.C2A$14.A.A$15.2A$14.CBA$14.B2A$15.DA$14.D2A$14.B2A$
14.3A$14.DCA$14.C2A$14.A.A$15.2A$14.CBA$14.B2A$15.DA$14.D2A$14.B2A$
14.3A$14.DCA$14.C2A$14.A.A$15.2A$14.CBA$14.B2A$15.DA$14.D2A$14.B2A$
14.3A$14.DCA$14.C2A$14.A.A$15.2A$14.C2A$15.2A$15.3A$15.AC.A$15.4A$15.
A.2BA$15.4A$15.2A2DC$15.2A2CB$15.2A$15.2AD.D$15.A.AC$15.3A$15.3A$15.A
C.A$15.BC2B$13.3A.AD$11.2A2B2A.C$11.2A2B4A$13.A.B.CB$15.CD!

This pattern is a growing breeder
x = 41, y = 47, rule = 345/26/5
38.2A$38.3A$36.4A$35.3A2CB$34.A.2A2BA$34.2A2C2.D$32.2A2BAB2DC$31.5A$
30.A.2A2DCD$30.2A2CBCB$28.2A2BAB2A$27.5A2.D.D$26.A.2A2DCD2C$26.2A2CBC
2BAB$24.2A2BAB2A.A$23.5A2.D.2DCD$22.A.2A2DCD2CBCB$22.2A2CBC2BAB2A$20.
2A2BAB2A.A2.D.D$19.5A2.D.2DCD2C$18.A.2A2DCD2CBC2BAB$18.2A2CBC2BAB2A.A
$16.2A2BAB2A.A2.D.2DCD$15.5A2.D.2DCD2CBCB$14.A.2A2DCD2CBC2BAB2A$14.2A
2CBC2BAB2A.A2.D.D$12.2A2BAB2A.A2.D.2DCD2C$11.5A2.D.2DCD2CBC2BAB$10.A.
2A2DCD2CBC2BAB2A.A$10.2A2CBC2BAB2A.A2.D.2DCD$8.2A2BAB2A.A2.D.2DCD2CBC
B$7.5A2.D.2DCD2CBC2BAB2A$6.A.2A2DCD2CBC2BAB2A.A2.D.D$6.2A2CBC2BAB2A.A
2.D.2DCD2C$4.2A2BAB2A.A2.D.2DCD2CBC2BAB$3.5A2.D.2DCD2CBC2BAB2A.A$2.A.
2A2DCD2CBC2BAB2A.A2.D.2DCD$.AB3A2D2BAB2A.A2.D.2DCD2CBCB$ABCD.3A.A2.D.
2DCD2CBC2BAB2A$ABCD.A.ACD.D2CBC2BAB2A.A2.D.D$6.CDBD2.2B2A.A2.D.2DCD2C
$12.2A2.2DCD2CBC2BAB$14.2DBC2BAB2A.A$14.2CB2.A2.D.2DCD$14.2BA4.D2CBCB
$14.2A6.2B2A$22.2A!

Finally, here's a pattern that generates a skewed Serpenski triangle.
x = 12, y = 14, rule = 345/26/5
.2A$.2BA$.2CA$.2D3A$2.3A.A$B.A2C3A$C2A2C3A$AB.ABD2B2A$D3.C4A.A$.2D4.
2C3A$.2C.DC2B4A$.B.CDB$7.DCBA$7.DCBA!

I'd like to see more interesting patterns since this is only a small portion of patterns I've found. I know you're thinking how I found some of these patterns, what I do is draw a 4 bit block, then place a group of plusses to the north like this
x = 32, y = 47, rule = 345/26/5
.A$3A$.A13$30.A$17.A11.3A$16.3A11.A$17.A27$18.2A$18.2A!
User avatar
flipper77
 
Posts: 197
Joined: October 24th, 2010, 3:25 am
Location: Spokane, WA

Re: B26/S345/C5

Postby Extrementhusiast » February 13th, 2011, 3:04 pm

Makes an oblique rake:
x = 3, y = 4, rule = 345/26/5
.2A$A$2A$2.A!


p24 rake:
x = 12, y = 11, rule = 345/26/5
6.DB$.A.A2.C.CD$2AB2ABA.D$2A2BDA3.DC$.A.ABA3.B.B$2.2AB2AB.3A$4.2A2CDA
$4.7A$6.3A2.D$6.2ACD$7.ABCD!
I Like My Heisenburps! (and others)
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Re: B26/S345/C5

Postby flipper77 » February 13th, 2011, 9:49 pm

Another breeder I found:
x = 22, y = 28, rule = 345/26/5
2.2A$2.3A$4A.A$B.2C2A$C2BA2B2A$DA2.4A.2A$.2DC2D2A.2A$.C2BCBC3ABA$2.A.
3AB.2A$2.2D.D.3CDC$2.CB2C2ACBAB$3.AB.2A.2A$3.D2.5AD$3.CDC.ACA$4.BAB.C
A$4.A.D.2AD$4.DBCA2B2.B.A$4.CDA.4AC3A$7.CA2.5A$6.D2BD.A$7.2A2.DCBA$
11.DCBA$10.CA3.CDAB.A$9.B.5A.AC3A$9.AC11A$10.B$17.DCBA$17.DCBA!
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Re: B26/S345/C5

Postby lifespeed » February 15th, 2011, 8:53 pm

An extensible period oscillator
x = 57, y = 46, rule = 345/26/5
55.A$54.3A$55.A25$ADBA$B2A$D3ADCBA$C.A.DCBA$.BA7$54.2A$54.2B$54.2C$
54.2D$52.A.A$52.B4A$52.D2A.B$52.ABDC!

EDIT:can make any period above 20 as long it's divisible by 5
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Re: B26/S345/C5

Postby flipper77 » February 18th, 2011, 5:33 am

Here's two spaceships I recently found, the right one is a p2 tagalong, and the left one releases a spark to reflect a glider
x = 41, y = 29, rule = 345/26/5
19.2A3.2A8.2A3.2A$DCBA15.2B2A.2B8.2B3.2B$DCBA14.A2C.2A2CA7.2C.2A2C$
18.B2D2A.2DB7.2D2B.2D$17.AC3.2A2.CA8.A2C$17.BD.3A3.DB8.2DB$17.C.2A.CA
B2.C8.C$17.D.ABACA3.D10.D$20.C.2AD$21.D.B.C$21.C2.DBA$21.DCDCB$22.BAC
BA$17.BD3.DA$16.A2C4.2AC$17.BD3.4A$23.CA6$23.2A$23.2B$23.2C$23.2D3$
23.D!
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Re: B26/S345/C5

Postby flipper77 » February 19th, 2011, 7:16 pm

Using the tagalong, I found a p37 wick:
x = 27, y = 7, rule = 345/26/5
2A3.2A3.2A3.2A3.2A3.2A$2B.2A2B2A.2B.2A2B.2A2B.2A2B$2C2B.2C.2B2C2B.2C
2B.2C2B.2C$2DA2C2D2CA2DA2C2DA2C2DA2C2D$2.2DB2.B2D2.2DB2.2DB2.2DB$2.C
6.C2.C4.C4.C$4.D2.D6.D4.D4.D!
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Re: B26/S345/C5

Postby flipper77 » February 20th, 2011, 2:17 am

Here's another extendable spaceship I found:
x = 157, y = 21, rule = 345/26/5
2.2A149.2A$2.2B149.2B$2.2C2A.3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.
3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.
2A2C$2.2D.B2A.3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.
3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.3A.2AB.2D$4.2C2ABA.AB
A.ABA.ABA.ABA.ABA.ABA.ABA.ABA.ABA.ABA.ABA.ABA.ABA.ABA.ABA.ABA.ABA.ABA
.ABA.ABA.ABA.ABA.ABA.ABA.ABA.ABA.ABA.ABA.ABA.ABA.ABA.ABA.ABA.ABA.AB2A
2C$4.BD2A.ACA.ACA.ACA.ACA.ACA.ACA.ACA.ACA.ACA.ACA.ACA.ACA.ACA.ACA.ACA
.ACA.ACA.ACA.ACA.ACA.ACA.ACA.ACA.ACA.ACA.ACA.ACA.ACA.ACA.ACA.ACA.ACA.
ACA.ACA.ACA.2ADB$6.2ADB.BDB.BDB.BDB.BDB.BDB.BDB.BDB.BDB.BDB.BDB.BDB.B
DB.BDB.BDB.BDB.BDB.BDB.BDB.BDB.BDB.BDB.BDB.BDB.BDB.BDB.BDB.BDB.BDB.BD
B.BDB.BDB.BDB.BDB.BDB.BD2A$4.D.2A.C.CAC.CAC.CAC.CAC.CAC.CAC.CAC.CAC.C
ACACACACAC.CAC.CAC.CAC.CAC.CAC.CAC.CAC.CAC.CAC.CAC.CAC.CAC.CAC.CAC.CA
C.CAC.CAC.CAC.CAC.CAC.CAC.CAC.CAC.C.2A.D$2A4.AB.DBD.DBD.DBD.DBD.DBD.D
BD.DBD.DBD.DBD.DBD.DBD.DBD.DBD.DBD.DBD.DBD.DBD.DBD.DBD.DBD.DBD.DBD.DB
D.DBD.DBD.DBD.DBD.DBD.DBD.DBD.DBD.DBD.DBD.DBD.DBD.BA4.2A$2BA3.ABA3.C
3.C3.C3.C3.C3.C3.C3.C3.C3.C3.C3.C3.C3.C3.C3.C3.C3.C3.C3.C3.C3.C3.C3.C
3.C3.C3.C3.C3.C3.C3.C3.C3.C3.C3.ABA3.A2B$2CB2.ABDA.D3.D3.D3.D3.D3.D3.
D3.D3.D3.D3.D3.D3.D3.D3.D3.D3.D3.D3.D3.D3.D3.D3.D3.D3.D3.D3.D3.D3.D3.
D3.D3.D3.D3.D3.D.ADBA2.B2C$2DC.2ACDCBA135.ABCDC2A.C2D$2.D2BCD.CBA135.
ABC.DC2BD$3.CBA3.DA135.AD3.ABC$3.D6.CBA131.ABC6.D$11.DCBA2.2A119.2A2.
ABCD$11.DCBA2.2B119.2B2.ABCD$2.D13.A2C119.2CA13.D$16.B2D119.2DB$16.C
123.C$16.D123.D!
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