新进展：
在新规则B1S23D1step(http://pan.baidu.com/s/1pL3UX9D)中，存在制造墙的飞船。而且一旦空间的宽度被墙所限制，空间内部的图案就会变得有序。通过工程建构，现在已经可以稳定地复现这一现象。(见存档：http://pan.baidu.com/s/1jHT7yF8 预览
)
可能目标：
1.构建二维的砌墙者，以期同时限制高度和宽度
2.赋予墙一定的移动性
总的来说这将会是比较工程学的一次尝试，以期证明低熵自组织可以自我生殖。

x = 83, y = 73, rule = 23/2/4
23.ABC32.CBA$21.A.B17.A18.B.A$20.21A.22A$19.ABC18.A.A19.CBA$17.ABC2.A
BC15.A.A16.CBA2.CBA$17.ABC2.ABC15.A.A12.A.A.CBA2.CBA$19.ABC3.A14.A.A.
2A9.2ABA3.CBA$20.5AB5.A.2A5.A.A.2B6.2A.A.C.AB3A$22.A.C4.AC3A.A4.A.A.
2CA5.BCA.A.2A.A$23.3AB3A2.B.2B2A2.A.A3.B4.C3.A.C3A$4.ABC18.A.A2.3A.A.
A3.A.A3.C3.B2.CBCACB17.CBA$2.ABC21.A3.2AC3.2CB.A.A7.C4.ABA20.CBA$ABC
30.2B3CB.A.A37.CBA$ABC30.2A2C3.A.A37.CBA$2.ABC35.A.A35.CBA$3.37A3.37A
$4.A.B33.3A33.B.A$6.34A3.34A$7.A.B30.A.A30.B.A$9.4A.CB4A.A9.C.3A.CB.A
.A6.A.C.A7.A.4ABC.4A$10.A.A.BA.A.CB2A7.C.B.B.ABC.A.A3.C.ACB4A5.2ABC.A
.AB.A.A$13.ACAC.A.3A8.A2.B5.A.A4.CAB3.2A5.3A.A.CACA$15.AB.A.2A9.AB2C
5.A.A6.2B.B2.A5.2A.A.BA$15.AB.A.2A9.AB2C5.A.A5.2ABC.C2B5.2A.A.BA$13.A
CAC.A.3A8.A2.B5.A.A4.C.A.3AC.A3.3A.A.CACA$10.A.A.BA.A.CB2A7.C.B.B.ABC
.A.A3.C4.A.A2C2A2.2ABC.A.AB.A.A$9.4A.CB4A.A9.C.3A.CB.A.A10.BC3A3.A.4A
BC.4A$7.A.B30.A.A30.B.A$6.34A3.34A$4.A.B33.3A33.B.A$3.37A3.37A$2.ABC
35.A.A35.CBA$ABC14.3A20.A.A.ABA.A2.2A10.3A14.CBA$ABC13.A.B3.C17.A.A.A
B.ABA.2A7.C3.B.A13.CBA$2.ABC9.3A.A.C.B9.C3.C3.A.A.A.A2C.2ACA6.B.C.A.
3A9.CBA$4.ABC6.ABCA.B2.C9.B.CBCB3.A.A.C3.BA.2CBA6.C2.B.ACBA6.CBA$10.A
.A.C.B.ACB10.CB2A.A3.A.A.A2CA.AC2.AB7.BCA.B.C.A.A$9.4ACBA.CBA14.CBC3.
A.A.2BCB4.2C9.ABC.ABC4A$7.A.B30.A.A30.B.A$6.34A3.34A$4.A.B33.3A33.B.A
$3.37A3.37A$2.ABC35.A.A35.CBA$ABC14.2A2C11.2A6.A.A.BC7.3A6.2C2A14.CBA
$ABC9.ABC.A2B5.C6.2A7.A.A2.2A.B.CA.2A.2AC5.2BA.CBA9.CBA$2.ABC5.ABC2.A
C.CA2.AB6.C.CA6.A.A.3A.C2A.2A.3A.BA2.AC.CA2.CBA5.CBA$4.ABC3.ABC2.3AB
2.2AC8.A7.A.A.A3.A2.A.C2.C2AC2A2.B3A2.CBA3.CBA$12.ABC3.A3.BA.C4.A2B7.
A.A.A3.CB2C2.2A.B.AB3.A3.CBA$14.3AC.C2.CACB3.AB.2BA2.C2.A.A.ABA7.A.B.
CAC2.C.C3A$14.B.3A.ABABA3.A.B.A.2A4.A.A.A2.3A.AC2.4ABABA.3A.B$12.A3B
2.2AC2A6.2A.ACA.C.C.A.A2.A.C2.AB3.A.2A.2AC2A2.3BA$10.A.A.B3.A.B6.C.A.
2A.ABAB2.A.A3.B.C2.AC9.B.A3.B.A.A$9.4ACBA.CB10.C.A4.A3.A.A3.3AB14.BC.
ABC4A$7.A.B30.A.A30.B.A$6.34A3.34A$4.A.B33.3A33.B.A$3.37A3.37A$2.ABC
35.A.A35.CBA$ABC30.C6.A.A4.A3.C28.CBA$ABC9.ABC17.CB6.A.A3.BCBA.A16.CB
A9.CBA$2.ABC5.ABC14.3A10.A.A.C2.A.ABABA.A14.CBA5.CBA$4.ABC3.ABC14.2A.
A9.A.A4.A.2CA2CABA13.CBA3.CBA$12.ABC10.A.B.C2A8.A.A2.C.A5CAC.B.A9.CBA
$23.3ABA.2C.A7.A.A3.3A3.ACB.AB3A$22.A.C2.2A.2B8.A.A3.2A4.B2A.A2.C.A$
20.5AB4.2A8.A.A9.2A4.B5A$19.ABC3.A14.A.A15.A3.CBA$17.ABC2.ABC15.A.A
16.CBA2.CBA$17.ABC2.ABC15.A.A16.CBA2.CBA$19.ABC18.A.A19.CBA$20.21A.
22A$21.A.B17.A18.B.A$23.ABC32.CBA!

x = 47, y = 37, rule = B2/S23
2$14b24o$13bo24bo$11bo2bo22bo2bo$11bo24bo3bo$13bo24bo5$13bo24bo$11bo3b
o20bo3bo$11bo4b4o2bobo5bob4o4bo$13bo24bo$14b24o$16bo18bo$17bobo2bo3bob
2o4bo$20bo2bo6bo$20bo2bo6bo$17bobo2bo3bob2o4bo$16bo18bo$14b24o$13bo24b
o$11bo28bo$11bo28bo$13bo24bo4$13bo24bo$11bo24bo3bo$11bo2bo22bo2bo$13bo
24bo$14b24o!

x = 100, y = 9, rule = 23/2/8:T100,9
$100A2$73.G.FDECAB2A$75.2GE2DB2A$71.D2.2FC.CB.A$70.GDE2AD2A$68.4GEA.B
2A12.A$70.FECDA.A12.3A!

x = 1200, y = 9, rule = 23/2/8:T1200,9
$1200A2$46.FECDA.A2.3A72.FECDA.A3.3A71.FECDA.A4.3A70.FECDA.A5.3A69.FE
CDA.A6.3A68.FECDA.A7.3A67.FECDA.A8.3A66.FECDA.A9.3A65.FECDA.A10.3A64.
FECDA.A11.3A63.FECDA.A12.3A62.FECDA.A13.3A61.FECDA.A14.3A$44.4GEA.B2A
2.A71.4GEA.B2A3.A70.4GEA.B2A4.A69.4GEA.B2A5.A68.4GEA.B2A6.A67.4GEA.B
2A7.A66.4GEA.B2A8.A65.4GEA.B2A9.A64.4GEA.B2A10.A63.4GEA.B2A11.A62.4GE
A.B2A12.A61.4GEA.B2A13.A60.4GEA.B2A14.A$46.GDE2AD2A76.GDE2AD2A76.GDE
2AD2A76.GDE2AD2A76.GDE2AD2A76.GDE2AD2A76.GDE2AD2A76.GDE2AD2A76.GDE2AD
2A76.GDE2AD2A76.GDE2AD2A76.GDE2AD2A76.GDE2AD2A$35.G2.G8.D2.2FC.CB.A
61.G2.G8.D2.2FC.CB.A61.G2.G8.D2.2FC.CB.A61.G2.G8.D2.2FC.CB.A61.G2.G8.
D2.2FC.CB.A61.G2.G8.D2.2FC.CB.A61.G2.G8.D2.2FC.CB.A61.G2.G8.D2.2FC.CB
.A61.G2.G8.D2.2FC.CB.A61.G2.G8.D2.2FC.CB.A61.G2.G8.D2.2FC.CB.A61.G2.G
8.D2.2FC.CB.A61.G2.G8.D2.2FC.CB.A$38.GE11.2GE2DB2A63.GE11.2GE2DB2A63.
GE11.2GE2DB2A63.GE11.2GE2DB2A63.GE11.2GE2DB2A63.GE11.2GE2DB2A63.GE11.
2GE2DB2A63.GE11.2GE2DB2A63.GE11.2GE2DB2A63.GE11.2GE2DB2A63.GE11.2GE2D
B2A63.GE11.2GE2DB2A63.GE11.2GE2DB2A$37.FEF9.G.FDECAB2A62.FEF9.G.FDECA
B2A62.FEF9.G.FDECAB2A62.FEF9.G.FDECAB2A62.FEF9.G.FDECAB2A62.FEF9.G.FD
ECAB2A62.FEF9.G.FDECAB2A62.FEF9.G.FDECAB2A62.FEF9.G.FDECAB2A62.FEF9.G
.FDECAB2A62.FEF9.G.FDECAB2A62.FEF9.G.FDECAB2A62.FEF9.G.FDECAB2A!

@Bz_______，这个是标准差的收敛情况，可以看到有明显的浮动也就是我说的污染，但是除去污染的话收敛的还是很快的

改了脚本以后的情况，绿色和蓝色，可以看到在中间的稳定部出现了明显的锯齿状纹路，可能是我的脚本对torus的支持还是不够好。

存在动态稳定结构的非求和性规则（请在golly中用Ctrl+5随机汤运行）：B12en3-ijq4eijqtwz5-jn678/S2ce3-aeij4aknqyz5akqr6-an78:T256,256