This is a status page for stable spaceship eaters, stable spaceship-to-Xs, stable G-to-spaceships, and stable spaceship heisenburps.
Spaceship |
Eater |
Heisenburp |
Spaceship-to-G |
G-to-Spaceship
|
64P2H1V0
|
19, 10x43
|
Impossible?
|
95, 42x9
|
No Known Synthesis
|
70P2H1V0.1
|
34, 17x33
|
Impossible?
|
612, 120x104
|
No
|
LWSS
|
14, 4x4
|
Impossible?
|
58, 26x17
|
61, 39x30
|
MWSS
|
16, 4x4
|
1122, 151x122
|
37, 8x8
|
61, 81x52
|
HWSS
|
18, 4x8
|
1421, 216x174
|
290, 54x49
|
94, 123x105
|
x66
|
27, 4x17
|
Impossible?
|
65, 23x23
|
No
|
30P4H2V0.4
|
24, 4x9
|
Impossible?
|
28, 11x12
|
No
|
25P3H1V0.1
|
18, 4x12
|
Impossible?
|
44, 11x5
|
319, 2168x2152
|
25P3H1V0.2
|
22, 4x18
|
Impossible?
|
476, 92x81
|
206, 1189x1000
|
Edge-repair spaceship 1
|
21, 9x6
|
Impossible?
|
94, 19x11
|
No
|
Dart
|
34, 4x4
|
Impossible?
|
728, 125x92
|
160, 882x831
|
Turtle
|
48, 15x23
|
Impossible?
|
674, 88x79
|
No
|
60P3H1V0.3
|
44, 6x23
|
Impossible?
|
268, 18x40
|
No Known Synthesis
|
Wasp
|
40, 16x35
|
Impossible?
|
130, 37x16
|
No Known Synthesis
|
Brain
|
676, 115x129
|
Impossible?
|
676, 115x129
|
No
|
72P6H2V0
|
51, 4x31
|
Impossible?
|
74, 46x22
|
No Known Synthesis
|
37P4H1V0
|
83, 8x29
|
663, 64x89
|
372, 27x12
|
No Known Synthesis
|
46P4H1V0
|
119, 29x41
|
Impossible?
|
138, 34x45
|
612, 3287x2684
|
Spider
|
54, 16x33
|
1420, 263x216
|
548, 102x69
|
2619, 10083x9478
|
30P5H2V0
|
23, 6x9
|
Impossible?
|
242, 25x46
|
No
|
44P5H2V0
|
32, 6x29
|
Impossible?
|
160, 16x28
|
354, 988x1074
|
60P5H2V0
|
31, 4x23
|
Impossible?
|
507, 69x80
|
No
|
56P6H1V0
|
357, 35x54
|
Impossible?
|
828, 93x101
|
No
|
Dragon
|
229, 16x32
|
2222, 239x277
|
253, 34x30
|
No Known Synthesis
|
Loafer
|
73, 4x4
|
Impossible?
|
93, 12x17
|
158, 376x355
|
Weekender
|
44, 4x10
|
Impossible?
|
455, 121x193
|
427, 1257x1299
|
Spaghetti monster
|
1645, 250x216
|
2157, 203x346
|
1645, 250x216
|
No Known Synthesis
|
Anura
|
1156, 153x135
|
Impossible?
|
1156, 153x135
|
No Known Synthesis
|
257P7H3V0
|
952, 126x181
|
Impossible?
|
952, 126x181
|
No Known Synthesis
|
232P7H3V0
|
124, 59x32
|
2344, 237x264
|
970, 160x121
|
No Known Synthesis
|
55P9H3V0
|
56, 7x27
|
Impossible?
|
156, 35x18
|
No
|
Copperhead
|
158, 10x19
|
Impossible?
|
149, 20x15
|
197, 417x595
|
Fireship
|
229, 21x26
|
1396, 213x172
|
325, 28x28
|
387, 1054x1092
|
Crab
|
33, 11x4
|
Impossible?
|
314, 55x44
|
189, 955x1138
|
B29
|
39, 11x6
|
Impossible?
|
70, 8x9
|
No
|
Wings
|
25, 12x9
|
Impossible?
|
29, 4x4
|
332, 1582x1488
|
Orion 2
|
99, 16x23
|
Impossible?
|
295, 62x47
|
No
|
Canada goose
|
44, 5x17
|
Impossible?
|
59, 24x24
|
No Known Synthesis
|
Swan
|
50, 29x6
|
Impossible?
|
86, 29x17
|
No Known Synthesis
|
Enterprise
|
77, 25x10
|
Impossible?
|
536, 74x54
|
No Known Synthesis
|
58P5H1V1
|
49, 32x21
|
Impossible?
|
111, 28x36
|
No
|
77P6H1V1
|
105, 22x22
|
Impossible?
|
1206, 135x160
|
No Known Synthesis
|
Lobster
|
1078, 134x105
|
None known
|
1078, 134x105
|
No Known Synthesis
|
Walrus
|
135, 15x20
|
3000, 249x378
|
274, 32x39
|
No Known Synthesis
|
2-engine Cordership
|
362, 39x44
|
1616, 174x136
|
Yes
|
536, 395x429
|
Sir Robin
|
557, 122x105
|
2344, 243x264
|
Yes
|
No Known Synthesis
|
Notes on the above table:
- In some of the cells numbers are shown. These numbers correspond minimum known repeat time, and minimum known bounding box.
- In cases where the same pattern doesn't hold the record for both repeat time and bounding box, two patterns are linked.
- The existence of a Spaceship-to-G implies that an eater exists
- The existence of a heisenburp and an eater implies that a Spaceship-to-G exists
- Only true heisenburps are considered for the purposes of this table
Other Interesting Spaceship-Related Circuitry
Universal xWSS-to-G
Can accept any xWSS with a specific direction and axis of travel as input: 588, 97x92
Same as the above, but only accepts the xWSSs in half of their phases: 305, 66x73
Goldtiger997's Amazing 2 in 1 Reusable Multipurpose Minstrel Remover and Detector™
A pattern which converts any knightship made a out of Sir Robin, errant, lightweight, heavyweight, wandering, or pi minstrels into Sir Robin, emitting a different output signal depending on which minstrels had to be removed
Glider Highway robber
Fastest: 742
Smallest: 101x71