Framsticks Genotypes
|
Genotype Name
Gene Pool Author Description |
Number of
Parts,
Joints, Neurons, Connections |
Height on land (MS)
Height on land (ODE) |
Action | Genotype | ||
|---|---|---|---|---|---|---|
|
Archetypical spider (from other) by Shannon Gilbert. |
P: 22 J: 21 N: 0 C: 0 |
|
see details download |
lllllXL(rrX(, X), rrX(, X, rrX(, X),
rrX(,
X), lllllIIIIIIrrX(,
IIIIIIllX),
lllllIIIIIrrX(, IIIIIllX),
rrX(,
X), rrX(, X), rrX(, X),
rrX, X))
|
||
|
Ball (from other) by MarCas. Interesting shape. |
P: 24 J: 48 N: 0 C: 0 |
|
see details download |
//0
p: -1.5, -0.5, -0.5 p: -1.5, -0.5, 0.5 p: -1.5, 0.5, 0.5 p: -1.5, 0.5, -0.5 p: 1.5, -0.5, -0.5 [etc...] |
||
|
Ball Heavy (from other) by MarCas. Interesting shape. |
P: 32 J: 84 N: 0 C: 0 |
|
see details download |
//0
p: -1.5, -0.5, -0.5 p: -1.5, -0.5, 0.5 p: -1.5, 0.5, 0.5 p: -1.5, 0.5, -0.5 p: 1.5, -0.5, -0.5 [etc...] |
||
|
Bird (from other) by Szymon Ulatowski. looks like a bird |
P: 16 J: 15 N: 0 C: 0 |
|
see details download |
XXX(RRX(RRX(X, X),
, ), RRX(, X(X, X)),
RRX(RRX(X, X),
, ))
|
||
|
Block #1 (from other) by Adam Rotaru. |
P: 28 J: 32 N: 0 C: 0 |
|
see details download |
//0
p:0,0,0 p:0,4,0 p:4,0,0 p:4,4,0 p:0,0,8 [etc...] |
||
|
Block #2 (from other) by Adam Rotaru. |
P: 24 J: 28 N: 0 C: 0 |
|
see details download |
//0
p:0,0,0 p:0,4,0 p:4,0,0 p:4,4,0 p:0,0,6 [etc...] |
||
|
Cyber dumb (from other) by Anton Kodochygov. Should walk towards energy, avoid collision and stay erect. See also "Cyber upgraded" which is much better. |
P: 24 J: 42 N: 30 C: 29 |
|
see details download |
//0
p: p:x=.5 p:x=-.5 p:x=.5,z=-1,fr=0 p:x=-.5,z=-1,fr=0 [etc...] |
||
|
Dancing Box (from other) by (private). |
P: 12 J: 20 N: 11 C: 10 |
|
see details download |
//0
p:0,0,0 p:0,1,0 p:1,1,0 p:1,0,0 [etc...] |
||
|
Diamond (from other) by Marek Rucinski. |
P: 9 J: 16 N: 0 C: 0 |
|
see details download |
//0
p:-1.21, -0.5, 0 p:-1.21, 0.5, 0 p:-0.5, 1.21, 0 p:0.5, 1.21, 0 p:1.21, 0.5, 0 [etc...] |
||
|
Fractal (from other) by Szymon Ulatowski. |
P: 32 J: 31 N: 0 C: 0 |
|
see details download |
rLLLLLX(X(lX(lX(X,
X), lX(X, X)),
lX(lX(X,
X), lX(X, X))), lX(lX(lX(X, X), lX(X, X)), lX(lX(X, X), lX(X, X))))
|